diff options
| author | David Benson <david@draw.io> | 2022-09-30 19:53:06 +0300 |
|---|---|---|
| committer | David Benson <david@draw.io> | 2022-09-30 19:53:06 +0300 |
| commit | b725015c457a2e2f2b52cf521c06cd11751413a9 (patch) | |
| tree | adc4d4d157659d736687efb4a3cfaee8dbfab236 | |
| parent | 6bb117b375788c89802d5e5d9eabd227dbc0a5ee (diff) | |
20.4.0 releasev20.4.0
34 files changed, 1655 insertions, 371 deletions
@@ -1,3 +1,9 @@ +29-SEP-2022: 20.4.0 + +- [conf cloud] Fixed bug that instances without configuration store diagrams as compressed XML [DID-6387] +- Applies fill=stroke for some stencils [DS-918] +- Fixed image export text shift in lightbox [DID-6374] + 27-SEP-2022: 20.3.7 - [conf cloud] Fixes conf pdf export of diagrams with () in their name @@ -1 +1 @@ -20.3.7
\ No newline at end of file +20.4.0
\ No newline at end of file diff --git a/etc/build/build.xml b/etc/build/build.xml index 4f720f3e..0fa69dc1 100644 --- a/etc/build/build.xml +++ b/etc/build/build.xml @@ -299,6 +299,7 @@ <file name="EditorUi.js" /> <file name="DiffSync.js" /> <file name="Settings.js" /> + <file name="DrawioFilePuller.js" /> <file name="DrawioFileSync.js" /> <file name="App.js" /> <file name="Menus.js" /> @@ -382,6 +383,7 @@ <file name="EditorUi.js" /> <file name="DiffSync.js" /> <file name="Settings.js" /> + <file name="DrawioFilePuller.js" /> <file name="DrawioFileSync.js" /> </sources> diff --git a/src/main/webapp/js/app.min.js b/src/main/webapp/js/app.min.js index 45b5184b..17122705 100644 --- a/src/main/webapp/js/app.min.js +++ b/src/main/webapp/js/app.min.js @@ -145,7 +145,7 @@ if("1"==urlParams.offline||"1"==urlParams.demo||"1"==urlParams.stealth||"1"==url "se.diagrams.net"==window.location.hostname&&(urlParams.db="0",urlParams.od="0",urlParams.gh="0",urlParams.gl="0",urlParams.tr="0",urlParams.plugins="0",urlParams.mode="google",urlParams.lockdown="1",window.DRAWIO_GOOGLE_APP_ID=window.DRAWIO_GOOGLE_APP_ID||"184079235871",window.DRAWIO_GOOGLE_CLIENT_ID=window.DRAWIO_GOOGLE_CLIENT_ID||"184079235871-pjf5nn0lff27lk8qf0770gmffiv9gt61.apps.googleusercontent.com");"trello"==urlParams.mode&&(urlParams.tr="1"); "embed.diagrams.net"==window.location.hostname&&(urlParams.embed="1");(null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.open&&(window.location.hash=urlParams.open);window.urlParams=window.urlParams||{};window.DOM_PURIFY_CONFIG=window.DOM_PURIFY_CONFIG||{ADD_TAGS:["use"],FORBID_TAGS:["form"],ALLOWED_URI_REGEXP:/^((?!javascript:).)*$/i,ADD_ATTR:["target","content"]};window.MAX_REQUEST_SIZE=window.MAX_REQUEST_SIZE||10485760;window.MAX_AREA=window.MAX_AREA||225E6;window.EXPORT_URL=window.EXPORT_URL||"/export";window.SAVE_URL=window.SAVE_URL||"/save";window.OPEN_URL=window.OPEN_URL||"/open";window.RESOURCES_PATH=window.RESOURCES_PATH||"resources"; window.RESOURCE_BASE=window.RESOURCE_BASE||window.RESOURCES_PATH+"/grapheditor";window.STENCIL_PATH=window.STENCIL_PATH||"stencils";window.IMAGE_PATH=window.IMAGE_PATH||"images";window.STYLE_PATH=window.STYLE_PATH||"styles";window.CSS_PATH=window.CSS_PATH||"styles";window.OPEN_FORM=window.OPEN_FORM||"open.html";window.mxBasePath=window.mxBasePath||"mxgraph";window.mxImageBasePath=window.mxImageBasePath||"mxgraph/images";window.mxLanguage=window.mxLanguage||urlParams.lang; -window.mxLanguages=window.mxLanguages||["de","se"];var mxClient={VERSION:"20.3.7",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), +window.mxLanguages=window.mxLanguages||["de","se"];var mxClient={VERSION:"20.4.0",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), IS_OP:null!=navigator.userAgent&&(0<=navigator.userAgent.indexOf("Opera/")||0<=navigator.userAgent.indexOf("OPR/")),IS_OT:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Presto/")&&0>navigator.userAgent.indexOf("Presto/2.4.")&&0>navigator.userAgent.indexOf("Presto/2.3.")&&0>navigator.userAgent.indexOf("Presto/2.2.")&&0>navigator.userAgent.indexOf("Presto/2.1.")&&0>navigator.userAgent.indexOf("Presto/2.0.")&&0>navigator.userAgent.indexOf("Presto/1."),IS_SF:/Apple Computer, Inc/.test(navigator.vendor), IS_ANDROID:0<=navigator.appVersion.indexOf("Android"),IS_IOS:/iP(hone|od|ad)/.test(navigator.platform)||navigator.userAgent.match(/Mac/)&&navigator.maxTouchPoints&&2<navigator.maxTouchPoints,IS_WEBVIEW:/((iPhone|iPod|iPad).*AppleWebKit(?!.*Version)|; wv)/i.test(navigator.userAgent),IS_GC:/Google Inc/.test(navigator.vendor),IS_CHROMEAPP:null!=window.chrome&&null!=chrome.app&&null!=chrome.app.runtime,IS_FF:"undefined"!==typeof InstallTrigger,IS_MT:0<=navigator.userAgent.indexOf("Firefox/")&&0>navigator.userAgent.indexOf("Firefox/1.")&& 0>navigator.userAgent.indexOf("Firefox/2.")||0<=navigator.userAgent.indexOf("Iceweasel/")&&0>navigator.userAgent.indexOf("Iceweasel/1.")&&0>navigator.userAgent.indexOf("Iceweasel/2.")||0<=navigator.userAgent.indexOf("SeaMonkey/")&&0>navigator.userAgent.indexOf("SeaMonkey/1.")||0<=navigator.userAgent.indexOf("Iceape/")&&0>navigator.userAgent.indexOf("Iceape/1."),IS_SVG:"MICROSOFT INTERNET EXPLORER"!=navigator.appName.toUpperCase(),NO_FO:!document.createElementNS||"[object SVGForeignObjectElement]"!== @@ -500,7 +500,7 @@ mxSvgCanvas2D.prototype.addForeignObject=function(a,b,c,d,e,f,g,k,l,m,n,p,r,q,t) p),null!=a&&(u.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"),b=this.createElement("switch"),b.appendChild(u),b.appendChild(a),r.appendChild(b)));t.appendChild(r)}; mxSvgCanvas2D.prototype.updateTextNodes=function(a,b,c,d,e,f,g,k,l,m,n){var p=this.state.scale;mxSvgCanvas2D.createCss(c+this.foreignObjectPadding,d,e,f,g,k,l,null!=this.state.fontBackgroundColor?this.state.fontBackgroundColor:null,null!=this.state.fontBorderColor?this.state.fontBorderColor:null,"display: flex; align-items: unsafe "+(f==mxConstants.ALIGN_TOP?"flex-start":f==mxConstants.ALIGN_BOTTOM?"flex-end":"center")+"; justify-content: unsafe "+(e==mxConstants.ALIGN_LEFT?"flex-start":e==mxConstants.ALIGN_RIGHT? "flex-end":"center")+"; ",this.getTextCss(),p,mxUtils.bind(this,function(r,q,t,u,x){a+=this.state.dx;b+=this.state.dy;var A=n.firstChild,E=A.firstChild,C=E.firstChild,D=(this.rotateHtml?this.state.rotation:0)+(null!=m?m:0),B=(0!=this.foOffset?"translate("+this.foOffset+" "+this.foOffset+")":"")+(1!=p?"scale("+p+")":"");this.setCssText(C.firstChild,x);this.setCssText(C,u);C.setAttribute("data-drawio-colors","color: "+this.state.fontColor+"; "+(null==this.state.fontBackgroundColor?"":"background-color: "+ -this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));A.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");A.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");q=Math.round(b+q);0>q?A.setAttribute("y",q):(A.removeAttribute("y"),t+="padding-top: "+q+"px; ");this.setCssText(E,t+"margin-left: "+Math.round(a+r)+"px;");B+=0!=D?"rotate("+D+" "+a+" "+b+")":"";""!=B?n.setAttribute("transform",B):n.removeAttribute("transform"); +this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));A.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");A.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");q=Math.round(b+q);0>q?(A.setAttribute("y",q),t+="padding-top: 0; "):(A.removeAttribute("y"),t+="padding-top: "+q+"px; ");this.setCssText(E,t+"margin-left: "+Math.round(a+r)+"px;");B+=0!=D?"rotate("+D+" "+a+" "+b+")":"";""!=B?n.setAttribute("transform",B):n.removeAttribute("transform"); 1!=this.state.alpha?n.setAttribute("opacity",this.state.alpha):n.removeAttribute("opacity")}))}; mxSvgCanvas2D.createCss=function(a,b,c,d,e,f,g,k,l,m,n,p,r){p="box-sizing: border-box; font-size: 0; text-align: "+(c==mxConstants.ALIGN_LEFT?"left":c==mxConstants.ALIGN_RIGHT?"right":"center")+"; ";var q=mxUtils.getAlignmentAsPoint(c,d);c="overflow: hidden; ";var t="width: 1px; ",u="height: 1px; ",x=q.x*a;q=q.y*b;g?(t="width: "+Math.round(a)+"px; ",p+="max-height: "+Math.round(b)+"px; ",q=0):"fill"==f?(t="width: "+Math.round(a)+"px; ",u="height: "+Math.round(b)+"px; ",n+="width: 100%; height: 100%; ", p+="width: "+Math.round(a-2)+"px; "+u):"width"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",p+=t,q=0,0<b&&(p+="max-height: "+Math.round(b)+"px; ")):"block"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",c="",q=0,p+=t,"middle"==d&&(p+="max-height: "+Math.round(b)+"px; ")):(c="",q=0);b="";null!=k&&(b+="background-color: "+k+"; ");null!=l&&(b+="border: 1px solid "+l+"; ");""==c||g?n+=b:p+=b;e&&0<a?(n+="white-space: normal; word-wrap: "+mxConstants.WORD_WRAP+"; ",t="width: "+Math.round(a)+ @@ -2440,11 +2440,11 @@ d.vertex=!0;var k=new mxCell("Subtitle",new mxGeometry(0,0,200,26),"text;html=1; d.vertex=!0;var k=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;verticalAlign=bottom;endArrow=open;endSize=8;strokeColor=#ff0000;");k.geometry.setTerminalPoint(new mxPoint(100,80),!1);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!0);return b.createVertexTemplateFromCells([d,k],200,80,"Fork/Join")}),this.createVertexTemplateEntry("ellipse;html=1;shape=endState;fillColor=#000000;strokeColor=#ff0000;",30,30,"","End",null,null,"uml activity state end"),this.createVertexTemplateEntry("shape=umlLifeline;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;outlineConnect=0;", 100,300,":Object","Lifeline",null,null,"uml sequence participant lifeline"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlActor;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;",20,300,"","Actor Lifeline",null,null,"uml sequence participant lifeline actor"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlBoundary;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;", 50,300,"","Boundary Lifeline",null,null,"uml sequence participant lifeline boundary"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlEntity;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;",40,300,"","Entity Lifeline",null,null,"uml sequence participant lifeline entity"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlControl;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;", -40,300,"","Control Lifeline",null,null,"uml sequence participant lifeline control"),this.createVertexTemplateEntry("shape=umlFrame;whiteSpace=wrap;html=1;",300,200,"frame","Frame",null,null,"uml sequence frame"),this.createVertexTemplateEntry("shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=3;strokeColor=default;",30,30,"","Destruction",null,null,"uml sequence destruction destroy"),this.addEntry("uml sequence invoke invocation call activation",function(){var d=new mxCell("",new mxGeometry(0,0, -10,80),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=oval;endArrow=block;startSize=8;");k.geometry.setTerminalPoint(new mxPoint(-60,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,80,"Found Message")}),this.addEntry("uml sequence invoke call delegation synchronous invocation activation",function(){var d=new mxCell("",new mxGeometry(0, -0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=block;entryX=0;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(-70,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);var n=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;exitX=0;exitY=0.95;");n.geometry.setTerminalPoint(new mxPoint(-70,76),!1);n.geometry.relative=!0; -n.edge=!0;d.insertEdge(n,!0);return b.createVertexTemplateFromCells([d,k,n],10,80,"Synchronous Invocation")}),this.addEntry("uml sequence self call recursion delegation activation",function(){var d=new mxCell("",new mxGeometry(-5,20,10,40),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("self call",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;spacingLeft=2;endArrow=block;rounded=0;entryX=1;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(0, -0),!0);k.geometry.points=[new mxPoint(30,0)];k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,60,"Self Call")}),this.addEntry("uml sequence invoke call delegation callback activation",function(){return b.createVertexTemplateFromData("xZRNT8MwDIZ/Ta6oaymD47rBTkiTuMAxW6wmIm0q19s6fj1OE3V0Y2iCA4dK8euP2I+riGxedUuUjX52CqzIHkU2R+conKpuDtaKNDFKZAuRpgl/In264J303qSRCDVdk5CGhJ20WwhKEFo62ChoqritxURkReNMTa2X80LkC68AmgoIkEWHpF3pamlXR7WIFwASdBeb7KXY4RIc5+KBQ/ZGkY4RYY5Egyl1zLqLmmyDXQ6Zx4n5EIf+HkB2BmAjrV3LzftPIPw4hgNn1pQ1a2tH5Cp2QK1miG7vNeu4iJe4pdeY2BtvbCQDGlAljMCQxBJotJ8rWCFYSWY3LvUdmZi68rvkkLiU6QnL1m1xAzHoBOdw61WEb88II9AW67/ydQ2wq1Cy1aAGvOrFfPh6997qDA3g+dxzv3nIL6MPU/8T+kMw8+m4QPgdfrEJNo8PSQj/+s58Ag==", +40,300,"","Control Lifeline",null,null,"uml sequence participant lifeline control"),this.createVertexTemplateEntry("shape=umlFrame;whiteSpace=wrap;html=1;",300,200,"frame","Frame",null,null,"uml sequence frame"),this.createVertexTemplateEntry("shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=3;",30,30,"","Destruction",null,null,"uml sequence destruction destroy"),this.addEntry("uml sequence invoke invocation call activation",function(){var d=new mxCell("",new mxGeometry(0,0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;"); +d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=oval;endArrow=block;startSize=8;");k.geometry.setTerminalPoint(new mxPoint(-60,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,80,"Found Message")}),this.addEntry("uml sequence invoke call delegation synchronous invocation activation",function(){var d=new mxCell("",new mxGeometry(0,0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;"); +d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=block;entryX=0;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(-70,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);var n=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;exitX=0;exitY=0.95;");n.geometry.setTerminalPoint(new mxPoint(-70,76),!1);n.geometry.relative=!0;n.edge=!0;d.insertEdge(n,!0);return b.createVertexTemplateFromCells([d, +k,n],10,80,"Synchronous Invocation")}),this.addEntry("uml sequence self call recursion delegation activation",function(){var d=new mxCell("",new mxGeometry(-5,20,10,40),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("self call",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;spacingLeft=2;endArrow=block;rounded=0;entryX=1;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(0,0),!0);k.geometry.points=[new mxPoint(30,0)];k.geometry.relative= +!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,60,"Self Call")}),this.addEntry("uml sequence invoke call delegation callback activation",function(){return b.createVertexTemplateFromData("xZRNT8MwDIZ/Ta6oaymD47rBTkiTuMAxW6wmIm0q19s6fj1OE3V0Y2iCA4dK8euP2I+riGxedUuUjX52CqzIHkU2R+conKpuDtaKNDFKZAuRpgl/In264J303qSRCDVdk5CGhJ20WwhKEFo62ChoqritxURkReNMTa2X80LkC68AmgoIkEWHpF3pamlXR7WIFwASdBeb7KXY4RIc5+KBQ/ZGkY4RYY5Egyl1zLqLmmyDXQ6Zx4n5EIf+HkB2BmAjrV3LzftPIPw4hgNn1pQ1a2tH5Cp2QK1miG7vNeu4iJe4pdeY2BtvbCQDGlAljMCQxBJotJ8rWCFYSWY3LvUdmZi68rvkkLiU6QnL1m1xAzHoBOdw61WEb88II9AW67/ydQ2wq1Cy1aAGvOrFfPh6997qDA3g+dxzv3nIL6MPU/8T+kMw8+m4QPgdfrEJNo8PSQj/+s58Ag==", 10,60,"Callback")}),this.createVertexTemplateEntry("html=1;points=[];perimeter=orthogonalPerimeter;",10,80,"","Activation",null,null,"uml sequence activation"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;startArrow=oval;startFill=1;endArrow=block;startSize=8;",60,0,"dispatch","Found Message 1",null,"uml sequence message call invoke dispatch"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;startArrow=circle;startFill=1;endArrow=open;startSize=6;endSize=8;",80,0,"dispatch", "Found Message 2",null,"uml sequence message call invoke dispatch"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;endArrow=block;",80,0,"dispatch","Message",null,"uml sequence message call invoke dispatch"),this.addEntry("uml sequence return message",function(){var d=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;");d.geometry.setTerminalPoint(new mxPoint(80,0),!0);d.geometry.setTerminalPoint(new mxPoint(0,0),!1);d.geometry.relative= !0;d.edge=!0;return b.createEdgeTemplateFromCells([d],80,0,"Return")}),this.addEntry("uml relation",function(){var d=new mxCell("name",new mxGeometry(0,0,0,0),"endArrow=block;endFill=1;html=1;edgeStyle=orthogonalEdgeStyle;align=left;verticalAlign=top;");d.geometry.setTerminalPoint(new mxPoint(0,0),!0);d.geometry.setTerminalPoint(new mxPoint(160,0),!1);d.geometry.relative=!0;d.geometry.x=-1;d.edge=!0;var k=new mxCell("1",new mxGeometry(-1,0,0,0),"edgeLabel;resizable=0;html=1;align=left;verticalAlign=bottom;"); @@ -6635,7 +6635,7 @@ this.createVertexTemplateEntry(mxConstants.STYLE_SHAPE+"=mxgraph.electrical.abst 10,70,"1.2 V","Voltage",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","voltage","electrical signal source ").join(" ")),this.createVertexTemplateEntry(t+"equipotential;",90,90,"","Equipotential",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","equipotential","electrical signal source ").join(" ")),this.createVertexTemplateEntry(t+"protective_earth;",25,20,"","Equipotential",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","protective_earth", "electrical signal source ").join(" ")),this.createVertexTemplateEntry(t+"signal_ground;",45,30,"","Ground",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","signal_ground","electrical signal source ").join(" ")),this.createVertexTemplateEntry(f+"chassis;",65,32,"","Chassis",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","chassis","electrical ").join(" ")),this.createVertexTemplateEntry(f+"circuit_breaker;",100,13,"","Circuit Breaker",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources", "circuit breaker","electrical ").join(" ")),this.createVertexTemplateEntry(f+"generic_component",60,60,"","Generic Component",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","generic component","electrical ").join(" ")),this.createVertexTemplateEntry(f+"permanent_magnet",20,70,"","Permanent Magnet",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","permanent magnet","electrical ").join(" ")),this.createVertexTemplateEntry(f+"thermal_element",100,32,"","Thermal Element", -null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","thermal element","electrical ").join(" ")),this.createVertexTemplateEntry(f+"igniter_plug",72,39,"","Igniter Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","igniter plug","electrical ").join(" ")),this.createVertexTemplateEntry("shape=mxgraph.arrows2.arrow;verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;dy=0;dx=10;notch=0;",100,30,"","Pickup Head",null, +null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","thermal element","electrical ").join(" ")),this.createVertexTemplateEntry(f+"igniter_plug2",72,39,"","Igniter Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","igniter plug","electrical ").join(" ")),this.createVertexTemplateEntry("shape=mxgraph.arrows2.arrow;verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;dy=0;dx=10;notch=0;",100,30,"","Pickup Head",null, null,this.getTagsForStencil("mxgraph.electrical.signal_sources","pickup head","electrical ").join(" ")),this.createVertexTemplateEntry(f+"squib_ignitor",100,100,"","Squib Ignitor",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","squib ignitor","electrical ").join(" ")),this.createVertexTemplateEntry(f+"transducer",70,60,"","Transducer",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","transducer","electrical ").join(" ")),this.createVertexTemplateEntry(f+"transducer_2", 80,100,"","Transducer",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","transducer","electrical ").join(" ")),this.createVertexTemplateEntry(f+"thermopile",80,82,"","Thermopile",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","thermopile","electrical ").join(" ")),this.createVertexTemplateEntry(f+"indicator",60,60,"","Indicator",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","indicator","electrical ").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;fillColor=strokeColor;html=1;verticalAlign=top;strokeWidth=1;shape=mxgraph.electrical.miscellaneous.surge_protector;", 70,20,"","Surge Protector",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","surge protector","electrical ").join(" ")),this.createVertexTemplateEntry(f+"surge_protector_2;",70,24,"","Surge Protector",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","surge protector","electrical ").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;shape=rect;",130,50,"","Material",null, @@ -6644,8 +6644,8 @@ null,this.getTagsForStencil("mxgraph.electrical.signal_sources","material","elec "","Circuit Terminal",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","circuit terminal","electrical radio audio ").join(" ")),this.createEdgeTemplateEntry("endArrow=open;html=1;strokeWidth=1;endFill=0;endSize=20;",100,0,"","M/F Contact",null,this.getTagsForStencil("mxgraph.electrical.signal_sources","","mf contact").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;fillColor=strokeColor;html=1;verticalAlign=top;strokeWidth=1;shape=mxgraph.electrical.miscellaneous.mf_contact_2", 100,10,"","M/F Contact 2",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","mf contact","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"terminal_board",75,150,"","Terminal Board",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","terminal board","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"cable_termination",100,50,"","Cable Termination",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","cable termination", "electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"2_conductor_jack",100,50,"","2-Conductor Jack",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","2 conductor jack two","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"3_conductor_jack",100,50,"","3-Conductor Jack",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","3 conductor jack three","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"2_conductor_plug", -53,24,"","2-Conductor Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","2 conductor plug two","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"3_conductor_plug",53,24,"","3 Conductor Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","3 conductor plug","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"normalled_jacks",230,65,"","Normalled Jacks",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources", -"normalled jacks","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"normalled_jack",110,65,"","Normalled Jack",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","normalled jack","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"coaxial_outside_conductor",300,150,"","Coaxial Outside Conductor",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","coaxial outside conductor","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+ +53,24,"","2-Conductor Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","2 conductor plug two","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"3_conductor_plug",53,24,"","3 Conductor Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","3 conductor plug","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"normalled_jacks2",230,65,"","Normalled Jacks",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources", +"normalled jacks","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"normalled_jack2",110,65,"","Normalled Jack",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","normalled jack","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"coaxial_outside_conductor",300,150,"","Coaxial Outside Conductor",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","coaxial outside conductor","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+ "coaxial_center_conductor",300,150,"","Coaxial Center Conductor",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","coaxial center conductor","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"large_d_connector",375,75,"","Large D Connector",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","large d connector","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"small_d_connector",150,75,"","Small D Connector",null,null, this.getTagsForStencil("mxgraph.electrical.signal_sources","small d connector","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"c_header_connector",200,75,"","C Header Connector",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","c header connector","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"ac_out",200,100,"","AC Out",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","ac out alternate current","electrical radio audio ").join(" ")), this.createVertexTemplateEntry(f+"shielded_jack_plug",50,100,"","Shielded Jack/Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","shielded jack plug","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"coaxial_jack_plug",50,100,"","Coaxial Jack/Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","coaxial jack/plug","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"f_m_2_conductor_1",100,100,"","F/M 2 Conductor", @@ -6682,7 +6682,7 @@ this.getTagsForStencil("mxgraph.electrical.rot_mech","field","electrical rotatin "electrical rotating equipment mechanical function functions").join(" ")),this.createVertexTemplateEntry(x+"mechanical_interlock;pointerEvents=1;",100,30,"","Mechanical Interlock",null,null,this.getTagsForStencil("mxgraph.electrical.rot_mech","mechanical interlock","electrical rotating equipment mechanical function functions").join(" ")),this.createVertexTemplateEntry(x+"automatic_return;pointerEvents=1;",100,12,"","Automatic Return",null,null,this.getTagsForStencil("mxgraph.electrical.rot_mech", "automatic_return","electrical rotating equipment mechanical function functions").join(" ")),this.createVertexTemplateEntry(x+"detent;pointerEvents=1;",100,8,"","Detent",null,null,this.getTagsForStencil("mxgraph.electrical.rot_mech","detent","electrical rotating equipment mechanical function functions").join(" "))]);this.setCurrentSearchEntryLibrary("electrical","electricalTransmission");var z=[this.createVertexTemplateEntry(y+"bus_width;pointerEvents=1;",130,156,"","Bus Width",null,null,this.getTagsForStencil("mxgraph.electrical.transmission", "bus width","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"line_concentrator;",130,130,"","Line Concentrator",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","line concentrator","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"cable_group;pointerEvents=1;",130,130,"","Cable Group",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","cable group","electrical transmission paths bus buses").join(" ")), -this.createVertexTemplateEntry(y+"overground_enclosure;",130,136,"","Overground Enclosure",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","overground enclosure","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"optical_fiber;",130,80,"","Optical Fiber",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","optical fiber","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;shape=ellipse;", +this.createVertexTemplateEntry(y+"overground_enclosure;",130,136,"","Overground Enclosure",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","overground enclosure","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"optical_fiber2;",130,80,"","Optical Fiber",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","optical fiber","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;shape=ellipse;", 10,10,"","Terminal",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","terminal","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"terminal_3_phase;pointerEvents=1;",43,10,"","Terminal 3 Phase",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","Terminal 3 Phase","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=middle;shadow=0;dashed=0;align=center;html=1;verticalAlign=middle;strokeWidth=1;shape=ellipse;fontSize=50;fontStyle=1;perimeter=ellipsePerimeter;", 130,130,"T","Terminal",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","terminal","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"line_cable;",130,60,"","Line/Cable",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","line cable","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"anticreepage_device;pointerEvents=1;",130,88,"","Anticreepage Device",null,null,this.getTagsForStencil("mxgraph.electrical.transmission", "anticreepage device","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"testPoint;",60,130,"","Test Point",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","test point","electrical transmission paths bus buses").join(" ")),this.createEdgeTemplateEntry("endArrow=none;html=1;strokeWidth=1;",100,0,"","Transmission Path",null,this.getTagsForStencil("mxgraph.electrical.signal_sources","","transmission path").join(" ")),this.createEdgeTemplateEntry("endArrow=classicThin;html=1;strokeWidth=1;endSize=20;", @@ -6731,14 +6731,14 @@ null,null,this.getTagsForStencil("mxgraph.floorplan","doorUneven","floorplan "). 104,10,"","Door, Pocket",null,null,this.getTagsForStencil("mxgraph.floorplan","doorPocket","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorDoublePocket;dx=0.25;",104,10,"","Door, Double Pocket",null,null,this.getTagsForStencil("mxgraph.floorplan","doorDoublePocket","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorBypass;dx=0.25;",104,10,"","Door, By-pass",null,null,this.getTagsForStencil("mxgraph.floorplan","doorBypass","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ "doorBifold;dx=0.3;",160,40,"","Door, Bi-fold",null,null,this.getTagsForStencil("mxgraph.floorplan","doorBifold","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorSlidingGlass;dx=0.25;",104,10,"","Door, SlidingGlass",null,null,this.getTagsForStencil("mxgraph.floorplan","doorSlidingGlass","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorOverhead;",104,30,"","Door, Overhead",null,null,this.getTagsForStencil("mxgraph.floorplan","doorOverhead","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ "doorAccordion;dx=0.6;",160,30,"","Door, Accordion",null,null,this.getTagsForStencil("mxgraph.floorplan","accordion","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorDoubleAction;aspect=fixed;",80,165,"","Door, Double Action",null,null,this.getTagsForStencil("mxgraph.floorplan","doorDoubleAction","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"opening;",50,10,"","Opening",null,null,this.getTagsForStencil("mxgraph.floorplan","opening","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ -"bathtub;",180,60,"","Bathtub",null,null,this.getTagsForStencil("mxgraph.floorplan","bathtub","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bed_double;",200,180,"","Bed, Double",null,null,this.getTagsForStencil("mxgraph.floorplan","bed_double","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bed_single;",100,180,"","Bed Single",null,null,this.getTagsForStencil("mxgraph.floorplan","bed_single","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bookcase;",120,30,"","Bookcase", +"bathtub2;",180,60,"","Bathtub",null,null,this.getTagsForStencil("mxgraph.floorplan","bathtub","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bed_double;",200,180,"","Bed, Double",null,null,this.getTagsForStencil("mxgraph.floorplan","bed_double","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bed_single;",100,180,"","Bed Single",null,null,this.getTagsForStencil("mxgraph.floorplan","bed_single","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bookcase;",120,30,"","Bookcase", null,null,this.getTagsForStencil("mxgraph.floorplan","bookcase","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"chair;",41,52,"","Chair",null,null,this.getTagsForStencil("mxgraph.floorplan","chair","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"copier;",110,60,"","Copier",null,null,this.getTagsForStencil("mxgraph.floorplan","copier","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"couch;",150,80,"","Couch",null,null,this.getTagsForStencil("mxgraph.floorplan","couch", "floorplan ").join(" ")),this.createVertexTemplateEntry(a+"crt_tv;",60,40,"","CRT TV",null,null,this.getTagsForStencil("mxgraph.floorplan","crt_tv","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"desk_corner;",150,150,"","Desk Corner",null,null,this.getTagsForStencil("mxgraph.floorplan","desk_corner","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"desk_corner_2;",150,120,"","Desk Corner 2",null,null,this.getTagsForStencil("mxgraph.floorplan","desk_corner_2","floorplan ").join(" ")), this.createVertexTemplateEntry(a+"dresser;",100,65,"","Dresser",null,null,this.getTagsForStencil("mxgraph.floorplan","dresser","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"elevator;",100,100,"","Elevator",null,null,this.getTagsForStencil("mxgraph.floorplan","elevator","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"fireplace;",304,200,"","Fireplace",null,null,this.getTagsForStencil("mxgraph.floorplan","fireplace","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"flat_tv;", 70,10,"","Flat TV",null,null,this.getTagsForStencil("mxgraph.floorplan","flat_tv","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"floor_lamp;",50,50,"","Floor Lamp",null,null,this.getTagsForStencil("mxgraph.floorplan","floor_lamp","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"laptop;",40,35,"","Laptop",null,null,this.getTagsForStencil("mxgraph.floorplan","laptop","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"office_chair;",40,43,"","Office Chair",null,null,this.getTagsForStencil("mxgraph.floorplan", "office_chair","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"piano;",135,143,"","Piano",null,null,this.getTagsForStencil("mxgraph.floorplan","piano","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"plant;",47,51,"","Plant",null,null,this.getTagsForStencil("mxgraph.floorplan","plant","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"printer;",40,47,"","Printer",null,null,this.getTagsForStencil("mxgraph.floorplan","printer","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ -"range_1;",50,62,"","Range 1",null,null,this.getTagsForStencil("mxgraph.floorplan","range_1","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"range_2;",75,62,"","Range 2",null,null,this.getTagsForStencil("mxgraph.floorplan","range_2","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"refrigerator;",60,62,"","Refrigerator",null,null,this.getTagsForStencil("mxgraph.floorplan","refrigerator","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"shower;",100,100,"","Shower",null, -null,this.getTagsForStencil("mxgraph.floorplan","shower","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_1;",40,35,"","Sink 1",null,null,this.getTagsForStencil("mxgraph.floorplan","sink_1","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_2;",40,35,"","Sink 2",null,null,this.getTagsForStencil("mxgraph.floorplan","sink_2","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_double;",80,35,"","Sink Double",null,null,this.getTagsForStencil("mxgraph.floorplan", +"range_1;",50,62,"","Range 1",null,null,this.getTagsForStencil("mxgraph.floorplan","range_1","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"range_2;",75,62,"","Range 2",null,null,this.getTagsForStencil("mxgraph.floorplan","range_2","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"refrigerator;",60,62,"","Refrigerator",null,null,this.getTagsForStencil("mxgraph.floorplan","refrigerator","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"shower2;",100,100,"","Shower",null, +null,this.getTagsForStencil("mxgraph.floorplan","shower","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_1;",40,35,"","Sink 1",null,null,this.getTagsForStencil("mxgraph.floorplan","sink_1","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_22;",40,35,"","Sink 2",null,null,this.getTagsForStencil("mxgraph.floorplan","sink_2","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_double2;",80,35,"","Sink Double",null,null,this.getTagsForStencil("mxgraph.floorplan", "sink_double","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sofa;",90,80,"","Sofa",null,null,this.getTagsForStencil("mxgraph.floorplan","sofa","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"spiral_stairs;",200,200,"","Spiral Stairs",null,null,this.getTagsForStencil("mxgraph.floorplan","spiral_stairs","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"table;",90,50,"","Table",null,null,this.getTagsForStencil("mxgraph.floorplan","table","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ "toilet;",50,67,"","Toilet",null,null,this.getTagsForStencil("mxgraph.floorplan","toilet","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"water_cooler;",40,40,"","Water Cooler",null,null,this.getTagsForStencil("mxgraph.floorplan","water_cooler","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"workstation;",50,40,"","Workstation",null,null,this.getTagsForStencil("mxgraph.floorplan","workstation","floorplan ").join(" ")),this.addEntry("floorplan kitchen table small",function(){var d= new mxCell("",new mxGeometry(0,20,80,80),"shape=rect;shadow=0;");d.vertex=!0;var b=new mxCell("",new mxGeometry(20,0,40,52),a+"chair;shadow=0;");b.vertex=!0;var e=new mxCell("",new mxGeometry(20,68,40,52),a+"chair;shadow=0;rotation=180;");e.vertex=!0;return sb.createVertexTemplateFromCells([b,e,d],80,120,"Small kitchen table")}),this.addEntry("floorplan kitchen table",function(){var d=new mxCell("",new mxGeometry(20,20,100,100),"shape=rect;shadow=0;");d.vertex=!0;var b=new mxCell("",new mxGeometry(50, @@ -9359,24 +9359,24 @@ this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html= this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#505050;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;outlineConnect=0;align=center;shape=mxgraph.office.users.user_external;",59,50,"","User External",null,null,this.getTagsForStencil("mxgraph.office.users","user external","office user ").join(" ")),this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#505050;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;outlineConnect=0;align=center;shape=mxgraph.office.users.user_services;", 59,59,"","User Services",null,null,this.getTagsForStencil("mxgraph.office.users","user services","office user ").join(" ")),this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#505050;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;outlineConnect=0;align=center;shape=mxgraph.office.users.user_store;",50,55,"","User Store",null,null,this.getTagsForStencil("mxgraph.office.users","user store","office user ").join(" ")),this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#505050;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;outlineConnect=0;align=center;shape=mxgraph.office.users.writer;", 54,59,"","Writer",null,null,this.getTagsForStencil("mxgraph.office.users","writer","office user ").join(" "))];this.addPalette("officeUsers","Office / Users",!1,mxUtils.bind(this,function(c){for(var d=0;d<a.length;d++)c.appendChild(a[d](c))}))}})();(function(){Sidebar.prototype.addPidPalette=function(a,c){this.setCurrentSearchEntryLibrary("pid","pidInstruments");this.addPidInstrumentsPalette();this.setCurrentSearchEntryLibrary("pid","pidMisc");this.addPidMiscPalette();this.setCurrentSearchEntryLibrary("pid","pidValves");this.addPidValvesPalette();this.setCurrentSearchEntryLibrary("pid","pidCompressors");this.addPidCompressorsPalette();this.setCurrentSearchEntryLibrary("pid","pidEngines");this.addPidEnginesPalette();this.setCurrentSearchEntryLibrary("pid", -"pidFilters");this.addPidFiltersPalette();this.setCurrentSearchEntryLibrary("pid","pidFlow Sensors");this.addPidFlowSensorsPalette();this.setCurrentSearchEntryLibrary("pid","pidPiping");this.addPidPipingPalette();for(var d="Instruments;Misc;Valves;Compressors;Engines;Filters;Flow Sensors;Piping".split(";"),b=0;b<a.length;b++)0>mxUtils.indexOf(d,a[b])&&(this.setCurrentSearchEntryLibrary("pid","pid"+a[b]),this.addStencilPalette("pid"+a[b],"Proc. Eng. / "+a[b],c+"/pid/"+a[b].toLowerCase().replace(" ", -"_")+".xml",";html=1;pointerEvents=1;align=center;"+mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;dashed=0;",null,null,null,null,null,"pid"));this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addPidInstrumentsPalette=function(){var a="html=1;outlineConnect=0;align=center;dashed=0;aspect=fixed;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2",c="html=1;outlineConnect=0;align=center;dashed=0;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2";this.addPaletteFunctions("pidInstruments", -"Proc. Eng. / Instruments",!1,[this.createVertexTemplateEntry(a+"inst.discInst;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete control room").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=field", -50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete field").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Discrete Instrument (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst", -"pid process instrumentation engineering instrument engineering discrete local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display room").join(" ")), -this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs field").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=inaccessible", -50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Shared Control/Display in DCS (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst", -"compFunc","pid process instrumentation engineering instrument engineering computer function control room").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function field").join(" ")), -this.createVertexTemplateEntry(a+"inst.compFunc;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Computer Function (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst", -"progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc room").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc field").join(" ")), -this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=local", -50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:width;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Logic (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering control room").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering field").join(" ")), -this.createVertexTemplateEntry(a+"inst.logic;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Logic (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering local panel").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=inst",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', +"pidFilters");this.addPidFiltersPalette();this.setCurrentSearchEntryLibrary("pid","pidFlow Sensors");this.addPidFlowSensorsPalette();this.setCurrentSearchEntryLibrary("pid","pidPiping");this.addPidPipingPalette();this.setCurrentSearchEntryLibrary("pid","pidCrushers Grinding");this.addPidCrushersGrindingPalette();this.setCurrentSearchEntryLibrary("pid","pidFittings");this.addPidFittingsPalette();this.setCurrentSearchEntryLibrary("pid","pidFittings");this.addPidSeparatorsPalette();for(var d="Instruments;Misc;Valves;Compressors;Engines;Filters;Flow Sensors;Piping;Crushers Grinding;Fittings;Separators".split(";"), +b=0;b<a.length;b++)0>mxUtils.indexOf(d,a[b])&&(this.setCurrentSearchEntryLibrary("pid","pid"+a[b]),this.addStencilPalette("pid"+a[b],"Proc. Eng. / "+a[b],c+"/pid/"+a[b].toLowerCase().replace(" ","_")+".xml",";html=1;pointerEvents=1;align=center;"+mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;dashed=0;",null,null,null,null,null,"pid"));this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addPidInstrumentsPalette=function(){var a="html=1;outlineConnect=0;align=center;dashed=0;aspect=fixed;"+ +mxConstants.STYLE_SHAPE+"=mxgraph.pid2",c="html=1;outlineConnect=0;align=center;dashed=0;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2";this.addPaletteFunctions("pidInstruments","Proc. Eng. / Instruments",!1,[this.createVertexTemplateEntry(a+"inst.discInst;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst", +"discInst","pid process instrumentation engineering instrument engineering discrete control room").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete field").join(" ")), +this.createVertexTemplateEntry(a+"inst.discInst;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', +"Discrete Instrument (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst", +"sharedCont","pid process instrumentation engineering instrument engineering shared control display room").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs field").join(" ")), +this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=local", +50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', +"Computer Function (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function control room").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc", +"pid process instrumentation engineering instrument engineering computer function field").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function inaccessible").join(" ")), +this.createVertexTemplateEntry(a+"inst.compFunc;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', +"Programmable Logic Control (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc room").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst", +"progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc field").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc inaccessible").join(" ")), +this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:width;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=room", +50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering control room").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', +"Logic (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering field").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering inaccessible").join(" ")), +this.createVertexTemplateEntry(a+"inst.logic;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering local panel").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=inst",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', "Indicator (Instrument)",null,null,this.getTagsForStencil("mxgraph.pid2inst","indicator","pid process instrumentation engineering instrument engineering indicator").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=ctrl",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', "Indicator (Control)",null,null,this.getTagsForStencil("mxgraph.pid2inst","indicator","pid process instrumentation engineering instrument engineering indicator control").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=func",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', "Indicator (Function)",null,null,this.getTagsForStencil("mxgraph.pid2inst","indicator","pid process instrumentation engineering instrument engineering indicator function").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=plc",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', @@ -9421,33 +9421,58 @@ mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.f "turbine","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"ultrasonic;",50,50,"","Ultrasonic",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors","ultrasonic","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"v-cone;",50,50,"","V-cone",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors","v-cone","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"venturi;",50,40,"","Venturi",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors", "venturi","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"vortex;",50,50,"","Vortex",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors","vortex","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"wedge;",50,50,"","Wedge",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors","wedge","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"weir;",50,50,"","Weir",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors", "weir","process instrumentation sensor ").join(" "))])};Sidebar.prototype.addPidPipingPalette=function(){var a="html=1;dashed=0;outlineConnect=0;align=center;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.piping.",c=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.piping.";this.addPaletteFunctions("pidPiping","Proc. Eng. / Piping",!1,[this.createVertexTemplateEntry(c+"basket_strainer;",50,45,"", -"Basket Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","basket_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"blank;",20,60,"","Blank",null,null,this.getTagsForStencil("mxgraph.pid.piping","blank","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"breather;",50,30,"","Breather",null,null,this.getTagsForStencil("mxgraph.pid.piping","breather","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+ -"cap;",10,20,"","Cap",null,null,this.getTagsForStencil("mxgraph.pid.piping","cap","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"closed_figure_8_blind;",20,80,"","Closed Figure 8 Blind",null,null,this.getTagsForStencil("mxgraph.pid.piping","closed_figure_8_blind","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"concentric_reducer;",20,20,"","Concentric Reducer",null,null,this.getTagsForStencil("mxgraph.pid.piping","concentric_reducer", -"process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"cone_strainer;",30,30,"","Cone Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","cone_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"damper;",50,20,"","Damper",null,null,this.getTagsForStencil("mxgraph.pid.piping","damper","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"desuper_heater;",50,50,"DS","Desuper Heater",null,null,this.getTagsForStencil("mxgraph.pid.piping", +"Basket Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","basket_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"blank2;",20,60,"","Blank",null,null,this.getTagsForStencil("mxgraph.pid.piping","blank","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"breather;",50,30,"","Breather",null,null,this.getTagsForStencil("mxgraph.pid.piping","breather","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+ +"cap;",10,20,"","Cap",null,null,this.getTagsForStencil("mxgraph.pid.piping","cap","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"closed_figure_8_blind2;",20,80,"","Closed Figure 8 Blind",null,null,this.getTagsForStencil("mxgraph.pid.piping","closed_figure_8_blind","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"concentric_reducer;",20,20,"","Concentric Reducer",null,null,this.getTagsForStencil("mxgraph.pid.piping","concentric_reducer", +"process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"cone_strainer;",30,30,"","Cone Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","cone_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"damper2;",50,20,"","Damper",null,null,this.getTagsForStencil("mxgraph.pid.piping","damper","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"desuper_heater;",50,50,"DS","Desuper Heater",null,null,this.getTagsForStencil("mxgraph.pid.piping", "desuper_heater","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"detonation_arrestor;",50,20,"D","Detonation Arrestor",null,null,this.getTagsForStencil("mxgraph.pid.piping","detonation_arrestor","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"diverter_valve;pointerEvents=1;",50,35,"","Diverter Valve",null,null,this.getTagsForStencil("mxgraph.pid.piping","diverter_valve","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+ "double_flange;pointerEvents=1;",5,20,"","Double Flange",null,null,this.getTagsForStencil("mxgraph.pid.piping","double_flange","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"duplex_strainer;",50,40,"","Duplex Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","duplex_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"eccentric_reducer;",20,15,"","Eccentric Reducer",null,null,this.getTagsForStencil("mxgraph.pid.piping", -"eccentric_reducer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"excess_flow_valve;",50,25,"","Excess Flow Valve",null,null,this.getTagsForStencil("mxgraph.pid.piping","excess_flow_valve","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"exhaust_head;",50,40,"","Exhaust Head",null,null,this.getTagsForStencil("mxgraph.pid.piping","exhaust_head","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"expansion_joint;", +"eccentric_reducer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"excess_flow_valve2;",50,25,"","Excess Flow Valve",null,null,this.getTagsForStencil("mxgraph.pid.piping","excess_flow_valve","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"exhaust_head;",50,40,"","Exhaust Head",null,null,this.getTagsForStencil("mxgraph.pid.piping","exhaust_head","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"expansion_joint;", 50,20,"","Expansion Joint",null,null,this.getTagsForStencil("mxgraph.pid.piping","expansion_joint","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"flame_arrestor;",50,20,"F","Flame Arrestor",null,null,this.getTagsForStencil("mxgraph.pid.piping","flame_arrestor","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"flange;pointerEvents=1;",5,20,"","Flange",null,null,this.getTagsForStencil("mxgraph.pid.piping","flange","process instrumentation piping ").join(" ")), this.createVertexTemplateEntry(c+"flange_in;pointerEvents=1;",10,20,"","Flange In",null,null,this.getTagsForStencil("mxgraph.pid.piping","flange_in","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"flexible_hose;pointerEvents=1;",50,25,"","Flexible Hose",null,null,this.getTagsForStencil("mxgraph.pid.piping","flexible_hose","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"hose_connection;pointerEvents=1;",20,20,"","Hose Connection",null, null,this.getTagsForStencil("mxgraph.pid.piping","hose_connection","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"in-line_mixer;",50,10,"","In-Line Mixer",null,null,this.getTagsForStencil("mxgraph.pid.piping","in-line_mixer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"in-line_silencer;",50,20,"S","In-Line Silencer",null,null,this.getTagsForStencil("mxgraph.pid.piping","in-line_silencer","process instrumentation piping ").join(" ")), -this.createVertexTemplateEntry(c+"open_figure_8_blind;",20,80,"","Open Figure 8 Blind",null,null,this.getTagsForStencil("mxgraph.pid.piping","open_figure_8_blind","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"orifice_(quick_change);",10,50,"","Orifice (Quick Change)",null,null,this.getTagsForStencil("mxgraph.pid.piping","orifice_(quick_change)","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"plug;",10,10,"","Plug",null,null,this.getTagsForStencil("mxgraph.pid.piping", +this.createVertexTemplateEntry(c+"open_figure_8_blind2;",20,80,"","Open Figure 8 Blind",null,null,this.getTagsForStencil("mxgraph.pid.piping","open_figure_8_blind","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"orifice_(quick_change);",10,50,"","Orifice (Quick Change)",null,null,this.getTagsForStencil("mxgraph.pid.piping","orifice_(quick_change)","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"plug;",10,10,"","Plug",null,null,this.getTagsForStencil("mxgraph.pid.piping", "plug","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"pulsation_dampener;",50,150,"","Pulsation Dampener",null,null,this.getTagsForStencil("mxgraph.pid.piping","pulsation_dampener","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(mxConstants.STYLE_VERTICAL_ALIGN+"=bottom;pointerEvents=1;dashed=0;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.piping.removable_spool;html=1;overflow=fill;",50,30,'<table cellpadding="0" cellspacing="0" style="width:100%;height:100%;"><tr><td valign="bottom" align="center">RS</td></tr></table>', "Removable Spool",null,null,this.getTagsForStencil("mxgraph.pid.piping","removable_spool","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"rotary_valve;pointerEvents=1;",50,20,"","Rotary Valve",null,null,this.getTagsForStencil("mxgraph.pid.piping","rotary_valve","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"spacer;",20,60,"","Spacer",null,null,this.getTagsForStencil("mxgraph.pid.piping","spacer","process instrumentation piping ").join(" ")), this.createVertexTemplateEntry(a+"steam_trap;",50,50,"T","Steam Trap",null,null,this.getTagsForStencil("mxgraph.pid.piping","steam_trap","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"t-type_strainer;",20,35,"","T-Type Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","t-type_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"temporary_strainer;",30,30,"","Temporary Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping", -"temporary_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"vent_silencer;",20,80,"S","Vent Silencer",null,null,this.getTagsForStencil("mxgraph.pid.piping","vent_silencer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"welded_connection;",50,20,"","Welded Connection",null,null,this.getTagsForStencil("mxgraph.pid.piping","welded_connection","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"y-type_strainer;pointerEvents=1;", -50,35,"","Y-Type Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","y-type_strainer","process instrumentation piping ").join(" "))])};Sidebar.prototype.addPidMiscPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;outlineConnect=0;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2",c=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;outlineConnect=0;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+ -"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.misc.";this.addPaletteFunctions("pidMisc","Proc. Eng. / Misc",!1,[this.createVertexTemplateEntry(a+"misc.fan;fanType=common",50,50,"","Fan",null,null,this.getTagsForStencil("mxgraph.pid.misc","fan","process instrumentation ").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=common",50,120,"","Column",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation ").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=tray", -50,120,"","Column (Tray)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=fixed",50,180,"","Column (Fixed Bed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fixed bed").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=fluid",50,120,"","Column (Fluidized Bed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fluidized bed").join(" ")), -this.createVertexTemplateEntry(a+"misc.column;columnType=baffle",50,120,"","Column (Staggered Baffle Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation staggered baffle tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=bubble",50,120,"","Column (Bubble Cap Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation bubble cap tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=valve", -50,120,"","Column (Valve Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation valve tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=nozzle",50,180,"","Column (Fixed Bed, Spray Nozzle)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fixed bed spray nozzle").join(" ")),this.createVertexTemplateEntry(a+"misc.conveyor",200,50,"","Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor", -"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"aerator_with_sparger;",35,100,"","Aerator With Sparger",null,null,this.getTagsForStencil("mxgraph.pid.misc","aerator_with_sparger","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_cooler;",70,20,"","Air Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_filter;",40,65,"","Air Filter",null,null,this.getTagsForStencil("mxgraph.pid.misc", -"air_filter","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_separator;",65.5,106,"","Air Separator",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_separator","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"back_draft_damper;",62,32,"","Back Draft Damper",null,null,this.getTagsForStencil("mxgraph.pid.misc","back_draft_damper","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"bag_filling_machine;",80,100,"","Bag Filling Machine", +"temporary_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"vent_silencer;",20,80,"S","Vent Silencer",null,null,this.getTagsForStencil("mxgraph.pid.piping","vent_silencer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"welded_connection2;",50,20,"","Welded Connection",null,null,this.getTagsForStencil("mxgraph.pid.piping","welded_connection","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"y-type_strainer;pointerEvents=1;", +50,35,"","Y-Type Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","y-type_strainer","process instrumentation piping ").join(" "))])};Sidebar.prototype.addPidCrushersGrindingPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.crushers_grinding.";this.addPaletteFunctions("pidCrushers Grinding","Proc. Eng. / Crushers Grinding",!1,[this.createVertexTemplateEntry(a+ +"crusher;",100,60,"","Crusher",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crusher_(cone);",100,60,"","Crusher (Cone)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher cone","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crusher_(hammer);",100,60,"","Crusher (Hammer)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding", +"crusher hammer","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crusher_(impact);",100,60,"","Crusher (Impact)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher impact","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crusher_(jaw);",100,60,"","Crusher (Jaw)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher jaw","process instrumentation crushers grinding ").join(" ")), +this.createVertexTemplateEntry(a+"crusher_(roller);",100,60,"","Crusher (Roller)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher roller","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crushing,_grinding_machine;",100,60,"","Crushing, Grinding Machine",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crushing grinding machine","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+ +"mill,_pulverizer;",100,60,"","Mill, Pulverizer",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","mill pulverizer","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"mill,_pulverizer_(hammer);",100,60,"","Mill, Pulverizer (Hammer)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","mill pulverizer hammer","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"mill,_pulverizer_(impact);",100, +60,"","Mill, Pulverizer (Impact)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","mill pulverizer impact","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"mill_(roller);",100,60,"","Mill (Roller)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","mill roller","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"mill_(vibration)2;",100,60,"","Mill (Vibration)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding", +"mill vibration","process instrumentation crushers grinding ").join(" "))])};Sidebar.prototype.addPidFittingsPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.fittings.";this.addPaletteFunctions("pidFittings","Proc. Eng. / Fittings",!1,[this.createVertexTemplateEntry(a+"blind_disc2;",40,140,"","Blind Disc",null,null,this.getTagsForStencil("mxgraph.pid.fittings","blind disc", +"process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"breakthrough2;",38,100,"","Breakthrough",null,null,this.getTagsForStencil("mxgraph.pid.fittings","breakthrough","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"clamped_flange_coupling;",50,100,"","Clamped Flange Coupling",null,null,this.getTagsForStencil("mxgraph.pid.fittings","clamped flange coupling","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+ +"compensator;",40,80,"","Compensator",null,null,this.getTagsForStencil("mxgraph.pid.fittings","compensator","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"coupling;",50,100,"","Coupling",null,null,this.getTagsForStencil("mxgraph.pid.fittings","coupling","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flame_arrestor;",100,100,"","Flame Arrestor",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor","process instrumentation fittings ").join(" ")), +this.createVertexTemplateEntry(a+"flame_arrestor_(detonation-proof);",100,100,"","Flame Arrestor (Detonation-Proof)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor detonation proof","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flame_arrestor_(explosion-proof);",100,100,"","Flame Arrestor (Explosion-Proof)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor explosion proof)","process instrumentation fittings ").join(" ")), +this.createVertexTemplateEntry(a+"flame_arrestor_(fire-resistant);",100,100,"","Flame Arrestor (Fire-Resistant)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor fire resistant)","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flame_arrestor_(fire-resistant,_detonation-proof);",100,100,"","Flame Arrestor (Fire-Resistant, Detonation-Proof)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor fire resistant detonation proof)", +"process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flanged_connection;",20,50,"","Flanged Connection",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flanged connection","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flanged_dummy_cover;",85,50,"","Flanged Dummy Cover",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flanged dummy cover","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+ +"funnel;",80,140,"","Funnel",null,null,this.getTagsForStencil("mxgraph.pid.fittings","funnel","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"hose;",180,30,"","Hose",null,null,this.getTagsForStencil("mxgraph.pid.fittings","hose","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"injector;",80,40,"","Injector",null,null,this.getTagsForStencil("mxgraph.pid.fittings","injector","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+ +"interchangeable_disc_(blind_disc)2;",40,140,"","Interchangeable Disc (Blind Disc)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","interchangeable disc (blind disc)","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"interchangeable_disc_(open_disc_in_function)2;",40,140,"","Interchangeable Disc (Open Disc In Function)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","interchangeable disc (open disc in function)","process instrumentation fittings ").join(" ")), +this.createVertexTemplateEntry(a+"open_disc;",40,140,"","Open Disc",null,null,this.getTagsForStencil("mxgraph.pid.fittings","open disc","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"orifice_plate2;",40,140,"","Orifice Plate",null,null,this.getTagsForStencil("mxgraph.pid.fittings","orifice plate","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"reducer;",70,50,"","Reducer",null,null,this.getTagsForStencil("mxgraph.pid.fittings","reducer", +"process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"rupture_disc;",50,100,"","Rupture Disc",null,null,this.getTagsForStencil("mxgraph.pid.fittings","rupture disc","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"self-operating_release_valve2;",105,105,"","Self-Operating Release Valve",null,null,this.getTagsForStencil("mxgraph.pid.fittings","self operating release valve","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+ +"silencer;",140,100,"","Silencer",null,null,this.getTagsForStencil("mxgraph.pid.fittings","silencer","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"single_flange;",5,50,"","Single Flange",null,null,this.getTagsForStencil("mxgraph.pid.fittings","single flange","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"strainer;",40,80,"","Strainer",null,null,this.getTagsForStencil("mxgraph.pid.fittings","strainer","process instrumentation fittings ").join(" ")), +this.createVertexTemplateEntry(a+"strainer_(cone);",40,80,"","Strainer (Cone)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","strainer (cone)","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"vent;",80,140,"","Vent",null,null,this.getTagsForStencil("mxgraph.pid.fittings","vent","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"viewing_glass;",100,50,"","Viewing Glass",null,null,this.getTagsForStencil("mxgraph.pid.fittings", +"viewing glass","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"viewing_glass_(lighting);",100,100,"","Viewing Glass (Lighting)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","viewing glass (lighting)","process instrumentation fittings ").join(" "))])};Sidebar.prototype.addPidSeparatorsPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+ +"=mxgraph.pid.separators.";this.addPaletteFunctions("pidSeparators","Proc. Eng. / Separators",!1,[this.createVertexTemplateEntry(a+"gravity_separator,_settling_chamber2;",80,120,"","Gravity Separator, Settling Chamber",null,null,this.getTagsForStencil("mxgraph.pid.fittings","gravity settling chamber","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"impact_separator;",80,120,"","Impact Separator",null,null,this.getTagsForStencil("mxgraph.pid.fittings","impact", +"process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator,_sifter2;",80,120,"","Separator, Sifter",null,null,this.getTagsForStencil("mxgraph.pid.fittings","sifter","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator_(cyclone)2;",80,120,"","Separator (Cyclone)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","cyclone","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+ +"separator_(electromagnetic);",80,120,"","Separator (Electromagnetic)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","electromagnetic","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator_(electrostatic_precipitator);",80,120,"","Separator (Electrostatic Precipitator)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","electrostatic precipitator","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+ +"separator_(electrostatic_precipitator,_wet);",80,120,"","Separator (Electrostatic Precipitator, Wet)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","electrostatic precipitator wet)","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator_(permanent_magnet)2;",80,120,"","Separator (Permanent Magnet)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","permanent magnet","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+ +"separator_(venturi_scrubber);",80,120,"","Separator (Venturi Scrubber)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","venturi scrubber","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator_(wet_scrubber)2;",80,120,"","Separator (Wet Scrubber)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","wet scrubber","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"solidifier_(closed);",80,120, +"","Solidifier (Closed)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","solidifier closed","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"solidifier_(open);",80,120,"","Solidifier (Open)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","solidifier open","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"spray_scrubber;",80,120,"","Spray Scrubber",null,null,this.getTagsForStencil("mxgraph.pid.fittings", +"spray scrubber","process instrumentation separators separator ").join(" "))])};Sidebar.prototype.addPidMiscPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;outlineConnect=0;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2",c=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;outlineConnect=0;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.misc.";this.addPaletteFunctions("pidMisc", +"Proc. Eng. / Misc",!1,[this.createVertexTemplateEntry(a+"misc.fan;fanType=common",50,50,"","Fan",null,null,this.getTagsForStencil("mxgraph.pid.misc","fan","process instrumentation ").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=common",50,120,"","Column",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation ").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=tray",50,120,"","Column (Tray)",null,null,this.getTagsForStencil("mxgraph.pid.misc", +"column","process instrumentation tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=fixed",50,180,"","Column (Fixed Bed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fixed bed").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=fluid",50,120,"","Column (Fluidized Bed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fluidized bed").join(" ")),this.createVertexTemplateEntry(a+ +"misc.column;columnType=baffle",50,120,"","Column (Staggered Baffle Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation staggered baffle tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=bubble",50,120,"","Column (Bubble Cap Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation bubble cap tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=valve",50,120,"","Column (Valve Trays)", +null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation valve tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=nozzle",50,180,"","Column (Fixed Bed, Spray Nozzle)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fixed bed spray nozzle").join(" ")),this.createVertexTemplateEntry(a+"misc.conveyor",200,50,"","Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor","process instrumentation ").join(" ")), +this.createVertexTemplateEntry(c+"aerator_with_sparger;",35,100,"","Aerator With Sparger",null,null,this.getTagsForStencil("mxgraph.pid.misc","aerator_with_sparger","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_cooler;",70,20,"","Air Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_filter;",40,65,"","Air Filter",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_filter", +"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_separator;",65.5,106,"","Air Separator",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_separator","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"back_draft_damper2;",62,32,"","Back Draft Damper",null,null,this.getTagsForStencil("mxgraph.pid.misc","back_draft_damper","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"bag_filling_machine2;",80,100,"","Bag Filling Machine", null,null,this.getTagsForStencil("mxgraph.pid.misc","bag_filling_machine","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"belt_skimmer;",70,98,"","Belt Skimmer",null,null,this.getTagsForStencil("mxgraph.pid.misc","belt_skimmer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"bin;",100,65,"","Bin",null,null,this.getTagsForStencil("mxgraph.pid.misc","bin","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"boiler_(dome);",100,120, "","Boiler (Dome)",null,null,this.getTagsForStencil("mxgraph.pid.misc","boiler_(dome)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"boiler_(dome,_hot_liquid);",100,120,"","Boiler (Dome, Hot Liquid)",null,null,this.getTagsForStencil("mxgraph.pid.misc","boiler_(dome,_hot_liquid)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"box_truck;",120,80,"","Box Truck",null,null,this.getTagsForStencil("mxgraph.pid.misc","box_truck","process instrumentation ").join(" ")), this.createVertexTemplateEntry(c+"bucket_elevator;",65,200,"","Bucket Elevator",null,null,this.getTagsForStencil("mxgraph.pid.misc","bucket_elevator","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"chiller;",155,115,"","Chiller",null,null,this.getTagsForStencil("mxgraph.pid.misc","chiller","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"combustion_chamber;",130,100,"","Combustion Chamber",null,null,this.getTagsForStencil("mxgraph.pid.misc","combustion_chamber", -"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor;",200,60,"","Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt);",200,50,"","Conveyor (Belt)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt,_closed);",240,80,"","Conveyor (Belt, Closed)",null,null, -this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt,_closed,_reversible);",240,80,"","Conveyor (Belt, Closed, Reversible)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt,_closed,_reversible)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(chain,_closed);",240,80,"","Conveyor (Chain, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc", -"conveyor_(chain,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(screw,_closed);",220,80,"","Conveyor (Screw, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(screw,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(vibrating,_closed);",240,80,"","Conveyor (Vibrating, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(vibrating,_closed)","process instrumentation ").join(" ")), +"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor2;",200,60,"","Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt);",200,50,"","Conveyor (Belt)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt,_closed);",240,80,"","Conveyor (Belt, Closed)",null,null, +this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt,_closed,_reversible)2;",240,80,"","Conveyor (Belt, Closed, Reversible)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt,_closed,_reversible)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(chain,_closed);",240,80,"","Conveyor (Chain, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc", +"conveyor_(chain,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(screw,_closed);",220,80,"","Conveyor (Screw, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(screw,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(vibrating,_closed)2;",240,80,"","Conveyor (Vibrating, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(vibrating,_closed)","process instrumentation ").join(" ")), this.createVertexTemplateEntry(c+"cooler;",85,90,"","Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower",100,120,"","Cooling Tower",null,null,this.getTagsForStencil("mxgraph.pid.misc","cooling_tower","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(dry,_forced_draught);",100,120,"","Cooling Tower (Dry, Forced Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc", "cooling_tower_(dry,_forced_draught)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(dry,_induced_draught);",100,120,"","Cooling Tower (Dry, Induced Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc","cooling_tower_(dry,_induced_draught)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(dry,_natural_draught);",100,120,"","Cooling Tower (Dry, Natural Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc", "cooling_tower_(dry,_natural_draught)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(wet,_forced_draught);",100,120,"","Cooling Tower (Wet, Forced Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc","cooling_tower_(wet,_forced_draught)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(wet,_induced_draught);",100,120,"","Cooling Tower (Wet, Induced Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc", @@ -9460,20 +9485,21 @@ this.createVertexTemplateEntry(c+"fan_2;",58,8,"","Fan 2",null,null,this.getTags "flexible_pipe","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"forced_flow_air_cooler;",70,30,"","Forced Flow Air Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","forced_flow_air_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"forklift_(manual);",140,100,"","Forklift (Manual)",null,null,this.getTagsForStencil("mxgraph.pid.misc","forklift_(manual)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"forklift_(truck);", 140,100,"","Forklift (Truck)",null,null,this.getTagsForStencil("mxgraph.pid.misc","forklift_(truck)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"funnel;pointerEvents=1;",40,80,"","Funnel",null,null,this.getTagsForStencil("mxgraph.pid.misc","funnel","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"gas_flare;",60,100,"","Gas Flare",null,null,this.getTagsForStencil("mxgraph.pid.misc","gas_flare","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+ "induced_flow_air_cooler;",93,30,"","Induced Flow Air Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","induced_flow_air_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"industrial_truck;pointerEvents=1;",120,20,"","Industrial Truck",null,null,this.getTagsForStencil("mxgraph.pid.misc","industrial_truck","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"lift;",100,100,"","Lift",null,null,this.getTagsForStencil("mxgraph.pid.misc","lift", -"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"loading_arm;pointerEvents=1;",120,80,"","Loading Arm",null,null,this.getTagsForStencil("mxgraph.pid.misc","loading_arm","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"mixer;",80,100,"","Mixer",null,null,this.getTagsForStencil("mxgraph.pid.misc","mixer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"palletizer;",80,100,"","Palletizer",null,null,this.getTagsForStencil("mxgraph.pid.misc", +"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"loading_arm;pointerEvents=1;",120,80,"","Loading Arm",null,null,this.getTagsForStencil("mxgraph.pid.misc","loading_arm","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"mixer;",80,100,"","Mixer",null,null,this.getTagsForStencil("mxgraph.pid.misc","mixer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"palletizer2;",80,100,"","Palletizer",null,null,this.getTagsForStencil("mxgraph.pid.misc", "palletizer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"protective_palette_covering;",80,100,"","Protective Palette Covering",null,null,this.getTagsForStencil("mxgraph.pid.misc","protective_palette_covering","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"roller_conveyor;",160,20,"","Roller Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","roller_conveyor","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"rolling_bin;", 100,65,"","Rolling Bin",null,null,this.getTagsForStencil("mxgraph.pid.misc","rolling_bin","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"rotary_screen;",100,65,"","Rotary Screen",null,null,this.getTagsForStencil("mxgraph.pid.misc","rotary_screen","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer;",80,120,"","Screening Device, Sieve, Strainer",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer", "process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(basket_reel);",80,180,"","Screening Device, Sieve, Strainer (Basket Reel)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(basket_reel)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(coarse_and_fine_screens);",80,120,"","Screening Device, Sieve, Strainer (Coarse and Fine Screens)",null,null, this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(coarse_and_fine_screens)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(coarse_rake);",80,120,"","Screening Device, Sieve, Strainer (Coarse Rake)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(coarse_rake)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(fine_rake);", 80,120,"","Screening Device, Sieve, Strainer (Fine Rake)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(fine_rake)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(rotating_drum)",80,120,"","Screening Device, Sieve, Strainer (Rotating Drum)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(rotating_drum)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+ -"screening_device,_sieve,_strainer_(vibrating);",80,120,"","Screening Device, Sieve, Strainer (Vibrating)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(vibrating)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"ship",105,60,"","Ship",null,null,this.getTagsForStencil("mxgraph.pid.misc","ship","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"silencer;",100,30,"","Silencer",null,null,this.getTagsForStencil("mxgraph.pid.misc", +"screening_device,_sieve,_strainer_(vibrating)2;",80,120,"","Screening Device, Sieve, Strainer (Vibrating)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(vibrating)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"ship",105,60,"","Ship",null,null,this.getTagsForStencil("mxgraph.pid.misc","ship","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"silencer;",100,30,"","Silencer",null,null,this.getTagsForStencil("mxgraph.pid.misc", "silencer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"spraying_device;pointerEvents=1;",60,20,"","Spraying Device",null,null,this.getTagsForStencil("mxgraph.pid.misc","spraying_device","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"spray_cooler;",100,120,"","Spray Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","spray_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"stack,_chimney;",60,100,"","Stack, Chimney", -null,null,this.getTagsForStencil("mxgraph.pid.misc","stack,_chimney","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"steam_trap;",53,53,"","Steam Trap",null,null,this.getTagsForStencil("mxgraph.pid.misc","steam_trap","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"tank_car,_tank_wagon;",127,80,"","Tank Car, Tank Wagon",null,null,this.getTagsForStencil("mxgraph.pid.misc","tank_car,_tank_wagon","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+ +null,null,this.getTagsForStencil("mxgraph.pid.misc","stack,_chimney","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"steam_trap2;",53,53,"","Steam Trap",null,null,this.getTagsForStencil("mxgraph.pid.misc","steam_trap","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"tank_car,_tank_wagon;",127,80,"","Tank Car, Tank Wagon",null,null,this.getTagsForStencil("mxgraph.pid.misc","tank_car,_tank_wagon","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+ "viewing_glass;",80,50,"","Viewing Glass",null,null,this.getTagsForStencil("mxgraph.pid.misc","viewing_glass","process instrumentation ").join(" "))])}})();(function(){Sidebar.prototype.addRackPalette=function(a,c){for(var d=0;d<a.length;d++)"general"===a[d].toLowerCase()?(this.setCurrentSearchEntryLibrary("rack","rackGeneral"),this.addRackGeneralPalette()):"f5"===a[d].toLowerCase()?(this.setCurrentSearchEntryLibrary("rack","rackF5"),this.addRackF5Palette()):"dell"===a[d].toLowerCase()?(this.setCurrentSearchEntryLibrary("rack","rackDell"),this.addRackDellPalette()):"hpe aruba gateways controllers"===a[d].toLowerCase()?this.addRackHPEArubaGatewaysControllersPalette(): "hpe aruba security"===a[d].toLowerCase()?this.addRackHPEArubaSecurityPalette():"hpe aruba switches"===a[d].toLowerCase()?this.addRackHPEArubaSwitchesPalette():(this.setCurrentSearchEntryLibrary("rack","rack"+a[d]),this.addStencilPalette("rack"+a[d],"Rack / "+a[d],c+"/rack/"+a[d].toLowerCase()+".xml",";html=1;labelPosition=right;align=left;spacingLeft=15;dashed=0;shadow=0;fillColor=#ffffff;",null,null,null,null,null,"rack"));this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addRackGeneralPalette= -function(){this.addPaletteFunctions("rackGeneral","Rack / General",!1,[this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.rackCabinet;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;",180,219,"","Rack Cabinet",null,null,"rack equipment general cabinet"), -this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.rackCabinet;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;",204,219,"","Numbered Rack Cabinet",null,null,"rack equipment general cabinet numbered"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;text;", -160,15,"","Spacing",null,null,"rack equipment general spacing"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.plate;fillColor=#e8e8e8;",160,15,"","Cover Plate",null,null,"rack equipment general cover plate"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rack.general.1u_rack_server;", +function(){this.addPaletteFunctions("rackGeneral","Rack / General",!1,[this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.container;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;",180,228.6,"","Rack Cabinet",null,null,"rack equipment general cabinet"), +this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.container;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;",210,228.6,"","Numbered Rack Cabinet",null,null,"rack equipment general cabinet numbered"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.container;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;", +180,228.6,"","Rack Cabinet",null,null,"rack equipment general cabinet"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.container;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;",210,228.6,"","Numbered Rack Cabinet",null,null,"rack equipment general cabinet numbered"), +this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;text;",160,15,"","Spacing",null,null,"rack equipment general spacing"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.plate;fillColor=#e8e8e8;",160,15,"","Cover Plate",null,null,"rack equipment general cover plate"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rack.general.1u_rack_server;", 160,15,"","Server",null,null,"rack equipment general server"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.horCableDuct;",160,15,"","Horizontal Cable Duct",null,null,"rack equipment general horizontal cable duct"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.horRoutingBank;", 160,20,"","Horizontal Routing Bank",null,null,"rack equipment general horizontal routing bank"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.neatPatch;",160,30,"","Neat-Patch",null,null,"rack equipment general neat patch"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.shelf;container=1;collapsible=0", 160,15,"","Shelf",null,null,"rack equipment general shelf"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.channelBase;",200,30,"","Channel Base",null,null,"rack equipment general channel base"),this.createVertexTemplateEntry("shape=mxgraph.rackGeneral.cabinetLeg;html=1;shadow=0;dashed=0;fillColor=#444444;strokeColor=#444444;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;", @@ -9966,22 +9992,21 @@ e.vertex=!0;b.insert(e);var f=new mxCell("State2",new mxGeometry(30,10,80,30),"h e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"State")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=1;",140,40,"State1","State",null,null,"uml state"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;",140,40,"State","State",null,null,"uml state"),this.createVertexTemplateEntry("shape=folder;align=center;verticalAlign=middle;fontStyle=0;tabWidth=100;tabHeight=30;tabPosition=left;html=1;boundedLbl=1;labelInHeader=1;rounded=1;absoluteArcSize=1;arcSize=10;", 140,90,"State1","State",null,null,"uml state"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;",140,40,"State1, State2, ...","State",null,null,"uml state"),this.createVertexTemplateEntry("shape=umlState;rounded=1;verticalAlign=top;spacingTop=5;umlStateSymbol=collapseState;absoluteArcSize=1;arcSize=10;",140,60,"State1","State",null,null,"uml state"),this.addEntry("uml state entry point",function(){var b=new mxCell("State1",new mxGeometry(40, 0,140,50),"shape=umlState;rounded=1;verticalAlign=middle;align=center;absoluteArcSize=1;arcSize=10;umlStateConnection=connPointRefEntry;boundedLbl=1;");b.vertex=!0;var e=new mxCell("Entry1",new mxGeometry(0,40,50,20),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],180,60,"State with entry point")}),this.addEntry("uml state exit point",function(){var b=new mxCell("State1",new mxGeometry(40,0,140,50),"shape=umlState;rounded=1;verticalAlign=middle;spacingTop=0;absoluteArcSize=1;arcSize=10;umlStateConnection=connPointRefExit;boundedLbl=1;"); -b.vertex=!0;var e=new mxCell("Exit1",new mxGeometry(0,40,50,20),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],180,60,"State with exit point")}),this.createVertexTemplateEntry("ellipse;fillColor=#000000;strokeColor=none;",30,30,"","Initial preudostate / node",null,null,"uml initial pseudostate"),this.createVertexTemplateEntry("ellipse;html=1;shape=endState;fillColor=strokeColor;",30,30,"","Final state / node",null,null,"uml final state"), -this.createVertexTemplateEntry("ellipse;fillColor=#ffffff;strokeColor=#000000;",30,30,"H","Shallow History",null,null,"uml shallow history pseudostate"),this.createVertexTemplateEntry("ellipse;fillColor=#ffffff;strokeColor=#000000;",30,30,"H*","Deep History",null,null,"uml deep history pseudostate"),this.createVertexTemplateEntry("ellipse;fillColor=#ffffff;strokeColor=#000000;",30,30,"","Entry Point",null,null,"uml entry point pseudostate"),this.createVertexTemplateEntry("shape=sumEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;", -30,30,"","Exit Point / Flow Final Node",null,null,"uml exit point pseudostate"),this.createVertexTemplateEntry("ellipse;fillColor=#000000;strokeColor=none;",20,20,"","Junction",null,null,"uml junction pseudostate"),this.createVertexTemplateEntry("rhombus;",30,30,"","Choice / Merge Node / Decision Node",null,null,"uml choice pseudostate merge decision node"),this.createVertexTemplateEntry("shape=umlDestroy;",30,30,"","Terminate",null,null,"uml terminate pseudostate"),this.createVertexTemplateEntry("html=1;points=[];perimeter=orthogonalPerimeter;fillColor=#000000;strokeColor=none;", -5,80,"","Join/Fork Node",null,null,"uml join fork pseudostate"),this.createVertexTemplateEntry("text;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;",140,40,"OpaqueAction1 spec.","Opaque Action",null,null,"uml opaque action"),this.createVertexTemplateEntry("html=1;shape=mxgraph.infographic.ribbonSimple;notch1=20;notch2=0;align=center;verticalAlign=middle;fontSize=14;fontStyle=0;flipH=1;fillColor=#FFFFFF;",160,40,"Trigger1 spec.","Trigger",null,null,"uml trigger"), -this.createVertexTemplateEntry("html=1;shape=mxgraph.infographic.ribbonSimple;notch1=0;notch2=20;align=center;verticalAlign=middle;fontSize=14;fontStyle=0;fillColor=#FFFFFF;",160,40,"SendSignalAction1","Send Signal Action",null,null,"uml send signal action"),this.createVertexTemplateEntry("html=1;align=right;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=50;dashed=0;spacingTop=10;spacingRight=30;",300,160,"<<singleExecution>>","Single Execution",null,null,"uml single execution"), -this.addEntry("uml parameter",function(){var b=new mxCell("",new mxGeometry(0,10,30,30),"fillColor=#ffffff;strokeColor=#000000;");b.vertex=!0;var e=new mxCell("Parameter1 spec.",new mxGeometry(40,0,100,20),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);var f=new mxCell("",new mxGeometry(50,25,30,15),"triangle;whiteSpace=wrap;html=1;direction=north;");f.vertex=!0;b.insert(f);return a.createVertexTemplateFromCells([b,e,f],140,40,"Parameter")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;", -140,40,"Action1","Action",null,null,"uml action"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;",140,70,"<<external>><br>Action1<br>(partition1)","Activity Partition",null,null,"uml activity partition"),this.addEntry("uml object node",function(){var b=new mxCell("ObjectNode1<br><br>[State1, State2...]",new mxGeometry(0,0,140,60),"html=1;align=center;verticalAlign=middle;rounded=0;absoluteArcSize=1;arcSize=10;dashed=0;"); -b.vertex=!0;var e=new mxCell("{annotation1}",new mxGeometry(0,60,140,30),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],140,90,"Object Node")}),this.addEntry("uml activity parameter node",function(){var b=new mxCell("Parameter1 spec.",new mxGeometry(0,0,140,60),"html=1;align=center;verticalAlign=middle;rounded=0;absoluteArcSize=1;arcSize=10;dashed=0;");b.vertex=!0;var e=new mxCell("{stream}",new mxGeometry(0,60,140,30),"text;verticalAlign=middle;align=center;"); -e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],140,90,"Activity Parameter Node")}),this.createVertexTemplateEntry("html=1;shape=mxgraph.infographic.ribbonSimple;notch1=20;notch2=20;align=center;verticalAlign=middle;fontSize=14;fontStyle=0;fillColor=#FFFFFF;",160,40,"ObjectNode1","Object Node",null,null,"uml object node"),this.addEntry("behavior selection transformation decision input",function(){var b=new mxCell("Behavior1 spec.",new mxGeometry(0,0,160,60),"shape=note2;boundedLbl=1;whiteSpace=wrap;html=1;size=25;verticalAlign=top;align=left;spacingLeft=5;"); -b.vertex=!0;var e=new mxCell("<<keyword>>",new mxGeometry(0,0,b.geometry.width,25),"resizeWidth=1;part=1;strokeColor=none;fillColor=none;align=left;spacingLeft=5;");e.geometry.relative=!0;e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Behavior")}),this.createVertexTemplateEntry("html=1;points=[];perimeter=orthogonalPerimeter;fillColor=#000000;strokeColor=none;align=left;verticalAlign=top;spacingLeft=10;",5,80,"{joinSpec = join spec}","Join Node", -null,null,"uml join node"),this.addDataEntry("activity partition",180,200,"Activity Partition","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"), +b.vertex=!0;var e=new mxCell("Exit1",new mxGeometry(0,40,50,20),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],180,60,"State with exit point")}),this.createVertexTemplateEntry("ellipse;fillColor=strokeColor;",30,30,"","Initial preudostate / node",null,null,"uml initial pseudostate"),this.createVertexTemplateEntry("ellipse;html=1;shape=endState;fillColor=strokeColor;",30,30,"","Final state / node",null,null,"uml final state"),this.createVertexTemplateEntry("ellipse;", +30,30,"H","Shallow History",null,null,"uml shallow history pseudostate"),this.createVertexTemplateEntry("ellipse;",30,30,"H*","Deep History",null,null,"uml deep history pseudostate"),this.createVertexTemplateEntry("ellipse;",30,30,"","Entry Point",null,null,"uml entry point pseudostate"),this.createVertexTemplateEntry("shape=sumEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;",30,30,"","Exit Point / Flow Final Node",null,null,"uml exit point pseudostate"),this.createVertexTemplateEntry("ellipse;fillColor=strokeColor;", +20,20,"","Junction",null,null,"uml junction 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trigger"),this.createVertexTemplateEntry("html=1;shape=mxgraph.infographic.ribbonSimple;notch1=0;notch2=20;align=center;verticalAlign=middle;fontSize=14;fontStyle=0;fillColor=#FFFFFF;",160,40,"SendSignalAction1", +"Send Signal Action",null,null,"uml send signal action"),this.createVertexTemplateEntry("html=1;align=right;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=50;dashed=0;spacingTop=10;spacingRight=30;",300,160,"<<singleExecution>>","Single Execution",null,null,"uml single execution"),this.addEntry("uml parameter",function(){var b=new mxCell("",new mxGeometry(0,10,30,30),"");b.vertex=!0;var e=new mxCell("Parameter1 spec.",new mxGeometry(40,0,100,20),"text;verticalAlign=middle;align=center;"); +e.vertex=!0;b.insert(e);var f=new mxCell("",new mxGeometry(50,25,30,15),"triangle;whiteSpace=wrap;html=1;direction=north;");f.vertex=!0;b.insert(f);return a.createVertexTemplateFromCells([b,e,f],140,40,"Parameter")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;",140,40,"Action1","Action",null,null,"uml action"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;", +140,70,"<<external>><br>Action1<br>(partition1)","Activity Partition",null,null,"uml activity partition"),this.addEntry("uml object node",function(){var b=new mxCell("ObjectNode1<br><br>[State1, State2...]",new mxGeometry(0,0,140,60),"html=1;align=center;verticalAlign=middle;rounded=0;absoluteArcSize=1;arcSize=10;dashed=0;");b.vertex=!0;var e=new mxCell("{annotation1}",new mxGeometry(0,60,140,30),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b, +e],140,90,"Object Node")}),this.addEntry("uml activity parameter node",function(){var b=new mxCell("Parameter1 spec.",new mxGeometry(0,0,140,60),"html=1;align=center;verticalAlign=middle;rounded=0;absoluteArcSize=1;arcSize=10;dashed=0;");b.vertex=!0;var e=new mxCell("{stream}",new mxGeometry(0,60,140,30),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],140,90,"Activity Parameter Node")}),this.createVertexTemplateEntry("html=1;shape=mxgraph.infographic.ribbonSimple;notch1=20;notch2=20;align=center;verticalAlign=middle;fontSize=14;fontStyle=0;fillColor=#FFFFFF;", +160,40,"ObjectNode1","Object Node",null,null,"uml object node"),this.addEntry("behavior selection transformation decision input",function(){var b=new mxCell("Behavior1 spec.",new mxGeometry(0,0,160,60),"shape=note2;boundedLbl=1;whiteSpace=wrap;html=1;size=25;verticalAlign=top;align=left;spacingLeft=5;");b.vertex=!0;var e=new mxCell("<<keyword>>",new mxGeometry(0,0,b.geometry.width,25),"resizeWidth=1;part=1;strokeColor=none;fillColor=none;align=left;spacingLeft=5;");e.geometry.relative=!0;e.vertex= +!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Behavior")}),this.createVertexTemplateEntry("html=1;points=[];perimeter=orthogonalPerimeter;fillColor=strokeColor;align=left;verticalAlign=top;spacingLeft=10;",5,80,"{joinSpec = join spec}","Join Node",null,null,"uml join node"),this.addDataEntry("activity partition",180,200,"Activity 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region"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;rounded=1;absoluteArcSize=1;arcSize=10;dashed=1;",140,40,"State1","State",null,null,"uml state"),this.addEntry("constraint precondition postcondition selection transformation decision input",function(){var b=new mxCell("Constraint1 spec.", new mxGeometry(0,0,160,60),"shape=note2;boundedLbl=1;whiteSpace=wrap;html=1;size=25;verticalAlign=top;align=left;spacingLeft=5;");b.vertex=!0;var e=new mxCell("<<keyword>>",new mxGeometry(0,0,b.geometry.width,25),"resizeWidth=1;part=1;strokeColor=none;fillColor=none;align=left;spacingLeft=5;");e.geometry.relative=!0;e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Constraint / Precondition / Postcondition")}),this.createVertexTemplateEntry("fontStyle=0;labelPosition=right;verticalLabelPosition=middle;align=left;verticalAlign=middle;spacingLeft=2;html=1;", 30,30,"Pin1<br>[State1]<br>{control}<br>Parameter1 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mxGeometry(0,0,0,0),"endArrow=none;html=1;endSize=12;startArrow=none;startSize=14;startFill=0;edgeStyle=orthogonalEdgeStyle;align=center;verticalAlign=bottom;endFill=0;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.geometry.x=0;b.geometry.y=3; b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Time constraint")}),this.addEntry("duration constraint",function(){var b=new mxCell("{Duration constraint 1}",new mxGeometry(0,0,0,0),"endArrow=open;html=1;endSize=12;startArrow=open;startSize=14;startFill=0;edgeStyle=orthogonalEdgeStyle;align=center;verticalAlign=bottom;endFill=0;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.geometry.x=0;b.geometry.y=3;b.edge= !0;return a.createEdgeTemplateFromCells([b],160,0,"Duration constraint")}),this.addEntry("uml classifier",function(){var b=new mxCell("",new mxGeometry(0,0,180,120),"shape=ellipse;container=1;horizontal=1;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;html=1;dashed=0;collapsible=0;");b.vertex=!0;var e=new mxCell("UseCase1",new mxGeometry(0,0,180,30),"html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;rotatable=0;");e.vertex=!0;b.insert(e);e=new mxCell("",new mxGeometry(9, -30,162,10),"line;strokeWidth=1;fillColor=none;rotatable=0;labelPosition=right;points=[];portConstraint=eastwest;dashed=0;resizeWidth=1;");e.vertex=!0;b.insert(e);e=new mxCell("extension points",new mxGeometry(0,40,180,30),"text;html=1;align=center;verticalAlign=middle;rotatable=0;");e.vertex=!0;b.insert(e);e=new mxCell("Extension point 1",new mxGeometry(0,70,180,30),"text;html=1;align=left;verticalAlign=middle;rotatable=0;spacingLeft=25;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b], -b.geometry.width,b.geometry.height,"Classifier")}),this.addEntry("uml extension point 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a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Extension Point Classifier")}),this.createVertexTemplateEntry("shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;",30,60,"Actor","Actor",!1,null,"uml actor"),this.createVertexTemplateEntry("text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;",160,70,"<<actor>><br><br><b>Actor1</b>","Actor",null,null,"uml actor"),this.addEntry("extension point extend", -function(){var b=new mxCell("Extension point 1",new mxGeometry(0,0,140,60),"shape=note2;boundedLbl=1;whiteSpace=wrap;html=1;size=25;verticalAlign=top;align=left;spacingLeft=5;");b.vertex=!0;var e=new mxCell("Extend condition 1",new mxGeometry(0,0,b.geometry.width,25),"resizeWidth=1;part=1;strokeColor=none;fillColor=none;align=left;spacingLeft=5;");e.geometry.relative=!0;e.vertex=!0;b.insert(e);return 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b=new mxCell("InformationItem1",new mxGeometry(0,0,200,50),"align=left;spacingLeft=10;html=1;dashed=0;");b.vertex=!0;var e=new mxCell("",new mxGeometry(1,.5,30,20),"shape=triangle;fillColor=strokeColor;");e.geometry.relative=!0;e.geometry.offset=new mxPoint(-45,-10);e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Information item")}),this.addEntry("template binding",function(){var b= -new mxCell("<<bind>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Binding1 information",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex= -!0;b.insert(e);return 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Property / Connector End / Composite Association",null,"association connector instance specification property connector end composite"), -this.addEntry("association instance specification connector",function(){var b=new mxCell("",new mxGeometry(60,0,20,20),"rhombus;aspect=fixed;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.setTerminalPoint(new mxPoint(0,10),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);var f=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;"); -f.geometry.setTerminalPoint(new mxPoint(140,10),!1);f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);return a.createEdgeTemplateFromCells([b,e,f],140,20,"Association / Instance Secification")}),this.addEntry("association instance specification connector",function(){var b=new mxCell("",new mxGeometry(65,0,6,12),"triangle;aspect=fixed;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;"); -e.geometry.setTerminalPoint(new mxPoint(0,22),!0);e.geometry.setTerminalPoint(new mxPoint(140,22),!1);e.geometry.relative=!0;e.edge=!0;return a.createVertexTemplateFromCells([b,e],140,22,"Association / Instance Secification")}),this.addEntry("Redefine",function(){var b=new mxCell("{redefines}",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(200, -0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("end1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("0..1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("Association1",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;"); -e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("{modifier1}",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],200,0,"Redefine")}),this.createVertexTemplateEntry("text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;",60,30,"qualifier1","Qualifier",null,null,"uml qualifier"), -this.addEntry("connector",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("end1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0; -b.insert(e);e=new mxCell("0..1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("Connector1",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Connector")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=oval;endFill=0;endSize=8;", -160,0,"","Provided Interface",null,"provided interface"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=halfCircle;endFill=0;endSize=2;",160,0,"","Required Interface",null,"required interface"),this.addEntry("structural feature",function(){var b=new mxCell("feature1",new mxGeometry(-1,0,0,0),"html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=none;endFill=0;endSize=6;align=left;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160, -0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Structural Feature")}),this.addEntry("usage",function(){var b=new mxCell("",new mxGeometry(0,0,60,30),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=halfCircle;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=2;");e.geometry.setTerminalPoint(new mxPoint(120,15),!1);e.geometry.relative= -!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],120,30,"Usage")}),this.addEntry("collaboration",function(){var b=new mxCell("Collaboration1",new mxGeometry(0,0,100,30),"ellipse;html=1;dashed=1;dashPattern=10 10;");b.vertex=!0;var e=new mxCell("Classifier1",new mxGeometry(10,70,80,30),"html=1;");e.vertex=!0;var f=new mxCell("ConnectableElement",new mxGeometry(0,0,0,0),"html=1;rounded=0;labelBackgroundColor=none;align=left;spacingLeft=5;endArrow=none;endFill=0;");f.geometry.relative= -!0;f.edge=!0;b.insertEdge(f,!0);e.insertEdge(f,!1);return a.createEdgeTemplateFromCells([b,e,f],100,100,"Collaboration")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<occurence>>","Collaboration Use",null,"collaboration use"),this.addEntry("Extension",function(){var b=new mxCell("{required}",new mxGeometry(-1,0,0,0),"html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;endSize=6;align=left;"); -b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Extension")}),this.addEntry("transition",function(){var b=new mxCell("Transition1 spec.",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative= -!0;b.edge=!0;var e=new mxCell("(via connectionPoint1)",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Transition")}),this.addEntry("activity",function(){var b=new mxCell("{annotation1}",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0, -0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Edge1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("[guard]",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b], -160,0,"Activity")}),this.createEdgeTemplateEntry("html=1;verticalAlign=top;labelBackgroundColor=none;endArrow=open;endFill=0;",160,0,"<<multicast/multireceive>>","Control Flow",null,"control flow"),this.addEntry("action",function(){var b=new mxCell("Action1",new mxGeometry(0,5,100,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("Action2",new mxGeometry(180,5,100,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");e.vertex=!0;var f=new mxCell("",new mxGeometry(0, -0,0,0),"html=1;rounded=0;labelBackgroundColor=none;align=left;spacingLeft=5;endArrow=open;endFill=0;");f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);e.insertEdge(f,!1);var g=new mxCell("",new mxGeometry(132,0,16,16),"html=1;");g.vertex=!0;return a.createEdgeTemplateFromCells([b,e,g,f],300,35,"Action")}),this.addEntry("object node",function(){var b=new mxCell("ObjectNode1",new mxGeometry(40,0,80,30),"html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=block;html=1;rounded=0;align=center;verticalAlign=top;endFill=1;labelBackgroundColor=none;endSize=6;"); -e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],120,30,"Object Node")}),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(40,0,30,30),"ellipse;html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative= -!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(0,0,30,30),"ellipse;html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(70,15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b, -e],70,30,"Activity")}),this.createEdgeTemplateEntry("shape=mxgraph.lean_mapping.electronic_info_flow_edge;html=1;",160,0,"","Activity",null,"activity"),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");b.geometry.setTerminalPoint(new mxPoint(0,40),!0);b.geometry.setTerminalPoint(new mxPoint(160,40),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("",new mxGeometry(0, -0,0,0),"shape=mxgraph.lean_mapping.electronic_info_flow_edge;html=1;");e.geometry.setTerminalPoint(new mxPoint(60,0),!0);e.geometry.setTerminalPoint(new mxPoint(100,20),!1);e.geometry.relative=!0;e.edge=!0;return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;",160,0,"Message1 label","Message",null,"message async asynchronous signal call"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;", -160,0,"","Message, synchronous call",null,"message sync synchronous call"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;dashed=1;",160,0,"","Message, reply",null,"message reply"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"","Message, create",null,"message create"),this.addEntry("message lost",function(){var b=new mxCell("",new mxGeometry(160,0,4,4),"ellipse;html=1;fillColor=strokeColor;"); -b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,2),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],164,4,"Message lost")}),this.addEntry("message found",function(){var b=new mxCell("",new mxGeometry(0,0,4,4),"ellipse;html=1;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0, -0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(164,2),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],164,4,"Message found")}),this.addEntry("uml lifeline execution",function(){var b=new mxCell("",new mxGeometry(0,0,160,160),"rounded=0;dashed=0;container=0;collapsible=0;recursiveResize=0;");b.vertex=!0;var e=new mxCell("LifeLine1",new mxGeometry(30, -10,100,30),"rounded=0;dashed=0;");e.vertex=!0;b.insert(e);var f=new mxCell("",new mxGeometry(75,60,10,60),"rounded=0;dashed=0;");f.vertex=!0;b.insert(f);var g=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=none;dashed=1;");g.geometry.relative=!0;g.edge=!0;e.insertEdge(g,!1);f.insertEdge(g,!0);e=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=none;dashed=1;");e.geometry.setTerminalPoint(new mxPoint(80,150),!0); -e.geometry.relative=!0;e.edge=!0;f.insertEdge(e,!1);f=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=open;endFill=0;");f.geometry.setTerminalPoint(new mxPoint(0,60),!0);f.geometry.setTerminalPoint(new mxPoint(75,60),!1);f.geometry.relative=!0;f.edge=!0;b.insert(g);b.insert(e);b.insert(f);return a.createVertexTemplateFromCells([b],160,160,"Lifeline")}),this.addEntry("message",function(){var b=new mxCell("Message1",new mxGeometry(40,0,80,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;"); -b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],120,30,"Message")}),this.addEntry("message",function(){var b=new mxCell("Message1",new mxGeometry(0,0,80,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("", -new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(120,15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],120,30,"Message")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<extend>>","Extend",null,"extend"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;", -160,0,"<<include>>","Include",null,"include"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<deploy>>","Deploy",null,"deploy")];this.addPalette("uml25",mxResources.get("uml")+" 2.5",!1,mxUtils.bind(this,function(b){for(var e=0;e<d.length;e++)b.appendChild(d[e](b))}));this.setCurrentSearchEntryLibrary()}})();(function(){Sidebar.prototype.addVeeamPalette=function(){this.addVeeamDataCenterPalette();this.addVeeamMiscPalette();this.addVeeamSoftwarePalette();this.addVeeamStoragePalette();this.addVeeamUsersStatusPalette();this.addVeeamVASComponentsPalette();this.addVeeamBackupReplicationPalette();this.addVeeamProductsPalette();this.addVeeamVMsTapePalette();this.setCurrentSearchEntryLibrary("veeam2","veeam23D");this.addVeeam3DPalette();this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addVeeamDataCenterPalette= +b.geometry.height,"Deployment")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;dashed=0;",180,60,"<<deployment spec>><br><br><b>Deployment1</b>","Deployment Specification",null,null,"uml deployment specification"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;dashed=0;",180,60,"<<artifact>><br><br><b>Artifact1</b>","Artifact",null,null,"uml artifact"),this.addEntry("information item",function(){var b=new mxCell("InformationItem1", +new mxGeometry(0,0,200,50),"align=left;spacingLeft=10;html=1;dashed=0;");b.vertex=!0;var e=new mxCell("",new mxGeometry(1,.5,30,20),"shape=triangle;fillColor=strokeColor;");e.geometry.relative=!0;e.geometry.offset=new mxPoint(-45,-10);e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Information item")}),this.addEntry("template binding",function(){var b=new mxCell("<<bind>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;"); +b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Binding1 information",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Template Binding")}),this.createEdgeTemplateEntry("endArrow=circlePlus;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;labelBackgroundColor=none;", +160,0,"","Inner class",null,"inner class"),this.createEdgeTemplateEntry("endArrow=open;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;",160,0,"<<keyword>>","Element / Package Merge / Package Import, Substitution",null,"element package import substitution merge"),this.createEdgeTemplateEntry("endArrow=none;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;dashPattern=10 10;", +160,0,"{constraint spec.}","Constraint",null,"constraint"),this.addEntry("dependency",function(){var b=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Dependency1",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;"); +e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Dependency")}),this.addEntry("dependency",function(){var b=new mxCell("",new mxGeometry(68,38,4,4),"ellipse;resizable=0;aspect=fixed;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;spacingBottom=35;");e.geometry.setTerminalPoint(new mxPoint(0, +0),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);var f=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;dashed=1;endFill=0;labelBackgroundColor=none;spacingTop=35;");f.geometry.setTerminalPoint(new mxPoint(0,80),!0);f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!1);var g=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;spacingBottom=35;"); +g.geometry.setTerminalPoint(new mxPoint(140,0),!1);g.geometry.relative=!0;g.edge=!0;b.insertEdge(g,!0);var h=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;dashed=1;endFill=0;labelBackgroundColor=none;spacingTop=35;");h.geometry.setTerminalPoint(new mxPoint(140,80),!1);h.geometry.relative=!0;h.edge=!0;b.insertEdge(h,!0);return a.createEdgeTemplateFromCells([b,e,f,g,h],140,80,"Dependency")}),this.createEdgeTemplateEntry("endArrow=block;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;", +160,0,"","Realization",null,"realization"),this.addEntry("generalization set",function(){var b=new mxCell("GeneralizationSet1",new mxGeometry(0,0,0,0),"endArrow=block;html=1;rounded=0;align=center;verticalAlign=bottom;endFill=0;labelBackgroundColor=none;endSize=8;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell(":powertype {constraint1}",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;"); +e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Generalization Set")}),this.createEdgeTemplateEntry("endArrow=none;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=3;",160,0,"","Association / Connector / Instance Specification / Property / Connector End",null,"association connector instance specification property connector end"),this.createEdgeTemplateEntry("endArrow=open;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;", +160,0,"","Association / Connector / Instance Specification / Property / Connector End / Navigability notation",null,"association connector instance specification property connector end navigability notation"),this.addEntry("association connector instance specification property connector end",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;startArrow=oval;startFill=1;");b.geometry.setTerminalPoint(new mxPoint(0, +0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Association / Connector / Instance Specification / Property / Connector End")}),this.createEdgeTemplateEntry("endArrow=none;startArrow=sysMLx;endFill=0;startFill=0;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;",160,0,"","Association / Connector / Instance Specification / Property / Connector End / Non-Navigability notation",null, +"association connector instance specification property connector end non navigability notation"),this.createEdgeTemplateEntry("endArrow=none;startArrow=diamondThin;endFill=0;startFill=0;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;endSize=8;",160,0,"","Association / Connector / Instance Specification / Property / Connector End / Shared Association",null,"association connector instance specification property connector end shared"),this.createEdgeTemplateEntry("endArrow=none;startArrow=diamondThin;endFill=0;startFill=1;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;endSize=8;", +160,0,"","Association / Connector / Instance Specification / Property / Connector End / Composite Association",null,"association connector instance specification property connector end composite"),this.addEntry("association instance specification connector",function(){var b=new mxCell("",new mxGeometry(60,0,20,20),"rhombus;aspect=fixed;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.setTerminalPoint(new mxPoint(0, +10),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);var f=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;");f.geometry.setTerminalPoint(new mxPoint(140,10),!1);f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);return a.createEdgeTemplateFromCells([b,e,f],140,20,"Association / Instance Secification")}),this.addEntry("association instance specification connector",function(){var b=new mxCell("",new mxGeometry(65, +0,6,12),"triangle;aspect=fixed;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.setTerminalPoint(new mxPoint(0,22),!0);e.geometry.setTerminalPoint(new mxPoint(140,22),!1);e.geometry.relative=!0;e.edge=!0;return a.createVertexTemplateFromCells([b,e],140,22,"Association / Instance Secification")}),this.addEntry("Redefine",function(){var b=new mxCell("{redefines}", +new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(200,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("end1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("0..1",new mxGeometry(-1,0,0,0), +"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("Association1",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("{modifier1}",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0; +e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],200,0,"Redefine")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;dashed=0;",60,30,"qualifier1","Qualifier",null,null,"uml qualifier"),this.addEntry("connector",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160, +0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("end1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("0..1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("Connector1",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;"); +e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Connector")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=oval;endFill=0;endSize=8;",160,0,"","Provided Interface",null,"provided interface"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=halfCircle;endFill=0;endSize=2;",160,0,"","Required Interface",null,"required interface"),this.addEntry("structural feature", +function(){var b=new mxCell("feature1",new mxGeometry(-1,0,0,0),"html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=none;endFill=0;endSize=6;align=left;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Structural Feature")}),this.addEntry("usage",function(){var b=new mxCell("",new mxGeometry(0,0,60,30),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;"); +b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=halfCircle;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=2;");e.geometry.setTerminalPoint(new mxPoint(120,15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],120,30,"Usage")}),this.addEntry("collaboration",function(){var b=new mxCell("Collaboration1",new mxGeometry(0,0,100,30),"ellipse;html=1;dashed=1;dashPattern=10 10;");b.vertex=!0;var e= +new mxCell("Classifier1",new mxGeometry(10,70,80,30),"html=1;");e.vertex=!0;var f=new mxCell("ConnectableElement",new mxGeometry(0,0,0,0),"html=1;rounded=0;labelBackgroundColor=none;align=left;spacingLeft=5;endArrow=none;endFill=0;");f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);e.insertEdge(f,!1);return a.createEdgeTemplateFromCells([b,e,f],100,100,"Collaboration")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0, +"<<occurence>>","Collaboration Use",null,"collaboration use"),this.addEntry("Extension",function(){var b=new mxCell("{required}",new mxGeometry(-1,0,0,0),"html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;endSize=6;align=left;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Extension")}),this.addEntry("transition",function(){var b= +new mxCell("Transition1 spec.",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("(via connectionPoint1)",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e); +return a.createEdgeTemplateFromCells([b],160,0,"Transition")}),this.addEntry("activity",function(){var b=new mxCell("{annotation1}",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Edge1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;"); +e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("[guard]",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Activity")}),this.createEdgeTemplateEntry("html=1;verticalAlign=top;labelBackgroundColor=none;endArrow=open;endFill=0;",160,0,"<<multicast/multireceive>>","Control Flow",null,"control flow"), +this.addEntry("action",function(){var b=new mxCell("Action1",new mxGeometry(0,5,100,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("Action2",new mxGeometry(180,5,100,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");e.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"html=1;rounded=0;labelBackgroundColor=none;align=left;spacingLeft=5;endArrow=open;endFill=0;");f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);e.insertEdge(f,!1);var g=new mxCell("",new mxGeometry(132, +0,16,16),"html=1;");g.vertex=!0;return a.createEdgeTemplateFromCells([b,e,g,f],300,35,"Action")}),this.addEntry("object node",function(){var b=new mxCell("ObjectNode1",new mxGeometry(40,0,80,30),"html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=block;html=1;rounded=0;align=center;verticalAlign=top;endFill=1;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b, +e],120,30,"Object Node")}),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(40,0,30,30),"ellipse;html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.addEntry("activity",function(){var b= +new mxCell("",new mxGeometry(0,0,30,30),"ellipse;html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(70,15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.createEdgeTemplateEntry("shape=mxgraph.lean_mapping.electronic_info_flow_edge;html=1;",160,0,"","Activity", +null,"activity"),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");b.geometry.setTerminalPoint(new mxPoint(0,40),!0);b.geometry.setTerminalPoint(new mxPoint(160,40),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"shape=mxgraph.lean_mapping.electronic_info_flow_edge;html=1;");e.geometry.setTerminalPoint(new mxPoint(60,0),!0); +e.geometry.setTerminalPoint(new mxPoint(100,20),!1);e.geometry.relative=!0;e.edge=!0;return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;",160,0,"Message1 label","Message",null,"message async asynchronous signal call"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;",160,0,"","Message, synchronous call",null,"message sync synchronous call"), +this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;dashed=1;",160,0,"","Message, reply",null,"message reply"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"","Message, create",null,"message create"),this.addEntry("message lost",function(){var b=new mxCell("",new mxGeometry(160,0,4,4),"ellipse;html=1;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0, +0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,2),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],164,4,"Message lost")}),this.addEntry("message found",function(){var b=new mxCell("",new mxGeometry(0,0,4,4),"ellipse;html=1;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;"); +e.geometry.setTerminalPoint(new mxPoint(164,2),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],164,4,"Message found")}),this.addEntry("uml lifeline execution",function(){var b=new mxCell("",new mxGeometry(0,0,160,160),"rounded=0;dashed=0;container=0;collapsible=0;recursiveResize=0;");b.vertex=!0;var e=new mxCell("LifeLine1",new mxGeometry(30,10,100,30),"rounded=0;dashed=0;");e.vertex=!0;b.insert(e);var f=new mxCell("",new mxGeometry(75,60,10,60), +"rounded=0;dashed=0;");f.vertex=!0;b.insert(f);var g=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=none;dashed=1;");g.geometry.relative=!0;g.edge=!0;e.insertEdge(g,!1);f.insertEdge(g,!0);e=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=none;dashed=1;");e.geometry.setTerminalPoint(new mxPoint(80,150),!0);e.geometry.relative=!0;e.edge=!0;f.insertEdge(e,!1);f=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=open;endFill=0;"); +f.geometry.setTerminalPoint(new mxPoint(0,60),!0);f.geometry.setTerminalPoint(new mxPoint(75,60),!1);f.geometry.relative=!0;f.edge=!0;b.insert(g);b.insert(e);b.insert(f);return a.createVertexTemplateFromCells([b],160,160,"Lifeline")}),this.addEntry("message",function(){var b=new mxCell("Message1",new mxGeometry(40,0,80,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;"); +e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],120,30,"Message")}),this.addEntry("message",function(){var b=new mxCell("Message1",new mxGeometry(0,0,80,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(120, +15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],120,30,"Message")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<extend>>","Extend",null,"extend"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<include>>","Include",null,"include"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;", +160,0,"<<deploy>>","Deploy",null,"deploy")];this.addPalette("uml25",mxResources.get("uml")+" 2.5",!1,mxUtils.bind(this,function(b){for(var e=0;e<d.length;e++)b.appendChild(d[e](b))}));this.setCurrentSearchEntryLibrary()}})();(function(){Sidebar.prototype.addVeeamPalette=function(){this.addVeeamDataCenterPalette();this.addVeeamMiscPalette();this.addVeeamSoftwarePalette();this.addVeeamStoragePalette();this.addVeeamUsersStatusPalette();this.addVeeamVASComponentsPalette();this.addVeeamBackupReplicationPalette();this.addVeeamProductsPalette();this.addVeeamVMsTapePalette();this.setCurrentSearchEntryLibrary("veeam2","veeam23D");this.addVeeam3DPalette();this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addVeeamDataCenterPalette= function(){var a=[this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#4495D1;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.hyper_v_vmware_host;",108,104,"","VMware/Hyper-V Host",null,null,this.getTagsForStencil("mxgraph.veeam.data_center","hyper vmware host","veeam vmware virtual machine data center").join(" ")),this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#4495D1;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.hyper_v_host;", 108,104,"","Hyper-V Host",null,null,this.getTagsForStencil("mxgraph.veeam.data_center","hyper host","veeam vmware virtual machine data center").join(" ")),this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#4495D1;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.vmware_host;",108,104,"","VMware Host",null,null,this.getTagsForStencil("mxgraph.veeam.data_center","vmware host","veeam vmware virtual machine data center").join(" ")), this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#4495D1;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.virtual_host;",108,104,"","Virtual Host",null,null,this.getTagsForStencil("mxgraph.veeam.data_center","virtual host","veeam vmware virtual machine data center").join(" ")),this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#EF8F21;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.production_site;", @@ -10712,9 +10737,9 @@ DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.i DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,d){b(null)}; DrawioFile.prototype.loadDescriptor=function(b,d){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,d){this.loadDescriptor(mxUtils.bind(this,function(e){b(e)}),d)};DrawioFile.prototype.patchDescriptor=function(b,d){this.setDescriptorEtag(b,this.getDescriptorEtag(d));this.descriptorChanged()}; DrawioFile.prototype.startSync=function(){"auto"!=DrawioFile.SYNC&&"fast"!=DrawioFile.SYNC||"1"==urlParams.stealth||"1"!=urlParams.rt&&this.ui.editor.chromeless&&!this.ui.editor.editable||(null==this.sync&&(this.sync=new DrawioFileSync(this)),this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.ui.fireEvent(new mxEventObject("realtimeStateChanged"))})),this.sync.start())};DrawioFile.prototype.isConflict=function(){return!1}; -DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,d){b(null)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date};DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)}; -DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())};DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,d){this.setDescriptorEtag(b,d)}; -DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,d){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; +DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,d){b(null)};DrawioFile.prototype.getLatestVersionId=function(b,d){b(-1)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date}; +DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.getPullingInterval=function(){return 1E4};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())}; +DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,d){this.setDescriptorEtag(b,d)};DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,d){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; DrawioFile.prototype.installListeners=function(){null==this.changeListener&&(this.changeListener=mxUtils.bind(this,function(b,d){b=null!=d?d.getProperty("edit"):null;!this.changeListenerEnabled||!this.isEditable()||null!=b&&b.ignoreEdit||this.fileChanged()}),this.ui.editor.graph.model.addListener(mxEvent.CHANGE,this.changeListener),this.ui.editor.graph.addListener("gridSizeChanged",this.changeListener),this.ui.editor.graph.addListener("shadowVisibleChanged",this.changeListener),this.ui.addListener("pageFormatChanged", this.changeListener),this.ui.addListener("pageScaleChanged",this.changeListener),this.ui.addListener("backgroundColorChanged",this.changeListener),this.ui.addListener("backgroundImageChanged",this.changeListener),this.ui.addListener("foldingEnabledChanged",this.changeListener),this.ui.addListener("mathEnabledChanged",this.changeListener),this.ui.addListener("gridEnabledChanged",this.changeListener),this.ui.addListener("guidesEnabledChanged",this.changeListener),this.ui.addListener("tooltipsEnabledChanged", this.changeListener),this.ui.addListener("pageViewChanged",this.changeListener),this.ui.addListener("connectionPointsChanged",this.changeListener),this.ui.addListener("connectionArrowsChanged",this.changeListener))}; @@ -11439,7 +11464,7 @@ D.appendChild(S);R.appendChild(D);this.container=R};var P=ChangePageSetup.protot this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible=this.shadowVisible)}}else P.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible= !this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var V=document.createElement("canvas"),W=new Image;W.onload=function(){try{V.getContext("2d").drawImage(W,0,0);var q=V.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=q&&6<q.length}catch(D){}};W.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(q){}Editor.prototype.useCanvasForExport= !1})();(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(d,e,c){c.ui=d.ui;return e};b.afterDecode=function(d,e,c){c.previousColor=c.color;c.previousImage=c.image;c.previousFormat=c.format;null!=c.foldingEnabled&&(c.foldingEnabled=!c.foldingEnabled);null!=c.mathEnabled&&(c.mathEnabled=!c.mathEnabled);null!=c.shadowVisible&&(c.shadowVisible=!c.shadowVisible);return c};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(d,e,c){c.ui=d.ui;return e};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.3.7";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= +(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(d,e,c){c.ui=d.ui;return e};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.4.0";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= null;EditorUi.ignoredAnonymizedChars="\n\t`~!@#$%^&*()_+{}|:\"<>?-=[];'./,\n\t";EditorUi.templateFile=TEMPLATE_PATH+"/index.xml";EditorUi.cacheUrl=window.REALTIME_URL;null==EditorUi.cacheUrl&&"undefined"!==typeof DrawioFile&&(DrawioFile.SYNC="none");Editor.cacheTimeout=1E4;EditorUi.enablePlantUml=EditorUi.enableLogging;EditorUi.isElectronApp=null!=window&&null!=window.process&&null!=window.process.versions&&null!=window.process.versions.electron;EditorUi.nativeFileSupport=!mxClient.IS_OP&&!EditorUi.isElectronApp&& "1"!=urlParams.extAuth&&"showSaveFilePicker"in window&&"showOpenFilePicker"in window;EditorUi.enableDrafts=!mxClient.IS_CHROMEAPP&&isLocalStorage&&"0"!=urlParams.drafts;EditorUi.scratchpadHelpLink="https://www.diagrams.net/doc/faq/scratchpad";EditorUi.enableHtmlEditOption=!0;EditorUi.defaultMermaidConfig={theme:"neutral",arrowMarkerAbsolute:!1,flowchart:{htmlLabels:!1},sequence:{diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35, mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(f,g,k,n,v,x,E){x=null!=x?x:0<=f.indexOf("NetworkError")||0<=f.indexOf("SecurityError")||0<=f.indexOf("NS_ERROR_FAILURE")||0<=f.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& @@ -11979,18 +12004,21 @@ save:function(){if(isLocalStorage&&"undefined"!==typeof JSON)try{delete mxSettin Editor.config.override?(mxSettings.settings=null,mxSettings.init()):(mxSettings.settings=b,null==mxSettings.settings.plugins&&(mxSettings.settings.plugins=[]),null==mxSettings.settings.recentColors&&(mxSettings.settings.recentColors=[]),null==mxSettings.settings.customFonts&&(mxSettings.settings.customFonts=[]),null==mxSettings.settings.libraries&&(mxSettings.settings.libraries=Sidebar.prototype.defaultEntries),null==mxSettings.settings.customLibraries&&(mxSettings.settings.customLibraries=Editor.defaultCustomLibraries), null==mxSettings.settings.ui&&(mxSettings.settings.ui=""),null==mxSettings.settings.formatWidth&&(mxSettings.settings.formatWidth=mxSettings.defaultFormatWidth),null!=mxSettings.settings.lastAlert&&delete mxSettings.settings.lastAlert,null==mxSettings.settings.createTarget&&(mxSettings.settings.createTarget=!1),null==mxSettings.settings.pageFormat&&(mxSettings.settings.pageFormat=mxGraph.prototype.pageFormat),null==mxSettings.settings.search&&(mxSettings.settings.search=!0),null==mxSettings.settings.showStartScreen&& (mxSettings.settings.showStartScreen=!0),null==mxSettings.settings.gridColor&&(mxSettings.settings.gridColor=mxGraphView.prototype.defaultGridColor),null==mxSettings.settings.darkGridColor&&(mxSettings.settings.darkGridColor=mxGraphView.prototype.defaultDarkGridColor),null==mxSettings.settings.autosave?mxSettings.settings.autosave=!EditorUi.isElectronApp:EditorUi.isElectronApp&&null==localStorage.getItem("._autoSaveTrans_")&&(localStorage.setItem("._autoSaveTrans_","1"),mxSettings.settings.autosave= -!1,mxSettings.save()),null!=mxSettings.settings.scratchpadSeen&&delete mxSettings.settings.scratchpadSeen)},clear:function(){isLocalStorage&&localStorage.removeItem(mxSettings.key)}};("undefined"==typeof mxLoadSettings||mxLoadSettings)&&mxSettings.load();DrawioFileSync=function(b){mxEventSource.call(this);this.lastActivity=Date.now();this.clientId=Editor.guid();this.ui=b.ui;this.file=b;this.onlineListener=mxUtils.bind(this,function(){this.updateOnlineState();this.isConnected()&&this.fileChangedNotify()});mxEvent.addListener(window,"online",this.onlineListener);this.realtimeListener=mxUtils.bind(this,function(){this.updateOnlineState()});this.file.addListener("realtimeStateChanged",this.realtimeListener);this.autosaveListener=mxUtils.bind(this,function(){this.updateRealtime()}); +!1,mxSettings.save()),null!=mxSettings.settings.scratchpadSeen&&delete mxSettings.settings.scratchpadSeen)},clear:function(){isLocalStorage&&localStorage.removeItem(mxSettings.key)}};("undefined"==typeof mxLoadSettings||mxLoadSettings)&&mxSettings.load();DrawioFilePuller=function(b,d){this.file=b;this.sync=d}; +DrawioFilePuller.prototype.start=function(b){var d=mxUtils.bind(this,function(){this.sync.lastModified=this.file.getLastModifiedDate();this.sync.updateStatus()});this.intId=setInterval(mxUtils.bind(this,function(){this.file.getLatestVersionId(mxUtils.bind(this,function(e){e!=this.file.getCurrentRevisionId()?this.file.getLatestVersion(mxUtils.bind(this,function(c){this.file.mergeFile(c,d)}),mxUtils.bind(this,function(){})):d()}),mxUtils.bind(this,function(){}))}),b);this._isConnected=!0}; +DrawioFilePuller.prototype.stop=function(){clearInterval(this.intId);this._isConnected=!1};DrawioFilePuller.prototype.isConnected=function(){return this._isConnected};DrawioFileSync=function(b){mxEventSource.call(this);this.lastActivity=Date.now();this.clientId=Editor.guid();this.ui=b.ui;this.file=b;this.onlineListener=mxUtils.bind(this,function(){this.updateOnlineState();this.isConnected()&&this.fileChangedNotify()});mxEvent.addListener(window,"online",this.onlineListener);this.realtimeListener=mxUtils.bind(this,function(){this.updateOnlineState()});this.file.addListener("realtimeStateChanged",this.realtimeListener);this.autosaveListener=mxUtils.bind(this,function(){this.updateRealtime()}); this.ui.editor.addListener("autosaveChanged",this.autosaveListener);this.visibleListener=mxUtils.bind(this,function(){"hidden"==document.visibilityState?this.isConnected()&&this.stop():this.start()});mxEvent.addListener(document,"visibilitychange",this.visibleListener);this.activityListener=mxUtils.bind(this,function(d){this.lastActivity=Date.now();this.start()});mxEvent.addListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener);mxEvent.addListener(document,"keypress", this.activityListener);mxEvent.addListener(window,"focus",this.activityListener);!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.addListener(document,"touchstart",this.activityListener),mxEvent.addListener(document,"touchmove",this.activityListener));this.file.addListener("realtimeMessage",this.activityListener);this.pusherErrorListener=mxUtils.bind(this,function(d){null!=d.error&&null!=d.error.data&&4004===d.error.data.code&&EditorUi.logError("Error: Pusher Limit",null,this.file.getId())});this.connectionListener= mxUtils.bind(this,function(){this.updateOnlineState();this.updateStatus();if(this.isConnected())if(this.announced)this.fileChangedNotify();else{var d=this.file.getCurrentUser(),e={a:"join"};null!=d&&(e.name=encodeURIComponent(d.displayName),e.uid=d.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(e))));this.file.stats.msgSent++;this.announced=!0}});this.changeListener=mxUtils.bind(this,function(d){this.file.stats.msgReceived++; this.lastActivity=Date.now();if(this.enabled&&!this.file.inConflictState&&!this.file.redirectDialogShowing)try{var e=this.stringToObject(d);null!=e&&(EditorUi.debug("DrawioFileSync.message",[this],e,d.length,"bytes"),e.v>DrawioFileSync.PROTOCOL?this.file.redirectToNewApp(mxUtils.bind(this,function(){})):e.v===DrawioFileSync.PROTOCOL&&null!=e.d&&this.handleMessageData(e.d))}catch(c){this.isConnected()&&this.fileChangedNotify()}})};DrawioFileSync.PROTOCOL=6;DrawioFileSync.ENABLE_SOCKETS="0"!=urlParams.sockets; mxUtils.extend(DrawioFileSync,mxEventSource);DrawioFileSync.prototype.maxCacheEntrySize=1E6;DrawioFileSync.prototype.maxSyncMessageSize=9E3;DrawioFileSync.prototype.syncSendMessageDelay=300;DrawioFileSync.prototype.syncReceiveMessageDelay=50;DrawioFileSync.prototype.cleanupDelay=12E3;DrawioFileSync.prototype.syncChangeCounter=0;DrawioFileSync.prototype.enabled=!0;DrawioFileSync.prototype.updateStatusInterval=1E4;DrawioFileSync.prototype.channelId=null;DrawioFileSync.prototype.channel=null; DrawioFileSync.prototype.catchupRetryCount=0;DrawioFileSync.prototype.maxCatchupRetries=15;DrawioFileSync.prototype.maxCacheReadyRetries=1;DrawioFileSync.prototype.cacheReadyDelay=700;DrawioFileSync.prototype.maxOptimisticRetries=6;DrawioFileSync.prototype.inactivityTimeoutSeconds=1800;DrawioFileSync.prototype.lastActivity=null; -DrawioFileSync.prototype.start=function(){null==this.channelId&&(this.channelId=this.file.getChannelId());null==this.key&&(this.key=this.file.getChannelKey());if(null==this.pusher&&null!=this.channelId&&"hidden"!=document.visibilityState){this.pusher=this.ui.getPusher();if(null!=this.pusher){try{null!=this.pusher.connection&&this.pusher.connection.bind("error",this.pusherErrorListener)}catch(b){}try{this.pusher.connect(),this.channel=this.pusher.subscribe(this.channelId),EditorUi.debug("DrawioFileSync.start", -[this,"v"+DrawioFileSync.PROTOCOL],"rev",this.file.getCurrentRevisionId())}catch(b){}this.installListeners()}window.setTimeout(mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.lastActivity=Date.now();this.resetUpdateStatusThread();this.updateOnlineState();this.updateStatus()},0))}this.updateRealtime()}; +DrawioFileSync.prototype.start=function(){null==this.channelId&&(this.channelId=this.file.getChannelId());null==this.key&&(this.key=this.file.getChannelKey());var b=!1;if(DrawioFileSync.PULLING_MODE&&null==this.puller&&"hidden"!=document.visibilityState)null==this.puller&&(this.puller=new DrawioFilePuller(this.file,this)),this.puller.start(this.file.getPullingInterval()),EditorUi.debug("DrawioFileSync.start (Pulling)",[this,"v"+DrawioFileSync.PROTOCOL],"rev",this.file.getCurrentRevisionId()),b=!0; +else if(!DrawioFileSync.PULLING_MODE&&null==this.pusher&&null!=this.channelId&&"hidden"!=document.visibilityState){this.pusher=this.ui.getPusher();if(null!=this.pusher){try{null!=this.pusher.connection&&this.pusher.connection.bind("error",this.pusherErrorListener)}catch(d){}try{this.pusher.connect(),this.channel=this.pusher.subscribe(this.channelId),EditorUi.debug("DrawioFileSync.start",[this,"v"+DrawioFileSync.PROTOCOL],"rev",this.file.getCurrentRevisionId())}catch(d){}this.installListeners()}b= +!0}b&&window.setTimeout(mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.lastActivity=Date.now();this.resetUpdateStatusThread();this.updateOnlineState();this.updateStatus()},0));this.updateRealtime()}; DrawioFileSync.prototype.updateRealtime=function(){this.isValidState()&&(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()&&this.isRealtimeActive()?this.file.isRealtime()||this.initRealtime():this.file.isRealtime()&&this.resetRealtime(),DrawioFileSync.ENABLE_SOCKETS&&this.file.isRealtime()&&null==this.p2pCollab&&null!=this.channelId?(this.p2pCollab=new P2PCollab(this.ui,this,this.channelId),this.p2pCollab.joinFile()):this.file.isRealtime()||null==this.p2pCollab||(this.p2pCollab.destroy(), this.p2pCollab=null))};DrawioFileSync.prototype.initRealtime=function(){this.file.theirPages=this.ui.clonePages(this.ui.pages);this.file.ownPages=this.ui.clonePages(this.ui.pages);this.snapshot=this.file.ownPages};DrawioFileSync.prototype.resetRealtime=function(){var b=this.file.getShadowPages();null!=b&&(b=this.ui.diffPages(b,this.file.ownPages),this.file.patch([b]));this.sendLocalChanges();this.cleanup();this.file.theirPages=null;this.snapshot=this.file.ownPages=null}; -DrawioFileSync.prototype.isConnected=function(){return null!=this.pusher&&null!=this.pusher.connection?"connected"==this.pusher.connection.state:!1}; +DrawioFileSync.prototype.isConnected=function(){return null!=this.pusher&&null!=this.pusher.connection?"connected"==this.pusher.connection.state:null!=this.puller?this.puller.isConnected():!1}; DrawioFileSync.prototype.updateOnlineState=function(){if("1"!=urlParams.embedRT){var b=mxUtils.bind(this,function(c){mxEvent.addListener(c,"click",mxUtils.bind(this,function(l){if(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()){l=this.file.getRealtimeState();var m=mxResources.get("disconnected");this.file.invalidChecksum?m=mxResources.get("error")+": "+mxResources.get("checksum"):this.ui.isOffline(!0)||!this.isConnected()?m=mxResources.get("offline"):1==l&&(m=mxResources.get("online")); this.ui.showError(mxResources.get("realtimeCollaboration"),mxUtils.htmlEntities(m))}else this.enabled=!this.enabled,this.ui.updateButtonContainer(),this.resetUpdateStatusThread(),this.updateOnlineState(),this.updateStatus(),!this.file.inConflictState&&this.enabled&&this.fileChangedNotify()}))});if(null!=this.ui.toolbarContainer&&null==this.collaboratorsElement){var d=document.createElement("a");d.className="geButton geAdaptiveAsset";d.style.position="absolute";d.style.display="inline-block";d.style.verticalAlign= "bottom";d.style.color="#666";d.style.top="6px";d.style.right="atlas"!=uiTheme?null!=this.ui.darkModeElement?"90px":"70px":"50px";d.style.padding="2px";d.style.fontSize="8pt";d.style.verticalAlign="middle";d.style.textDecoration="none";d.style.backgroundPosition="center center";d.style.backgroundRepeat="no-repeat";d.style.backgroundSize="16px 16px";d.style.width="16px";d.style.height="16px";mxUtils.setOpacity(d,60);mxEvent.addListener(d,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this, @@ -12042,7 +12070,8 @@ this.file.stats.msgSent++;var f=!0,g=window.setTimeout(mxUtils.bind(this,functio ""),mxUtils.bind(this,function(k){window.clearTimeout(g);f&&(200<=k.getStatus()&&299>=k.getStatus()?null!=e&&e():c({code:k.getStatus(),message:k.getStatus()}))}));EditorUi.debug("DrawioFileSync.fileSaved",[this],"diff",A,J.length,"bytes","from",y,"to",C,"etag",this.file.getCurrentEtag(),"checksum",B)}}this.file.setShadowPages(b);this.scheduleCleanup()}; DrawioFileSync.prototype.getIdParameters=function(){var b="id="+this.channelId;null!=this.pusher&&null!=this.pusher.connection&&null!=this.pusher.connection.socket_id&&(b+="&sid="+this.pusher.connection.socket_id);return b};DrawioFileSync.prototype.createMessage=function(b){return{v:DrawioFileSync.PROTOCOL,d:b,c:this.clientId}}; DrawioFileSync.prototype.fileConflict=function(b,d,e){this.catchupRetryCount++;EditorUi.debug("DrawioFileSync.fileConflict",[this],"desc",[b],"catchupRetryCount",this.catchupRetryCount,"maxCatchupRetries",this.maxCatchupRetries);this.catchupRetryCount<this.maxCatchupRetries?(this.file.stats.conflicts++,null!=b?this.catchup(b,d,e):this.fileChanged(d,e)):(this.file.stats.timeouts++,this.catchupRetryCount=0,null!=e&&e({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")}))}; -DrawioFileSync.prototype.stop=function(){null!=this.pusher&&(EditorUi.debug("DrawioFileSync.stop",[this]),null!=this.pusher.connection&&(this.pusher.connection.unbind("state_change",this.connectionListener),this.pusher.connection.unbind("error",this.pusherErrorListener)),null!=this.channel&&(this.channel.unbind("changed",this.changeListener),this.channel=null),this.pusher.disconnect(),this.pusher=null,null!=this.p2pCollab&&(this.p2pCollab.destroy(),this.p2pCollab=null));this.updateOnlineState();this.updateStatus()}; +DrawioFileSync.prototype.stop=function(){null!=this.pusher?(EditorUi.debug("DrawioFileSync.stop",[this]),null!=this.pusher.connection&&(this.pusher.connection.unbind("state_change",this.connectionListener),this.pusher.connection.unbind("error",this.pusherErrorListener)),null!=this.channel&&(this.channel.unbind("changed",this.changeListener),this.channel=null),this.pusher.disconnect(),this.pusher=null,null!=this.p2pCollab&&(this.p2pCollab.destroy(),this.p2pCollab=null)):null!=this.puller&&(EditorUi.debug("DrawioFileSync.stop (Pulling)", +[this]),this.puller.stop(),this.puller=null);this.updateOnlineState();this.updateStatus()}; DrawioFileSync.prototype.destroy=function(){if(null!=this.channelId){var b=this.file.getCurrentUser(),d={a:"leave"};null!=b&&(d.name=encodeURIComponent(b.displayName),d.uid=b.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(d))));this.file.stats.msgSent++}this.stop();null!=this.onlineListener&&(mxEvent.removeListener(window,"online",this.onlineListener),this.onlineListener=null);null!=this.autosaveListener&&(this.ui.editor.addListener("autosaveChanged", this.autosaveListener),this.autosaveListener=null);null!=this.visibleListener&&(mxEvent.removeListener(document,"visibilitychange",this.visibleListener),this.visibleListener=null);null!=this.activityListener&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener),mxEvent.removeListener(document,"keypress",this.activityListener),mxEvent.removeListener(window,"focus",this.activityListener),!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.removeListener(document, "touchstart",this.activityListener),mxEvent.removeListener(document,"touchmove",this.activityListener)),this.activityListener=null);null!=this.collaboratorsElement&&(this.collaboratorsElement.parentNode.removeChild(this.collaboratorsElement),this.collaboratorsElement=null);null!=this.p2pCollab&&this.p2pCollab.destroy()};Graph.prototype.defaultThemes["default-style2"]=mxUtils.parseXml('<mxStylesheet><add as="defaultVertex"><add as="shape" value="label"/><add as="perimeter" value="rectanglePerimeter"/><add as="fontSize" value="12"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="fillColor" value="default"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="defaultEdge"><add as="shape" value="connector"/><add as="labelBackgroundColor" value="default"/><add as="endArrow" value="classic"/><add as="fontSize" value="11"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="rounded" value="1"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="text"><add as="fillColor" value="none"/><add as="gradientColor" value="none"/><add as="strokeColor" value="none"/><add as="align" value="left"/><add as="verticalAlign" value="top"/></add><add as="edgeLabel" extend="text"><add as="labelBackgroundColor" value="default"/><add as="fontSize" value="11"/></add><add as="label"><add as="fontStyle" value="1"/><add as="align" value="left"/><add as="verticalAlign" value="middle"/><add as="spacing" value="2"/><add as="spacingLeft" value="52"/><add as="imageWidth" value="42"/><add as="imageHeight" value="42"/><add as="rounded" value="1"/></add><add as="icon" extend="label"><add as="align" value="center"/><add as="imageAlign" value="center"/><add as="verticalLabelPosition" value="bottom"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="4"/><add as="labelBackgroundColor" value="default"/><add as="spacing" value="0"/><add as="spacingLeft" value="0"/><add as="spacingTop" value="6"/><add as="fontStyle" value="0"/><add as="imageWidth" value="48"/><add as="imageHeight" value="48"/></add><add as="swimlane"><add as="shape" value="swimlane"/><add as="fontSize" value="12"/><add as="fontStyle" value="1"/><add as="startSize" value="23"/></add><add as="group"><add as="verticalAlign" value="top"/><add as="fillColor" value="none"/><add as="strokeColor" value="none"/><add as="gradientColor" value="none"/><add as="pointerEvents" value="0"/></add><add as="ellipse"><add as="shape" value="ellipse"/><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombus"><add as="shape" value="rhombus"/><add as="perimeter" value="rhombusPerimeter"/></add><add as="triangle"><add as="shape" value="triangle"/><add as="perimeter" value="trianglePerimeter"/></add><add as="line"><add as="shape" value="line"/><add as="strokeWidth" value="4"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="8"/></add><add as="image"><add as="shape" value="image"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="verticalLabelPosition" value="bottom"/></add><add as="roundImage" extend="image"><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombusImage" extend="image"><add as="perimeter" value="rhombusPerimeter"/></add><add as="arrow"><add as="shape" value="arrow"/><add as="edgeStyle" value="none"/><add as="fillColor" value="default"/></add><add as="fancy"><add as="shadow" value="1"/><add as="glass" value="1"/></add><add as="gray" extend="fancy"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="blue" extend="fancy"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="green" extend="fancy"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="turquoise" extend="fancy"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="yellow" extend="fancy"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="orange" extend="fancy"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="red" extend="fancy"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="pink" extend="fancy"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="purple" extend="fancy"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add><add as="plain-gray"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="plain-blue"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="plain-green"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="plain-turquoise"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="plain-yellow"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="plain-orange"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="plain-red"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="plain-pink"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="plain-purple"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add></mxStylesheet>').documentElement; diff --git a/src/main/webapp/js/diagramly/Devel.js b/src/main/webapp/js/diagramly/Devel.js index 3d240245..ea638227 100644 --- a/src/main/webapp/js/diagramly/Devel.js +++ b/src/main/webapp/js/diagramly/Devel.js @@ -239,6 +239,7 @@ mxscript(drawDevUrl + 'js/diagramly/Editor.js'); mxscript(drawDevUrl + 'js/diagramly/EditorUi.js'); mxscript(drawDevUrl + 'js/diagramly/DiffSync.js'); mxscript(drawDevUrl + 'js/diagramly/Settings.js'); +mxscript(drawDevUrl + 'js/diagramly/DrawioFilePuller.js'); mxscript(drawDevUrl + 'js/diagramly/DrawioFileSync.js'); //Comments diff --git a/src/main/webapp/js/diagramly/DrawioFile.js b/src/main/webapp/js/diagramly/DrawioFile.js index 7f65d3ef..a5b5b605 100644 --- a/src/main/webapp/js/diagramly/DrawioFile.js +++ b/src/main/webapp/js/diagramly/DrawioFile.js @@ -1530,6 +1530,15 @@ DrawioFile.prototype.getLatestVersion = function(success, error) }; /** + * Hook for subclassers to get the latest version ID of this file + * and return it in the success handler. + */ + DrawioFile.prototype.getLatestVersionId = function(success, error) + { + success(-1); + }; + +/** * Returns the last modified date of this file. */ DrawioFile.prototype.getLastModifiedDate = function() @@ -1553,6 +1562,11 @@ DrawioFile.prototype.getCurrentRevisionId = function() return this.getDescriptorRevisionId(this.getDescriptor()); }; +DrawioFile.prototype.getPullingInterval = function() +{ + return 10000; +}; + /** * Sets the current etag. */ diff --git a/src/main/webapp/js/diagramly/DrawioFilePuller.js b/src/main/webapp/js/diagramly/DrawioFilePuller.js new file mode 100644 index 00000000..cb2c8ff5 --- /dev/null +++ b/src/main/webapp/js/diagramly/DrawioFilePuller.js @@ -0,0 +1,52 @@ +DrawioFilePuller = function(file, sync) +{ + this.file = file; + this.sync = sync; + +}; + +DrawioFilePuller.prototype.start = function(pullingInterval) +{ + var updateStatus = mxUtils.bind(this, function() + { + this.sync.lastModified = this.file.getLastModifiedDate(); + this.sync.updateStatus(); + }); + + this.intId = setInterval(mxUtils.bind(this, function() + { + this.file.getLatestVersionId(mxUtils.bind(this, function(latestVersionId) + { + if (latestVersionId != this.file.getCurrentRevisionId()) + { + this.file.getLatestVersion(mxUtils.bind(this, function(latestFile) + { + this.file.mergeFile(latestFile, updateStatus); + }), mxUtils.bind(this, function() + { + // TODO Error handling + })); + } + else + { + updateStatus(); + } + }), mxUtils.bind(this, function() + { + // TODO Error handling + })); + }), pullingInterval); + + this._isConnected = true; +}; + +DrawioFilePuller.prototype.stop = function() +{ + clearInterval(this.intId); + this._isConnected = false; +}; + +DrawioFilePuller.prototype.isConnected = function() +{ + return this._isConnected; +};
\ No newline at end of file diff --git a/src/main/webapp/js/diagramly/DrawioFileSync.js b/src/main/webapp/js/diagramly/DrawioFileSync.js index 4c0c2e9d..206f72bf 100644 --- a/src/main/webapp/js/diagramly/DrawioFileSync.js +++ b/src/main/webapp/js/diagramly/DrawioFileSync.js @@ -301,9 +301,25 @@ DrawioFileSync.prototype.start = function() this.key = this.file.getChannelKey(); } - if (this.pusher == null && this.channelId != null && + var updateStatus = false; + + if (DrawioFileSync.PULLING_MODE && this.puller == null && document.visibilityState != 'hidden') { + if (this.puller == null) + { + this.puller = new DrawioFilePuller(this.file, this); + } + + this.puller.start(this.file.getPullingInterval()); + EditorUi.debug('DrawioFileSync.start (Pulling)', [this, + 'v' + DrawioFileSync.PROTOCOL], + 'rev', this.file.getCurrentRevisionId()); + updateStatus = true; + } + else if (!DrawioFileSync.PULLING_MODE && this.pusher == null && + this.channelId != null && document.visibilityState != 'hidden') + { this.pusher = this.ui.getPusher(); if (this.pusher != null) @@ -337,6 +353,11 @@ DrawioFileSync.prototype.start = function() this.installListeners(); } + updateStatus = true; + } + + if (updateStatus) + { window.setTimeout(mxUtils.bind(this, function() { this.lastModified = this.file.getLastModifiedDate(); @@ -428,6 +449,10 @@ DrawioFileSync.prototype.isConnected = function() { return this.pusher.connection.state == 'connected'; } + else if (this.puller != null) + { + return this.puller.isConnected(); + } else { return false; @@ -2006,6 +2031,12 @@ DrawioFileSync.prototype.stop = function() this.p2pCollab = null; } } + else if (this.puller != null) + { + EditorUi.debug('DrawioFileSync.stop (Pulling)', [this]); + this.puller.stop(); + this.puller = null; + } this.updateOnlineState(); this.updateStatus(); diff --git a/src/main/webapp/js/diagramly/sidebar/Sidebar-Electrical.js b/src/main/webapp/js/diagramly/sidebar/Sidebar-Electrical.js index 0aa09738..f6f13352 100644 --- a/src/main/webapp/js/diagramly/sidebar/Sidebar-Electrical.js +++ b/src/main/webapp/js/diagramly/sidebar/Sidebar-Electrical.js @@ -713,7 +713,7 @@ 20, 70, '', 'Permanent Magnet', null, null, this.getTagsForStencil(gnmess, 'permanent magnet', dtmem).join(' ')), this.createVertexTemplateEntry(mem + 'thermal_element', 100, 32, '', 'Thermal Element', null, null, this.getTagsForStencil(gnmess, 'thermal element', dtmem).join(' ')), - this.createVertexTemplateEntry(mem + 'igniter_plug', + this.createVertexTemplateEntry(mem + 'igniter_plug2', 72, 39, '', 'Igniter Plug', null, null, this.getTagsForStencil(gnmess, 'igniter plug', dtmem).join(' ')), this.createVertexTemplateEntry('shape=mxgraph.arrows2.arrow;verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;dy=0;dx=10;notch=0;', 100, 30, '', 'Pickup Head', null, null, this.getTagsForStencil(gnmess, 'pickup head', dtmem).join(' ')), @@ -759,9 +759,9 @@ 53, 24, '', '2-Conductor Plug', null, null, this.getTagsForStencil(gnmess, '2 conductor plug two', dtmer).join(' ')), this.createVertexTemplateEntry(mem + '3_conductor_plug', 53, 24, '', '3 Conductor Plug', null, null, this.getTagsForStencil(gnmess, '3 conductor plug', dtmer).join(' ')), - this.createVertexTemplateEntry(mem + 'normalled_jacks', + this.createVertexTemplateEntry(mem + 'normalled_jacks2', 230, 65, '', 'Normalled Jacks', null, null, this.getTagsForStencil(gnmess, 'normalled jacks', dtmer).join(' ')), - this.createVertexTemplateEntry(mem + 'normalled_jack', + this.createVertexTemplateEntry(mem + 'normalled_jack2', 110, 65, '', 'Normalled Jack', null, null, this.getTagsForStencil(gnmess, 'normalled jack', dtmer).join(' ')), this.createVertexTemplateEntry(mem + 'coaxial_outside_conductor', 300, 150, '', 'Coaxial Outside Conductor', null, null, this.getTagsForStencil(gnmess, 'coaxial outside conductor', dtmer).join(' ')), @@ -972,7 +972,7 @@ 130, 130, '', 'Cable Group', null, null, this.getTagsForStencil(gnmetr, 'cable group', dtmetr).join(' ')), this.createVertexTemplateEntry(metr + 'overground_enclosure;', 130, 136, '', 'Overground Enclosure', null, null, this.getTagsForStencil(gnmetr, 'overground enclosure', dtmetr).join(' ')), - this.createVertexTemplateEntry(metr + 'optical_fiber;', + this.createVertexTemplateEntry(metr + 'optical_fiber2;', 130, 80, '', 'Optical Fiber', null, null, this.getTagsForStencil(gnmetr, 'optical fiber', dtmetr).join(' ')), this.createVertexTemplateEntry('verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;shape=ellipse;', 10, 10, '', 'Terminal', null, null, this.getTagsForStencil(gnmetr, 'terminal', dtmetr).join(' ')), diff --git a/src/main/webapp/js/diagramly/sidebar/Sidebar-Floorplan.js b/src/main/webapp/js/diagramly/sidebar/Sidebar-Floorplan.js index db937103..ec097e60 100644 --- a/src/main/webapp/js/diagramly/sidebar/Sidebar-Floorplan.js +++ b/src/main/webapp/js/diagramly/sidebar/Sidebar-Floorplan.js @@ -79,7 +79,7 @@ 80, 165, '', 'Door, Double Action', null, null, this.getTagsForStencil(gn, 'doorDoubleAction', dt).join(' ')), this.createVertexTemplateEntry(s + 'opening;', 50, 10, '', 'Opening', null, null, this.getTagsForStencil(gn, 'opening', dt).join(' ')), - this.createVertexTemplateEntry(s + 'bathtub;', + this.createVertexTemplateEntry(s + 'bathtub2;', 180, 60, '', 'Bathtub', null, null, this.getTagsForStencil(gn, 'bathtub', dt).join(' ')), this.createVertexTemplateEntry(s + 'bed_double;', 200, 180, '', 'Bed, Double', null, null, this.getTagsForStencil(gn, 'bed_double', dt).join(' ')), @@ -125,13 +125,13 @@ 75, 62, '', 'Range 2', null, null, this.getTagsForStencil(gn, 'range_2', dt).join(' ')), this.createVertexTemplateEntry(s + 'refrigerator;', 60, 62, '', 'Refrigerator', null, null, this.getTagsForStencil(gn, 'refrigerator', dt).join(' ')), - this.createVertexTemplateEntry(s + 'shower;', + this.createVertexTemplateEntry(s + 'shower2;', 100, 100, '', 'Shower', null, null, this.getTagsForStencil(gn, 'shower', dt).join(' ')), this.createVertexTemplateEntry(s + 'sink_1;', 40, 35, '', 'Sink 1', null, null, this.getTagsForStencil(gn, 'sink_1', dt).join(' ')), - this.createVertexTemplateEntry(s + 'sink_2;', + this.createVertexTemplateEntry(s + 'sink_22;', 40, 35, '', 'Sink 2', null, null, this.getTagsForStencil(gn, 'sink_2', dt).join(' ')), - this.createVertexTemplateEntry(s + 'sink_double;', + this.createVertexTemplateEntry(s + 'sink_double2;', 80, 35, '', 'Sink Double', null, null, this.getTagsForStencil(gn, 'sink_double', dt).join(' ')), this.createVertexTemplateEntry(s + 'sofa;', 90, 80, '', 'Sofa', null, null, this.getTagsForStencil(gn, 'sofa', dt).join(' ')), diff --git a/src/main/webapp/js/diagramly/sidebar/Sidebar-PID.js b/src/main/webapp/js/diagramly/sidebar/Sidebar-PID.js index ad39b01f..164aedff 100644 --- a/src/main/webapp/js/diagramly/sidebar/Sidebar-PID.js +++ b/src/main/webapp/js/diagramly/sidebar/Sidebar-PID.js @@ -19,8 +19,14 @@ this.addPidFlowSensorsPalette(); this.setCurrentSearchEntryLibrary('pid', 'pidPiping'); this.addPidPipingPalette(); + this.setCurrentSearchEntryLibrary('pid', 'pidCrushers Grinding'); + this.addPidCrushersGrindingPalette(); + this.setCurrentSearchEntryLibrary('pid', 'pidFittings'); + this.addPidFittingsPalette(); + this.setCurrentSearchEntryLibrary('pid', 'pidFittings'); + this.addPidSeparatorsPalette(); - var pidLibs = ['Instruments', 'Misc', 'Valves', 'Compressors', 'Engines', 'Filters', 'Flow Sensors', 'Piping']; + var pidLibs = ['Instruments', 'Misc', 'Valves', 'Compressors', 'Engines', 'Filters', 'Flow Sensors', 'Piping', 'Crushers Grinding', 'Fittings', 'Separators']; for (var i = 0; i < pids.length; i++) { @@ -331,20 +337,20 @@ this.addPaletteFunctions('pidPiping', 'Proc. Eng. / Piping', false, [ this.createVertexTemplateEntry(sb + 'basket_strainer;', 50, 45, '', 'Basket Strainer', null, null, this.getTagsForStencil(gn, 'basket_strainer', dt).join(' ')), - this.createVertexTemplateEntry(sb + 'blank;', 20, 60, '', 'Blank', null, null, this.getTagsForStencil(gn, 'blank', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'blank2;', 20, 60, '', 'Blank', null, null, this.getTagsForStencil(gn, 'blank', dt).join(' ')), this.createVertexTemplateEntry(sb + 'breather;', 50, 30, '', 'Breather', null, null, this.getTagsForStencil(gn, 'breather', dt).join(' ')), this.createVertexTemplateEntry(sb + 'cap;', 10, 20, '', 'Cap', null, null, this.getTagsForStencil(gn, 'cap', dt).join(' ')), - this.createVertexTemplateEntry(sb + 'closed_figure_8_blind;', 20, 80, '', 'Closed Figure 8 Blind', null, null, this.getTagsForStencil(gn, 'closed_figure_8_blind', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'closed_figure_8_blind2;', 20, 80, '', 'Closed Figure 8 Blind', null, null, this.getTagsForStencil(gn, 'closed_figure_8_blind', dt).join(' ')), this.createVertexTemplateEntry(sb + 'concentric_reducer;', 20, 20, '', 'Concentric Reducer', null, null, this.getTagsForStencil(gn, 'concentric_reducer', dt).join(' ')), this.createVertexTemplateEntry(sb + 'cone_strainer;', 30, 30, '', 'Cone Strainer', null, null, this.getTagsForStencil(gn, 'cone_strainer', dt).join(' ')), - this.createVertexTemplateEntry(sb + 'damper;', 50, 20, '', 'Damper', null, null, this.getTagsForStencil(gn, 'damper', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'damper2;', 50, 20, '', 'Damper', null, null, this.getTagsForStencil(gn, 'damper', dt).join(' ')), this.createVertexTemplateEntry(s + 'desuper_heater;', 50, 50, 'DS', 'Desuper Heater', null, null, this.getTagsForStencil(gn, 'desuper_heater', dt).join(' ')), this.createVertexTemplateEntry(s + 'detonation_arrestor;', 50, 20, 'D', 'Detonation Arrestor', null, null, this.getTagsForStencil(gn, 'detonation_arrestor', dt).join(' ')), this.createVertexTemplateEntry(sb + 'diverter_valve;pointerEvents=1;', 50, 35, '', 'Diverter Valve', null, null, this.getTagsForStencil(gn, 'diverter_valve', dt).join(' ')), this.createVertexTemplateEntry(sb + 'double_flange;pointerEvents=1;', 5, 20, '', 'Double Flange', null, null, this.getTagsForStencil(gn, 'double_flange', dt).join(' ')), this.createVertexTemplateEntry(sb + 'duplex_strainer;', 50, 40, '', 'Duplex Strainer', null, null, this.getTagsForStencil(gn, 'duplex_strainer', dt).join(' ')), this.createVertexTemplateEntry(sb + 'eccentric_reducer;', 20, 15, '', 'Eccentric Reducer', null, null, this.getTagsForStencil(gn, 'eccentric_reducer', dt).join(' ')), - this.createVertexTemplateEntry(sb + 'excess_flow_valve;', 50, 25, '', 'Excess Flow Valve', null, null, this.getTagsForStencil(gn, 'excess_flow_valve', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'excess_flow_valve2;', 50, 25, '', 'Excess Flow Valve', null, null, this.getTagsForStencil(gn, 'excess_flow_valve', dt).join(' ')), this.createVertexTemplateEntry(sb + 'exhaust_head;', 50, 40, '', 'Exhaust Head', null, null, this.getTagsForStencil(gn, 'exhaust_head', dt).join(' ')), this.createVertexTemplateEntry(sb + 'expansion_joint;', 50, 20, '', 'Expansion Joint', null, null, this.getTagsForStencil(gn, 'expansion_joint', dt).join(' ')), this.createVertexTemplateEntry(s + 'flame_arrestor;', 50, 20, 'F', 'Flame Arrestor', null, null, this.getTagsForStencil(gn, 'flame_arrestor', dt).join(' ')), @@ -354,7 +360,7 @@ this.createVertexTemplateEntry(sb + 'hose_connection;pointerEvents=1;', 20, 20, '', 'Hose Connection', null, null, this.getTagsForStencil(gn, 'hose_connection', dt).join(' ')), this.createVertexTemplateEntry(sb + 'in-line_mixer;', 50, 10, '', 'In-Line Mixer', null, null, this.getTagsForStencil(gn, 'in-line_mixer', dt).join(' ')), this.createVertexTemplateEntry(s + 'in-line_silencer;', 50, 20, 'S', 'In-Line Silencer', null, null, this.getTagsForStencil(gn, 'in-line_silencer', dt).join(' ')), - this.createVertexTemplateEntry(sb + 'open_figure_8_blind;', 20, 80, '', 'Open Figure 8 Blind', null, null, this.getTagsForStencil(gn, 'open_figure_8_blind', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'open_figure_8_blind2;', 20, 80, '', 'Open Figure 8 Blind', null, null, this.getTagsForStencil(gn, 'open_figure_8_blind', dt).join(' ')), this.createVertexTemplateEntry(sb + 'orifice_(quick_change);', 10, 50, '', 'Orifice (Quick Change)', null, null, this.getTagsForStencil(gn, 'orifice_(quick_change)', dt).join(' ')), this.createVertexTemplateEntry(sb + 'plug;', 10, 10, '', 'Plug', null, null, this.getTagsForStencil(gn, 'plug', dt).join(' ')), this.createVertexTemplateEntry(sb + 'pulsation_dampener;', 50, 150, '', 'Pulsation Dampener', null, null, this.getTagsForStencil(gn, 'pulsation_dampener', dt).join(' ')), @@ -371,15 +377,106 @@ this.createVertexTemplateEntry(sb + 't-type_strainer;', 20, 35, '', 'T-Type Strainer', null, null, this.getTagsForStencil(gn, 't-type_strainer', dt).join(' ')), this.createVertexTemplateEntry(sb + 'temporary_strainer;', 30, 30, '', 'Temporary Strainer', null, null, this.getTagsForStencil(gn, 'temporary_strainer', dt).join(' ')), this.createVertexTemplateEntry(s + 'vent_silencer;', 20, 80, 'S', 'Vent Silencer', null, null, this.getTagsForStencil(gn, 'vent_silencer', dt).join(' ')), - this.createVertexTemplateEntry(sb + 'welded_connection;', 50, 20, '', 'Welded Connection', null, null, this.getTagsForStencil(gn, 'welded_connection', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'welded_connection2;', 50, 20, '', 'Welded Connection', null, null, this.getTagsForStencil(gn, 'welded_connection', dt).join(' ')), this.createVertexTemplateEntry(sb + 'y-type_strainer;pointerEvents=1;', 50, 35, '', 'Y-Type Strainer', null, null, this.getTagsForStencil(gn, 'y-type_strainer', dt).join(' ')) ]); }; + Sidebar.prototype.addPidCrushersGrindingPalette = function() + { + var s = "html=1;dashed=0;outlineConnect=0;align=center;" + mxConstants.STYLE_SHAPE + "=mxgraph.pid.crushers_grinding."; + var sb = mxConstants.STYLE_VERTICAL_LABEL_POSITION + '=bottom;align=center;dashed=0;html=1;' + mxConstants.STYLE_VERTICAL_ALIGN + '=top;' + mxConstants.STYLE_SHAPE + "=mxgraph.pid.crushers_grinding."; + var gn = 'mxgraph.pid.crushers_grinding'; + var dt = 'process instrumentation crushers grinding '; + + this.addPaletteFunctions('pidCrushers Grinding', 'Proc. Eng. / Crushers Grinding', false, + [ + this.createVertexTemplateEntry(sb + 'crusher;', 100, 60, '', 'Crusher', null, null, this.getTagsForStencil(gn, 'crusher', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'crusher_(cone);', 100, 60, '', 'Crusher (Cone)', null, null, this.getTagsForStencil(gn, 'crusher cone', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'crusher_(hammer);', 100, 60, '', 'Crusher (Hammer)', null, null, this.getTagsForStencil(gn, 'crusher hammer', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'crusher_(impact);', 100, 60, '', 'Crusher (Impact)', null, null, this.getTagsForStencil(gn, 'crusher impact', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'crusher_(jaw);', 100, 60, '', 'Crusher (Jaw)', null, null, this.getTagsForStencil(gn, 'crusher jaw', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'crusher_(roller);', 100, 60, '', 'Crusher (Roller)', null, null, this.getTagsForStencil(gn, 'crusher roller', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'crushing,_grinding_machine;', 100, 60, '', 'Crushing, Grinding Machine', null, null, this.getTagsForStencil(gn, 'crushing grinding machine', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'mill,_pulverizer;', 100, 60, '', 'Mill, Pulverizer', null, null, this.getTagsForStencil(gn, 'mill pulverizer', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'mill,_pulverizer_(hammer);', 100, 60, '', 'Mill, Pulverizer (Hammer)', null, null, this.getTagsForStencil(gn, 'mill pulverizer hammer', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'mill,_pulverizer_(impact);', 100, 60, '', 'Mill, Pulverizer (Impact)', null, null, this.getTagsForStencil(gn, 'mill pulverizer impact', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'mill_(roller);', 100, 60, '', 'Mill (Roller)', null, null, this.getTagsForStencil(gn, 'mill roller', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'mill_(vibration)2;', 100, 60, '', 'Mill (Vibration)', null, null, this.getTagsForStencil(gn, 'mill vibration', dt).join(' ')) + ]); + }; + + Sidebar.prototype.addPidFittingsPalette = function() + { + var s = "html=1;dashed=0;outlineConnect=0;align=center;" + mxConstants.STYLE_SHAPE + "=mxgraph.pid.fittings."; + var sb = mxConstants.STYLE_VERTICAL_LABEL_POSITION + '=bottom;align=center;dashed=0;html=1;' + mxConstants.STYLE_VERTICAL_ALIGN + '=top;' + mxConstants.STYLE_SHAPE + "=mxgraph.pid.fittings."; + var gn = 'mxgraph.pid.fittings'; + var dt = 'process instrumentation fittings '; + + this.addPaletteFunctions('pidFittings', 'Proc. Eng. / Fittings', false, + [ + this.createVertexTemplateEntry(sb + 'blind_disc2;', 40, 140, '', 'Blind Disc', null, null, this.getTagsForStencil(gn, 'blind disc', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'breakthrough2;', 38, 100, '', 'Breakthrough', null, null, this.getTagsForStencil(gn, 'breakthrough', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'clamped_flange_coupling;', 50, 100, '', 'Clamped Flange Coupling', null, null, this.getTagsForStencil(gn, 'clamped flange coupling', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'compensator;', 40, 80, '', 'Compensator', null, null, this.getTagsForStencil(gn, 'compensator', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'coupling;', 50, 100, '', 'Coupling', null, null, this.getTagsForStencil(gn, 'coupling', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'flame_arrestor;', 100, 100, '', 'Flame Arrestor', null, null, this.getTagsForStencil(gn, 'flame arrestor', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'flame_arrestor_(detonation-proof);', 100, 100, '', 'Flame Arrestor (Detonation-Proof)', null, null, this.getTagsForStencil(gn, 'flame arrestor detonation proof', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'flame_arrestor_(explosion-proof);', 100, 100, '', 'Flame Arrestor (Explosion-Proof)', null, null, this.getTagsForStencil(gn, 'flame arrestor explosion proof)', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'flame_arrestor_(fire-resistant);', 100, 100, '', 'Flame Arrestor (Fire-Resistant)', null, null, this.getTagsForStencil(gn, 'flame arrestor fire resistant)', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'flame_arrestor_(fire-resistant,_detonation-proof);', 100, 100, '', 'Flame Arrestor (Fire-Resistant, Detonation-Proof)', null, null, this.getTagsForStencil(gn, 'flame arrestor fire resistant detonation proof)', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'flanged_connection;', 20, 50, '', 'Flanged Connection', null, null, this.getTagsForStencil(gn, 'flanged connection', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'flanged_dummy_cover;', 85, 50, '', 'Flanged Dummy Cover', null, null, this.getTagsForStencil(gn, 'flanged dummy cover', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'funnel;', 80, 140, '', 'Funnel', null, null, this.getTagsForStencil(gn, 'funnel', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'hose;', 180, 30, '', 'Hose', null, null, this.getTagsForStencil(gn, 'hose', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'injector;', 80, 40, '', 'Injector', null, null, this.getTagsForStencil(gn, 'injector', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'interchangeable_disc_(blind_disc)2;', 40, 140, '', 'Interchangeable Disc (Blind Disc)', null, null, this.getTagsForStencil(gn, 'interchangeable disc (blind disc)', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'interchangeable_disc_(open_disc_in_function)2;', 40, 140, '', 'Interchangeable Disc (Open Disc In Function)', null, null, this.getTagsForStencil(gn, 'interchangeable disc (open disc in function)', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'open_disc;', 40, 140, '', 'Open Disc', null, null, this.getTagsForStencil(gn, 'open disc', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'orifice_plate2;', 40, 140, '', 'Orifice Plate', null, null, this.getTagsForStencil(gn, 'orifice plate', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'reducer;', 70, 50, '', 'Reducer', null, null, this.getTagsForStencil(gn, 'reducer', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'rupture_disc;', 50, 100, '', 'Rupture Disc', null, null, this.getTagsForStencil(gn, 'rupture disc', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'self-operating_release_valve2;', 105, 105, '', 'Self-Operating Release Valve', null, null, this.getTagsForStencil(gn, 'self operating release valve', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'silencer;', 140, 100, '', 'Silencer', null, null, this.getTagsForStencil(gn, 'silencer', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'single_flange;', 5, 50, '', 'Single Flange', null, null, this.getTagsForStencil(gn, 'single flange', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'strainer;', 40, 80, '', 'Strainer', null, null, this.getTagsForStencil(gn, 'strainer', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'strainer_(cone);', 40, 80, '', 'Strainer (Cone)', null, null, this.getTagsForStencil(gn, 'strainer (cone)', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'vent;', 80, 140, '', 'Vent', null, null, this.getTagsForStencil(gn, 'vent', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'viewing_glass;', 100, 50, '', 'Viewing Glass', null, null, this.getTagsForStencil(gn, 'viewing glass', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'viewing_glass_(lighting);', 100, 100, '', 'Viewing Glass (Lighting)', null, null, this.getTagsForStencil(gn, 'viewing glass (lighting)', dt).join(' ')) + ]); + }; + + Sidebar.prototype.addPidSeparatorsPalette = function() + { + var s = "html=1;dashed=0;outlineConnect=0;align=center;" + mxConstants.STYLE_SHAPE + "=mxgraph.pid.separators."; + var sb = mxConstants.STYLE_VERTICAL_LABEL_POSITION + '=bottom;align=center;dashed=0;html=1;' + mxConstants.STYLE_VERTICAL_ALIGN + '=top;' + mxConstants.STYLE_SHAPE + "=mxgraph.pid.separators."; + var gn = 'mxgraph.pid.fittings'; + var dt = 'process instrumentation separators separator '; + + this.addPaletteFunctions('pidSeparators', 'Proc. Eng. / Separators', false, + [ + this.createVertexTemplateEntry(sb + 'gravity_separator,_settling_chamber2;', 80, 120, '', 'Gravity Separator, Settling Chamber', null, null, this.getTagsForStencil(gn, 'gravity settling chamber', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'impact_separator;', 80, 120, '', 'Impact Separator', null, null, this.getTagsForStencil(gn, 'impact', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'separator,_sifter2;', 80, 120, '', 'Separator, Sifter', null, null, this.getTagsForStencil(gn, 'sifter', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'separator_(cyclone)2;', 80, 120, '', 'Separator (Cyclone)', null, null, this.getTagsForStencil(gn, 'cyclone', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'separator_(electromagnetic);', 80, 120, '', 'Separator (Electromagnetic)', null, null, this.getTagsForStencil(gn, 'electromagnetic', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'separator_(electrostatic_precipitator);', 80, 120, '', 'Separator (Electrostatic Precipitator)', null, null, this.getTagsForStencil(gn, 'electrostatic precipitator', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'separator_(electrostatic_precipitator,_wet);', 80, 120, '', 'Separator (Electrostatic Precipitator, Wet)', null, null, this.getTagsForStencil(gn, 'electrostatic precipitator wet)', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'separator_(permanent_magnet)2;', 80, 120, '', 'Separator (Permanent Magnet)', null, null, this.getTagsForStencil(gn, 'permanent magnet', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'separator_(venturi_scrubber);', 80, 120, '', 'Separator (Venturi Scrubber)', null, null, this.getTagsForStencil(gn, 'venturi scrubber', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'separator_(wet_scrubber)2;', 80, 120, '', 'Separator (Wet Scrubber)', null, null, this.getTagsForStencil(gn, 'wet scrubber', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'solidifier_(closed);', 80, 120, '', 'Solidifier (Closed)', null, null, this.getTagsForStencil(gn, 'solidifier closed', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'solidifier_(open);', 80, 120, '', 'Solidifier (Open)', null, null, this.getTagsForStencil(gn, 'solidifier open', dt).join(' ')), + this.createVertexTemplateEntry(sb + 'spray_scrubber;', 80, 120, '', 'Spray Scrubber', null, null, this.getTagsForStencil(gn, 'spray scrubber', dt).join(' ')) + ]); + }; + Sidebar.prototype.addPidMiscPalette = function() { var s = mxConstants.STYLE_VERTICAL_LABEL_POSITION + '=bottom;outlineConnect=0;align=center;dashed=0;html=1;' + mxConstants.STYLE_VERTICAL_ALIGN + '=top;' + mxConstants.STYLE_SHAPE + "=mxgraph.pid2"; var s2 = mxConstants.STYLE_VERTICAL_LABEL_POSITION + '=bottom;outlineConnect=0;align=center;dashed=0;html=1;' + mxConstants.STYLE_VERTICAL_ALIGN + '=top;' + mxConstants.STYLE_SHAPE + "=mxgraph.pid.misc."; + var s3 = mxConstants.STYLE_VERTICAL_LABEL_POSITION + '=bottom;outlineConnect=0;align=center;dashed=0;html=1;' + mxConstants.STYLE_VERTICAL_ALIGN + '=top;' + mxConstants.STYLE_SHAPE + "=mxgraph.pid2misc."; var gn = 'mxgraph.pid.misc'; var dt = 'process instrumentation '; @@ -413,9 +510,9 @@ 40, 65, '', 'Air Filter', null, null, this.getTagsForStencil(gn, 'air_filter', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'air_separator;', 65.5, 106, '', 'Air Separator', null, null, this.getTagsForStencil(gn, 'air_separator', dt).join(' ')), - this.createVertexTemplateEntry(s2 + 'back_draft_damper;', + this.createVertexTemplateEntry(s2 + 'back_draft_damper2;', 62, 32, '', 'Back Draft Damper', null, null, this.getTagsForStencil(gn, 'back_draft_damper', dt).join(' ')), - this.createVertexTemplateEntry(s2 + 'bag_filling_machine;', + this.createVertexTemplateEntry(s2 + 'bag_filling_machine2;', 80, 100, '', 'Bag Filling Machine', null, null, this.getTagsForStencil(gn, 'bag_filling_machine', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'belt_skimmer;', 70, 98, '', 'Belt Skimmer', null, null, this.getTagsForStencil(gn, 'belt_skimmer', dt).join(' ')), @@ -433,19 +530,19 @@ 155, 115, '', 'Chiller', null, null, this.getTagsForStencil(gn, 'chiller', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'combustion_chamber;', 130, 100, '', 'Combustion Chamber', null, null, this.getTagsForStencil(gn, 'combustion_chamber', dt).join(' ')), - this.createVertexTemplateEntry(s2 + 'conveyor;', + this.createVertexTemplateEntry(s2 + 'conveyor2;', 200, 60, '', 'Conveyor', null, null, this.getTagsForStencil(gn, 'conveyor', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'conveyor_(belt);', 200, 50, '', 'Conveyor (Belt)', null, null, this.getTagsForStencil(gn, 'conveyor_(belt)', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'conveyor_(belt,_closed);', 240, 80, '', 'Conveyor (Belt, Closed)', null, null, this.getTagsForStencil(gn, 'conveyor_(belt,_closed)', dt).join(' ')), - this.createVertexTemplateEntry(s2 + 'conveyor_(belt,_closed,_reversible);', + this.createVertexTemplateEntry(s2 + 'conveyor_(belt,_closed,_reversible)2;', 240, 80, '', 'Conveyor (Belt, Closed, Reversible)', null, null, this.getTagsForStencil(gn, 'conveyor_(belt,_closed,_reversible)', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'conveyor_(chain,_closed);', 240, 80, '', 'Conveyor (Chain, Closed)', null, null, this.getTagsForStencil(gn, 'conveyor_(chain,_closed)', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'conveyor_(screw,_closed);', 220, 80, '', 'Conveyor (Screw, Closed)', null, null, this.getTagsForStencil(gn, 'conveyor_(screw,_closed)', dt).join(' ')), - this.createVertexTemplateEntry(s2 + 'conveyor_(vibrating,_closed);', + this.createVertexTemplateEntry(s2 + 'conveyor_(vibrating,_closed)2;', 240, 80, '', 'Conveyor (Vibrating, Closed)', null, null, this.getTagsForStencil(gn, 'conveyor_(vibrating,_closed)', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'cooler;', 85, 90, '', 'Cooler', null, null, this.getTagsForStencil(gn, 'cooler', dt).join(' ')), @@ -513,7 +610,7 @@ 120, 80, '', 'Loading Arm', null, null, this.getTagsForStencil(gn, 'loading_arm', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'mixer;', 80, 100, '', 'Mixer', null, null, this.getTagsForStencil(gn, 'mixer', dt).join(' ')), - this.createVertexTemplateEntry(s2 + 'palletizer;', + this.createVertexTemplateEntry(s2 + 'palletizer2;', 80, 100, '', 'Palletizer', null, null, this.getTagsForStencil(gn, 'palletizer', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'protective_palette_covering;', 80, 100, '', 'Protective Palette Covering', null, null, this.getTagsForStencil(gn, 'protective_palette_covering', dt).join(' ')), @@ -535,7 +632,7 @@ 80, 120, '', 'Screening Device, Sieve, Strainer (Fine Rake)', null, null, this.getTagsForStencil(gn, 'screening_device,_sieve,_strainer_(fine_rake)', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'screening_device,_sieve,_strainer_(rotating_drum)', 80, 120, '', 'Screening Device, Sieve, Strainer (Rotating Drum)', null, null, this.getTagsForStencil(gn, 'screening_device,_sieve,_strainer_(rotating_drum)', dt).join(' ')), - this.createVertexTemplateEntry(s2 + 'screening_device,_sieve,_strainer_(vibrating);', + this.createVertexTemplateEntry(s2 + 'screening_device,_sieve,_strainer_(vibrating)2;', 80, 120, '', 'Screening Device, Sieve, Strainer (Vibrating)', null, null, this.getTagsForStencil(gn, 'screening_device,_sieve,_strainer_(vibrating)', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'ship', 105, 60, '', 'Ship', null, null, this.getTagsForStencil(gn, 'ship', dt).join(' ')), @@ -547,7 +644,7 @@ 100, 120, '', 'Spray Cooler', null, null, this.getTagsForStencil(gn, 'spray_cooler', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'stack,_chimney;', 60, 100, '', 'Stack, Chimney', null, null, this.getTagsForStencil(gn, 'stack,_chimney', dt).join(' ')), - this.createVertexTemplateEntry(s2 + 'steam_trap;', + this.createVertexTemplateEntry(s2 + 'steam_trap2;', 53, 53, '', 'Steam Trap', null, null, this.getTagsForStencil(gn, 'steam_trap', dt).join(' ')), this.createVertexTemplateEntry(s2 + 'tank_car,_tank_wagon;', 127, 80, '', 'Tank Car, Tank Wagon', null, null, this.getTagsForStencil(gn, 'tank_car,_tank_wagon', dt).join(' ')), diff --git a/src/main/webapp/js/diagramly/sidebar/Sidebar-Rack.js b/src/main/webapp/js/diagramly/sidebar/Sidebar-Rack.js index 0803d032..72edb1a3 100644 --- a/src/main/webapp/js/diagramly/sidebar/Sidebar-Rack.js +++ b/src/main/webapp/js/diagramly/sidebar/Sidebar-Rack.js @@ -55,8 +55,12 @@ this.addPaletteFunctions('rackGeneral', 'Rack / General', false, [ - this.createVertexTemplateEntry(s + 'shape=mxgraph.rackGeneral.rackCabinet;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;', 180, 219, '', 'Rack Cabinet', null, null, dt + 'cabinet'), - this.createVertexTemplateEntry(s + 'shape=mxgraph.rackGeneral.rackCabinet;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;', 204, 219, '', 'Numbered Rack Cabinet', null, null, dt + 'cabinet numbered'), + this.createVertexTemplateEntry(s + 'shape=mxgraph.rackGeneral.container;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;', 180, 228.6, '', 'Rack Cabinet', null, null, dt + 'cabinet'), + this.createVertexTemplateEntry(s + 'shape=mxgraph.rackGeneral.container;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;', 210, 228.6, '', 'Numbered Rack Cabinet', null, null, dt + 'cabinet numbered'), + this.createVertexTemplateEntry(s + 'shape=mxgraph.rackGeneral.container;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;', 180, 228.6, '', 'Rack Cabinet', null, null, dt + 'cabinet'), + this.createVertexTemplateEntry(s + 'shape=mxgraph.rackGeneral.container;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;', 210, 228.6, '', 'Numbered Rack Cabinet', null, null, dt + 'cabinet numbered'), +// this.createVertexTemplateEntry(s + 'shape=mxgraph.rackGeneral.rackCabinet;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;', 180, 219, '', 'Rack Cabinet', null, null, dt + 'cabinet'), +// this.createVertexTemplateEntry(s + 'shape=mxgraph.rackGeneral.rackCabinet;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;', 204, 219, '', 'Numbered Rack Cabinet', null, null, dt + 'cabinet numbered'), this.createVertexTemplateEntry(sr + 'text;', 160, 15, '', 'Spacing', null, null, dt + 'spacing'), this.createVertexTemplateEntry(sr + 'shape=mxgraph.rackGeneral.plate;fillColor=#e8e8e8;', 160, 15, '', 'Cover Plate', null, null, dt + 'cover plate'), this.createVertexTemplateEntry(sr + 'shape=mxgraph.rack.general.1u_rack_server;', 160, 15, '', 'Server', null, null, dt + 'server'), diff --git a/src/main/webapp/js/diagramly/sidebar/Sidebar-UML25.js b/src/main/webapp/js/diagramly/sidebar/Sidebar-UML25.js index ff963048..3b361ec8 100644 --- a/src/main/webapp/js/diagramly/sidebar/Sidebar-UML25.js +++ b/src/main/webapp/js/diagramly/sidebar/Sidebar-UML25.js @@ -438,27 +438,27 @@ return sb.createVertexTemplateFromCells([cell1, field1], 180, 60, 'State with exit point'); }), - this.createVertexTemplateEntry('ellipse;fillColor=#000000;strokeColor=none;', 30, 30, + this.createVertexTemplateEntry('ellipse;fillColor=strokeColor;', 30, 30, '', 'Initial preudostate / node', null, null, dt + 'initial pseudostate'), this.createVertexTemplateEntry('ellipse;html=1;shape=endState;fillColor=strokeColor;', 30, 30, '', 'Final state / node', null, null, dt + 'final state'), - this.createVertexTemplateEntry('ellipse;fillColor=#ffffff;strokeColor=#000000;', 30, 30, + this.createVertexTemplateEntry('ellipse;', 30, 30, 'H', 'Shallow History', null, null, dt + 'shallow history pseudostate'), - this.createVertexTemplateEntry('ellipse;fillColor=#ffffff;strokeColor=#000000;', 30, 30, + this.createVertexTemplateEntry('ellipse;', 30, 30, 'H*', 'Deep History', null, null, dt + 'deep history pseudostate'), - this.createVertexTemplateEntry('ellipse;fillColor=#ffffff;strokeColor=#000000;', 30, 30, + this.createVertexTemplateEntry('ellipse;', 30, 30, '', 'Entry Point', null, null, dt + 'entry point pseudostate'), this.createVertexTemplateEntry('shape=sumEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;', 30, 30, '', 'Exit Point / Flow Final Node', null, null, dt + 'exit point pseudostate'), - this.createVertexTemplateEntry('ellipse;fillColor=#000000;strokeColor=none;', 20, 20, + this.createVertexTemplateEntry('ellipse;fillColor=strokeColor;', 20, 20, '', 'Junction', null, null, dt + 'junction pseudostate'), this.createVertexTemplateEntry('rhombus;', 30, 30, '', 'Choice / Merge Node / Decision Node', null, null, dt + 'choice pseudostate merge decision node'), this.createVertexTemplateEntry('shape=umlDestroy;', 30, 30, '', 'Terminate', null, null, dt + 'terminate pseudostate'), - this.createVertexTemplateEntry('html=1;points=[];perimeter=orthogonalPerimeter;fillColor=#000000;strokeColor=none;', 5, 80, + this.createVertexTemplateEntry('html=1;points=[];perimeter=orthogonalPerimeter;fillColor=strokeColor;', 5, 80, '', 'Join/Fork Node', null, null, dt + 'join fork pseudostate'), - this.createVertexTemplateEntry('text;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;', 140, 40, + this.createVertexTemplateEntry('text;align=center;verticalAlign=middle;dashed=0;', 140, 40, 'OpaqueAction1 spec.', 'Opaque Action', null, null, dt + 'opaque action'), this.createVertexTemplateEntry('html=1;shape=mxgraph.infographic.ribbonSimple;notch1=20;notch2=0;align=center;verticalAlign=middle;fontSize=14;fontStyle=0;flipH=1;fillColor=#FFFFFF;', 160, 40, 'Trigger1 spec.', 'Trigger', null, null, dt + 'trigger'), @@ -469,7 +469,7 @@ this.addEntry(dt + 'parameter', function() { var cell1 = new mxCell('', new mxGeometry(0, 10, 30, 30), - 'fillColor=#ffffff;strokeColor=#000000;'); + ''); cell1.vertex = true; var field1 = new mxCell('Parameter1 spec.', new mxGeometry(40, 0, 100, 20), 'text;verticalAlign=middle;align=center;'); @@ -523,7 +523,7 @@ return sb.createVertexTemplateFromCells([cell], cell.geometry.width, cell.geometry.height, 'Behavior'); }), - this.createVertexTemplateEntry('html=1;points=[];perimeter=orthogonalPerimeter;fillColor=#000000;strokeColor=none;align=left;verticalAlign=top;spacingLeft=10;', 5, 80, + this.createVertexTemplateEntry('html=1;points=[];perimeter=orthogonalPerimeter;fillColor=strokeColor;align=left;verticalAlign=top;spacingLeft=10;', 5, 80, '{joinSpec = join spec}', 'Join Node', null, null, dt + 'join node'), this.addDataEntry('activity partition', 180, 200, 'Activity Partition', '7ZjRbtowFIafJrdTnMBobwltbzZpWvcCLjkQa45P5Jw20KefnRjCBikBnKlURUGyj30c5/vt/JggTvLVg+ZF9h1TkEF8F8SJRqSmlK8SkDKIQpEG8SyIotB8g+i+o5XVrWHBNSjqkxA1CS9cPkMTSUUOqhSo3FglraVrKjNe2CLxJxuaZpSbCc+YKVaZIHgs+Ny2V+ZxTKwkrulRvNqQmUY8naMiLhRolzRHKXlRinq0Wd0jEzL9xtf4TJv7bGrThZAyQYk2W6GyEygrkUuu4H6nKYjiRf2pZ6DxN/yT5J4YNMGqk1odcsgeAHMgvTZdKpFS5nrcNGTDDMQyc2lR6IK8bALLbW4rgik4HQ5rEu9p0qmEmTIJLn/CnLha9hFln3mqsfjF9RLIBQoUikDfvRgapYsdgE9YuEYJi03uExJh7iragdkOWkMZT81lMCXhl3EwNk+TmDpr6+ay3TUlqIyAZsHYMYCXVEFJF6kaHVZ1vRGvyTgu8uUaj4bVWCnbu9W4Uz7Wysd25WM78tkyGrILiZWpZiJNQV2kQ3x0d0UDcR/vcf9h8dKb77t3q8AlsFedi36oNf+1m/0Vrn4P7Fn4/+BPrslU+uri0VQ8+Meop39MPMh5072X4uvbSxlq8Wp/HEp3l15qTM5yER/0bz+Ae1+C+DTv8EGchZ/IT7EML8zZp2cM7RmM9TSNWx+C7p/2t64xur7tdJ5rsONH+0O24YX/wCf79/MS64J8mnF4Yf4RTto+mPd1jjOgm2r7j2Xd9tcfmn8A'), this.createVertexTemplateEntry('html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=20;dashed=1;', 200, 100, @@ -561,7 +561,7 @@ return sb.createEdgeTemplateFromCells([cell1, edge1, edge2], 160, 30, 'Object Flow'); }), - this.createVertexTemplateEntry('fontStyle=0;labelPosition=right;verticalLabelPosition=middle;align=left;verticalAlign=middle;spacingLeft=2;html=1;points=[[0,0.5],[1,0.5]];fillColor=#000000;strokeColor=none;', 30, 30, '', 'Pin ', null, null, 'pin'), + this.createVertexTemplateEntry('fontStyle=0;labelPosition=right;verticalLabelPosition=middle;align=left;verticalAlign=middle;spacingLeft=2;html=1;points=[[0,0.5],[1,0.5]];fillColor=strokeColor;', 30, 30, '', 'Pin ', null, null, 'pin'), this.createVertexTemplateEntry('shape=mxgraph.uml25.inputPin;html=1;points=[[0,0.5],[1,0.5]];', 30, 30, '', 'Input Pin', null, null, 'input pin'), this.createVertexTemplateEntry('shape=mxgraph.uml25.inputPin;html=1;points=[[0,0.5],[1,0.5]];strokeColor=#ffffff;fillColor=#000000;', 30, 30, '', 'Input Pin', null, null, 'input pin'), this.createVertexTemplateEntry('shape=mxgraph.uml25.inputPin;html=1;points=[[0,0.5],[1,0.5]];flipH=1;', 30, 30, '', 'Output Pin', null, null, 'output pin'), @@ -817,11 +817,11 @@ divider1.vertex = true; cell1.insert(divider1); var field2 = new mxCell('extension points', - new mxGeometry(0, 40, 180, 30), 'text;html=1;align=center;verticalAlign=middle;rotatable=0;'); + new mxGeometry(0, 40, 180, 30), 'text;html=1;align=center;verticalAlign=middle;rotatable=0;fillColor=none;strokeColor=none;'); field2.vertex = true; cell1.insert(field2); var field3 = new mxCell('Extension point 1', - new mxGeometry(0, 70, 180, 30), 'text;html=1;align=left;verticalAlign=middle;rotatable=0;spacingLeft=25;'); + new mxGeometry(0, 70, 180, 30), 'text;html=1;align=left;verticalAlign=middle;rotatable=0;spacingLeft=25;fillColor=none;strokeColor=none;'); field3.vertex = true; cell1.insert(field3); @@ -850,7 +850,7 @@ return sb.createVertexTemplateFromCells([cell1], cell1.geometry.width, cell1.geometry.height, 'Extension Point Classifier'); }), this.createVertexTemplateEntry('shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;', 30, 60, 'Actor', 'Actor', false, null, 'uml actor'), - this.createVertexTemplateEntry('text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;', 160, 70, + this.createVertexTemplateEntry('html=1;align=center;verticalAlign=middle;dashed=0;', 160, 70, '<<actor>><br><br><b>Actor1</b>', 'Actor', null, null, dt + 'actor'), @@ -877,10 +877,10 @@ return sb.createVertexTemplateFromCells([cell1], cell1.geometry.width, cell1.geometry.height, 'Deployment'); }), - this.createVertexTemplateEntry('text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;', 180, 60, + this.createVertexTemplateEntry('html=1;align=center;verticalAlign=middle;dashed=0;', 180, 60, '<<deployment spec>><br><br><b>Deployment1</b>', 'Deployment Specification', null, null, dt + 'deployment specification'), - this.createVertexTemplateEntry('text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;', 180, 60, + this.createVertexTemplateEntry('html=1;align=center;verticalAlign=middle;dashed=0;', 180, 60, '<<artifact>><br><br><b>Artifact1</b>', 'Artifact', null, null, dt + 'artifact'), this.addEntry('information item', function() @@ -1045,7 +1045,7 @@ return sb.createEdgeTemplateFromCells([edge], 200, 0, 'Redefine'); }), - this.createVertexTemplateEntry('text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;', 60, 30, + this.createVertexTemplateEntry('html=1;align=center;verticalAlign=middle;dashed=0;', 60, 30, 'qualifier1', 'Qualifier', null, null, dt + 'qualifier'), this.addEntry('connector', function() diff --git a/src/main/webapp/js/grapheditor/Sidebar.js b/src/main/webapp/js/grapheditor/Sidebar.js index dcf5a45c..09cd12e9 100644 --- a/src/main/webapp/js/grapheditor/Sidebar.js +++ b/src/main/webapp/js/grapheditor/Sidebar.js @@ -1877,7 +1877,7 @@ Sidebar.prototype.addUmlPalette = function(expand) this.createVertexTemplateEntry('shape=umlLifeline;participant=umlControl;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;', 40, 300, '', 'Control Lifeline', null, null, 'uml sequence participant lifeline control'), this.createVertexTemplateEntry('shape=umlFrame;whiteSpace=wrap;html=1;', 300, 200, 'frame', 'Frame', null, null, 'uml sequence frame'), - this.createVertexTemplateEntry('shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=3;strokeColor=default;', 30, 30, '', 'Destruction', null, null, 'uml sequence destruction destroy'), + this.createVertexTemplateEntry('shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=3;', 30, 30, '', 'Destruction', null, null, 'uml sequence destruction destroy'), this.addEntry('uml sequence invoke invocation call activation', function() { var cell = new mxCell('', new mxGeometry(0, 0, 10, 80), 'html=1;points=[];perimeter=orthogonalPerimeter;'); diff --git a/src/main/webapp/js/integrate.min.js b/src/main/webapp/js/integrate.min.js index 03ac4252..75c16354 100644 --- a/src/main/webapp/js/integrate.min.js +++ b/src/main/webapp/js/integrate.min.js @@ -145,7 +145,7 @@ if("1"==urlParams.offline||"1"==urlParams.demo||"1"==urlParams.stealth||"1"==url "se.diagrams.net"==window.location.hostname&&(urlParams.db="0",urlParams.od="0",urlParams.gh="0",urlParams.gl="0",urlParams.tr="0",urlParams.plugins="0",urlParams.mode="google",urlParams.lockdown="1",window.DRAWIO_GOOGLE_APP_ID=window.DRAWIO_GOOGLE_APP_ID||"184079235871",window.DRAWIO_GOOGLE_CLIENT_ID=window.DRAWIO_GOOGLE_CLIENT_ID||"184079235871-pjf5nn0lff27lk8qf0770gmffiv9gt61.apps.googleusercontent.com");"trello"==urlParams.mode&&(urlParams.tr="1"); "embed.diagrams.net"==window.location.hostname&&(urlParams.embed="1");(null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.open&&(window.location.hash=urlParams.open);window.urlParams=window.urlParams||{};window.DOM_PURIFY_CONFIG=window.DOM_PURIFY_CONFIG||{ADD_TAGS:["use"],FORBID_TAGS:["form"],ALLOWED_URI_REGEXP:/^((?!javascript:).)*$/i,ADD_ATTR:["target","content"]};window.MAX_REQUEST_SIZE=window.MAX_REQUEST_SIZE||10485760;window.MAX_AREA=window.MAX_AREA||225E6;window.EXPORT_URL=window.EXPORT_URL||"/export";window.SAVE_URL=window.SAVE_URL||"/save";window.OPEN_URL=window.OPEN_URL||"/open";window.RESOURCES_PATH=window.RESOURCES_PATH||"resources"; window.RESOURCE_BASE=window.RESOURCE_BASE||window.RESOURCES_PATH+"/grapheditor";window.STENCIL_PATH=window.STENCIL_PATH||"stencils";window.IMAGE_PATH=window.IMAGE_PATH||"images";window.STYLE_PATH=window.STYLE_PATH||"styles";window.CSS_PATH=window.CSS_PATH||"styles";window.OPEN_FORM=window.OPEN_FORM||"open.html";window.mxBasePath=window.mxBasePath||"mxgraph";window.mxImageBasePath=window.mxImageBasePath||"mxgraph/images";window.mxLanguage=window.mxLanguage||urlParams.lang; -window.mxLanguages=window.mxLanguages||["de","se"];var mxClient={VERSION:"20.3.7",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), +window.mxLanguages=window.mxLanguages||["de","se"];var mxClient={VERSION:"20.4.0",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), IS_OP:null!=navigator.userAgent&&(0<=navigator.userAgent.indexOf("Opera/")||0<=navigator.userAgent.indexOf("OPR/")),IS_OT:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Presto/")&&0>navigator.userAgent.indexOf("Presto/2.4.")&&0>navigator.userAgent.indexOf("Presto/2.3.")&&0>navigator.userAgent.indexOf("Presto/2.2.")&&0>navigator.userAgent.indexOf("Presto/2.1.")&&0>navigator.userAgent.indexOf("Presto/2.0.")&&0>navigator.userAgent.indexOf("Presto/1."),IS_SF:/Apple Computer, Inc/.test(navigator.vendor), IS_ANDROID:0<=navigator.appVersion.indexOf("Android"),IS_IOS:/iP(hone|od|ad)/.test(navigator.platform)||navigator.userAgent.match(/Mac/)&&navigator.maxTouchPoints&&2<navigator.maxTouchPoints,IS_WEBVIEW:/((iPhone|iPod|iPad).*AppleWebKit(?!.*Version)|; wv)/i.test(navigator.userAgent),IS_GC:/Google Inc/.test(navigator.vendor),IS_CHROMEAPP:null!=window.chrome&&null!=chrome.app&&null!=chrome.app.runtime,IS_FF:"undefined"!==typeof InstallTrigger,IS_MT:0<=navigator.userAgent.indexOf("Firefox/")&&0>navigator.userAgent.indexOf("Firefox/1.")&& 0>navigator.userAgent.indexOf("Firefox/2.")||0<=navigator.userAgent.indexOf("Iceweasel/")&&0>navigator.userAgent.indexOf("Iceweasel/1.")&&0>navigator.userAgent.indexOf("Iceweasel/2.")||0<=navigator.userAgent.indexOf("SeaMonkey/")&&0>navigator.userAgent.indexOf("SeaMonkey/1.")||0<=navigator.userAgent.indexOf("Iceape/")&&0>navigator.userAgent.indexOf("Iceape/1."),IS_SVG:"MICROSOFT INTERNET EXPLORER"!=navigator.appName.toUpperCase(),NO_FO:!document.createElementNS||"[object SVGForeignObjectElement]"!== @@ -500,7 +500,7 @@ mxSvgCanvas2D.prototype.addForeignObject=function(a,b,c,d,e,f,g,k,l,m,n,p,r,q,t) p),null!=a&&(u.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"),b=this.createElement("switch"),b.appendChild(u),b.appendChild(a),r.appendChild(b)));t.appendChild(r)}; mxSvgCanvas2D.prototype.updateTextNodes=function(a,b,c,d,e,f,g,k,l,m,n){var p=this.state.scale;mxSvgCanvas2D.createCss(c+this.foreignObjectPadding,d,e,f,g,k,l,null!=this.state.fontBackgroundColor?this.state.fontBackgroundColor:null,null!=this.state.fontBorderColor?this.state.fontBorderColor:null,"display: flex; align-items: unsafe "+(f==mxConstants.ALIGN_TOP?"flex-start":f==mxConstants.ALIGN_BOTTOM?"flex-end":"center")+"; justify-content: unsafe "+(e==mxConstants.ALIGN_LEFT?"flex-start":e==mxConstants.ALIGN_RIGHT? "flex-end":"center")+"; ",this.getTextCss(),p,mxUtils.bind(this,function(r,q,t,u,x){a+=this.state.dx;b+=this.state.dy;var A=n.firstChild,E=A.firstChild,C=E.firstChild,D=(this.rotateHtml?this.state.rotation:0)+(null!=m?m:0),B=(0!=this.foOffset?"translate("+this.foOffset+" "+this.foOffset+")":"")+(1!=p?"scale("+p+")":"");this.setCssText(C.firstChild,x);this.setCssText(C,u);C.setAttribute("data-drawio-colors","color: "+this.state.fontColor+"; "+(null==this.state.fontBackgroundColor?"":"background-color: "+ -this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));A.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");A.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");q=Math.round(b+q);0>q?A.setAttribute("y",q):(A.removeAttribute("y"),t+="padding-top: "+q+"px; ");this.setCssText(E,t+"margin-left: "+Math.round(a+r)+"px;");B+=0!=D?"rotate("+D+" "+a+" "+b+")":"";""!=B?n.setAttribute("transform",B):n.removeAttribute("transform"); +this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));A.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");A.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");q=Math.round(b+q);0>q?(A.setAttribute("y",q),t+="padding-top: 0; "):(A.removeAttribute("y"),t+="padding-top: "+q+"px; ");this.setCssText(E,t+"margin-left: "+Math.round(a+r)+"px;");B+=0!=D?"rotate("+D+" "+a+" "+b+")":"";""!=B?n.setAttribute("transform",B):n.removeAttribute("transform"); 1!=this.state.alpha?n.setAttribute("opacity",this.state.alpha):n.removeAttribute("opacity")}))}; mxSvgCanvas2D.createCss=function(a,b,c,d,e,f,g,k,l,m,n,p,r){p="box-sizing: border-box; font-size: 0; text-align: "+(c==mxConstants.ALIGN_LEFT?"left":c==mxConstants.ALIGN_RIGHT?"right":"center")+"; ";var q=mxUtils.getAlignmentAsPoint(c,d);c="overflow: hidden; ";var t="width: 1px; ",u="height: 1px; ",x=q.x*a;q=q.y*b;g?(t="width: "+Math.round(a)+"px; ",p+="max-height: "+Math.round(b)+"px; ",q=0):"fill"==f?(t="width: "+Math.round(a)+"px; ",u="height: "+Math.round(b)+"px; ",n+="width: 100%; height: 100%; ", p+="width: "+Math.round(a-2)+"px; "+u):"width"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",p+=t,q=0,0<b&&(p+="max-height: "+Math.round(b)+"px; ")):"block"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",c="",q=0,p+=t,"middle"==d&&(p+="max-height: "+Math.round(b)+"px; ")):(c="",q=0);b="";null!=k&&(b+="background-color: "+k+"; ");null!=l&&(b+="border: 1px solid "+l+"; ");""==c||g?n+=b:p+=b;e&&0<a?(n+="white-space: normal; word-wrap: "+mxConstants.WORD_WRAP+"; ",t="width: "+Math.round(a)+ @@ -2440,11 +2440,11 @@ d.vertex=!0;var k=new mxCell("Subtitle",new mxGeometry(0,0,200,26),"text;html=1; d.vertex=!0;var k=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;verticalAlign=bottom;endArrow=open;endSize=8;strokeColor=#ff0000;");k.geometry.setTerminalPoint(new mxPoint(100,80),!1);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!0);return b.createVertexTemplateFromCells([d,k],200,80,"Fork/Join")}),this.createVertexTemplateEntry("ellipse;html=1;shape=endState;fillColor=#000000;strokeColor=#ff0000;",30,30,"","End",null,null,"uml activity state end"),this.createVertexTemplateEntry("shape=umlLifeline;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;outlineConnect=0;", 100,300,":Object","Lifeline",null,null,"uml sequence participant lifeline"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlActor;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;",20,300,"","Actor Lifeline",null,null,"uml sequence participant lifeline actor"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlBoundary;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;", 50,300,"","Boundary Lifeline",null,null,"uml sequence participant lifeline boundary"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlEntity;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;",40,300,"","Entity Lifeline",null,null,"uml sequence participant lifeline entity"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlControl;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;", -40,300,"","Control Lifeline",null,null,"uml sequence participant lifeline control"),this.createVertexTemplateEntry("shape=umlFrame;whiteSpace=wrap;html=1;",300,200,"frame","Frame",null,null,"uml sequence frame"),this.createVertexTemplateEntry("shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=3;strokeColor=default;",30,30,"","Destruction",null,null,"uml sequence destruction destroy"),this.addEntry("uml sequence invoke invocation call activation",function(){var d=new mxCell("",new mxGeometry(0,0, -10,80),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=oval;endArrow=block;startSize=8;");k.geometry.setTerminalPoint(new mxPoint(-60,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,80,"Found Message")}),this.addEntry("uml sequence invoke call delegation synchronous invocation activation",function(){var d=new mxCell("",new mxGeometry(0, -0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=block;entryX=0;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(-70,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);var n=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;exitX=0;exitY=0.95;");n.geometry.setTerminalPoint(new mxPoint(-70,76),!1);n.geometry.relative=!0; -n.edge=!0;d.insertEdge(n,!0);return b.createVertexTemplateFromCells([d,k,n],10,80,"Synchronous Invocation")}),this.addEntry("uml sequence self call recursion delegation activation",function(){var d=new mxCell("",new mxGeometry(-5,20,10,40),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("self call",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;spacingLeft=2;endArrow=block;rounded=0;entryX=1;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(0, -0),!0);k.geometry.points=[new mxPoint(30,0)];k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,60,"Self Call")}),this.addEntry("uml sequence invoke call delegation callback activation",function(){return b.createVertexTemplateFromData("xZRNT8MwDIZ/Ta6oaymD47rBTkiTuMAxW6wmIm0q19s6fj1OE3V0Y2iCA4dK8euP2I+riGxedUuUjX52CqzIHkU2R+conKpuDtaKNDFKZAuRpgl/In264J303qSRCDVdk5CGhJ20WwhKEFo62ChoqritxURkReNMTa2X80LkC68AmgoIkEWHpF3pamlXR7WIFwASdBeb7KXY4RIc5+KBQ/ZGkY4RYY5Egyl1zLqLmmyDXQ6Zx4n5EIf+HkB2BmAjrV3LzftPIPw4hgNn1pQ1a2tH5Cp2QK1miG7vNeu4iJe4pdeY2BtvbCQDGlAljMCQxBJotJ8rWCFYSWY3LvUdmZi68rvkkLiU6QnL1m1xAzHoBOdw61WEb88II9AW67/ydQ2wq1Cy1aAGvOrFfPh6997qDA3g+dxzv3nIL6MPU/8T+kMw8+m4QPgdfrEJNo8PSQj/+s58Ag==", +40,300,"","Control Lifeline",null,null,"uml sequence participant lifeline control"),this.createVertexTemplateEntry("shape=umlFrame;whiteSpace=wrap;html=1;",300,200,"frame","Frame",null,null,"uml sequence frame"),this.createVertexTemplateEntry("shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=3;",30,30,"","Destruction",null,null,"uml sequence destruction destroy"),this.addEntry("uml sequence invoke invocation call activation",function(){var d=new mxCell("",new mxGeometry(0,0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;"); +d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=oval;endArrow=block;startSize=8;");k.geometry.setTerminalPoint(new mxPoint(-60,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,80,"Found Message")}),this.addEntry("uml sequence invoke call delegation synchronous invocation activation",function(){var d=new mxCell("",new mxGeometry(0,0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;"); +d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=block;entryX=0;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(-70,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);var n=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;exitX=0;exitY=0.95;");n.geometry.setTerminalPoint(new mxPoint(-70,76),!1);n.geometry.relative=!0;n.edge=!0;d.insertEdge(n,!0);return b.createVertexTemplateFromCells([d, +k,n],10,80,"Synchronous Invocation")}),this.addEntry("uml sequence self call recursion delegation activation",function(){var d=new mxCell("",new mxGeometry(-5,20,10,40),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("self call",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;spacingLeft=2;endArrow=block;rounded=0;entryX=1;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(0,0),!0);k.geometry.points=[new mxPoint(30,0)];k.geometry.relative= +!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,60,"Self Call")}),this.addEntry("uml sequence invoke call delegation callback activation",function(){return b.createVertexTemplateFromData("xZRNT8MwDIZ/Ta6oaymD47rBTkiTuMAxW6wmIm0q19s6fj1OE3V0Y2iCA4dK8euP2I+riGxedUuUjX52CqzIHkU2R+conKpuDtaKNDFKZAuRpgl/In264J303qSRCDVdk5CGhJ20WwhKEFo62ChoqritxURkReNMTa2X80LkC68AmgoIkEWHpF3pamlXR7WIFwASdBeb7KXY4RIc5+KBQ/ZGkY4RYY5Egyl1zLqLmmyDXQ6Zx4n5EIf+HkB2BmAjrV3LzftPIPw4hgNn1pQ1a2tH5Cp2QK1miG7vNeu4iJe4pdeY2BtvbCQDGlAljMCQxBJotJ8rWCFYSWY3LvUdmZi68rvkkLiU6QnL1m1xAzHoBOdw61WEb88II9AW67/ydQ2wq1Cy1aAGvOrFfPh6997qDA3g+dxzv3nIL6MPU/8T+kMw8+m4QPgdfrEJNo8PSQj/+s58Ag==", 10,60,"Callback")}),this.createVertexTemplateEntry("html=1;points=[];perimeter=orthogonalPerimeter;",10,80,"","Activation",null,null,"uml sequence activation"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;startArrow=oval;startFill=1;endArrow=block;startSize=8;",60,0,"dispatch","Found Message 1",null,"uml sequence message call invoke dispatch"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;startArrow=circle;startFill=1;endArrow=open;startSize=6;endSize=8;",80,0,"dispatch", "Found Message 2",null,"uml sequence message call invoke dispatch"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;endArrow=block;",80,0,"dispatch","Message",null,"uml sequence message call invoke dispatch"),this.addEntry("uml sequence return message",function(){var d=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;");d.geometry.setTerminalPoint(new mxPoint(80,0),!0);d.geometry.setTerminalPoint(new mxPoint(0,0),!1);d.geometry.relative= !0;d.edge=!0;return b.createEdgeTemplateFromCells([d],80,0,"Return")}),this.addEntry("uml relation",function(){var d=new mxCell("name",new mxGeometry(0,0,0,0),"endArrow=block;endFill=1;html=1;edgeStyle=orthogonalEdgeStyle;align=left;verticalAlign=top;");d.geometry.setTerminalPoint(new mxPoint(0,0),!0);d.geometry.setTerminalPoint(new mxPoint(160,0),!1);d.geometry.relative=!0;d.geometry.x=-1;d.edge=!0;var k=new mxCell("1",new mxGeometry(-1,0,0,0),"edgeLabel;resizable=0;html=1;align=left;verticalAlign=bottom;"); @@ -6635,7 +6635,7 @@ this.createVertexTemplateEntry(mxConstants.STYLE_SHAPE+"=mxgraph.electrical.abst 10,70,"1.2 V","Voltage",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","voltage","electrical signal source ").join(" ")),this.createVertexTemplateEntry(t+"equipotential;",90,90,"","Equipotential",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","equipotential","electrical signal source ").join(" ")),this.createVertexTemplateEntry(t+"protective_earth;",25,20,"","Equipotential",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","protective_earth", "electrical signal source ").join(" ")),this.createVertexTemplateEntry(t+"signal_ground;",45,30,"","Ground",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","signal_ground","electrical signal source ").join(" ")),this.createVertexTemplateEntry(f+"chassis;",65,32,"","Chassis",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","chassis","electrical ").join(" ")),this.createVertexTemplateEntry(f+"circuit_breaker;",100,13,"","Circuit Breaker",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources", "circuit breaker","electrical ").join(" ")),this.createVertexTemplateEntry(f+"generic_component",60,60,"","Generic Component",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","generic component","electrical ").join(" ")),this.createVertexTemplateEntry(f+"permanent_magnet",20,70,"","Permanent Magnet",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","permanent magnet","electrical ").join(" ")),this.createVertexTemplateEntry(f+"thermal_element",100,32,"","Thermal Element", -null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","thermal element","electrical ").join(" ")),this.createVertexTemplateEntry(f+"igniter_plug",72,39,"","Igniter Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","igniter plug","electrical ").join(" ")),this.createVertexTemplateEntry("shape=mxgraph.arrows2.arrow;verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;dy=0;dx=10;notch=0;",100,30,"","Pickup Head",null, +null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","thermal element","electrical ").join(" ")),this.createVertexTemplateEntry(f+"igniter_plug2",72,39,"","Igniter Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","igniter plug","electrical ").join(" ")),this.createVertexTemplateEntry("shape=mxgraph.arrows2.arrow;verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;dy=0;dx=10;notch=0;",100,30,"","Pickup Head",null, null,this.getTagsForStencil("mxgraph.electrical.signal_sources","pickup head","electrical ").join(" ")),this.createVertexTemplateEntry(f+"squib_ignitor",100,100,"","Squib Ignitor",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","squib ignitor","electrical ").join(" ")),this.createVertexTemplateEntry(f+"transducer",70,60,"","Transducer",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","transducer","electrical ").join(" ")),this.createVertexTemplateEntry(f+"transducer_2", 80,100,"","Transducer",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","transducer","electrical ").join(" ")),this.createVertexTemplateEntry(f+"thermopile",80,82,"","Thermopile",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","thermopile","electrical ").join(" ")),this.createVertexTemplateEntry(f+"indicator",60,60,"","Indicator",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","indicator","electrical ").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;fillColor=strokeColor;html=1;verticalAlign=top;strokeWidth=1;shape=mxgraph.electrical.miscellaneous.surge_protector;", 70,20,"","Surge Protector",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","surge protector","electrical ").join(" ")),this.createVertexTemplateEntry(f+"surge_protector_2;",70,24,"","Surge Protector",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","surge protector","electrical ").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;shape=rect;",130,50,"","Material",null, @@ -6644,8 +6644,8 @@ null,this.getTagsForStencil("mxgraph.electrical.signal_sources","material","elec "","Circuit Terminal",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","circuit terminal","electrical radio audio ").join(" ")),this.createEdgeTemplateEntry("endArrow=open;html=1;strokeWidth=1;endFill=0;endSize=20;",100,0,"","M/F Contact",null,this.getTagsForStencil("mxgraph.electrical.signal_sources","","mf contact").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;fillColor=strokeColor;html=1;verticalAlign=top;strokeWidth=1;shape=mxgraph.electrical.miscellaneous.mf_contact_2", 100,10,"","M/F Contact 2",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","mf contact","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"terminal_board",75,150,"","Terminal Board",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","terminal board","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"cable_termination",100,50,"","Cable Termination",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","cable termination", "electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"2_conductor_jack",100,50,"","2-Conductor Jack",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","2 conductor jack two","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"3_conductor_jack",100,50,"","3-Conductor Jack",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","3 conductor jack three","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"2_conductor_plug", -53,24,"","2-Conductor Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","2 conductor plug two","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"3_conductor_plug",53,24,"","3 Conductor Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","3 conductor plug","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"normalled_jacks",230,65,"","Normalled Jacks",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources", -"normalled jacks","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"normalled_jack",110,65,"","Normalled Jack",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","normalled jack","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"coaxial_outside_conductor",300,150,"","Coaxial Outside Conductor",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","coaxial outside conductor","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+ +53,24,"","2-Conductor Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","2 conductor plug two","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"3_conductor_plug",53,24,"","3 Conductor Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","3 conductor plug","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"normalled_jacks2",230,65,"","Normalled Jacks",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources", +"normalled jacks","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"normalled_jack2",110,65,"","Normalled Jack",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","normalled jack","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"coaxial_outside_conductor",300,150,"","Coaxial Outside Conductor",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","coaxial outside conductor","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+ "coaxial_center_conductor",300,150,"","Coaxial Center Conductor",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","coaxial center conductor","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"large_d_connector",375,75,"","Large D Connector",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","large d connector","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"small_d_connector",150,75,"","Small D Connector",null,null, this.getTagsForStencil("mxgraph.electrical.signal_sources","small d connector","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"c_header_connector",200,75,"","C Header Connector",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","c header connector","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"ac_out",200,100,"","AC Out",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","ac out alternate current","electrical radio audio ").join(" ")), this.createVertexTemplateEntry(f+"shielded_jack_plug",50,100,"","Shielded Jack/Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","shielded jack plug","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"coaxial_jack_plug",50,100,"","Coaxial Jack/Plug",null,null,this.getTagsForStencil("mxgraph.electrical.signal_sources","coaxial jack/plug","electrical radio audio ").join(" ")),this.createVertexTemplateEntry(f+"f_m_2_conductor_1",100,100,"","F/M 2 Conductor", @@ -6682,7 +6682,7 @@ this.getTagsForStencil("mxgraph.electrical.rot_mech","field","electrical rotatin "electrical rotating equipment mechanical function functions").join(" ")),this.createVertexTemplateEntry(x+"mechanical_interlock;pointerEvents=1;",100,30,"","Mechanical Interlock",null,null,this.getTagsForStencil("mxgraph.electrical.rot_mech","mechanical interlock","electrical rotating equipment mechanical function functions").join(" ")),this.createVertexTemplateEntry(x+"automatic_return;pointerEvents=1;",100,12,"","Automatic Return",null,null,this.getTagsForStencil("mxgraph.electrical.rot_mech", "automatic_return","electrical rotating equipment mechanical function functions").join(" ")),this.createVertexTemplateEntry(x+"detent;pointerEvents=1;",100,8,"","Detent",null,null,this.getTagsForStencil("mxgraph.electrical.rot_mech","detent","electrical rotating equipment mechanical function functions").join(" "))]);this.setCurrentSearchEntryLibrary("electrical","electricalTransmission");var z=[this.createVertexTemplateEntry(y+"bus_width;pointerEvents=1;",130,156,"","Bus Width",null,null,this.getTagsForStencil("mxgraph.electrical.transmission", "bus width","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"line_concentrator;",130,130,"","Line Concentrator",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","line concentrator","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"cable_group;pointerEvents=1;",130,130,"","Cable Group",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","cable group","electrical transmission paths bus buses").join(" ")), -this.createVertexTemplateEntry(y+"overground_enclosure;",130,136,"","Overground Enclosure",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","overground enclosure","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"optical_fiber;",130,80,"","Optical Fiber",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","optical fiber","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;shape=ellipse;", +this.createVertexTemplateEntry(y+"overground_enclosure;",130,136,"","Overground Enclosure",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","overground enclosure","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"optical_fiber2;",130,80,"","Optical Fiber",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","optical fiber","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=bottom;shadow=0;dashed=0;align=center;html=1;verticalAlign=top;strokeWidth=1;shape=ellipse;", 10,10,"","Terminal",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","terminal","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"terminal_3_phase;pointerEvents=1;",43,10,"","Terminal 3 Phase",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","Terminal 3 Phase","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry("verticalLabelPosition=middle;shadow=0;dashed=0;align=center;html=1;verticalAlign=middle;strokeWidth=1;shape=ellipse;fontSize=50;fontStyle=1;perimeter=ellipsePerimeter;", 130,130,"T","Terminal",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","terminal","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"line_cable;",130,60,"","Line/Cable",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","line cable","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"anticreepage_device;pointerEvents=1;",130,88,"","Anticreepage Device",null,null,this.getTagsForStencil("mxgraph.electrical.transmission", "anticreepage device","electrical transmission paths bus buses").join(" ")),this.createVertexTemplateEntry(y+"testPoint;",60,130,"","Test Point",null,null,this.getTagsForStencil("mxgraph.electrical.transmission","test point","electrical transmission paths bus buses").join(" ")),this.createEdgeTemplateEntry("endArrow=none;html=1;strokeWidth=1;",100,0,"","Transmission Path",null,this.getTagsForStencil("mxgraph.electrical.signal_sources","","transmission path").join(" ")),this.createEdgeTemplateEntry("endArrow=classicThin;html=1;strokeWidth=1;endSize=20;", @@ -6731,14 +6731,14 @@ null,null,this.getTagsForStencil("mxgraph.floorplan","doorUneven","floorplan "). 104,10,"","Door, Pocket",null,null,this.getTagsForStencil("mxgraph.floorplan","doorPocket","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorDoublePocket;dx=0.25;",104,10,"","Door, Double Pocket",null,null,this.getTagsForStencil("mxgraph.floorplan","doorDoublePocket","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorBypass;dx=0.25;",104,10,"","Door, By-pass",null,null,this.getTagsForStencil("mxgraph.floorplan","doorBypass","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ "doorBifold;dx=0.3;",160,40,"","Door, Bi-fold",null,null,this.getTagsForStencil("mxgraph.floorplan","doorBifold","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorSlidingGlass;dx=0.25;",104,10,"","Door, SlidingGlass",null,null,this.getTagsForStencil("mxgraph.floorplan","doorSlidingGlass","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorOverhead;",104,30,"","Door, Overhead",null,null,this.getTagsForStencil("mxgraph.floorplan","doorOverhead","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ "doorAccordion;dx=0.6;",160,30,"","Door, Accordion",null,null,this.getTagsForStencil("mxgraph.floorplan","accordion","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"doorDoubleAction;aspect=fixed;",80,165,"","Door, Double Action",null,null,this.getTagsForStencil("mxgraph.floorplan","doorDoubleAction","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"opening;",50,10,"","Opening",null,null,this.getTagsForStencil("mxgraph.floorplan","opening","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ -"bathtub;",180,60,"","Bathtub",null,null,this.getTagsForStencil("mxgraph.floorplan","bathtub","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bed_double;",200,180,"","Bed, Double",null,null,this.getTagsForStencil("mxgraph.floorplan","bed_double","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bed_single;",100,180,"","Bed Single",null,null,this.getTagsForStencil("mxgraph.floorplan","bed_single","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bookcase;",120,30,"","Bookcase", +"bathtub2;",180,60,"","Bathtub",null,null,this.getTagsForStencil("mxgraph.floorplan","bathtub","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bed_double;",200,180,"","Bed, Double",null,null,this.getTagsForStencil("mxgraph.floorplan","bed_double","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bed_single;",100,180,"","Bed Single",null,null,this.getTagsForStencil("mxgraph.floorplan","bed_single","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"bookcase;",120,30,"","Bookcase", null,null,this.getTagsForStencil("mxgraph.floorplan","bookcase","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"chair;",41,52,"","Chair",null,null,this.getTagsForStencil("mxgraph.floorplan","chair","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"copier;",110,60,"","Copier",null,null,this.getTagsForStencil("mxgraph.floorplan","copier","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"couch;",150,80,"","Couch",null,null,this.getTagsForStencil("mxgraph.floorplan","couch", "floorplan ").join(" ")),this.createVertexTemplateEntry(a+"crt_tv;",60,40,"","CRT TV",null,null,this.getTagsForStencil("mxgraph.floorplan","crt_tv","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"desk_corner;",150,150,"","Desk Corner",null,null,this.getTagsForStencil("mxgraph.floorplan","desk_corner","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"desk_corner_2;",150,120,"","Desk Corner 2",null,null,this.getTagsForStencil("mxgraph.floorplan","desk_corner_2","floorplan ").join(" ")), this.createVertexTemplateEntry(a+"dresser;",100,65,"","Dresser",null,null,this.getTagsForStencil("mxgraph.floorplan","dresser","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"elevator;",100,100,"","Elevator",null,null,this.getTagsForStencil("mxgraph.floorplan","elevator","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"fireplace;",304,200,"","Fireplace",null,null,this.getTagsForStencil("mxgraph.floorplan","fireplace","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"flat_tv;", 70,10,"","Flat TV",null,null,this.getTagsForStencil("mxgraph.floorplan","flat_tv","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"floor_lamp;",50,50,"","Floor Lamp",null,null,this.getTagsForStencil("mxgraph.floorplan","floor_lamp","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"laptop;",40,35,"","Laptop",null,null,this.getTagsForStencil("mxgraph.floorplan","laptop","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"office_chair;",40,43,"","Office Chair",null,null,this.getTagsForStencil("mxgraph.floorplan", "office_chair","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"piano;",135,143,"","Piano",null,null,this.getTagsForStencil("mxgraph.floorplan","piano","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"plant;",47,51,"","Plant",null,null,this.getTagsForStencil("mxgraph.floorplan","plant","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"printer;",40,47,"","Printer",null,null,this.getTagsForStencil("mxgraph.floorplan","printer","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ -"range_1;",50,62,"","Range 1",null,null,this.getTagsForStencil("mxgraph.floorplan","range_1","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"range_2;",75,62,"","Range 2",null,null,this.getTagsForStencil("mxgraph.floorplan","range_2","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"refrigerator;",60,62,"","Refrigerator",null,null,this.getTagsForStencil("mxgraph.floorplan","refrigerator","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"shower;",100,100,"","Shower",null, -null,this.getTagsForStencil("mxgraph.floorplan","shower","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_1;",40,35,"","Sink 1",null,null,this.getTagsForStencil("mxgraph.floorplan","sink_1","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_2;",40,35,"","Sink 2",null,null,this.getTagsForStencil("mxgraph.floorplan","sink_2","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_double;",80,35,"","Sink Double",null,null,this.getTagsForStencil("mxgraph.floorplan", +"range_1;",50,62,"","Range 1",null,null,this.getTagsForStencil("mxgraph.floorplan","range_1","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"range_2;",75,62,"","Range 2",null,null,this.getTagsForStencil("mxgraph.floorplan","range_2","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"refrigerator;",60,62,"","Refrigerator",null,null,this.getTagsForStencil("mxgraph.floorplan","refrigerator","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"shower2;",100,100,"","Shower",null, +null,this.getTagsForStencil("mxgraph.floorplan","shower","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_1;",40,35,"","Sink 1",null,null,this.getTagsForStencil("mxgraph.floorplan","sink_1","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_22;",40,35,"","Sink 2",null,null,this.getTagsForStencil("mxgraph.floorplan","sink_2","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sink_double2;",80,35,"","Sink Double",null,null,this.getTagsForStencil("mxgraph.floorplan", "sink_double","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"sofa;",90,80,"","Sofa",null,null,this.getTagsForStencil("mxgraph.floorplan","sofa","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"spiral_stairs;",200,200,"","Spiral Stairs",null,null,this.getTagsForStencil("mxgraph.floorplan","spiral_stairs","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"table;",90,50,"","Table",null,null,this.getTagsForStencil("mxgraph.floorplan","table","floorplan ").join(" ")),this.createVertexTemplateEntry(a+ "toilet;",50,67,"","Toilet",null,null,this.getTagsForStencil("mxgraph.floorplan","toilet","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"water_cooler;",40,40,"","Water Cooler",null,null,this.getTagsForStencil("mxgraph.floorplan","water_cooler","floorplan ").join(" ")),this.createVertexTemplateEntry(a+"workstation;",50,40,"","Workstation",null,null,this.getTagsForStencil("mxgraph.floorplan","workstation","floorplan ").join(" ")),this.addEntry("floorplan kitchen table small",function(){var d= new mxCell("",new mxGeometry(0,20,80,80),"shape=rect;shadow=0;");d.vertex=!0;var b=new mxCell("",new mxGeometry(20,0,40,52),a+"chair;shadow=0;");b.vertex=!0;var e=new mxCell("",new mxGeometry(20,68,40,52),a+"chair;shadow=0;rotation=180;");e.vertex=!0;return sb.createVertexTemplateFromCells([b,e,d],80,120,"Small kitchen table")}),this.addEntry("floorplan kitchen table",function(){var d=new mxCell("",new mxGeometry(20,20,100,100),"shape=rect;shadow=0;");d.vertex=!0;var b=new mxCell("",new mxGeometry(50, @@ -9359,24 +9359,24 @@ this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html= this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#505050;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;outlineConnect=0;align=center;shape=mxgraph.office.users.user_external;",59,50,"","User External",null,null,this.getTagsForStencil("mxgraph.office.users","user external","office user ").join(" ")),this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#505050;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;outlineConnect=0;align=center;shape=mxgraph.office.users.user_services;", 59,59,"","User Services",null,null,this.getTagsForStencil("mxgraph.office.users","user services","office user ").join(" ")),this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#505050;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;outlineConnect=0;align=center;shape=mxgraph.office.users.user_store;",50,55,"","User Store",null,null,this.getTagsForStencil("mxgraph.office.users","user store","office user ").join(" ")),this.createVertexTemplateEntry("sketch=0;pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#505050;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;outlineConnect=0;align=center;shape=mxgraph.office.users.writer;", 54,59,"","Writer",null,null,this.getTagsForStencil("mxgraph.office.users","writer","office user ").join(" "))];this.addPalette("officeUsers","Office / Users",!1,mxUtils.bind(this,function(c){for(var d=0;d<a.length;d++)c.appendChild(a[d](c))}))}})();(function(){Sidebar.prototype.addPidPalette=function(a,c){this.setCurrentSearchEntryLibrary("pid","pidInstruments");this.addPidInstrumentsPalette();this.setCurrentSearchEntryLibrary("pid","pidMisc");this.addPidMiscPalette();this.setCurrentSearchEntryLibrary("pid","pidValves");this.addPidValvesPalette();this.setCurrentSearchEntryLibrary("pid","pidCompressors");this.addPidCompressorsPalette();this.setCurrentSearchEntryLibrary("pid","pidEngines");this.addPidEnginesPalette();this.setCurrentSearchEntryLibrary("pid", -"pidFilters");this.addPidFiltersPalette();this.setCurrentSearchEntryLibrary("pid","pidFlow Sensors");this.addPidFlowSensorsPalette();this.setCurrentSearchEntryLibrary("pid","pidPiping");this.addPidPipingPalette();for(var d="Instruments;Misc;Valves;Compressors;Engines;Filters;Flow Sensors;Piping".split(";"),b=0;b<a.length;b++)0>mxUtils.indexOf(d,a[b])&&(this.setCurrentSearchEntryLibrary("pid","pid"+a[b]),this.addStencilPalette("pid"+a[b],"Proc. Eng. / "+a[b],c+"/pid/"+a[b].toLowerCase().replace(" ", -"_")+".xml",";html=1;pointerEvents=1;align=center;"+mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;dashed=0;",null,null,null,null,null,"pid"));this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addPidInstrumentsPalette=function(){var a="html=1;outlineConnect=0;align=center;dashed=0;aspect=fixed;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2",c="html=1;outlineConnect=0;align=center;dashed=0;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2";this.addPaletteFunctions("pidInstruments", -"Proc. Eng. / Instruments",!1,[this.createVertexTemplateEntry(a+"inst.discInst;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete control room").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=field", -50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete field").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Discrete Instrument (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst", -"pid process instrumentation engineering instrument engineering discrete local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display room").join(" ")), -this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs field").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=inaccessible", -50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Shared Control/Display in DCS (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst", -"compFunc","pid process instrumentation engineering instrument engineering computer function control room").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function field").join(" ")), -this.createVertexTemplateEntry(a+"inst.compFunc;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Computer Function (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst", -"progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc room").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc field").join(" ")), -this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=local", -50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:width;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Logic (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering control room").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering field").join(" ")), -this.createVertexTemplateEntry(a+"inst.logic;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', -"Logic (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering local panel").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=inst",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', +"pidFilters");this.addPidFiltersPalette();this.setCurrentSearchEntryLibrary("pid","pidFlow Sensors");this.addPidFlowSensorsPalette();this.setCurrentSearchEntryLibrary("pid","pidPiping");this.addPidPipingPalette();this.setCurrentSearchEntryLibrary("pid","pidCrushers Grinding");this.addPidCrushersGrindingPalette();this.setCurrentSearchEntryLibrary("pid","pidFittings");this.addPidFittingsPalette();this.setCurrentSearchEntryLibrary("pid","pidFittings");this.addPidSeparatorsPalette();for(var d="Instruments;Misc;Valves;Compressors;Engines;Filters;Flow Sensors;Piping;Crushers Grinding;Fittings;Separators".split(";"), +b=0;b<a.length;b++)0>mxUtils.indexOf(d,a[b])&&(this.setCurrentSearchEntryLibrary("pid","pid"+a[b]),this.addStencilPalette("pid"+a[b],"Proc. Eng. / "+a[b],c+"/pid/"+a[b].toLowerCase().replace(" ","_")+".xml",";html=1;pointerEvents=1;align=center;"+mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;dashed=0;",null,null,null,null,null,"pid"));this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addPidInstrumentsPalette=function(){var a="html=1;outlineConnect=0;align=center;dashed=0;aspect=fixed;"+ +mxConstants.STYLE_SHAPE+"=mxgraph.pid2",c="html=1;outlineConnect=0;align=center;dashed=0;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2";this.addPaletteFunctions("pidInstruments","Proc. Eng. / Instruments",!1,[this.createVertexTemplateEntry(a+"inst.discInst;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst", +"discInst","pid process instrumentation engineering instrument engineering discrete control room").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete field").join(" ")), +this.createVertexTemplateEntry(a+"inst.discInst;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Discrete Instrument (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.discInst;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', +"Discrete Instrument (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","discInst","pid process instrumentation engineering instrument engineering discrete local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst", +"sharedCont","pid process instrumentation engineering instrument engineering shared control display room").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs field").join(" ")), +this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs inaccessible").join(" ")),this.createVertexTemplateEntry(a+"inst.sharedCont;mounting=local", +50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Shared Control/Display in DCS (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","sharedCont","pid process instrumentation engineering instrument engineering shared control display dcs local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', +"Computer Function (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function control room").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc", +"pid process instrumentation engineering instrument engineering computer function field").join(" ")),this.createVertexTemplateEntry(a+"inst.compFunc;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function inaccessible").join(" ")), +this.createVertexTemplateEntry(a+"inst.compFunc;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Computer Function (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","compFunc","pid process instrumentation engineering instrument engineering computer function local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=room",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', +"Programmable Logic Control (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc room").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst", +"progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc field").join(" ")),this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc inaccessible").join(" ")), +this.createVertexTemplateEntry(a+"inst.progLogCont;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:width;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Programmable Logic Control (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","progLogCont","pid process instrumentation engineering instrument engineering programmable logic control plc local panel").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=room", +50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (control room)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering control room").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=field",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ', +"Logic (field)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering field").join(" ")),this.createVertexTemplateEntry(a+"inst.logic;mounting=inaccessible",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (inaccessible)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering inaccessible").join(" ")), +this.createVertexTemplateEntry(a+"inst.logic;mounting=local",50,50,'<table cellpadding="4" cellspacing="0" border="0" style="font-size:1em;width:100%;height:100%;"><tr><td>TI</td></tr><tr><td>##</td></table> ',"Logic (local panel)",null,null,this.getTagsForStencil("mxgraph.pid2inst","logic","pid process instrumentation engineering instrument engineering local panel").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=inst",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', "Indicator (Instrument)",null,null,this.getTagsForStencil("mxgraph.pid2inst","indicator","pid process instrumentation engineering instrument engineering indicator").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=ctrl",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', "Indicator (Control)",null,null,this.getTagsForStencil("mxgraph.pid2inst","indicator","pid process instrumentation engineering instrument engineering indicator control").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=func",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', "Indicator (Function)",null,null,this.getTagsForStencil("mxgraph.pid2inst","indicator","pid process instrumentation engineering instrument engineering indicator function").join(" ")),this.createVertexTemplateEntry(c+"inst.indicator;mounting=room;overflow=fill;indType=plc",50,100,'<table cellpadding="0" cellspacing="0" style="font-size:1em;width:100%;height:100%;"><tr><td align="center" height="25">TI</td></tr><tr><td align="center" height="25">##</td></tr><tr><td align="center" valign="bottom"></td></tr></table>', @@ -9421,33 +9421,58 @@ mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.f "turbine","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"ultrasonic;",50,50,"","Ultrasonic",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors","ultrasonic","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"v-cone;",50,50,"","V-cone",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors","v-cone","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"venturi;",50,40,"","Venturi",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors", "venturi","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"vortex;",50,50,"","Vortex",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors","vortex","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"wedge;",50,50,"","Wedge",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors","wedge","process instrumentation sensor ").join(" ")),this.createVertexTemplateEntry(a+"weir;",50,50,"","Weir",null,null,this.getTagsForStencil("mxgraph.pid.flow_sensors", "weir","process instrumentation sensor ").join(" "))])};Sidebar.prototype.addPidPipingPalette=function(){var a="html=1;dashed=0;outlineConnect=0;align=center;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.piping.",c=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.piping.";this.addPaletteFunctions("pidPiping","Proc. Eng. / Piping",!1,[this.createVertexTemplateEntry(c+"basket_strainer;",50,45,"", -"Basket Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","basket_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"blank;",20,60,"","Blank",null,null,this.getTagsForStencil("mxgraph.pid.piping","blank","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"breather;",50,30,"","Breather",null,null,this.getTagsForStencil("mxgraph.pid.piping","breather","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+ -"cap;",10,20,"","Cap",null,null,this.getTagsForStencil("mxgraph.pid.piping","cap","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"closed_figure_8_blind;",20,80,"","Closed Figure 8 Blind",null,null,this.getTagsForStencil("mxgraph.pid.piping","closed_figure_8_blind","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"concentric_reducer;",20,20,"","Concentric Reducer",null,null,this.getTagsForStencil("mxgraph.pid.piping","concentric_reducer", -"process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"cone_strainer;",30,30,"","Cone Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","cone_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"damper;",50,20,"","Damper",null,null,this.getTagsForStencil("mxgraph.pid.piping","damper","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"desuper_heater;",50,50,"DS","Desuper Heater",null,null,this.getTagsForStencil("mxgraph.pid.piping", +"Basket Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","basket_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"blank2;",20,60,"","Blank",null,null,this.getTagsForStencil("mxgraph.pid.piping","blank","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"breather;",50,30,"","Breather",null,null,this.getTagsForStencil("mxgraph.pid.piping","breather","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+ +"cap;",10,20,"","Cap",null,null,this.getTagsForStencil("mxgraph.pid.piping","cap","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"closed_figure_8_blind2;",20,80,"","Closed Figure 8 Blind",null,null,this.getTagsForStencil("mxgraph.pid.piping","closed_figure_8_blind","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"concentric_reducer;",20,20,"","Concentric Reducer",null,null,this.getTagsForStencil("mxgraph.pid.piping","concentric_reducer", +"process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"cone_strainer;",30,30,"","Cone Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","cone_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"damper2;",50,20,"","Damper",null,null,this.getTagsForStencil("mxgraph.pid.piping","damper","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"desuper_heater;",50,50,"DS","Desuper Heater",null,null,this.getTagsForStencil("mxgraph.pid.piping", "desuper_heater","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"detonation_arrestor;",50,20,"D","Detonation Arrestor",null,null,this.getTagsForStencil("mxgraph.pid.piping","detonation_arrestor","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"diverter_valve;pointerEvents=1;",50,35,"","Diverter Valve",null,null,this.getTagsForStencil("mxgraph.pid.piping","diverter_valve","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+ "double_flange;pointerEvents=1;",5,20,"","Double Flange",null,null,this.getTagsForStencil("mxgraph.pid.piping","double_flange","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"duplex_strainer;",50,40,"","Duplex Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","duplex_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"eccentric_reducer;",20,15,"","Eccentric Reducer",null,null,this.getTagsForStencil("mxgraph.pid.piping", -"eccentric_reducer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"excess_flow_valve;",50,25,"","Excess Flow Valve",null,null,this.getTagsForStencil("mxgraph.pid.piping","excess_flow_valve","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"exhaust_head;",50,40,"","Exhaust Head",null,null,this.getTagsForStencil("mxgraph.pid.piping","exhaust_head","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"expansion_joint;", +"eccentric_reducer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"excess_flow_valve2;",50,25,"","Excess Flow Valve",null,null,this.getTagsForStencil("mxgraph.pid.piping","excess_flow_valve","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"exhaust_head;",50,40,"","Exhaust Head",null,null,this.getTagsForStencil("mxgraph.pid.piping","exhaust_head","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"expansion_joint;", 50,20,"","Expansion Joint",null,null,this.getTagsForStencil("mxgraph.pid.piping","expansion_joint","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"flame_arrestor;",50,20,"F","Flame Arrestor",null,null,this.getTagsForStencil("mxgraph.pid.piping","flame_arrestor","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"flange;pointerEvents=1;",5,20,"","Flange",null,null,this.getTagsForStencil("mxgraph.pid.piping","flange","process instrumentation piping ").join(" ")), this.createVertexTemplateEntry(c+"flange_in;pointerEvents=1;",10,20,"","Flange In",null,null,this.getTagsForStencil("mxgraph.pid.piping","flange_in","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"flexible_hose;pointerEvents=1;",50,25,"","Flexible Hose",null,null,this.getTagsForStencil("mxgraph.pid.piping","flexible_hose","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"hose_connection;pointerEvents=1;",20,20,"","Hose Connection",null, null,this.getTagsForStencil("mxgraph.pid.piping","hose_connection","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"in-line_mixer;",50,10,"","In-Line Mixer",null,null,this.getTagsForStencil("mxgraph.pid.piping","in-line_mixer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"in-line_silencer;",50,20,"S","In-Line Silencer",null,null,this.getTagsForStencil("mxgraph.pid.piping","in-line_silencer","process instrumentation piping ").join(" ")), -this.createVertexTemplateEntry(c+"open_figure_8_blind;",20,80,"","Open Figure 8 Blind",null,null,this.getTagsForStencil("mxgraph.pid.piping","open_figure_8_blind","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"orifice_(quick_change);",10,50,"","Orifice (Quick Change)",null,null,this.getTagsForStencil("mxgraph.pid.piping","orifice_(quick_change)","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"plug;",10,10,"","Plug",null,null,this.getTagsForStencil("mxgraph.pid.piping", +this.createVertexTemplateEntry(c+"open_figure_8_blind2;",20,80,"","Open Figure 8 Blind",null,null,this.getTagsForStencil("mxgraph.pid.piping","open_figure_8_blind","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"orifice_(quick_change);",10,50,"","Orifice (Quick Change)",null,null,this.getTagsForStencil("mxgraph.pid.piping","orifice_(quick_change)","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"plug;",10,10,"","Plug",null,null,this.getTagsForStencil("mxgraph.pid.piping", "plug","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"pulsation_dampener;",50,150,"","Pulsation Dampener",null,null,this.getTagsForStencil("mxgraph.pid.piping","pulsation_dampener","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(mxConstants.STYLE_VERTICAL_ALIGN+"=bottom;pointerEvents=1;dashed=0;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.piping.removable_spool;html=1;overflow=fill;",50,30,'<table cellpadding="0" cellspacing="0" style="width:100%;height:100%;"><tr><td valign="bottom" align="center">RS</td></tr></table>', "Removable Spool",null,null,this.getTagsForStencil("mxgraph.pid.piping","removable_spool","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"rotary_valve;pointerEvents=1;",50,20,"","Rotary Valve",null,null,this.getTagsForStencil("mxgraph.pid.piping","rotary_valve","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"spacer;",20,60,"","Spacer",null,null,this.getTagsForStencil("mxgraph.pid.piping","spacer","process instrumentation piping ").join(" ")), this.createVertexTemplateEntry(a+"steam_trap;",50,50,"T","Steam Trap",null,null,this.getTagsForStencil("mxgraph.pid.piping","steam_trap","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"t-type_strainer;",20,35,"","T-Type Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","t-type_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"temporary_strainer;",30,30,"","Temporary Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping", -"temporary_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"vent_silencer;",20,80,"S","Vent Silencer",null,null,this.getTagsForStencil("mxgraph.pid.piping","vent_silencer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"welded_connection;",50,20,"","Welded Connection",null,null,this.getTagsForStencil("mxgraph.pid.piping","welded_connection","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"y-type_strainer;pointerEvents=1;", -50,35,"","Y-Type Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","y-type_strainer","process instrumentation piping ").join(" "))])};Sidebar.prototype.addPidMiscPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;outlineConnect=0;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2",c=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;outlineConnect=0;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+ -"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.misc.";this.addPaletteFunctions("pidMisc","Proc. Eng. / Misc",!1,[this.createVertexTemplateEntry(a+"misc.fan;fanType=common",50,50,"","Fan",null,null,this.getTagsForStencil("mxgraph.pid.misc","fan","process instrumentation ").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=common",50,120,"","Column",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation ").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=tray", -50,120,"","Column (Tray)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=fixed",50,180,"","Column (Fixed Bed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fixed bed").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=fluid",50,120,"","Column (Fluidized Bed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fluidized bed").join(" ")), -this.createVertexTemplateEntry(a+"misc.column;columnType=baffle",50,120,"","Column (Staggered Baffle Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation staggered baffle tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=bubble",50,120,"","Column (Bubble Cap Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation bubble cap tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=valve", -50,120,"","Column (Valve Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation valve tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=nozzle",50,180,"","Column (Fixed Bed, Spray Nozzle)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fixed bed spray nozzle").join(" ")),this.createVertexTemplateEntry(a+"misc.conveyor",200,50,"","Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor", -"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"aerator_with_sparger;",35,100,"","Aerator With Sparger",null,null,this.getTagsForStencil("mxgraph.pid.misc","aerator_with_sparger","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_cooler;",70,20,"","Air Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_filter;",40,65,"","Air Filter",null,null,this.getTagsForStencil("mxgraph.pid.misc", -"air_filter","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_separator;",65.5,106,"","Air Separator",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_separator","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"back_draft_damper;",62,32,"","Back Draft Damper",null,null,this.getTagsForStencil("mxgraph.pid.misc","back_draft_damper","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"bag_filling_machine;",80,100,"","Bag Filling Machine", +"temporary_strainer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(a+"vent_silencer;",20,80,"S","Vent Silencer",null,null,this.getTagsForStencil("mxgraph.pid.piping","vent_silencer","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"welded_connection2;",50,20,"","Welded Connection",null,null,this.getTagsForStencil("mxgraph.pid.piping","welded_connection","process instrumentation piping ").join(" ")),this.createVertexTemplateEntry(c+"y-type_strainer;pointerEvents=1;", +50,35,"","Y-Type Strainer",null,null,this.getTagsForStencil("mxgraph.pid.piping","y-type_strainer","process instrumentation piping ").join(" "))])};Sidebar.prototype.addPidCrushersGrindingPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.crushers_grinding.";this.addPaletteFunctions("pidCrushers Grinding","Proc. Eng. / Crushers Grinding",!1,[this.createVertexTemplateEntry(a+ +"crusher;",100,60,"","Crusher",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crusher_(cone);",100,60,"","Crusher (Cone)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher cone","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crusher_(hammer);",100,60,"","Crusher (Hammer)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding", +"crusher hammer","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crusher_(impact);",100,60,"","Crusher (Impact)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher impact","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crusher_(jaw);",100,60,"","Crusher (Jaw)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher jaw","process instrumentation crushers grinding ").join(" ")), +this.createVertexTemplateEntry(a+"crusher_(roller);",100,60,"","Crusher (Roller)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crusher roller","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"crushing,_grinding_machine;",100,60,"","Crushing, Grinding Machine",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","crushing grinding machine","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+ +"mill,_pulverizer;",100,60,"","Mill, Pulverizer",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","mill pulverizer","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"mill,_pulverizer_(hammer);",100,60,"","Mill, Pulverizer (Hammer)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","mill pulverizer hammer","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"mill,_pulverizer_(impact);",100, +60,"","Mill, Pulverizer (Impact)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","mill pulverizer impact","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"mill_(roller);",100,60,"","Mill (Roller)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding","mill roller","process instrumentation crushers grinding ").join(" ")),this.createVertexTemplateEntry(a+"mill_(vibration)2;",100,60,"","Mill (Vibration)",null,null,this.getTagsForStencil("mxgraph.pid.crushers_grinding", +"mill vibration","process instrumentation crushers grinding ").join(" "))])};Sidebar.prototype.addPidFittingsPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.fittings.";this.addPaletteFunctions("pidFittings","Proc. Eng. / Fittings",!1,[this.createVertexTemplateEntry(a+"blind_disc2;",40,140,"","Blind Disc",null,null,this.getTagsForStencil("mxgraph.pid.fittings","blind disc", +"process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"breakthrough2;",38,100,"","Breakthrough",null,null,this.getTagsForStencil("mxgraph.pid.fittings","breakthrough","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"clamped_flange_coupling;",50,100,"","Clamped Flange Coupling",null,null,this.getTagsForStencil("mxgraph.pid.fittings","clamped flange coupling","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+ +"compensator;",40,80,"","Compensator",null,null,this.getTagsForStencil("mxgraph.pid.fittings","compensator","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"coupling;",50,100,"","Coupling",null,null,this.getTagsForStencil("mxgraph.pid.fittings","coupling","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flame_arrestor;",100,100,"","Flame Arrestor",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor","process instrumentation fittings ").join(" ")), +this.createVertexTemplateEntry(a+"flame_arrestor_(detonation-proof);",100,100,"","Flame Arrestor (Detonation-Proof)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor detonation proof","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flame_arrestor_(explosion-proof);",100,100,"","Flame Arrestor (Explosion-Proof)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor explosion proof)","process instrumentation fittings ").join(" ")), +this.createVertexTemplateEntry(a+"flame_arrestor_(fire-resistant);",100,100,"","Flame Arrestor (Fire-Resistant)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor fire resistant)","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flame_arrestor_(fire-resistant,_detonation-proof);",100,100,"","Flame Arrestor (Fire-Resistant, Detonation-Proof)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flame arrestor fire resistant detonation proof)", +"process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flanged_connection;",20,50,"","Flanged Connection",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flanged connection","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"flanged_dummy_cover;",85,50,"","Flanged Dummy Cover",null,null,this.getTagsForStencil("mxgraph.pid.fittings","flanged dummy cover","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+ +"funnel;",80,140,"","Funnel",null,null,this.getTagsForStencil("mxgraph.pid.fittings","funnel","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"hose;",180,30,"","Hose",null,null,this.getTagsForStencil("mxgraph.pid.fittings","hose","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"injector;",80,40,"","Injector",null,null,this.getTagsForStencil("mxgraph.pid.fittings","injector","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+ +"interchangeable_disc_(blind_disc)2;",40,140,"","Interchangeable Disc (Blind Disc)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","interchangeable disc (blind disc)","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"interchangeable_disc_(open_disc_in_function)2;",40,140,"","Interchangeable Disc (Open Disc In Function)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","interchangeable disc (open disc in function)","process instrumentation fittings ").join(" ")), +this.createVertexTemplateEntry(a+"open_disc;",40,140,"","Open Disc",null,null,this.getTagsForStencil("mxgraph.pid.fittings","open disc","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"orifice_plate2;",40,140,"","Orifice Plate",null,null,this.getTagsForStencil("mxgraph.pid.fittings","orifice plate","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"reducer;",70,50,"","Reducer",null,null,this.getTagsForStencil("mxgraph.pid.fittings","reducer", +"process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"rupture_disc;",50,100,"","Rupture Disc",null,null,this.getTagsForStencil("mxgraph.pid.fittings","rupture disc","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"self-operating_release_valve2;",105,105,"","Self-Operating Release Valve",null,null,this.getTagsForStencil("mxgraph.pid.fittings","self operating release valve","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+ +"silencer;",140,100,"","Silencer",null,null,this.getTagsForStencil("mxgraph.pid.fittings","silencer","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"single_flange;",5,50,"","Single Flange",null,null,this.getTagsForStencil("mxgraph.pid.fittings","single flange","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"strainer;",40,80,"","Strainer",null,null,this.getTagsForStencil("mxgraph.pid.fittings","strainer","process instrumentation fittings ").join(" ")), +this.createVertexTemplateEntry(a+"strainer_(cone);",40,80,"","Strainer (Cone)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","strainer (cone)","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"vent;",80,140,"","Vent",null,null,this.getTagsForStencil("mxgraph.pid.fittings","vent","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"viewing_glass;",100,50,"","Viewing Glass",null,null,this.getTagsForStencil("mxgraph.pid.fittings", +"viewing glass","process instrumentation fittings ").join(" ")),this.createVertexTemplateEntry(a+"viewing_glass_(lighting);",100,100,"","Viewing Glass (Lighting)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","viewing glass (lighting)","process instrumentation fittings ").join(" "))])};Sidebar.prototype.addPidSeparatorsPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+ +"=mxgraph.pid.separators.";this.addPaletteFunctions("pidSeparators","Proc. Eng. / Separators",!1,[this.createVertexTemplateEntry(a+"gravity_separator,_settling_chamber2;",80,120,"","Gravity Separator, Settling Chamber",null,null,this.getTagsForStencil("mxgraph.pid.fittings","gravity settling chamber","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"impact_separator;",80,120,"","Impact Separator",null,null,this.getTagsForStencil("mxgraph.pid.fittings","impact", +"process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator,_sifter2;",80,120,"","Separator, Sifter",null,null,this.getTagsForStencil("mxgraph.pid.fittings","sifter","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator_(cyclone)2;",80,120,"","Separator (Cyclone)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","cyclone","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+ +"separator_(electromagnetic);",80,120,"","Separator (Electromagnetic)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","electromagnetic","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator_(electrostatic_precipitator);",80,120,"","Separator (Electrostatic Precipitator)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","electrostatic precipitator","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+ +"separator_(electrostatic_precipitator,_wet);",80,120,"","Separator (Electrostatic Precipitator, Wet)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","electrostatic precipitator wet)","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator_(permanent_magnet)2;",80,120,"","Separator (Permanent Magnet)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","permanent magnet","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+ +"separator_(venturi_scrubber);",80,120,"","Separator (Venturi Scrubber)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","venturi scrubber","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"separator_(wet_scrubber)2;",80,120,"","Separator (Wet Scrubber)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","wet scrubber","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"solidifier_(closed);",80,120, +"","Solidifier (Closed)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","solidifier closed","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"solidifier_(open);",80,120,"","Solidifier (Open)",null,null,this.getTagsForStencil("mxgraph.pid.fittings","solidifier open","process instrumentation separators separator ").join(" ")),this.createVertexTemplateEntry(a+"spray_scrubber;",80,120,"","Spray Scrubber",null,null,this.getTagsForStencil("mxgraph.pid.fittings", +"spray scrubber","process instrumentation separators separator ").join(" "))])};Sidebar.prototype.addPidMiscPalette=function(){var a=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;outlineConnect=0;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid2",c=mxConstants.STYLE_VERTICAL_LABEL_POSITION+"=bottom;outlineConnect=0;align=center;dashed=0;html=1;"+mxConstants.STYLE_VERTICAL_ALIGN+"=top;"+mxConstants.STYLE_SHAPE+"=mxgraph.pid.misc.";this.addPaletteFunctions("pidMisc", +"Proc. Eng. / Misc",!1,[this.createVertexTemplateEntry(a+"misc.fan;fanType=common",50,50,"","Fan",null,null,this.getTagsForStencil("mxgraph.pid.misc","fan","process instrumentation ").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=common",50,120,"","Column",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation ").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=tray",50,120,"","Column (Tray)",null,null,this.getTagsForStencil("mxgraph.pid.misc", +"column","process instrumentation tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=fixed",50,180,"","Column (Fixed Bed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fixed bed").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=fluid",50,120,"","Column (Fluidized Bed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fluidized bed").join(" ")),this.createVertexTemplateEntry(a+ +"misc.column;columnType=baffle",50,120,"","Column (Staggered Baffle Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation staggered baffle tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=bubble",50,120,"","Column (Bubble Cap Trays)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation bubble cap tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=valve",50,120,"","Column (Valve Trays)", +null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation valve tray").join(" ")),this.createVertexTemplateEntry(a+"misc.column;columnType=nozzle",50,180,"","Column (Fixed Bed, Spray Nozzle)",null,null,this.getTagsForStencil("mxgraph.pid.misc","column","process instrumentation fixed bed spray nozzle").join(" ")),this.createVertexTemplateEntry(a+"misc.conveyor",200,50,"","Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor","process instrumentation ").join(" ")), +this.createVertexTemplateEntry(c+"aerator_with_sparger;",35,100,"","Aerator With Sparger",null,null,this.getTagsForStencil("mxgraph.pid.misc","aerator_with_sparger","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_cooler;",70,20,"","Air Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_filter;",40,65,"","Air Filter",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_filter", +"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"air_separator;",65.5,106,"","Air Separator",null,null,this.getTagsForStencil("mxgraph.pid.misc","air_separator","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"back_draft_damper2;",62,32,"","Back Draft Damper",null,null,this.getTagsForStencil("mxgraph.pid.misc","back_draft_damper","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"bag_filling_machine2;",80,100,"","Bag Filling Machine", null,null,this.getTagsForStencil("mxgraph.pid.misc","bag_filling_machine","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"belt_skimmer;",70,98,"","Belt Skimmer",null,null,this.getTagsForStencil("mxgraph.pid.misc","belt_skimmer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"bin;",100,65,"","Bin",null,null,this.getTagsForStencil("mxgraph.pid.misc","bin","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"boiler_(dome);",100,120, "","Boiler (Dome)",null,null,this.getTagsForStencil("mxgraph.pid.misc","boiler_(dome)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"boiler_(dome,_hot_liquid);",100,120,"","Boiler (Dome, Hot Liquid)",null,null,this.getTagsForStencil("mxgraph.pid.misc","boiler_(dome,_hot_liquid)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"box_truck;",120,80,"","Box Truck",null,null,this.getTagsForStencil("mxgraph.pid.misc","box_truck","process instrumentation ").join(" ")), this.createVertexTemplateEntry(c+"bucket_elevator;",65,200,"","Bucket Elevator",null,null,this.getTagsForStencil("mxgraph.pid.misc","bucket_elevator","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"chiller;",155,115,"","Chiller",null,null,this.getTagsForStencil("mxgraph.pid.misc","chiller","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"combustion_chamber;",130,100,"","Combustion Chamber",null,null,this.getTagsForStencil("mxgraph.pid.misc","combustion_chamber", -"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor;",200,60,"","Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt);",200,50,"","Conveyor (Belt)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt,_closed);",240,80,"","Conveyor (Belt, Closed)",null,null, -this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt,_closed,_reversible);",240,80,"","Conveyor (Belt, Closed, Reversible)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt,_closed,_reversible)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(chain,_closed);",240,80,"","Conveyor (Chain, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc", -"conveyor_(chain,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(screw,_closed);",220,80,"","Conveyor (Screw, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(screw,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(vibrating,_closed);",240,80,"","Conveyor (Vibrating, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(vibrating,_closed)","process instrumentation ").join(" ")), +"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor2;",200,60,"","Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt);",200,50,"","Conveyor (Belt)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt,_closed);",240,80,"","Conveyor (Belt, Closed)",null,null, +this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(belt,_closed,_reversible)2;",240,80,"","Conveyor (Belt, Closed, Reversible)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(belt,_closed,_reversible)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(chain,_closed);",240,80,"","Conveyor (Chain, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc", +"conveyor_(chain,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(screw,_closed);",220,80,"","Conveyor (Screw, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(screw,_closed)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"conveyor_(vibrating,_closed)2;",240,80,"","Conveyor (Vibrating, Closed)",null,null,this.getTagsForStencil("mxgraph.pid.misc","conveyor_(vibrating,_closed)","process instrumentation ").join(" ")), this.createVertexTemplateEntry(c+"cooler;",85,90,"","Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower",100,120,"","Cooling Tower",null,null,this.getTagsForStencil("mxgraph.pid.misc","cooling_tower","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(dry,_forced_draught);",100,120,"","Cooling Tower (Dry, Forced Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc", "cooling_tower_(dry,_forced_draught)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(dry,_induced_draught);",100,120,"","Cooling Tower (Dry, Induced Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc","cooling_tower_(dry,_induced_draught)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(dry,_natural_draught);",100,120,"","Cooling Tower (Dry, Natural Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc", "cooling_tower_(dry,_natural_draught)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(wet,_forced_draught);",100,120,"","Cooling Tower (Wet, Forced Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc","cooling_tower_(wet,_forced_draught)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"cooling_tower_(wet,_induced_draught);",100,120,"","Cooling Tower (Wet, Induced Draught)",null,null,this.getTagsForStencil("mxgraph.pid.misc", @@ -9460,20 +9485,21 @@ this.createVertexTemplateEntry(c+"fan_2;",58,8,"","Fan 2",null,null,this.getTags "flexible_pipe","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"forced_flow_air_cooler;",70,30,"","Forced Flow Air Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","forced_flow_air_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"forklift_(manual);",140,100,"","Forklift (Manual)",null,null,this.getTagsForStencil("mxgraph.pid.misc","forklift_(manual)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"forklift_(truck);", 140,100,"","Forklift (Truck)",null,null,this.getTagsForStencil("mxgraph.pid.misc","forklift_(truck)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"funnel;pointerEvents=1;",40,80,"","Funnel",null,null,this.getTagsForStencil("mxgraph.pid.misc","funnel","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"gas_flare;",60,100,"","Gas Flare",null,null,this.getTagsForStencil("mxgraph.pid.misc","gas_flare","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+ "induced_flow_air_cooler;",93,30,"","Induced Flow Air Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","induced_flow_air_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"industrial_truck;pointerEvents=1;",120,20,"","Industrial Truck",null,null,this.getTagsForStencil("mxgraph.pid.misc","industrial_truck","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"lift;",100,100,"","Lift",null,null,this.getTagsForStencil("mxgraph.pid.misc","lift", -"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"loading_arm;pointerEvents=1;",120,80,"","Loading Arm",null,null,this.getTagsForStencil("mxgraph.pid.misc","loading_arm","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"mixer;",80,100,"","Mixer",null,null,this.getTagsForStencil("mxgraph.pid.misc","mixer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"palletizer;",80,100,"","Palletizer",null,null,this.getTagsForStencil("mxgraph.pid.misc", +"process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"loading_arm;pointerEvents=1;",120,80,"","Loading Arm",null,null,this.getTagsForStencil("mxgraph.pid.misc","loading_arm","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"mixer;",80,100,"","Mixer",null,null,this.getTagsForStencil("mxgraph.pid.misc","mixer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"palletizer2;",80,100,"","Palletizer",null,null,this.getTagsForStencil("mxgraph.pid.misc", "palletizer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"protective_palette_covering;",80,100,"","Protective Palette Covering",null,null,this.getTagsForStencil("mxgraph.pid.misc","protective_palette_covering","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"roller_conveyor;",160,20,"","Roller Conveyor",null,null,this.getTagsForStencil("mxgraph.pid.misc","roller_conveyor","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"rolling_bin;", 100,65,"","Rolling Bin",null,null,this.getTagsForStencil("mxgraph.pid.misc","rolling_bin","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"rotary_screen;",100,65,"","Rotary Screen",null,null,this.getTagsForStencil("mxgraph.pid.misc","rotary_screen","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer;",80,120,"","Screening Device, Sieve, Strainer",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer", "process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(basket_reel);",80,180,"","Screening Device, Sieve, Strainer (Basket Reel)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(basket_reel)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(coarse_and_fine_screens);",80,120,"","Screening Device, Sieve, Strainer (Coarse and Fine Screens)",null,null, this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(coarse_and_fine_screens)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(coarse_rake);",80,120,"","Screening Device, Sieve, Strainer (Coarse Rake)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(coarse_rake)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(fine_rake);", 80,120,"","Screening Device, Sieve, Strainer (Fine Rake)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(fine_rake)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"screening_device,_sieve,_strainer_(rotating_drum)",80,120,"","Screening Device, Sieve, Strainer (Rotating Drum)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(rotating_drum)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+ -"screening_device,_sieve,_strainer_(vibrating);",80,120,"","Screening Device, Sieve, Strainer (Vibrating)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(vibrating)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"ship",105,60,"","Ship",null,null,this.getTagsForStencil("mxgraph.pid.misc","ship","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"silencer;",100,30,"","Silencer",null,null,this.getTagsForStencil("mxgraph.pid.misc", +"screening_device,_sieve,_strainer_(vibrating)2;",80,120,"","Screening Device, Sieve, Strainer (Vibrating)",null,null,this.getTagsForStencil("mxgraph.pid.misc","screening_device,_sieve,_strainer_(vibrating)","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"ship",105,60,"","Ship",null,null,this.getTagsForStencil("mxgraph.pid.misc","ship","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"silencer;",100,30,"","Silencer",null,null,this.getTagsForStencil("mxgraph.pid.misc", "silencer","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"spraying_device;pointerEvents=1;",60,20,"","Spraying Device",null,null,this.getTagsForStencil("mxgraph.pid.misc","spraying_device","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"spray_cooler;",100,120,"","Spray Cooler",null,null,this.getTagsForStencil("mxgraph.pid.misc","spray_cooler","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"stack,_chimney;",60,100,"","Stack, Chimney", -null,null,this.getTagsForStencil("mxgraph.pid.misc","stack,_chimney","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"steam_trap;",53,53,"","Steam Trap",null,null,this.getTagsForStencil("mxgraph.pid.misc","steam_trap","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"tank_car,_tank_wagon;",127,80,"","Tank Car, Tank Wagon",null,null,this.getTagsForStencil("mxgraph.pid.misc","tank_car,_tank_wagon","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+ +null,null,this.getTagsForStencil("mxgraph.pid.misc","stack,_chimney","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"steam_trap2;",53,53,"","Steam Trap",null,null,this.getTagsForStencil("mxgraph.pid.misc","steam_trap","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+"tank_car,_tank_wagon;",127,80,"","Tank Car, Tank Wagon",null,null,this.getTagsForStencil("mxgraph.pid.misc","tank_car,_tank_wagon","process instrumentation ").join(" ")),this.createVertexTemplateEntry(c+ "viewing_glass;",80,50,"","Viewing Glass",null,null,this.getTagsForStencil("mxgraph.pid.misc","viewing_glass","process instrumentation ").join(" "))])}})();(function(){Sidebar.prototype.addRackPalette=function(a,c){for(var d=0;d<a.length;d++)"general"===a[d].toLowerCase()?(this.setCurrentSearchEntryLibrary("rack","rackGeneral"),this.addRackGeneralPalette()):"f5"===a[d].toLowerCase()?(this.setCurrentSearchEntryLibrary("rack","rackF5"),this.addRackF5Palette()):"dell"===a[d].toLowerCase()?(this.setCurrentSearchEntryLibrary("rack","rackDell"),this.addRackDellPalette()):"hpe aruba gateways controllers"===a[d].toLowerCase()?this.addRackHPEArubaGatewaysControllersPalette(): "hpe aruba security"===a[d].toLowerCase()?this.addRackHPEArubaSecurityPalette():"hpe aruba switches"===a[d].toLowerCase()?this.addRackHPEArubaSwitchesPalette():(this.setCurrentSearchEntryLibrary("rack","rack"+a[d]),this.addStencilPalette("rack"+a[d],"Rack / "+a[d],c+"/rack/"+a[d].toLowerCase()+".xml",";html=1;labelPosition=right;align=left;spacingLeft=15;dashed=0;shadow=0;fillColor=#ffffff;",null,null,null,null,null,"rack"));this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addRackGeneralPalette= -function(){this.addPaletteFunctions("rackGeneral","Rack / General",!1,[this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.rackCabinet;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;",180,219,"","Rack Cabinet",null,null,"rack equipment general cabinet"), -this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.rackCabinet;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;",204,219,"","Numbered Rack Cabinet",null,null,"rack equipment general cabinet numbered"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;text;", -160,15,"","Spacing",null,null,"rack equipment general spacing"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.plate;fillColor=#e8e8e8;",160,15,"","Cover Plate",null,null,"rack equipment general cover plate"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rack.general.1u_rack_server;", +function(){this.addPaletteFunctions("rackGeneral","Rack / General",!1,[this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.container;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;",180,228.6,"","Rack Cabinet",null,null,"rack equipment general cabinet"), +this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.container;fillColor2=#f4f4f4;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;",210,228.6,"","Numbered Rack Cabinet",null,null,"rack equipment general cabinet numbered"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.container;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=9;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=off;", +180,228.6,"","Rack Cabinet",null,null,"rack equipment general cabinet"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;outlineConnect=0;shadow=0;dashed=0;shape=mxgraph.rackGeneral.container;container=1;collapsible=0;childLayout=rack;allowGaps=1;marginLeft=33;marginRight=9;marginTop=21;marginBottom=22;textColor=#666666;numDisp=ascend;",210,228.6,"","Numbered Rack Cabinet",null,null,"rack equipment general cabinet numbered"), +this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;text;",160,15,"","Spacing",null,null,"rack equipment general spacing"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.plate;fillColor=#e8e8e8;",160,15,"","Cover Plate",null,null,"rack equipment general cover plate"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rack.general.1u_rack_server;", 160,15,"","Server",null,null,"rack equipment general server"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.horCableDuct;",160,15,"","Horizontal Cable Duct",null,null,"rack equipment general horizontal cable duct"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.horRoutingBank;", 160,20,"","Horizontal Routing Bank",null,null,"rack equipment general horizontal routing bank"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.neatPatch;",160,30,"","Neat-Patch",null,null,"rack equipment general neat patch"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.shelf;container=1;collapsible=0", 160,15,"","Shelf",null,null,"rack equipment general shelf"),this.createVertexTemplateEntry("strokeColor=#666666;html=1;labelPosition=right;align=left;spacingLeft=15;shadow=0;dashed=0;outlineConnect=0;shape=mxgraph.rackGeneral.channelBase;",200,30,"","Channel Base",null,null,"rack equipment general channel base"),this.createVertexTemplateEntry("shape=mxgraph.rackGeneral.cabinetLeg;html=1;shadow=0;dashed=0;fillColor=#444444;strokeColor=#444444;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;", @@ -9966,22 +9992,21 @@ e.vertex=!0;b.insert(e);var f=new mxCell("State2",new mxGeometry(30,10,80,30),"h e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"State")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=1;",140,40,"State1","State",null,null,"uml state"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;",140,40,"State","State",null,null,"uml state"),this.createVertexTemplateEntry("shape=folder;align=center;verticalAlign=middle;fontStyle=0;tabWidth=100;tabHeight=30;tabPosition=left;html=1;boundedLbl=1;labelInHeader=1;rounded=1;absoluteArcSize=1;arcSize=10;", 140,90,"State1","State",null,null,"uml state"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;",140,40,"State1, State2, ...","State",null,null,"uml state"),this.createVertexTemplateEntry("shape=umlState;rounded=1;verticalAlign=top;spacingTop=5;umlStateSymbol=collapseState;absoluteArcSize=1;arcSize=10;",140,60,"State1","State",null,null,"uml state"),this.addEntry("uml state entry point",function(){var b=new mxCell("State1",new mxGeometry(40, 0,140,50),"shape=umlState;rounded=1;verticalAlign=middle;align=center;absoluteArcSize=1;arcSize=10;umlStateConnection=connPointRefEntry;boundedLbl=1;");b.vertex=!0;var e=new mxCell("Entry1",new mxGeometry(0,40,50,20),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],180,60,"State with entry point")}),this.addEntry("uml state exit point",function(){var b=new mxCell("State1",new mxGeometry(40,0,140,50),"shape=umlState;rounded=1;verticalAlign=middle;spacingTop=0;absoluteArcSize=1;arcSize=10;umlStateConnection=connPointRefExit;boundedLbl=1;"); -b.vertex=!0;var e=new mxCell("Exit1",new mxGeometry(0,40,50,20),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],180,60,"State with exit point")}),this.createVertexTemplateEntry("ellipse;fillColor=#000000;strokeColor=none;",30,30,"","Initial preudostate / node",null,null,"uml initial pseudostate"),this.createVertexTemplateEntry("ellipse;html=1;shape=endState;fillColor=strokeColor;",30,30,"","Final state / node",null,null,"uml final state"), -this.createVertexTemplateEntry("ellipse;fillColor=#ffffff;strokeColor=#000000;",30,30,"H","Shallow History",null,null,"uml shallow history pseudostate"),this.createVertexTemplateEntry("ellipse;fillColor=#ffffff;strokeColor=#000000;",30,30,"H*","Deep History",null,null,"uml deep history pseudostate"),this.createVertexTemplateEntry("ellipse;fillColor=#ffffff;strokeColor=#000000;",30,30,"","Entry Point",null,null,"uml entry point pseudostate"),this.createVertexTemplateEntry("shape=sumEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;", -30,30,"","Exit Point / Flow Final Node",null,null,"uml exit point pseudostate"),this.createVertexTemplateEntry("ellipse;fillColor=#000000;strokeColor=none;",20,20,"","Junction",null,null,"uml junction pseudostate"),this.createVertexTemplateEntry("rhombus;",30,30,"","Choice / Merge Node / Decision Node",null,null,"uml choice pseudostate merge decision node"),this.createVertexTemplateEntry("shape=umlDestroy;",30,30,"","Terminate",null,null,"uml terminate pseudostate"),this.createVertexTemplateEntry("html=1;points=[];perimeter=orthogonalPerimeter;fillColor=#000000;strokeColor=none;", -5,80,"","Join/Fork Node",null,null,"uml join fork pseudostate"),this.createVertexTemplateEntry("text;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;",140,40,"OpaqueAction1 spec.","Opaque Action",null,null,"uml opaque action"),this.createVertexTemplateEntry("html=1;shape=mxgraph.infographic.ribbonSimple;notch1=20;notch2=0;align=center;verticalAlign=middle;fontSize=14;fontStyle=0;flipH=1;fillColor=#FFFFFF;",160,40,"Trigger1 spec.","Trigger",null,null,"uml trigger"), -this.createVertexTemplateEntry("html=1;shape=mxgraph.infographic.ribbonSimple;notch1=0;notch2=20;align=center;verticalAlign=middle;fontSize=14;fontStyle=0;fillColor=#FFFFFF;",160,40,"SendSignalAction1","Send Signal Action",null,null,"uml send signal action"),this.createVertexTemplateEntry("html=1;align=right;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=50;dashed=0;spacingTop=10;spacingRight=30;",300,160,"<<singleExecution>>","Single Execution",null,null,"uml single execution"), -this.addEntry("uml parameter",function(){var b=new mxCell("",new mxGeometry(0,10,30,30),"fillColor=#ffffff;strokeColor=#000000;");b.vertex=!0;var e=new mxCell("Parameter1 spec.",new mxGeometry(40,0,100,20),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);var f=new mxCell("",new mxGeometry(50,25,30,15),"triangle;whiteSpace=wrap;html=1;direction=north;");f.vertex=!0;b.insert(f);return a.createVertexTemplateFromCells([b,e,f],140,40,"Parameter")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=top;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;", -140,40,"Action1","Action",null,null,"uml action"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;rounded=1;absoluteArcSize=1;arcSize=10;dashed=0;",140,70,"<<external>><br>Action1<br>(partition1)","Activity Partition",null,null,"uml activity partition"),this.addEntry("uml object node",function(){var b=new mxCell("ObjectNode1<br><br>[State1, State2...]",new mxGeometry(0,0,140,60),"html=1;align=center;verticalAlign=middle;rounded=0;absoluteArcSize=1;arcSize=10;dashed=0;"); -b.vertex=!0;var e=new mxCell("{annotation1}",new mxGeometry(0,60,140,30),"text;verticalAlign=middle;align=center;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b,e],140,90,"Object Node")}),this.addEntry("uml activity parameter node",function(){var b=new mxCell("Parameter1 spec.",new mxGeometry(0,0,140,60),"html=1;align=center;verticalAlign=middle;rounded=0;absoluteArcSize=1;arcSize=10;dashed=0;");b.vertex=!0;var e=new mxCell("{stream}",new mxGeometry(0,60,140,30),"text;verticalAlign=middle;align=center;"); 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mxGeometry(0,0,0,0),"endArrow=none;html=1;endSize=12;startArrow=none;startSize=14;startFill=0;edgeStyle=orthogonalEdgeStyle;align=center;verticalAlign=bottom;endFill=0;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.geometry.x=0;b.geometry.y=3; b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Time constraint")}),this.addEntry("duration constraint",function(){var b=new mxCell("{Duration constraint 1}",new mxGeometry(0,0,0,0),"endArrow=open;html=1;endSize=12;startArrow=open;startSize=14;startFill=0;edgeStyle=orthogonalEdgeStyle;align=center;verticalAlign=bottom;endFill=0;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.geometry.x=0;b.geometry.y=3;b.edge= !0;return a.createEdgeTemplateFromCells([b],160,0,"Duration constraint")}),this.addEntry("uml classifier",function(){var b=new mxCell("",new mxGeometry(0,0,180,120),"shape=ellipse;container=1;horizontal=1;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;html=1;dashed=0;collapsible=0;");b.vertex=!0;var e=new mxCell("UseCase1",new mxGeometry(0,0,180,30),"html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;rotatable=0;");e.vertex=!0;b.insert(e);e=new mxCell("",new mxGeometry(9, -30,162,10),"line;strokeWidth=1;fillColor=none;rotatable=0;labelPosition=right;points=[];portConstraint=eastwest;dashed=0;resizeWidth=1;");e.vertex=!0;b.insert(e);e=new mxCell("extension points",new mxGeometry(0,40,180,30),"text;html=1;align=center;verticalAlign=middle;rotatable=0;");e.vertex=!0;b.insert(e);e=new mxCell("Extension point 1",new mxGeometry(0,70,180,30),"text;html=1;align=left;verticalAlign=middle;rotatable=0;spacingLeft=25;");e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b], -b.geometry.width,b.geometry.height,"Classifier")}),this.addEntry("uml extension point 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a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Extension Point Classifier")}),this.createVertexTemplateEntry("shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;",30,60,"Actor","Actor",!1,null,"uml actor"),this.createVertexTemplateEntry("text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;",160,70,"<<actor>><br><br><b>Actor1</b>","Actor",null,null,"uml actor"),this.addEntry("extension point extend", -function(){var b=new mxCell("Extension point 1",new mxGeometry(0,0,140,60),"shape=note2;boundedLbl=1;whiteSpace=wrap;html=1;size=25;verticalAlign=top;align=left;spacingLeft=5;");b.vertex=!0;var e=new mxCell("Extend condition 1",new mxGeometry(0,0,b.geometry.width,25),"resizeWidth=1;part=1;strokeColor=none;fillColor=none;align=left;spacingLeft=5;");e.geometry.relative=!0;e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Extension")}),this.addEntry("deployment target diagram", +30,162,10),"line;strokeWidth=1;fillColor=none;rotatable=0;labelPosition=right;points=[];portConstraint=eastwest;dashed=0;resizeWidth=1;");e.vertex=!0;b.insert(e);e=new mxCell("extension points",new mxGeometry(0,40,180,30),"text;html=1;align=center;verticalAlign=middle;rotatable=0;fillColor=none;strokeColor=none;");e.vertex=!0;b.insert(e);e=new mxCell("Extension point 1",new mxGeometry(0,70,180,30),"text;html=1;align=left;verticalAlign=middle;rotatable=0;spacingLeft=25;fillColor=none;strokeColor=none;"); +e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Classifier")}),this.addEntry("uml extension point classifier",function(){var b=new mxCell("",new mxGeometry(0,0,160,88),"fontStyle=1;align=center;verticalAlign=top;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;marginBottom=0;");b.vertex=!0;var e=new mxCell("UseCase1",new mxGeometry(0,0,160,30),"html=1;align=left;spacingLeft=4;verticalAlign=middle;strokeColor=none;fillColor=none;fontStyle=1"); +e.vertex=!0;b.insert(e);var f=new mxCell("",new mxGeometry(1,0,20,16),"shape=ellipse;");f.vertex=!0;f.geometry.relative=!0;f.geometry.offset=new mxPoint(-25,7);e.insert(f);b.insert(c.clone());e=new mxCell("extension points",new mxGeometry(0,0,160,25),"html=1;align=center;spacingLeft=4;verticalAlign=top;strokeColor=none;fillColor=none;");e.vertex=!0;b.insert(e);e=new mxCell("Extension point 1",new mxGeometry(0,0,160,25),"html=1;align=left;spacingLeft=4;verticalAlign=top;strokeColor=none;fillColor=none;"); +e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Extension Point Classifier")}),this.createVertexTemplateEntry("shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;",30,60,"Actor","Actor",!1,null,"uml actor"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;dashed=0;",160,70,"<<actor>><br><br><b>Actor1</b>","Actor",null,null,"uml actor"),this.addEntry("extension point extend",function(){var b= +new mxCell("Extension point 1",new mxGeometry(0,0,140,60),"shape=note2;boundedLbl=1;whiteSpace=wrap;html=1;size=25;verticalAlign=top;align=left;spacingLeft=5;");b.vertex=!0;var e=new mxCell("Extend condition 1",new mxGeometry(0,0,b.geometry.width,25),"resizeWidth=1;part=1;strokeColor=none;fillColor=none;align=left;spacingLeft=5;");e.geometry.relative=!0;e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Extension")}),this.addEntry("deployment target diagram", function(){var b=new mxCell("DeploymentTarget1",new mxGeometry(0,0,130,140),"verticalAlign=top;align=left;shape=cube;size=10;direction=south;fontStyle=0;html=1;boundedLbl=1;spacingLeft=5;");b.vertex=!0;var e=new mxCell("Node1",new mxGeometry(0,0,100,80),"verticalAlign=top;align=center;shape=cube;size=10;direction=south;html=1;boundedLbl=1;spacingLeft=5;");e.geometry.relative=!0;e.geometry.offset=new mxPoint(10,50);e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width, -b.geometry.height,"Deployment")}),this.createVertexTemplateEntry("text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;",180,60,"<<deployment spec>><br><br><b>Deployment1</b>","Deployment Specification",null,null,"uml deployment specification"),this.createVertexTemplateEntry("text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;",180,60,"<<artifact>><br><br><b>Artifact1</b>","Artifact",null,null, -"uml artifact"),this.addEntry("information item",function(){var b=new mxCell("InformationItem1",new mxGeometry(0,0,200,50),"align=left;spacingLeft=10;html=1;dashed=0;");b.vertex=!0;var e=new mxCell("",new mxGeometry(1,.5,30,20),"shape=triangle;fillColor=strokeColor;");e.geometry.relative=!0;e.geometry.offset=new mxPoint(-45,-10);e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Information item")}),this.addEntry("template binding",function(){var b= -new mxCell("<<bind>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Binding1 information",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex= -!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Template Binding")}),this.createEdgeTemplateEntry("endArrow=circlePlus;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;labelBackgroundColor=none;",160,0,"","Inner class",null,"inner class"),this.createEdgeTemplateEntry("endArrow=open;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;",160,0,"<<keyword>>","Element / Package Merge / Package Import, Substitution", -null,"element package import substitution merge"),this.createEdgeTemplateEntry("endArrow=none;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;dashPattern=10 10;",160,0,"{constraint spec.}","Constraint",null,"constraint"),this.addEntry("dependency",function(){var b=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;"); -b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Dependency1",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Dependency")}),this.addEntry("dependency",function(){var b=new mxCell("",new mxGeometry(68,38,4,4),"ellipse;resizable=0;aspect=fixed;fillColor=strokeColor;"); -b.vertex=!0;var e=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;spacingBottom=35;");e.geometry.setTerminalPoint(new mxPoint(0,0),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);var f=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;dashed=1;endFill=0;labelBackgroundColor=none;spacingTop=35;"); -f.geometry.setTerminalPoint(new mxPoint(0,80),!0);f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!1);var g=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;spacingBottom=35;");g.geometry.setTerminalPoint(new mxPoint(140,0),!1);g.geometry.relative=!0;g.edge=!0;b.insertEdge(g,!0);var h=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;dashed=1;endFill=0;labelBackgroundColor=none;spacingTop=35;"); -h.geometry.setTerminalPoint(new mxPoint(140,80),!1);h.geometry.relative=!0;h.edge=!0;b.insertEdge(h,!0);return a.createEdgeTemplateFromCells([b,e,f,g,h],140,80,"Dependency")}),this.createEdgeTemplateEntry("endArrow=block;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;",160,0,"","Realization",null,"realization"),this.addEntry("generalization set",function(){var b=new mxCell("GeneralizationSet1",new mxGeometry(0,0,0,0),"endArrow=block;html=1;rounded=0;align=center;verticalAlign=bottom;endFill=0;labelBackgroundColor=none;endSize=8;"); -b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell(":powertype {constraint1}",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Generalization Set")}),this.createEdgeTemplateEntry("endArrow=none;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=3;", -160,0,"","Association / Connector / Instance Specification / Property / Connector End",null,"association connector instance specification property connector end"),this.createEdgeTemplateEntry("endArrow=open;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;",160,0,"","Association / Connector / Instance Specification / Property / Connector End / Navigability notation",null,"association connector instance specification property connector end navigability notation"), -this.addEntry("association connector instance specification property connector end",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;startArrow=oval;startFill=1;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Association / Connector / Instance Specification / Property / Connector End")}), -this.createEdgeTemplateEntry("endArrow=none;startArrow=sysMLx;endFill=0;startFill=0;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;",160,0,"","Association / Connector / Instance Specification / Property / Connector End / Non-Navigability notation",null,"association connector instance specification property connector end non navigability notation"),this.createEdgeTemplateEntry("endArrow=none;startArrow=diamondThin;endFill=0;startFill=0;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;endSize=8;", -160,0,"","Association / Connector / Instance Specification / Property / Connector End / Shared Association",null,"association connector instance specification property connector end shared"),this.createEdgeTemplateEntry("endArrow=none;startArrow=diamondThin;endFill=0;startFill=1;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;endSize=8;",160,0,"","Association / Connector / Instance Specification / Property / Connector End / Composite Association",null,"association connector instance specification property connector end composite"), -this.addEntry("association instance specification connector",function(){var b=new mxCell("",new mxGeometry(60,0,20,20),"rhombus;aspect=fixed;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.setTerminalPoint(new mxPoint(0,10),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);var f=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;"); -f.geometry.setTerminalPoint(new mxPoint(140,10),!1);f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);return a.createEdgeTemplateFromCells([b,e,f],140,20,"Association / Instance Secification")}),this.addEntry("association instance specification connector",function(){var b=new mxCell("",new mxGeometry(65,0,6,12),"triangle;aspect=fixed;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;"); -e.geometry.setTerminalPoint(new mxPoint(0,22),!0);e.geometry.setTerminalPoint(new mxPoint(140,22),!1);e.geometry.relative=!0;e.edge=!0;return a.createVertexTemplateFromCells([b,e],140,22,"Association / Instance Secification")}),this.addEntry("Redefine",function(){var b=new mxCell("{redefines}",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(200, -0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("end1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("0..1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("Association1",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;"); -e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("{modifier1}",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],200,0,"Redefine")}),this.createVertexTemplateEntry("text;html=1;align=center;verticalAlign=middle;dashed=0;fillColor=#ffffff;strokeColor=#000000;",60,30,"qualifier1","Qualifier",null,null,"uml qualifier"), -this.addEntry("connector",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("end1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0; -b.insert(e);e=new mxCell("0..1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("Connector1",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Connector")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=oval;endFill=0;endSize=8;", -160,0,"","Provided Interface",null,"provided interface"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=halfCircle;endFill=0;endSize=2;",160,0,"","Required Interface",null,"required interface"),this.addEntry("structural feature",function(){var b=new mxCell("feature1",new mxGeometry(-1,0,0,0),"html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=none;endFill=0;endSize=6;align=left;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160, -0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Structural Feature")}),this.addEntry("usage",function(){var b=new mxCell("",new mxGeometry(0,0,60,30),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=halfCircle;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=2;");e.geometry.setTerminalPoint(new mxPoint(120,15),!1);e.geometry.relative= -!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],120,30,"Usage")}),this.addEntry("collaboration",function(){var b=new mxCell("Collaboration1",new mxGeometry(0,0,100,30),"ellipse;html=1;dashed=1;dashPattern=10 10;");b.vertex=!0;var e=new mxCell("Classifier1",new mxGeometry(10,70,80,30),"html=1;");e.vertex=!0;var f=new mxCell("ConnectableElement",new mxGeometry(0,0,0,0),"html=1;rounded=0;labelBackgroundColor=none;align=left;spacingLeft=5;endArrow=none;endFill=0;");f.geometry.relative= -!0;f.edge=!0;b.insertEdge(f,!0);e.insertEdge(f,!1);return a.createEdgeTemplateFromCells([b,e,f],100,100,"Collaboration")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<occurence>>","Collaboration Use",null,"collaboration use"),this.addEntry("Extension",function(){var b=new mxCell("{required}",new mxGeometry(-1,0,0,0),"html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;endSize=6;align=left;"); -b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Extension")}),this.addEntry("transition",function(){var b=new mxCell("Transition1 spec.",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative= -!0;b.edge=!0;var e=new mxCell("(via connectionPoint1)",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Transition")}),this.addEntry("activity",function(){var b=new mxCell("{annotation1}",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0, -0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Edge1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("[guard]",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b], -160,0,"Activity")}),this.createEdgeTemplateEntry("html=1;verticalAlign=top;labelBackgroundColor=none;endArrow=open;endFill=0;",160,0,"<<multicast/multireceive>>","Control Flow",null,"control flow"),this.addEntry("action",function(){var b=new mxCell("Action1",new mxGeometry(0,5,100,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("Action2",new mxGeometry(180,5,100,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");e.vertex=!0;var f=new mxCell("",new mxGeometry(0, -0,0,0),"html=1;rounded=0;labelBackgroundColor=none;align=left;spacingLeft=5;endArrow=open;endFill=0;");f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);e.insertEdge(f,!1);var g=new mxCell("",new mxGeometry(132,0,16,16),"html=1;");g.vertex=!0;return a.createEdgeTemplateFromCells([b,e,g,f],300,35,"Action")}),this.addEntry("object node",function(){var b=new mxCell("ObjectNode1",new mxGeometry(40,0,80,30),"html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=block;html=1;rounded=0;align=center;verticalAlign=top;endFill=1;labelBackgroundColor=none;endSize=6;"); -e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],120,30,"Object Node")}),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(40,0,30,30),"ellipse;html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative= -!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(0,0,30,30),"ellipse;html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(70,15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b, -e],70,30,"Activity")}),this.createEdgeTemplateEntry("shape=mxgraph.lean_mapping.electronic_info_flow_edge;html=1;",160,0,"","Activity",null,"activity"),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");b.geometry.setTerminalPoint(new mxPoint(0,40),!0);b.geometry.setTerminalPoint(new mxPoint(160,40),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("",new mxGeometry(0, -0,0,0),"shape=mxgraph.lean_mapping.electronic_info_flow_edge;html=1;");e.geometry.setTerminalPoint(new mxPoint(60,0),!0);e.geometry.setTerminalPoint(new mxPoint(100,20),!1);e.geometry.relative=!0;e.edge=!0;return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;",160,0,"Message1 label","Message",null,"message async asynchronous signal call"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;", -160,0,"","Message, synchronous call",null,"message sync synchronous call"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;dashed=1;",160,0,"","Message, reply",null,"message reply"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"","Message, create",null,"message create"),this.addEntry("message lost",function(){var b=new mxCell("",new mxGeometry(160,0,4,4),"ellipse;html=1;fillColor=strokeColor;"); -b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,2),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],164,4,"Message lost")}),this.addEntry("message found",function(){var b=new mxCell("",new mxGeometry(0,0,4,4),"ellipse;html=1;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0, -0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(164,2),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],164,4,"Message found")}),this.addEntry("uml lifeline execution",function(){var b=new mxCell("",new mxGeometry(0,0,160,160),"rounded=0;dashed=0;container=0;collapsible=0;recursiveResize=0;");b.vertex=!0;var e=new mxCell("LifeLine1",new mxGeometry(30, -10,100,30),"rounded=0;dashed=0;");e.vertex=!0;b.insert(e);var f=new mxCell("",new mxGeometry(75,60,10,60),"rounded=0;dashed=0;");f.vertex=!0;b.insert(f);var g=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=none;dashed=1;");g.geometry.relative=!0;g.edge=!0;e.insertEdge(g,!1);f.insertEdge(g,!0);e=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=none;dashed=1;");e.geometry.setTerminalPoint(new mxPoint(80,150),!0); -e.geometry.relative=!0;e.edge=!0;f.insertEdge(e,!1);f=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=open;endFill=0;");f.geometry.setTerminalPoint(new mxPoint(0,60),!0);f.geometry.setTerminalPoint(new mxPoint(75,60),!1);f.geometry.relative=!0;f.edge=!0;b.insert(g);b.insert(e);b.insert(f);return a.createVertexTemplateFromCells([b],160,160,"Lifeline")}),this.addEntry("message",function(){var b=new mxCell("Message1",new mxGeometry(40,0,80,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;"); -b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],120,30,"Message")}),this.addEntry("message",function(){var b=new mxCell("Message1",new mxGeometry(0,0,80,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("", -new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(120,15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],120,30,"Message")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<extend>>","Extend",null,"extend"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;", -160,0,"<<include>>","Include",null,"include"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<deploy>>","Deploy",null,"deploy")];this.addPalette("uml25",mxResources.get("uml")+" 2.5",!1,mxUtils.bind(this,function(b){for(var e=0;e<d.length;e++)b.appendChild(d[e](b))}));this.setCurrentSearchEntryLibrary()}})();(function(){Sidebar.prototype.addVeeamPalette=function(){this.addVeeamDataCenterPalette();this.addVeeamMiscPalette();this.addVeeamSoftwarePalette();this.addVeeamStoragePalette();this.addVeeamUsersStatusPalette();this.addVeeamVASComponentsPalette();this.addVeeamBackupReplicationPalette();this.addVeeamProductsPalette();this.addVeeamVMsTapePalette();this.setCurrentSearchEntryLibrary("veeam2","veeam23D");this.addVeeam3DPalette();this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addVeeamDataCenterPalette= +b.geometry.height,"Deployment")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;dashed=0;",180,60,"<<deployment spec>><br><br><b>Deployment1</b>","Deployment Specification",null,null,"uml deployment specification"),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;dashed=0;",180,60,"<<artifact>><br><br><b>Artifact1</b>","Artifact",null,null,"uml artifact"),this.addEntry("information item",function(){var b=new mxCell("InformationItem1", +new mxGeometry(0,0,200,50),"align=left;spacingLeft=10;html=1;dashed=0;");b.vertex=!0;var e=new mxCell("",new mxGeometry(1,.5,30,20),"shape=triangle;fillColor=strokeColor;");e.geometry.relative=!0;e.geometry.offset=new mxPoint(-45,-10);e.vertex=!0;b.insert(e);return a.createVertexTemplateFromCells([b],b.geometry.width,b.geometry.height,"Information item")}),this.addEntry("template binding",function(){var b=new mxCell("<<bind>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;"); +b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Binding1 information",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Template Binding")}),this.createEdgeTemplateEntry("endArrow=circlePlus;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;labelBackgroundColor=none;", +160,0,"","Inner class",null,"inner class"),this.createEdgeTemplateEntry("endArrow=open;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;",160,0,"<<keyword>>","Element / Package Merge / Package Import, Substitution",null,"element package import substitution merge"),this.createEdgeTemplateEntry("endArrow=none;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;dashPattern=10 10;", +160,0,"{constraint spec.}","Constraint",null,"constraint"),this.addEntry("dependency",function(){var b=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Dependency1",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;"); +e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Dependency")}),this.addEntry("dependency",function(){var b=new mxCell("",new mxGeometry(68,38,4,4),"ellipse;resizable=0;aspect=fixed;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;spacingBottom=35;");e.geometry.setTerminalPoint(new mxPoint(0, +0),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);var f=new mxCell("<<keyword>>",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;dashed=1;endFill=0;labelBackgroundColor=none;spacingTop=35;");f.geometry.setTerminalPoint(new mxPoint(0,80),!0);f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!1);var g=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;dashed=1;endFill=0;labelBackgroundColor=none;spacingBottom=35;"); +g.geometry.setTerminalPoint(new mxPoint(140,0),!1);g.geometry.relative=!0;g.edge=!0;b.insertEdge(g,!0);var h=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;dashed=1;endFill=0;labelBackgroundColor=none;spacingTop=35;");h.geometry.setTerminalPoint(new mxPoint(140,80),!1);h.geometry.relative=!0;h.edge=!0;b.insertEdge(h,!0);return a.createEdgeTemplateFromCells([b,e,f,g,h],140,80,"Dependency")}),this.createEdgeTemplateEntry("endArrow=block;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;dashed=1;labelBackgroundColor=none;", +160,0,"","Realization",null,"realization"),this.addEntry("generalization set",function(){var b=new mxCell("GeneralizationSet1",new mxGeometry(0,0,0,0),"endArrow=block;html=1;rounded=0;align=center;verticalAlign=bottom;endFill=0;labelBackgroundColor=none;endSize=8;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell(":powertype {constraint1}",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;"); +e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Generalization Set")}),this.createEdgeTemplateEntry("endArrow=none;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=3;",160,0,"","Association / Connector / Instance Specification / Property / Connector End",null,"association connector instance specification property connector end"),this.createEdgeTemplateEntry("endArrow=open;startArrow=none;endFill=0;startFill=0;endSize=8;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;", +160,0,"","Association / Connector / Instance Specification / Property / Connector End / Navigability notation",null,"association connector instance specification property connector end navigability notation"),this.addEntry("association connector instance specification property connector end",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;startArrow=oval;startFill=1;");b.geometry.setTerminalPoint(new mxPoint(0, +0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Association / Connector / Instance Specification / Property / Connector End")}),this.createEdgeTemplateEntry("endArrow=none;startArrow=sysMLx;endFill=0;startFill=0;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;",160,0,"","Association / Connector / Instance Specification / Property / Connector End / Non-Navigability notation",null, +"association connector instance specification property connector end non navigability notation"),this.createEdgeTemplateEntry("endArrow=none;startArrow=diamondThin;endFill=0;startFill=0;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;endSize=8;",160,0,"","Association / Connector / Instance Specification / Property / Connector End / Shared Association",null,"association connector instance specification property connector end shared"),this.createEdgeTemplateEntry("endArrow=none;startArrow=diamondThin;endFill=0;startFill=1;html=1;verticalAlign=bottom;labelBackgroundColor=none;strokeWidth=1;startSize=8;endSize=8;", +160,0,"","Association / Connector / Instance Specification / Property / Connector End / Composite Association",null,"association connector instance specification property connector end composite"),this.addEntry("association instance specification connector",function(){var b=new mxCell("",new mxGeometry(60,0,20,20),"rhombus;aspect=fixed;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.setTerminalPoint(new mxPoint(0, +10),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);var f=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;");f.geometry.setTerminalPoint(new mxPoint(140,10),!1);f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);return a.createEdgeTemplateFromCells([b,e,f],140,20,"Association / Instance Secification")}),this.addEntry("association instance specification connector",function(){var b=new mxCell("",new mxGeometry(65, +0,6,12),"triangle;aspect=fixed;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.setTerminalPoint(new mxPoint(0,22),!0);e.geometry.setTerminalPoint(new mxPoint(140,22),!1);e.geometry.relative=!0;e.edge=!0;return a.createVertexTemplateFromCells([b,e],140,22,"Association / Instance Secification")}),this.addEntry("Redefine",function(){var b=new mxCell("{redefines}", +new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(200,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("end1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("0..1",new mxGeometry(-1,0,0,0), +"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("Association1",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("{modifier1}",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0; +e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],200,0,"Redefine")}),this.createVertexTemplateEntry("html=1;align=center;verticalAlign=middle;dashed=0;",60,30,"qualifier1","Qualifier",null,null,"uml qualifier"),this.addEntry("connector",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=none;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160, +0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("end1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("0..1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("Connector1",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;"); +e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Connector")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=oval;endFill=0;endSize=8;",160,0,"","Provided Interface",null,"provided interface"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=halfCircle;endFill=0;endSize=2;",160,0,"","Required Interface",null,"required interface"),this.addEntry("structural feature", +function(){var b=new mxCell("feature1",new mxGeometry(-1,0,0,0),"html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=none;endFill=0;endSize=6;align=left;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Structural Feature")}),this.addEntry("usage",function(){var b=new mxCell("",new mxGeometry(0,0,60,30),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;"); +b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=halfCircle;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=2;");e.geometry.setTerminalPoint(new mxPoint(120,15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],120,30,"Usage")}),this.addEntry("collaboration",function(){var b=new mxCell("Collaboration1",new mxGeometry(0,0,100,30),"ellipse;html=1;dashed=1;dashPattern=10 10;");b.vertex=!0;var e= +new mxCell("Classifier1",new mxGeometry(10,70,80,30),"html=1;");e.vertex=!0;var f=new mxCell("ConnectableElement",new mxGeometry(0,0,0,0),"html=1;rounded=0;labelBackgroundColor=none;align=left;spacingLeft=5;endArrow=none;endFill=0;");f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);e.insertEdge(f,!1);return a.createEdgeTemplateFromCells([b,e,f],100,100,"Collaboration")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0, +"<<occurence>>","Collaboration Use",null,"collaboration use"),this.addEntry("Extension",function(){var b=new mxCell("{required}",new mxGeometry(-1,0,0,0),"html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;endSize=6;align=left;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;return a.createEdgeTemplateFromCells([b],160,0,"Extension")}),this.addEntry("transition",function(){var b= +new mxCell("Transition1 spec.",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=bottom;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("(via connectionPoint1)",new mxGeometry(0,0,0,0),"resizable=0;html=1;align=center;verticalAlign=top;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e); +return a.createEdgeTemplateFromCells([b],160,0,"Transition")}),this.addEntry("activity",function(){var b=new mxCell("{annotation1}",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;");b.geometry.setTerminalPoint(new mxPoint(0,0),!0);b.geometry.setTerminalPoint(new mxPoint(160,0),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("Edge1",new mxGeometry(-1,0,0,0),"resizable=0;html=1;align=left;verticalAlign=bottom;labelBackgroundColor=none;"); +e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);e=new mxCell("[guard]",new mxGeometry(1,0,0,0),"resizable=0;html=1;align=right;verticalAlign=bottom;labelBackgroundColor=none;");e.geometry.relative=!0;e.setConnectable(!1);e.vertex=!0;b.insert(e);return a.createEdgeTemplateFromCells([b],160,0,"Activity")}),this.createEdgeTemplateEntry("html=1;verticalAlign=top;labelBackgroundColor=none;endArrow=open;endFill=0;",160,0,"<<multicast/multireceive>>","Control Flow",null,"control flow"), +this.addEntry("action",function(){var b=new mxCell("Action1",new mxGeometry(0,5,100,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("Action2",new mxGeometry(180,5,100,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");e.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"html=1;rounded=0;labelBackgroundColor=none;align=left;spacingLeft=5;endArrow=open;endFill=0;");f.geometry.relative=!0;f.edge=!0;b.insertEdge(f,!0);e.insertEdge(f,!1);var g=new mxCell("",new mxGeometry(132, +0,16,16),"html=1;");g.vertex=!0;return a.createEdgeTemplateFromCells([b,e,g,f],300,35,"Action")}),this.addEntry("object node",function(){var b=new mxCell("ObjectNode1",new mxGeometry(40,0,80,30),"html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=block;html=1;rounded=0;align=center;verticalAlign=top;endFill=1;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b, +e],120,30,"Object Node")}),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(40,0,30,30),"ellipse;html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.addEntry("activity",function(){var b= +new mxCell("",new mxGeometry(0,0,30,30),"ellipse;html=1;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(70,15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.createEdgeTemplateEntry("shape=mxgraph.lean_mapping.electronic_info_flow_edge;html=1;",160,0,"","Activity", +null,"activity"),this.addEntry("activity",function(){var b=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");b.geometry.setTerminalPoint(new mxPoint(0,40),!0);b.geometry.setTerminalPoint(new mxPoint(160,40),!1);b.geometry.relative=!0;b.edge=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"shape=mxgraph.lean_mapping.electronic_info_flow_edge;html=1;");e.geometry.setTerminalPoint(new mxPoint(60,0),!0); +e.geometry.setTerminalPoint(new mxPoint(100,20),!1);e.geometry.relative=!0;e.edge=!0;return a.createEdgeTemplateFromCells([b,e],70,30,"Activity")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;",160,0,"Message1 label","Message",null,"message async asynchronous signal call"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;",160,0,"","Message, synchronous call",null,"message sync synchronous call"), +this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=block;endFill=1;dashed=1;",160,0,"","Message, reply",null,"message reply"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"","Message, create",null,"message create"),this.addEntry("message lost",function(){var b=new mxCell("",new mxGeometry(160,0,4,4),"ellipse;html=1;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0, +0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(0,2),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],164,4,"Message lost")}),this.addEntry("message found",function(){var b=new mxCell("",new mxGeometry(0,0,4,4),"ellipse;html=1;fillColor=strokeColor;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;"); +e.geometry.setTerminalPoint(new mxPoint(164,2),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],164,4,"Message found")}),this.addEntry("uml lifeline execution",function(){var b=new mxCell("",new mxGeometry(0,0,160,160),"rounded=0;dashed=0;container=0;collapsible=0;recursiveResize=0;");b.vertex=!0;var e=new mxCell("LifeLine1",new mxGeometry(30,10,100,30),"rounded=0;dashed=0;");e.vertex=!0;b.insert(e);var f=new mxCell("",new mxGeometry(75,60,10,60), +"rounded=0;dashed=0;");f.vertex=!0;b.insert(f);var g=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=none;dashed=1;");g.geometry.relative=!0;g.edge=!0;e.insertEdge(g,!1);f.insertEdge(g,!0);e=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=none;dashed=1;");e.geometry.setTerminalPoint(new mxPoint(80,150),!0);e.geometry.relative=!0;e.edge=!0;f.insertEdge(e,!1);f=new mxCell("",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=none;endArrow=open;endFill=0;"); +f.geometry.setTerminalPoint(new mxPoint(0,60),!0);f.geometry.setTerminalPoint(new mxPoint(75,60),!1);f.geometry.relative=!0;f.edge=!0;b.insert(g);b.insert(e);b.insert(f);return a.createVertexTemplateFromCells([b],160,160,"Lifeline")}),this.addEntry("message",function(){var b=new mxCell("Message1",new mxGeometry(40,0,80,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;"); +e.geometry.setTerminalPoint(new mxPoint(0,15),!0);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!1);return a.createEdgeTemplateFromCells([b,e],120,30,"Message")}),this.addEntry("message",function(){var b=new mxCell("Message1",new mxGeometry(0,0,80,30),"html=1;rounded=1;absoluteArcSize=1;arcSize=10;");b.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"endArrow=open;html=1;rounded=0;align=center;verticalAlign=top;endFill=0;labelBackgroundColor=none;endSize=6;");e.geometry.setTerminalPoint(new mxPoint(120, +15),!1);e.geometry.relative=!0;e.edge=!0;b.insertEdge(e,!0);return a.createEdgeTemplateFromCells([b,e],120,30,"Message")}),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<extend>>","Extend",null,"extend"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;",160,0,"<<include>>","Include",null,"include"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;labelBackgroundColor=none;endArrow=open;endFill=0;dashed=1;", +160,0,"<<deploy>>","Deploy",null,"deploy")];this.addPalette("uml25",mxResources.get("uml")+" 2.5",!1,mxUtils.bind(this,function(b){for(var e=0;e<d.length;e++)b.appendChild(d[e](b))}));this.setCurrentSearchEntryLibrary()}})();(function(){Sidebar.prototype.addVeeamPalette=function(){this.addVeeamDataCenterPalette();this.addVeeamMiscPalette();this.addVeeamSoftwarePalette();this.addVeeamStoragePalette();this.addVeeamUsersStatusPalette();this.addVeeamVASComponentsPalette();this.addVeeamBackupReplicationPalette();this.addVeeamProductsPalette();this.addVeeamVMsTapePalette();this.setCurrentSearchEntryLibrary("veeam2","veeam23D");this.addVeeam3DPalette();this.setCurrentSearchEntryLibrary()};Sidebar.prototype.addVeeamDataCenterPalette= function(){var a=[this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#4495D1;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.hyper_v_vmware_host;",108,104,"","VMware/Hyper-V Host",null,null,this.getTagsForStencil("mxgraph.veeam.data_center","hyper vmware host","veeam vmware virtual machine data center").join(" ")),this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#4495D1;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.hyper_v_host;", 108,104,"","Hyper-V Host",null,null,this.getTagsForStencil("mxgraph.veeam.data_center","hyper host","veeam vmware virtual machine data center").join(" ")),this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#4495D1;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.vmware_host;",108,104,"","VMware Host",null,null,this.getTagsForStencil("mxgraph.veeam.data_center","vmware host","veeam vmware virtual machine data center").join(" ")), this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#4495D1;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.virtual_host;",108,104,"","Virtual Host",null,null,this.getTagsForStencil("mxgraph.veeam.data_center","virtual host","veeam vmware virtual machine data center").join(" ")),this.createVertexTemplateEntry("pointerEvents=1;shadow=0;dashed=0;html=1;strokeColor=none;fillColor=#EF8F21;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;align=center;outlineConnect=0;shape=mxgraph.veeam.production_site;", @@ -10712,9 +10737,9 @@ DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.i DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,f){b(null)}; DrawioFile.prototype.loadDescriptor=function(b,f){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,f){this.loadDescriptor(mxUtils.bind(this,function(k){b(k)}),f)};DrawioFile.prototype.patchDescriptor=function(b,f){this.setDescriptorEtag(b,this.getDescriptorEtag(f));this.descriptorChanged()}; DrawioFile.prototype.startSync=function(){"auto"!=DrawioFile.SYNC&&"fast"!=DrawioFile.SYNC||"1"==urlParams.stealth||"1"!=urlParams.rt&&this.ui.editor.chromeless&&!this.ui.editor.editable||(null==this.sync&&(this.sync=new DrawioFileSync(this)),this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.ui.fireEvent(new mxEventObject("realtimeStateChanged"))})),this.sync.start())};DrawioFile.prototype.isConflict=function(){return!1}; -DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,f){b(null)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date};DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)}; -DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())};DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,f){this.setDescriptorEtag(b,f)}; -DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,f){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; +DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,f){b(null)};DrawioFile.prototype.getLatestVersionId=function(b,f){b(-1)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date}; +DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.getPullingInterval=function(){return 1E4};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())}; +DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,f){this.setDescriptorEtag(b,f)};DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,f){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; DrawioFile.prototype.installListeners=function(){null==this.changeListener&&(this.changeListener=mxUtils.bind(this,function(b,f){b=null!=f?f.getProperty("edit"):null;!this.changeListenerEnabled||!this.isEditable()||null!=b&&b.ignoreEdit||this.fileChanged()}),this.ui.editor.graph.model.addListener(mxEvent.CHANGE,this.changeListener),this.ui.editor.graph.addListener("gridSizeChanged",this.changeListener),this.ui.editor.graph.addListener("shadowVisibleChanged",this.changeListener),this.ui.addListener("pageFormatChanged", this.changeListener),this.ui.addListener("pageScaleChanged",this.changeListener),this.ui.addListener("backgroundColorChanged",this.changeListener),this.ui.addListener("backgroundImageChanged",this.changeListener),this.ui.addListener("foldingEnabledChanged",this.changeListener),this.ui.addListener("mathEnabledChanged",this.changeListener),this.ui.addListener("gridEnabledChanged",this.changeListener),this.ui.addListener("guidesEnabledChanged",this.changeListener),this.ui.addListener("tooltipsEnabledChanged", this.changeListener),this.ui.addListener("pageViewChanged",this.changeListener),this.ui.addListener("connectionPointsChanged",this.changeListener),this.ui.addListener("connectionArrowsChanged",this.changeListener))}; @@ -11439,7 +11464,7 @@ z.appendChild(S);T.appendChild(z);this.container=T};var R=ChangePageSetup.protot this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible=this.shadowVisible)}}else R.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible= !this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var V=document.createElement("canvas"),X=new Image;X.onload=function(){try{V.getContext("2d").drawImage(X,0,0);var m=V.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=m&&6<m.length}catch(z){}};X.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(m){}Editor.prototype.useCanvasForExport= !1})();(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(f,k,d){d.ui=f.ui;return k};b.afterDecode=function(f,k,d){d.previousColor=d.color;d.previousImage=d.image;d.previousFormat=d.format;null!=d.foldingEnabled&&(d.foldingEnabled=!d.foldingEnabled);null!=d.mathEnabled&&(d.mathEnabled=!d.mathEnabled);null!=d.shadowVisible&&(d.shadowVisible=!d.shadowVisible);return d};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(f,k,d){d.ui=f.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.3.7";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= +(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(f,k,d){d.ui=f.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.4.0";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= null;EditorUi.ignoredAnonymizedChars="\n\t`~!@#$%^&*()_+{}|:\"<>?-=[];'./,\n\t";EditorUi.templateFile=TEMPLATE_PATH+"/index.xml";EditorUi.cacheUrl=window.REALTIME_URL;null==EditorUi.cacheUrl&&"undefined"!==typeof DrawioFile&&(DrawioFile.SYNC="none");Editor.cacheTimeout=1E4;EditorUi.enablePlantUml=EditorUi.enableLogging;EditorUi.isElectronApp=null!=window&&null!=window.process&&null!=window.process.versions&&null!=window.process.versions.electron;EditorUi.nativeFileSupport=!mxClient.IS_OP&&!EditorUi.isElectronApp&& "1"!=urlParams.extAuth&&"showSaveFilePicker"in window&&"showOpenFilePicker"in window;EditorUi.enableDrafts=!mxClient.IS_CHROMEAPP&&isLocalStorage&&"0"!=urlParams.drafts;EditorUi.scratchpadHelpLink="https://www.diagrams.net/doc/faq/scratchpad";EditorUi.enableHtmlEditOption=!0;EditorUi.defaultMermaidConfig={theme:"neutral",arrowMarkerAbsolute:!1,flowchart:{htmlLabels:!1},sequence:{diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35, mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(c,e,g,n,p,v,y){v=null!=v?v:0<=c.indexOf("NetworkError")||0<=c.indexOf("SecurityError")||0<=c.indexOf("NS_ERROR_FAILURE")||0<=c.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& @@ -11979,18 +12004,21 @@ save:function(){if(isLocalStorage&&"undefined"!==typeof JSON)try{delete mxSettin Editor.config.override?(mxSettings.settings=null,mxSettings.init()):(mxSettings.settings=b,null==mxSettings.settings.plugins&&(mxSettings.settings.plugins=[]),null==mxSettings.settings.recentColors&&(mxSettings.settings.recentColors=[]),null==mxSettings.settings.customFonts&&(mxSettings.settings.customFonts=[]),null==mxSettings.settings.libraries&&(mxSettings.settings.libraries=Sidebar.prototype.defaultEntries),null==mxSettings.settings.customLibraries&&(mxSettings.settings.customLibraries=Editor.defaultCustomLibraries), null==mxSettings.settings.ui&&(mxSettings.settings.ui=""),null==mxSettings.settings.formatWidth&&(mxSettings.settings.formatWidth=mxSettings.defaultFormatWidth),null!=mxSettings.settings.lastAlert&&delete mxSettings.settings.lastAlert,null==mxSettings.settings.createTarget&&(mxSettings.settings.createTarget=!1),null==mxSettings.settings.pageFormat&&(mxSettings.settings.pageFormat=mxGraph.prototype.pageFormat),null==mxSettings.settings.search&&(mxSettings.settings.search=!0),null==mxSettings.settings.showStartScreen&& (mxSettings.settings.showStartScreen=!0),null==mxSettings.settings.gridColor&&(mxSettings.settings.gridColor=mxGraphView.prototype.defaultGridColor),null==mxSettings.settings.darkGridColor&&(mxSettings.settings.darkGridColor=mxGraphView.prototype.defaultDarkGridColor),null==mxSettings.settings.autosave?mxSettings.settings.autosave=!EditorUi.isElectronApp:EditorUi.isElectronApp&&null==localStorage.getItem("._autoSaveTrans_")&&(localStorage.setItem("._autoSaveTrans_","1"),mxSettings.settings.autosave= -!1,mxSettings.save()),null!=mxSettings.settings.scratchpadSeen&&delete mxSettings.settings.scratchpadSeen)},clear:function(){isLocalStorage&&localStorage.removeItem(mxSettings.key)}};("undefined"==typeof mxLoadSettings||mxLoadSettings)&&mxSettings.load();DrawioFileSync=function(b){mxEventSource.call(this);this.lastActivity=Date.now();this.clientId=Editor.guid();this.ui=b.ui;this.file=b;this.onlineListener=mxUtils.bind(this,function(){this.updateOnlineState();this.isConnected()&&this.fileChangedNotify()});mxEvent.addListener(window,"online",this.onlineListener);this.realtimeListener=mxUtils.bind(this,function(){this.updateOnlineState()});this.file.addListener("realtimeStateChanged",this.realtimeListener);this.autosaveListener=mxUtils.bind(this,function(){this.updateRealtime()}); +!1,mxSettings.save()),null!=mxSettings.settings.scratchpadSeen&&delete mxSettings.settings.scratchpadSeen)},clear:function(){isLocalStorage&&localStorage.removeItem(mxSettings.key)}};("undefined"==typeof mxLoadSettings||mxLoadSettings)&&mxSettings.load();DrawioFilePuller=function(b,f){this.file=b;this.sync=f}; +DrawioFilePuller.prototype.start=function(b){var f=mxUtils.bind(this,function(){this.sync.lastModified=this.file.getLastModifiedDate();this.sync.updateStatus()});this.intId=setInterval(mxUtils.bind(this,function(){this.file.getLatestVersionId(mxUtils.bind(this,function(k){k!=this.file.getCurrentRevisionId()?this.file.getLatestVersion(mxUtils.bind(this,function(d){this.file.mergeFile(d,f)}),mxUtils.bind(this,function(){})):f()}),mxUtils.bind(this,function(){}))}),b);this._isConnected=!0}; +DrawioFilePuller.prototype.stop=function(){clearInterval(this.intId);this._isConnected=!1};DrawioFilePuller.prototype.isConnected=function(){return this._isConnected};DrawioFileSync=function(b){mxEventSource.call(this);this.lastActivity=Date.now();this.clientId=Editor.guid();this.ui=b.ui;this.file=b;this.onlineListener=mxUtils.bind(this,function(){this.updateOnlineState();this.isConnected()&&this.fileChangedNotify()});mxEvent.addListener(window,"online",this.onlineListener);this.realtimeListener=mxUtils.bind(this,function(){this.updateOnlineState()});this.file.addListener("realtimeStateChanged",this.realtimeListener);this.autosaveListener=mxUtils.bind(this,function(){this.updateRealtime()}); this.ui.editor.addListener("autosaveChanged",this.autosaveListener);this.visibleListener=mxUtils.bind(this,function(){"hidden"==document.visibilityState?this.isConnected()&&this.stop():this.start()});mxEvent.addListener(document,"visibilitychange",this.visibleListener);this.activityListener=mxUtils.bind(this,function(f){this.lastActivity=Date.now();this.start()});mxEvent.addListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener);mxEvent.addListener(document,"keypress", this.activityListener);mxEvent.addListener(window,"focus",this.activityListener);!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.addListener(document,"touchstart",this.activityListener),mxEvent.addListener(document,"touchmove",this.activityListener));this.file.addListener("realtimeMessage",this.activityListener);this.pusherErrorListener=mxUtils.bind(this,function(f){null!=f.error&&null!=f.error.data&&4004===f.error.data.code&&EditorUi.logError("Error: Pusher Limit",null,this.file.getId())});this.connectionListener= mxUtils.bind(this,function(){this.updateOnlineState();this.updateStatus();if(this.isConnected())if(this.announced)this.fileChangedNotify();else{var f=this.file.getCurrentUser(),k={a:"join"};null!=f&&(k.name=encodeURIComponent(f.displayName),k.uid=f.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(k))));this.file.stats.msgSent++;this.announced=!0}});this.changeListener=mxUtils.bind(this,function(f){this.file.stats.msgReceived++; this.lastActivity=Date.now();if(this.enabled&&!this.file.inConflictState&&!this.file.redirectDialogShowing)try{var k=this.stringToObject(f);null!=k&&(EditorUi.debug("DrawioFileSync.message",[this],k,f.length,"bytes"),k.v>DrawioFileSync.PROTOCOL?this.file.redirectToNewApp(mxUtils.bind(this,function(){})):k.v===DrawioFileSync.PROTOCOL&&null!=k.d&&this.handleMessageData(k.d))}catch(d){this.isConnected()&&this.fileChangedNotify()}})};DrawioFileSync.PROTOCOL=6;DrawioFileSync.ENABLE_SOCKETS="0"!=urlParams.sockets; mxUtils.extend(DrawioFileSync,mxEventSource);DrawioFileSync.prototype.maxCacheEntrySize=1E6;DrawioFileSync.prototype.maxSyncMessageSize=9E3;DrawioFileSync.prototype.syncSendMessageDelay=300;DrawioFileSync.prototype.syncReceiveMessageDelay=50;DrawioFileSync.prototype.cleanupDelay=12E3;DrawioFileSync.prototype.syncChangeCounter=0;DrawioFileSync.prototype.enabled=!0;DrawioFileSync.prototype.updateStatusInterval=1E4;DrawioFileSync.prototype.channelId=null;DrawioFileSync.prototype.channel=null; DrawioFileSync.prototype.catchupRetryCount=0;DrawioFileSync.prototype.maxCatchupRetries=15;DrawioFileSync.prototype.maxCacheReadyRetries=1;DrawioFileSync.prototype.cacheReadyDelay=700;DrawioFileSync.prototype.maxOptimisticRetries=6;DrawioFileSync.prototype.inactivityTimeoutSeconds=1800;DrawioFileSync.prototype.lastActivity=null; -DrawioFileSync.prototype.start=function(){null==this.channelId&&(this.channelId=this.file.getChannelId());null==this.key&&(this.key=this.file.getChannelKey());if(null==this.pusher&&null!=this.channelId&&"hidden"!=document.visibilityState){this.pusher=this.ui.getPusher();if(null!=this.pusher){try{null!=this.pusher.connection&&this.pusher.connection.bind("error",this.pusherErrorListener)}catch(b){}try{this.pusher.connect(),this.channel=this.pusher.subscribe(this.channelId),EditorUi.debug("DrawioFileSync.start", -[this,"v"+DrawioFileSync.PROTOCOL],"rev",this.file.getCurrentRevisionId())}catch(b){}this.installListeners()}window.setTimeout(mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.lastActivity=Date.now();this.resetUpdateStatusThread();this.updateOnlineState();this.updateStatus()},0))}this.updateRealtime()}; +DrawioFileSync.prototype.start=function(){null==this.channelId&&(this.channelId=this.file.getChannelId());null==this.key&&(this.key=this.file.getChannelKey());var b=!1;if(DrawioFileSync.PULLING_MODE&&null==this.puller&&"hidden"!=document.visibilityState)null==this.puller&&(this.puller=new DrawioFilePuller(this.file,this)),this.puller.start(this.file.getPullingInterval()),EditorUi.debug("DrawioFileSync.start (Pulling)",[this,"v"+DrawioFileSync.PROTOCOL],"rev",this.file.getCurrentRevisionId()),b=!0; +else if(!DrawioFileSync.PULLING_MODE&&null==this.pusher&&null!=this.channelId&&"hidden"!=document.visibilityState){this.pusher=this.ui.getPusher();if(null!=this.pusher){try{null!=this.pusher.connection&&this.pusher.connection.bind("error",this.pusherErrorListener)}catch(f){}try{this.pusher.connect(),this.channel=this.pusher.subscribe(this.channelId),EditorUi.debug("DrawioFileSync.start",[this,"v"+DrawioFileSync.PROTOCOL],"rev",this.file.getCurrentRevisionId())}catch(f){}this.installListeners()}b= +!0}b&&window.setTimeout(mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.lastActivity=Date.now();this.resetUpdateStatusThread();this.updateOnlineState();this.updateStatus()},0));this.updateRealtime()}; DrawioFileSync.prototype.updateRealtime=function(){this.isValidState()&&(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()&&this.isRealtimeActive()?this.file.isRealtime()||this.initRealtime():this.file.isRealtime()&&this.resetRealtime(),DrawioFileSync.ENABLE_SOCKETS&&this.file.isRealtime()&&null==this.p2pCollab&&null!=this.channelId?(this.p2pCollab=new P2PCollab(this.ui,this,this.channelId),this.p2pCollab.joinFile()):this.file.isRealtime()||null==this.p2pCollab||(this.p2pCollab.destroy(), this.p2pCollab=null))};DrawioFileSync.prototype.initRealtime=function(){this.file.theirPages=this.ui.clonePages(this.ui.pages);this.file.ownPages=this.ui.clonePages(this.ui.pages);this.snapshot=this.file.ownPages};DrawioFileSync.prototype.resetRealtime=function(){var b=this.file.getShadowPages();null!=b&&(b=this.ui.diffPages(b,this.file.ownPages),this.file.patch([b]));this.sendLocalChanges();this.cleanup();this.file.theirPages=null;this.snapshot=this.file.ownPages=null}; -DrawioFileSync.prototype.isConnected=function(){return null!=this.pusher&&null!=this.pusher.connection?"connected"==this.pusher.connection.state:!1}; +DrawioFileSync.prototype.isConnected=function(){return null!=this.pusher&&null!=this.pusher.connection?"connected"==this.pusher.connection.state:null!=this.puller?this.puller.isConnected():!1}; DrawioFileSync.prototype.updateOnlineState=function(){if("1"!=urlParams.embedRT){var b=mxUtils.bind(this,function(d){mxEvent.addListener(d,"click",mxUtils.bind(this,function(t){if(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()){t=this.file.getRealtimeState();var x=mxResources.get("disconnected");this.file.invalidChecksum?x=mxResources.get("error")+": "+mxResources.get("checksum"):this.ui.isOffline(!0)||!this.isConnected()?x=mxResources.get("offline"):1==t&&(x=mxResources.get("online")); this.ui.showError(mxResources.get("realtimeCollaboration"),mxUtils.htmlEntities(x))}else this.enabled=!this.enabled,this.ui.updateButtonContainer(),this.resetUpdateStatusThread(),this.updateOnlineState(),this.updateStatus(),!this.file.inConflictState&&this.enabled&&this.fileChangedNotify()}))});if(null!=this.ui.toolbarContainer&&null==this.collaboratorsElement){var f=document.createElement("a");f.className="geButton geAdaptiveAsset";f.style.position="absolute";f.style.display="inline-block";f.style.verticalAlign= "bottom";f.style.color="#666";f.style.top="6px";f.style.right="atlas"!=uiTheme?null!=this.ui.darkModeElement?"90px":"70px":"50px";f.style.padding="2px";f.style.fontSize="8pt";f.style.verticalAlign="middle";f.style.textDecoration="none";f.style.backgroundPosition="center center";f.style.backgroundRepeat="no-repeat";f.style.backgroundSize="16px 16px";f.style.width="16px";f.style.height="16px";mxUtils.setOpacity(f,60);mxEvent.addListener(f,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this, @@ -12042,7 +12070,8 @@ this.file.stats.msgSent++;var c=!0,e=window.setTimeout(mxUtils.bind(this,functio ""),mxUtils.bind(this,function(g){window.clearTimeout(e);c&&(200<=g.getStatus()&&299>=g.getStatus()?null!=k&&k():d({code:g.getStatus(),message:g.getStatus()}))}));EditorUi.debug("DrawioFileSync.fileSaved",[this],"diff",I,O.length,"bytes","from",G,"to",H,"etag",this.file.getCurrentEtag(),"checksum",F)}}this.file.setShadowPages(b);this.scheduleCleanup()}; DrawioFileSync.prototype.getIdParameters=function(){var b="id="+this.channelId;null!=this.pusher&&null!=this.pusher.connection&&null!=this.pusher.connection.socket_id&&(b+="&sid="+this.pusher.connection.socket_id);return b};DrawioFileSync.prototype.createMessage=function(b){return{v:DrawioFileSync.PROTOCOL,d:b,c:this.clientId}}; DrawioFileSync.prototype.fileConflict=function(b,f,k){this.catchupRetryCount++;EditorUi.debug("DrawioFileSync.fileConflict",[this],"desc",[b],"catchupRetryCount",this.catchupRetryCount,"maxCatchupRetries",this.maxCatchupRetries);this.catchupRetryCount<this.maxCatchupRetries?(this.file.stats.conflicts++,null!=b?this.catchup(b,f,k):this.fileChanged(f,k)):(this.file.stats.timeouts++,this.catchupRetryCount=0,null!=k&&k({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")}))}; -DrawioFileSync.prototype.stop=function(){null!=this.pusher&&(EditorUi.debug("DrawioFileSync.stop",[this]),null!=this.pusher.connection&&(this.pusher.connection.unbind("state_change",this.connectionListener),this.pusher.connection.unbind("error",this.pusherErrorListener)),null!=this.channel&&(this.channel.unbind("changed",this.changeListener),this.channel=null),this.pusher.disconnect(),this.pusher=null,null!=this.p2pCollab&&(this.p2pCollab.destroy(),this.p2pCollab=null));this.updateOnlineState();this.updateStatus()}; +DrawioFileSync.prototype.stop=function(){null!=this.pusher?(EditorUi.debug("DrawioFileSync.stop",[this]),null!=this.pusher.connection&&(this.pusher.connection.unbind("state_change",this.connectionListener),this.pusher.connection.unbind("error",this.pusherErrorListener)),null!=this.channel&&(this.channel.unbind("changed",this.changeListener),this.channel=null),this.pusher.disconnect(),this.pusher=null,null!=this.p2pCollab&&(this.p2pCollab.destroy(),this.p2pCollab=null)):null!=this.puller&&(EditorUi.debug("DrawioFileSync.stop (Pulling)", +[this]),this.puller.stop(),this.puller=null);this.updateOnlineState();this.updateStatus()}; DrawioFileSync.prototype.destroy=function(){if(null!=this.channelId){var b=this.file.getCurrentUser(),f={a:"leave"};null!=b&&(f.name=encodeURIComponent(b.displayName),f.uid=b.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(f))));this.file.stats.msgSent++}this.stop();null!=this.onlineListener&&(mxEvent.removeListener(window,"online",this.onlineListener),this.onlineListener=null);null!=this.autosaveListener&&(this.ui.editor.addListener("autosaveChanged", this.autosaveListener),this.autosaveListener=null);null!=this.visibleListener&&(mxEvent.removeListener(document,"visibilitychange",this.visibleListener),this.visibleListener=null);null!=this.activityListener&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener),mxEvent.removeListener(document,"keypress",this.activityListener),mxEvent.removeListener(window,"focus",this.activityListener),!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.removeListener(document, "touchstart",this.activityListener),mxEvent.removeListener(document,"touchmove",this.activityListener)),this.activityListener=null);null!=this.collaboratorsElement&&(this.collaboratorsElement.parentNode.removeChild(this.collaboratorsElement),this.collaboratorsElement=null);null!=this.p2pCollab&&this.p2pCollab.destroy()};App=function(b,f,k){EditorUi.call(this,b,f,null!=k?k:"1"==urlParams.lightbox||"min"==uiTheme&&"0"!=urlParams.chrome);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||(window.onunload=mxUtils.bind(this,function(){var d=this.getCurrentFile();if(null!=d&&d.isModified()){var t={category:"DISCARD-FILE-"+d.getHash(),action:(d.savingFile?"saving":"")+(d.savingFile&&null!=d.savingFileTime?"_"+Math.round((Date.now()-d.savingFileTime.getTime())/1E3):"")+(null!=d.saveLevel?"-sl_"+d.saveLevel:"")+"-age_"+(null!= @@ -17562,7 +17591,7 @@ f['cisco_safe/technology_icons.xml'] = '7X3tkiW3ceWrMPjf1wUkPiMkvYqDq6UlxsqiYijb f['cisco_safe/capability.xml'] = 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'; f['electrical/opto_electronics.xml'] = 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f['electrical/rot_mech.xml'] = 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-f['electrical/miscellaneous.xml'] = 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'; +f['electrical/miscellaneous.xml'] = '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'; f['electrical/instruments.xml'] = '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'; f['electrical/iec_logic_gates.xml'] = '7VbdTsIwFH6Vpg8wNmRzF4zExGtIjBfemTKPW2PXLm1B9OntukFKsggKU6a76eC05/f7enqmKiclKMRJAQkuNpkkZe4Bg1RLmhLmUUgfmcho+pgRDQrPplYDEVWaMwleE0nJkgFGeYJjHzeWbua3GCktxQu80idt9ijPQVKN0WuCI9/YSQXnxgQVXNk/5jShXDcGKMeoNAoFaJAJNoY3dn0zqxfiUYuKWOkWncDVGe05XZL0JZNixZ9mU2mk2xTqCB2HVtU9/Swk7H5TxupMR9UG14q+A6oW43yMt0L9xoy0WhuD7VING40IoxlPcArcJGLr2FR03ewshdaisCFe1TFOIhukG9jIInUkYPMDiEUXh5gi66riFw/c/CjkJChtYmsSMp9dZMAYLRVUOUZ1ilY7qrWvrm1IbiqnkQCNP6NBPNDgIOAIHYb79zgU2/rEexyKzsmhxV0v+8h5efTlS9td/wnaiRMeRRwHSNTAGVQaJdH5bFqINVTGxhNvHDpUYpTX8ti7bvz4e/Ld+cnE1rQ2t/N6ajzbW+FX7l2/oRdsHYeO4/NRv6fdszPyH9dtuuy64fe77nBzfu7m3A/DZxfNPwn6Mnou7ofJ8wInz7MRqOu58/Ox0/8fL+8wRfb/LXzoG5P/xCPYilf9VbMP'; f['electrical/resistors.xml'] = '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'; @@ -17573,7 +17602,7 @@ f['electrical/capacitors.xml'] = '7Vpdc6IwFP0rDO9FEkiwM+pL9+Npd/ZhZ9+zGjWzCEygrf f['electrical/signal_sources.xml'] = '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'; f['electrical/power_semiconductors.xml'] = '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'; f['electrical/iec417.xml'] = '7V1Zc6M4EP4rFO9x0AW4KknVTLJV87DHVO3xTmwlYQeDF8i1v34xCIzkFvgQk81EL7Gn3d1I6m7R+tTSXBQP0ZoXThqt+KW7ernPo/XDjCd8UebxIkpmMV9QFLhXFzWjExXr6qdL9ynK4+g24a7zcOmGzBUKPl2ffbp2rrP0ieclz12nKPPsG3+Ol2XFF6cPPI9L13muZLxK5yJL00pdnKVF/Y+KO4rTUiiLU9dZVwIrXqm6dD3Xean/vlZ/Z8w9B0SyxxKQQX2Zc+mht9Hi232ePabLq4u8otbd8doWbh/YiPa577Kcd9/jJGl6WnGto/Lh6mKVPfGteFjLJ3Fa08KezpaPsKaRfT7a42tpgg95fWHUMOKaGOULJ4nye35WfTu7S6L7uhX5Rrj6eK0/imfO1+JH1AxSpfjlLHqJi7M8K6PN+LStP1JvM37YG9HbdsJviMEpnfD1nQhO6UTgjeg9b6zeOcF53z3O69jZP4RubAjZEDo5hNruBn2iykn6nD7uETtOCnH6EGcIcAb9BxmMkhsbIt87RNh+nsyqEah9uf5iNkr0ukWksD0jRXQwYMBIgMTKufvEQE+UxRnWE2VxNtcTZfE2+iCiLF6FnZYoiwd9nSfHqdfF6Wr944Snd2x4st0ICxoalUKx75SLJCu4aVs4n+NlnDcdjxJrGZegmZjq5KAPBRmTmTwxtvwE9420o06Vw94Qmfmap7Q/tPq17fK9IbKqv1Oj6hdZkOyVuE9UEggKpRoyZ/cwGg72cadx/lRxUJbW89s3oC+PvTAJlAxQiJNAnBjiRIbfLJ+jdLmOisKass6ourAbyJ5Q0CRPm8/dvIzqVxlHa/bGVuXyVIH6/jNFR47WPNoRzICOsMk6wibrCJMXDE1ayAIpopv0lSGAE0OcGJmP/aLMbGppY9/G/tSxTwkQ0SQwHNFJtvj2IcP5xDFrYTA7FbYgmAeAYJ5Zb72O88VjEpVZboe9Q8207wkkEG5PQNweNN8F3p7vCYFHE6RdeHbEhhPPDRs/W91WT7CWr9HWDiVW8FKQKG9MCHF5Y0IQCSROIE4GgtkyAgF5B2OAczEPWNUyEKrzeotik86Vb0xlJxY1kVIRs7EciDaTDQV3CYg+A8ISnoF7a5qDH9ZMbGQsb1RcV04mqQeMARsgYhAWZGZ3324+2d23N9p9k5LxdtMaIiJfIgZ6oiyOsZ4oi+O5niiLt9gARJTFKdETZXHa19kNEtuv1mNsj/KUOpKxPcqAfbdakhtbjvUWofquK5mUrSAUgjtWLVktn0EyN8ISueOmMLcPc4cgN5YfaTRqbAXWm1VgvRuH+3hFVzd8kb+u3xnUpCxZIZBIT9NiSQpNliV9ohj+KQAtNeuBUv8QWvSGirvPgjbGAiB0FZweC26GZz4QHr43XlDAALQZoZmAljdfdkdTXtIjOhNJIZ1R7WZ1Z3XaVnnQmX4XW1lzIWjk5NVZNQQiBybQqkuuOEOzJqirjvrAwo2AuR9Pknhd8E0comZGR9ua0M7mkg/1RPxGxBcB0++XAazihifR64fEKWparavKvYr4X95YcWskKhmpcS8jE/AqW75H4BnEDSeehJmZSZiBRaFQD5gHTK5Q09oJRtuH/WcBppsFTgnr0iKQA28vsMgNRN8YuKs6wEmhNIJNVAZ3E9/d8ZynZRwljq3T3XlDDu4toX5+r1aB9gvlVagOwPR8iNHvTwSmIjteJ/zl9BUtGjA1Bk0dp3hAJnxXG8yyc8wB5xiayk+x3lO85M7tq5N+yFC9y9Jyk2s5TcKF67S/5C9VEpbE9+mlu6jmMuHcl+6vd67zJH64zcoyW7k724unlQ9oHw0/WYKmT/CC7Dn9EbGp4+uYD32fUnDONvmqN4e4/JRaxOUHRFx8JNCL+ssY4oKDljuQuUHEZajUgqmHSUJxPGwWjiIujAncx2cyfgEiLj5rT3ewPRCXYKBAQ0ZcqiFAQJ0xiLhU3RIVjOFxiMs+8MkRAM3xk/+X2J54kEpDJqt6ZpNVPTOo6plM1hEyWUfkaqz2oAAGioWpbzYT/vJ6m8fLgTCYn7qKIQE7Yh3jY238oIEA0j2sEsMDYuJph0YeM7EGYhDUxqDpWy7km0Ou4wGMBJJm0HPm/RaZ87Gf41VsE+z+CRN1X5a0J2GVbVJRNNfyq4m2Vq77QQZO6uOhA2SibMd2arQN9mFFGjJVNp6H6lsxlIn5+krYbSYGjshOG7p0R+76zlqGwRtpGBww8XDNM1qywcjKbBJjk5j/cxJDoCQGG05ifolfeO4gGwd7L7rHwADTtsHWNma2L4/Hv37JlnxlzfAmm9AKwBow7e66isIx405gax4mrnk4osJAOQUIIaIMdDw2VZnE8RP+b8Wi6lpWLLK1Pdin3PgzlHZhkXZh45cKaDSLhG5M84mg7vGO9PUhqh5jS2h2DrDpz3MOHBkW5+pC0LsGkvpwxLvCAb2bNcCxerE3pDgAFLe3Xhi+TuFrni24XWT3ivbHJhwqTEe9A29g9YE1ilIrBJ00DiFOn+lvWju6B2hsyvQNv0y/PiaFfYtqDqiTASJ4bxpIZHpc3Jwdf49W68RC4AdcDo3ak59gCJJ9r3Heuwrh4JNHHnQ5ZNCcoOi0BgCvILJwJp+3pRAvbWsb5K17ArWBgHrbo04edMOtopchqA2orZiQ2zCH9M4lXoMBtE7i0m4i9aaoY68KYdBVIWzvq0LY3leFYOiuDzIHXssEvAATKgeVCmQMetc/j1HOzx5t4bZSKq8aWH/LBnh3xqkW8rcWKvmQcaqGScY5H8KPBvYSoUjZCwEy4IR/5FFaVNKrDzrLbYb97yxOnc2fS7dmcXU7fQhCS9HofRIipzg0pWDT6KUTtZdN1N4AWosp2RFkHnaSeUStjXHzjOqlE7WXTdTeAFoAm7kHpalBbeepeGgfiYYzfPhkrJa2ipGSU06CxblmT7nkXFyp40lZ55Rz9Z9rZ2EPDuxVxz/JwQHwpAIxeXBgm3r8FQ2ZmHoGM49tmbo+m5eH0+/+zwUTvt98Flf/AQ=='; -f['electrical/transmission.xml'] = '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'; +f['electrical/transmission.xml'] = '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'; f['electrical/radio.xml'] = '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'; f['electrical/diodes.xml'] = '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'; f['electrical/mosfets1.xml'] = '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'; @@ -17618,7 +17647,7 @@ f['rack/ibm.xml'] = '7V1rb+S2Ff0rwvRztHw/gPUCbYGiRRsgQJCgXyfe2diNd2ZhO8nuv69GEuU f['aws3.xml'] = '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'; f['aws3d.xml'] = 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f['cabinets.xml'] = 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'; -f['floorplan.xml'] = 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'; +f['floorplan.xml'] = 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'; f['aws2/compute_and_networking.xml'] = 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AC9DbdV+vJSevSkPvwfpgLHCbWLGNrt9Ldgt8rz0l6imdvpcshovnsExP51FPbFk3XFlw4129Rq++Nu01qvHdHlztsAKa1oXtRUWLsSB0Ba742Tvitity/HqZi6JdYnd3SXjaJUt41C7Zl0lAftAoVHSv9nFvkioJV9uQSxIzY0mQhIVcJwnTeUrWag0KXwKmtPTbbl2a6mvOeTbscjYad0v28kSxxus3miAAksKkJJcOH4iISUOeP5qRkobkoxnp2Yh0o0eDeTM2IWWuoYw/mhH9kcEcHcRSTL+ibHZKG/LHX00+/IAyILqnzBBl9GpGhew7R+xHZN/zt6nCuOW0KDkG7fMmZypSwligXH5MWgFGjnGvu9FbujQw79UO1EyTKRcGoCMWJYacV8MvXEAvUBXJbZYqR8pV1Mh7JN6jRd7jYdabwSdk2Yvc9ZDGZlN7eweF5xFExWyAVZgtxiUiE2EO1ysDBKJ8FyhMSEoKOwINLV8Rlt0eC4aCKT6G3SwK2yAR5rAlVhPEhC0OEwM/ef6aptxI7UcrDnkqdeHqany6WyjnhobRehjCvwH7Svk5X4/ohutBHdlI6yFuc4WAJ1q82NHtrYcph0VkmCor1iOG3Xuxfq7JdtPei2fyCVXArMbeoYktDkKkkD61ATFueVKb3W1LlSpPuoIPIBEr0MPYF7ZYMMYmgomVMqY2c00eoA5lkCCWSKtLTItpODghACAN+WMeLA5Njj1pBqEeHa/VgS1HaDnhzt2U2gppnaK0z8GdpS+INLOUxC5Vqq04tFOBequlqpiFG7TPOU92Ro8dgXnOkC3TMWS1/IEG81wQZk6MzQ92/FXeKNLIDPm1ObofjMypZOUpwETC86BpR5h+T9NlyrecgvuBpf7VDaZp25lmyzLEbCHEL7CL4TZAwVqVa3Se+ReGKZadbBxILoHFrjmWCi/p4ybg6k9ApWZwQ+MFc+KGrvfT1UtvdkMnI+88Q1KHkc+ihm1cIqdApCZYBzgOjpCdnOIxOQrSZ40VgutKlq1nzpSsO642+fJTl5osVdfxl8DcyhW2FlqaU603tWGbV1NuQ7P99DgAvCXws4zQv64WEbVykxMqm3KoqwIT1Qhfx7A0hsYxHNf9is9l68hh5m/OQlTYkyNqHc2Hc6Inn7CnBNvJF+9u7YkmFtQO4wVeoi1SVdVHncOeiDnrsCNrqSPuBwhbvOLW0ZbtAXot9mOINUP9aAkSkMwIYTACa65EQ5QToIUl6o7BA7rsPAoe+P3rl+/ev/r62T//214SZ3hsEic4l8655uvp+1iZANfc2LN0TvD1LuaUR9qHvdiGK2MlfyqPs46l7pUU4ENNuot98BD+PReq6C4grxAIClyLDdi6BkC3ZI/WGXQbUz9uF/R2LktEsofgwxLIe2NNNGWR2oXjoNuWEcubLDa5SdNOh9B0CME9JPioj5xvmrx4XJVFL8BW+mS7exSJ1MojDFGuqVVtietPQXPVCpQSKm/tuAzhEo4RqtKiFFqMckpJFdvPMc9HHxAGNDeEafQJqy0edKMsoFyrEuriOa4zoEuYq6MFUUMKifCV3uDyAd1CnIWlPTpCRqyd95Tp8jLpgvgHHTuB5gR8aeKWLXD9vKwOOChxHh/nmDx3bBqqi3pYFya5wcLo+ItfGIgiAG4NzQpbGIPaGc7j/WJXvUzFWC9nKOLB0Fs9Zn95Fnqby33AN33VoOnjgF/k2PDAh8HrsUfpINrEniJulGcpJ03Tgfv2xE40dD/urvdsJ7bLrFHcPLPlLIY4LcVKauqvc/utfrwNslQ++OrTLM5bljtmpM2Xumniry6RUqTZ/Q1y59DbrEGS9PyrD7p9ghL9PKBEMVb2XIztlc9eXBktnQMR7T+7R3kvspIswrba1ENwQmWv1jaKCEj5Th2G6W4WFmE6A/MLuQsqKcVgYAnQDD2shhWNSFgsw8gYRnQvC0AzR6ijIFgBib1YBCyJR8qilz9hZYw6EzOrJpvne0XFsSkeTH6oFciHs1+dtGBJrWtrI1a7sBGnP1t+uRuZULdCkoOovQ20fmPqGufSq6ZfiGNuTjb6gDCgeVbpwwUkzFJ9F2twhySNYKWGDwLFSWWYKvQsapbgFFOBA+upiAxwcoh9PrykDInu/bwUeLDA4hezXA3uQHcgaR4ipRq+KCdYzvHSeFWtnONYkHWLZbGacJGRA9zL0SVhmWYZYKMSWjTRy003j6uo/xplnepV7Wt32rZcg5NmU/Qp1/HYFNMdlP0KGs9XNGddFrce/OG1W2MZH8f8lXdj//49YgYroMo/lrAt+7ygZJBr2qkrqIpt4Q7+nhDUqPAYbJrLEF618angWsLkMxgH8RLuPSj7j+D1XSKfR/lwjhidPJx/K0bvqr8Uj4bUX97tKTBLdrz8yiEcF4WirjolIlfM2VXsN6dk5AqHu0CQ5FEZOaKQHO8GtL9eakr3Nboad7XCKs69BKxtMSePmgw2AQzMCQSZWOq8bfeeZqEECc3EfUru+gflxk0RooMjyLvHwQuxV07KYLzOVAMlx9JmIfuwWYTA+1q+AHN5qm9EBjwKPd0xgO1kYQ997VbTWIZo2tohuDSWAAJDLBxBZeIjS5q0iO6lbLKI8QuxOKqKXTWRNRQS+dafvakxomdrEaGbtVuNQ/WzuqDArZaSw2YaDg5hUbGhJVFAbksUZElGdI3E4ggv1kWoNJGL0Cbk2rMBHA7N49tqtxqH6qd1geSTXGvHk43ZHGWajyxpMkLSKhmKlWmHTDtkGvKB1p+xir+K947Hh1cF7Hr3YkpVKTVRnU3EcjooXN94qFOz+wY8N2daY9TwLTxTAmV3ngGmXJ7nE1FxCfN9t0nsURmgyXCAMzVvWuCe18vZCnNrtzGMiWmajEg21UtJ/tTbz6WeCJVK+K6CbyBt1WpKmuWwmRUWQ8usEehZ03iG6Cr+p6DRgaUiOrDUUZenHH5AmRP3TW6Eqz8Vob2wbxLlDHvMGXbEfh8/BF9s4/PIQ+hZ03hsjjU6G7TGYnTIySH2+fADypyISsuNDikzRJkm9sEds/6EEFLtGcZwggAtbXhZFdU8rnU0NsMGi8Rqg9HXyMch5tnoA7oqxR1dOiBdEMtdf250+fLslSxrCFhaf1q+8hXvXm+arhjE0yBBzq+hmFND28tcDt6+jzj26Acfc98ce4dm25u51xRP0B57TQn5g2N/BvjSYc6nMcNXwmgBiujHDQrkk1VADqfxGv2YDjFaG1Grhjq00RQbuRBgQGKIfgsGCrtJTC1ItPpCyeqKskwNZYaZg3LOZ8HmEfPRFsn9Y/Xub5uDKpmqan7du5pMwTto/jXuMmqyIihTKXyV1UISDMWql2+KYYzqjlmWwgMfbAKJdICDBAajGaJKbZHxkLdnmzBpddjo/Bkzf9ojoyb4Y8qPDQUDa0BzeWukXitKQFAYAlENV5uNzFFS2Ca+9S+E87OcQ+hZ03iG6FJQLQkC1o1ihdQPXCKfM/t38tktTbYHS8ukJmCsTyDXlM0PfpuaKi7SMkHidJb7xuoXJQVAjkGOC6dxDEepialJTbwhLVOMPqDLSmfiFvEJhIFM7wr+feE9GdwemJDsGOytawDzneQdJHoYjc2vxmj36tOCOmrHWe8Hl2QBwR1ZIM7nQoMRydKUBRiQc0z/cRXuphmC0n+kT0xHHALE+WZySZVxpMogF4c4Z4NLspzA57GJkrsiVpS0gbJifHHXaLoezMDUCl+0J7n1VkFpTBivn956D7CEPuDjEO+PPe65OKqX3Ndr8FHc157n571jX/Hzfp8IzayKDTO+MuiYQvQvyIgBG3eb8QWUcSD8uaVc2riOGrIi2jUSltpDe5XQUabiNMmsV8VpkHQ1yb+mkZuZOC0CPOfStKK4ykHICl+X41a0UMBkSrynF7lusLGrSW1LUksIaFe+wahgjfGmPTLrjqluoEGfUZPJfArKrGl0Yakm74nCSjxlTBRWJArXhDFL6ZEgshoSeFtRuEaHwsz0srDak4VhYjVNt2lWq0F4FQt5PL8ab54MRhhP3jzlGzDVKEIV68sFDq7XM3fovsA3EF3lHXpddN2/Q6XoikyeEF1hjjTNnGkmXr4GtCb3jQ7OpWbJu/7/fPf+1bev/vvhm0NxwluV01+7m11jat2pONS4/9mLK6Olkz727rN7lbLX8yLXeq/ItT5Ryj7eoZS9pvK++qmU/d+ylH38WKXs4y+nlL07Xcre/U1L2T/2lPel7N0jStnH3VL28pQ73Vo/nkrZP5Wyn5Syd/NS9u7nVMreTUrZL2nvGByqZa/3atnvH+WfTzF7c8di9u5g8sfbN+9ntVhz27tVmn6W/yen9cIf//Plt69e//Ss/OeL53/3Tw+v//rw/tXXL//48MPD33/19s03D2/ePXzz5dvX3/xd/ub9w4f3WQ7/4vlXKyd/ffn61Z/ffPH8P96+f//22+cVAsqhOFLu9hsSBVtN4MV3b98fUwJ+9RrA55+JVgsWi0y0NElEw+uoF8UgBa3mnw0kyEHmmQGDAGY/JJThHQWhk6jcx81rlEx51LxGWDhAhSPsO4e6gZvkm9VKfUmAwUHYvIaoeVA5dnPN0kdINUuzhJOE+SZSWCc5mjJBIAWIMswowYznskCCVzzUdaLUMsosuyGxrB9W0lMJ7XUGSveiegmU4EAJZagxcJUE83YGGWsjvFDKJMNEMoN5ZMfBQnFYPaQn63iCHgKIpQQy0gnpjbU9XGaTo4UzKVeWFDwjZjJehmljh7PG+mEFPUBo74ATEFh4aWw4qpgwRflSw+M4uDXChZQ6I2YSL46cJUZJYs+vJ0hhflRNj4odAbs5Q677p3TzoeTK/XQAOSfThchpSMlCp3KFFFx66vodfUya+s/t/wbSVN5txY4+kKg6gepf/ueL99/8/b9+00tS/9//GUpSqqB4lkrnFXDmpCgVcyV0kDIqWNmXDy+zLPX6v/ZEqXzr/GyFKfCenC1dfgWwbE8Mq66gU4XIa5GGO8g3JsFDqfqbNsO37zdsO6D3fdVapPBWHC/1Z6sIo1gRRJdqEIKy7K6GhlwbsGuArlY6z/qGbJV3woTj5dAEYTfQcKfCnO6CpRn3ORYNfFaxKxUu9qbSsF+OSsNO12SbCKjGOSRE8nR4DU+gYsFzcX6vLzzQv9aBP5mYBuyGpQ8zKufahxHcg+NTQ2ErJ4OXlaslPIM7eKSnE4Nd3bbHZ7eRhh3rln2m+d/5hGJH3t1YHVVL6sbroSLSPKRAsmIPr98NicR6+ig/++13371epYX8Xuw80CY7DR4HKrr4G0BFbfyooKKYgGtPYYpCmrAKt5g9zr7sp3FBp1W6wSbAn6z6UlwGaRqAdAbBLxiP47FiInpXNMdfRoRnwLI0FwMJHph2wrJOGmMyJKMJGEGkyjGq9AJCd6F961goheZCOWcWUco1dmEIgbExWRwIJmIkC1ZEepIBU4wB/cGA/qDNhfKSMEii71ZhiXTerYJuNZ94hfMTcX4OBggaGK4vtoCQ99yyncAIDSl3FyohqTECxFEpyj74LEJKmZp2XM0pyNuFcCgdpvPoo1kl/YCCEMv1fyzAMuCQ6pxS0p6Z8OePd6vBOqM1llQ6HNaLQ54npdlIXkz2gpN9+qjp4VH7FFeTns4x1hBrNqc7q7xsD2apNqBZxYoan8XPi1nwukQDi6kWigDLni4EPdrn/AI6qhK9auwVbuEFpsqjsQ/R748el35ARgZQ1yxYAsMgFJTT8UIhfpBijmbBVYDi5WQ1xBDyiyZh0QnfT5vCO1ThdRcPnxY+oiQlivMScL8H3O8eLHAqNUeG0g0Di2StYYxJdG2x6yimMF4aYGiMQz3o+maDClqAyIYaj8vp4WrI2bqUWYknMOL7zpNc8JnKUNgYu4ypv1SRGV7yyOKWu9usiSn10LHGd7Uhzjb1UQxeXF4wqJFBx1dSLzjdCSyGKj3/aDcDRpYHzk022gmJ5xc21RH2kln4BbXu5gA3n+5uqDuFFkCIuxUJRmDu3sQrRpY2MGUqAmOGp/ntLVvCly/AzasXblveX7X2mfKEizBaNzeEjBz/Va7xcsEqT5UIutHiheLfAcqCB5FjMLDmAoBFURuAktWJZx6/1kuzuexEFEZfFz30C0rYGh96M5E1DdUG0rgAFMasUYjVAosNPARQ3AQ3kW1WUGEH6ibbW1X4eObwtgPEij/KnOBdEy4hzAm/e/ju9dufvn14837HmrD5Rh5nTajF8T6Wxd/EW6wJ/qYgirBvINn3E4R7GQds4biPwY8gzXEVPOHrSOdKQxaethcqDwwFcmQughEXg75ghWGqQY8VaHsjpAbtNwrZRDfEGUFcRBNBpNdOPJhUnSoBeTZiDyTdtJfeAUFLdzQTM2DvtiKZIuEr1ADXYIVdj/ME8jtPMo6YwrXTNYjkcLUlnKGIMxQOY4IkGJLTkoDNJGiJSEtANgNCNGgqe4+ljXkeVQAvgxKdh8EcpkHBdyp4rg8z2w8r6dFCE2rpkcwarBUNO99czIxVL3NvKL9HdL1cRD1moPsQqxXKRNLjjtCDewxNUTT1GFdz5SQ2mbV4FvXwLLZpRPNLjGQTJ6g7com1Z4jm2+HxVGLfmrOGBIvOTu5RxAZzGaSsYTKZwrDViEUuQOwKqGwHFgRab36R6Ew5arXbBBdrKSxU8/QCJpsePEkldK6WRWK0JNC2ZU1Nh/EuCbeGQgOVQ/HKYCKqZ7tDTcyXtcsS9WVxDhN27lEBAIA4f/Qs2dANStQAyowXVfI8FsnTWLcPAnpDc44i1VlntTZq50F0bbBrLAdPmXpoxlSoWx6Np3fw9nBK8EkKoqygw6qCCgsd0vVlCKgHpQLDKzJCdcp6HAPsT4M6m3EXLADY3WQBXNVCgQZgA6sFWVhudSMGbjG+gsSYxfUjeUKh/g2a3MHX9qbbAWGvbWjqSXphpCLVVgm1Bm8+Y/FmD3B3GgN9GId9cCtaqF4RIxVni0cPnw0i0OhG6tE44TJczRIiA7+rtMPjS+ayA05rrl6l59XZW+ba68s1TCYNB1FpJgNig1iw0vRB4y+DHPT3rmtMf7xzDxEzXnTuBp0DQKclwFOCtj0oMTgK0/GMGguWVcmqQWoU5g4ntOw7XDaN1e8Sc7HjQyI719i5RVbh/fI4i2CDtkcz5dpBw5iaIKixaEK1qKaYgWUlNZ5Mjsw8sRWj1aFY4NgsRnr/QS4Bug+wasa2Yviz3hHAVQBlUbXuloTJ84TwyGPhx3WftW/8vREBeaM0aynhQqrWOdz0RJJKFwIfbApoM8NWGOgVuH71y84EftRC/Mg7YkF+yFodz0yxSAs4NM1VkhpMNEZJwzQRacemWi/zG4omuvbV3FH3sRErSBuQhDl4qAZztkfXoblxMDVt4sSxSanpJm4+MO0XleB9PLgs5yYVU8LGwdub6tUGTnmQyGcNid33S5Un2d8VerX7VLzhPwZqJn8GWoB1YCJQIowYlmnJ9T7n/xpC1cZ/3bSMHknF7jckWXC0rHLdInV/1Bs3NelIdwJIMiBCy7ANg087RhNoDHfpjDwajTxaIpgMbDnSUITpHAOVHcQdsjo61DDINOhRsrQzGgxpwRGPfWscNJ3LuSsbDwE6BmXnBJhNVH3XoRzihDM4oTM48S6URRz5ViK00z6o1nBqIqkiAU8jpI2RGLt4i8AFhoYGnZr1IGuWZeciguwcmX5wpWGoOIBmg0Zla9FcelRxCAPFwR1QHKgPTMTRttnqFl9Tg3RE3Or3LyATN8yd3lPzL29ffvPsy5evX775+tWbP++lZGyFwB8Z8qluCPlM6YSfZlE3lZK/qZI8up5OJbvGK5+9uDJaPJXsGvvP7lF2MQPTwYRxhLT1cCEKh0eEcVdh2zf5JmnUIB3dqRzHzjkE2VqPrldkUaiHxhIi+PpvQ0TwSKNFGfEFBVko4LTV0IAsOMBlyHeEwptt8VwyS5Eq9BoC9Es88ALEswOwYyeSWC1kHWVkM80yOFQCaGErIAu8LGlWE7uK3QZgdvI8e0w4VZ5lVC6EMz0AtiHwEQ+LbhGWbr3+oGKNiQX6zjR8HMr05MM36Y+QpAZEd3c31PJbRwv0tuqAsCgO8EFji0QZ5CZSvcJJoA+hIKqWlF2XZojhgPY23FtQtwx2K9vsdWdq2q/jzW5CY8pbKN92IeRNAJLOoEeWgKSPYoI6qOysOSxlPoYWHHpKHGfIMXZUt9Ihg4YKs6+veLBoImR1WV0pxFLebiPG8BYHCfLuyfZYhxbjxbHL5xDzfPiGMlOZdwIiuuL6fqjwxgkPiKp3h/G4DdcVTAlxEy3P1GJXQDOGRchZ5wjvqlK8WawR58sQuhQy8jGXHgIy123srDiD2YXh8Awq/0s/g/BeaXrF+n1Yd2cFjI/iEbyLPm09VAZYJeoeWXbdPQeaPEMGXTeNwXSGHmRyPbIVi0PFXknP/9SDE4sNpWCovSbLwKCJwC34ctxiWH80FztNRk/nYqdJb1CqQ9qN6uei4SpxrF+aJt5ksNreOiibC1wR4xjCa0N7yki446Ywn4x5k/XTydhr4oWAzFJKxm2vj01sooIH4n3kRh+awzBuWmejJ+NAi15YizrU5PNd05MONfR8zVWTDCvLyjU1p87w0l3YlKYrMm/B831PNXKU099rkc/0jh7pc4TGrxsnCYqKqvPxfZNvdnEAQjquMarum3tgB2RUuLHdRlGi8bjBM/kHelLpuuVZlAWsHlkWEQ3mSXYgyR9pGfK6Be+dPl0RrzIVL3rYZ1DjoXigI3Sk7D2BA8icfmQpaO380CYfzNkVCpBDw8BbpvMwmTfoxwPO0fEMrcmiL7Dio2R8ljnXb6cTYwMahNEXLnWpQYouxkqwZWliKE7CWuCnlidaQUMYEyYAPhDYIl3M/ZL+C6LST1v/gZkm4BlU12dOTPQNawSMXZ0KJC0w5w822HA5ib/qIdnM+L5PbOA71UHWh9IMJgsazOlsRvzUMikcG8LSD4bk8SODDdZd0h1hRmb7xULoi3EseoIfnpv2zHGgCLEJSH6DP4/p4ye0RlfdeuL2LI5wJZvbNpTAmMlGiBtBf3yabGu+0+Z7E7qy/hbAmNk6ig2MO9vCgrkJFo9l4aeC9PuchfmdARQaz5AR+YLddGecdlCV2l+9avHHh/c/vv3+vw4BsOost/7KMVgVwozlX6ccU9c+fHFtxOhOOqfYh3dxT3moMLwIJ2wioMtAyJsh9SWZFFbh3pJ+BVgmWDMXquvksX6wrZXaKwhkQpxvMyimo4fog/UzTZ0NSVmoSo4WZCgqYd1FC93lZcju73oLROaOoabsWbIinhtsrPkminLy0kX5UR1AUSl6Onn1s2JtTpTP1RcKxvKtZ+b08NICc5pYNjQ1bIkrrL9pJvOQQyykjodGtIQWYHq4eyvqqyEfWAnQCJQShH4IzWsRarSjpzzHczjZwSnTVIQsx9eHfnsfQ31lg0u6kOQe+VUheHuK6Ap1lA8Ay2uoEOO6lr0PAb4ocqEXAPSJ6m9ABfNmho3GSHiFWwgZOQQDy0cfEAY098j4VIIT60nRllw33wJLn7DWDB5ieb5xt/Z4s1SDY9FyigPWkzIOQeyRk0+x7ye3dr0rfuEXz9Un7srbchfPU9xKctagZFZZEFocL2m4lMLzu03rtu7NdNjfTgv3cOV4zHCtCSk/BQuKjjPnWfTmEq81cbuPwqC2aYO/9BH3GdnHXW2S9qV6bHZaeHcQz7HfxPrDCbpNi/5d+m2wqoU0yAZAvcn9OZk7QuaNRtdHlLk3e7sY+g3b+/Rj/hFLlXVdw4UKREQQvc6/zBindufLsxpSIODGf/33ffxk/+Rl+RV5WfJzioo587Tu/dlxWxL2k4uFnb0DHQoHfLQExWznLX4Lu+gtdQ5pSSdhbHPRODUeMYfe+2tN3vMKZ9hhrqZ80mpbU9u3A9zj2cUxIa5W5dttcuFyx+rup/YJ1l/MNKhhC/Z0fJpu2SUePFTbGzdouIGO23aIsjmoaGuyrKwXNd1AjTaAJONTLZLZZNnFCaHzvcU24538M6mU5S0KHseHjphV79W4aeFbXHeI7vfZ4su9CFweQdwOMPr1GTQLq7F2nKW7WmqL9oaiyLOvXv/wbn3g9jGerP2MRJIczuNuMdAa+MqcK5ObUDg5ZZ2tIWILRBcerZIFw4Vb6uSq0enLybABwQk0zxZG1SuIPDEILy/ptCwxuqkHboqcXrJRe7MNpSkvOWBcjEADUH5OCmhMXRwahyF0Fpk4kyP9Ccn6+HN7Cv22ZqIoxbIXTC0UT+Q12c0mzFpqUGTuLp7240NleHWxPGZgwYXilRlzYDpYr80FUGsz3AcB3uiI+MWuSdbrFWsNOqHSIGK3g0C0NIxniK4aBR1w0SOlnNmDWDOfNfsndkEsJ6bQ3etA1OTZszqYocYLX/WDjCx1Mp6i2eri+E5PgUqAFZhBzdW4SR0JK58EuqzfpnFsj95sL4dOcdMCrJ1apUQxf5NVygm7/T5GnGJ9SWbcsuUOnNNuA4pUOg/dw0bVVz2jaiimxOprLRrqeB9Cmsmmrh+3l91vb7XVoHFhR1cAgsgilThEkAWZUQUBIWYtgn3ZBu2L4E8R5N7kpAiEHhaDaBg/KTkIAZVZS4NYykK2iDwRCCnXp+P4SGz4AWVGWtbTlkgDWGeUB2wCob8StjFmNhqWJwRfbEeI1xeGnjWNx+ZYFXtxYR/8c8jJIfb58APKTE6kEpTZAdSbJvDhQBU8ou6xwZohqhka748JRp2xcoJVScUpuf6ayjkod5h3PvqAMIn7FhvcN6yeXA98wdZxBnHlEuH2st1FVwQe93YMqPrcJZnj9G6fAIrAQrxbfXzbP/bUR9r2HfdaP577dtsPTn3DvsLsQOTkxHOSSvpxeTMCr0unAdVlYQczP0OQRxoxuQ5eoAoOmQi7mSDuVZi8WUh8O4iyOEiC+i+VLsRNAnxqhdU+3NFyLZ8x96ekm4TXwMJdXgmvAcdlrRDB1NILfk2TPy+GBnQQeXYwm6bEZ9I21h3FRTSPuFsntbRVkjA4NezZJiFDnO0FM+HM6O8gQ586phFrBPb2uKbJ8NWLsHo5tEKxpmBg9ZYbZFCHS2+ODukv6IztiydQizlbm89UyaJEqPA8QYd5gszLjBs075vJ3s0Z2DerUCtLixsf9exl52UlvQVCk2NN6PPQJ491wwlL8WlaQk0n7ABrQkTEGlA480+HISsgcRqK01JigtHvNRqBkLVCpBEiJmZj8nfJF6657wff9sHoA8KiiFXKjQTW44kwbzAkCNGnY87RBO69ZYN4jCIeDOKb+dVyfn2BXSjcR8r89/Ew+3z4AWVRiLSqRDlVypxCykDqMBFDtWLBmCgPkuKatsVD4CUcklM0xmCKtyzRMohHpQkZOcQ9H35AWRKGlgzUBJTFzYdUoZpA1chBYBrjwSBJ3S6c/QhKUz5cnP3as0ZgKDbDodRVKLAHC2LwHoYkuMuhN5L3WLZn4d3rm3hHdWZy6sMFsFRNQcppT/2ZrLVq6MkXFUtirC128zn01F0AubuPYrMLQWQkVLJwCnunExIrothK7wZpKDsdQA8KpdBzPCq9fh6MnnjRPIZScY6pCVmeTwZV9XP47pp03vaVoFvnx6qdNdykgHhcoiljm0To0PrzEPh4s/UZqNSU8Trsrg2rUTQNhoFCfGr+WdfOaubohy+KfnJ4EIs3a0x0sxp8WII/rsyz4SVldqBnF0OSNC81UbDwGmWoFoPsM3yBBBkWVmD79nYyREdvpnhBp5VdkPWj4c9y6AFRQG9vW4pkXKLo5wbcBXCR8k9a+CAGsTC8ltOLkGUJsxva6V0K4E8JvlWOnpXjzLPRB4QBzR1hUHTLRpRCcj0Dj1hqSiEgDSDwlJ8CC9ETVLwX5iD4XMORx57c5M5YRIg19KxpPEbuQqHWC8KJlZ+iHgQtu1Jy2evntSeDPWnz/JPdRBHVjn5JlvB5LgloQ+PbsV8Sl9jteOKRoMdnYdHhg3epqwLjE5V6Mmjtiokm1OGEGloa44VJC8TMCntXe6I1NrQyxmJHzF4ASMFWFFGFbjUNxmitfvcym5HWJUZZwMsg17Af6zwp+lrTWptmZp+W42e1HCfUB7LGOJaqsmeo0RBWZDdP/7hpc9WfNfxpkmwm0y4WBEJo8hVmxi0WYFOPe+QtbkrHvEVNE6s1sSOX59IWjoH3nQkPqP26LUCiDw+AJicSsrJ3RiHw8EL1MxYJRecsGjnWQXoTL3HslBAroWdN4xmiqyQdgWu0kA+D6OP1Dz5f9k9Zf1NPhdjoSHoXUkMRNRHU1Ro3XBLXlME5gGsvVwa1HGSiliPWAjsRetY4nEGiSvIhYOyuP30VQZCLQ5zzwQd0Ack9XZaYV0hYCJS1FwnUUSHzic9vCDC+dXIQRYNYOcMa7agOseyRkUPc89EHhAHNfcQWcR+QLu9w9y8GIZSVRkRLzdEdawJeTiQcjEFDWDnBujwihXcICkM+DjHPRx8Q5kS6b8aV90gZ+O0r5Hth3nnCjw7IfJ/PXj9oz2s7BHjtYTQ2wfW4l5O/RGQ+HN/3jz3x3grO6033OM693TnvDd8aU7zp7jxz4ync+TGOyeOED56EtvpSBKaWW7IfbDTGPh/Zx3h8wzzMS7QYgGeXyhg2nQiXMCRl5roXhPRrw1hBJe3qhIJalbPrGt9VBbVXwrksO9ASpIJ6XUvoFNQ9yfualtBJ3pGMOHFf8pQHV4oS1w7uviAx2P/y5F4XifbP7kAG5uLxjt1a2vCvW+rBiK7JtG6kv2fBoLZ42FKvEkW317xhAz/7jGuFFUdFU3W65xpqs6h7DHttw+7j3iLkZAAoybZA5Zn1l7bjNdAyd+CaVKqwEEOLDyNu1+XUxQ8IOqVvQ4SJ3Z9YfImhxG1d4zq6Mwl2vA0TnWvDqgqVGiZ7nAhBt+pgSa7eqtBzAQgH30DOhdCTcDoZ5HQ9nE4hAAsEvZlBgPCR6KF5mNMgYGngNl04KrNFbyfneUDGgcD2UYz6xDs/8J9mhzJFAluKBo0TVu0EplIGucuA9UEsPjRJHRXtHi36wqRlHs8ziMwZNAnH5FXXtqdSHIGqAAQWO5DjeZHm0d0S8G7xWtwtvR9pIW9K4X4QP5R4BP9OaNGOxUransSFRlapTo638t01WNrF6rZIiiXn0CzmCdjZybk5k1ijsHwXzSYmzzRhZQTCP6NMRZ59tZMGI4luAwXjRHTFJinvykSFWawg/l0VKJ3dgbBpsLG0wALqA01jxEDTaLFMCFUJCdUkIAMRd6ICeYDfYIdYHrYpSW7jDy3cYb3vfRDReyZst8bRagyuNYP48C5qd7mSTdPODqP5LmnHps05/v2bP6/D7aQcB/sEgbJlDNvzECjmPAJKSUw/h4AS072yi8NCpUs6GIgAcgt3nXqHsQreoFfT1ze5rQAdin/c8CLHrniVBxWXM14G4K2FzUHFyvHkmp4oTsKVziFYAWa3u/fizh+XWgeklWupHhSVTk8OikuCda4e/zC4lUd/s6zgBCiDbHC/XaBF3oXKmPVNrVdseRI2VcEMWapIGgOOaueGCNjK+ECqCKwYU5kqQqAsRhoxERrSoOtKVTUJxXHFwD2q4qJFJSBN9U0R1c0SFGBhXZe5MGxOjZLzXP/GrV0u0p87jkDXQPWvzlGVZerim2bfEL7/YJNhKVulRVVZX008dYthti7mAy8eC4t3nQJmX7f0078pK81hlcfNMrVxienIimrVJ1LXOA7rFngq7Q7wlcauTDN+b3ewrooAA7vDYjuySo2csuzVsGDgZ79+haGyPbZNXjsIFEXkCajRMSEEkiTkXI/+Zq1QuqsyDGvbFUTPJbsgXAoI4BAzUJWP29cWvBhzsZyIwraBEnVQZMuAfWtcAc7x8m+B8D0jOrrWG1prsGxVimHOe7SgGqsz/qOIHgcrSK4nUnmAh6baPCMbrXs46LHi2zHoUjZTb+JLqdEMK59w3wRa9j4YH1Lrk7A9gCsIBjBERSle78CEgif1fvbx5nG2k8fZnn2cLZU0htMZJo9zOPs4G3qcF7giJ4/zMnyHB3+MJ99mT56zehIG7/Dob2b8NpvDbzPkWuLbrO79No9sjvQ2L4ff5uXg26xOvs0a32YIzx28w6O/ufHb7A6/zfUQenyb4+RpXsZP83L0aV7IpODxcRs9zX7wNA/+pvTxp1nj06zoaVbHn2ZFT7PGp1mPn2Zz/Gm29DQ7eprd8afZ0dNs6Wk246dZDZ7mwd+sPvc0W3qaIRbOT55mf/JphkmH7Fs3Kc7q1NmnGaKPwVRoRq/w+I9nn2ZHTzOMFiZPczj+NAfcN4GWffw0h7NPs6OnGeR1e3dAN7/deGRc+aff/eHFAVS3EnRzo5XlBjPLJ8F1048qB6+D+xS4bjje3xzXLbvn6t7mwaDYYgGmq3PqkR3WaTRPwhtssSR0E5nFnnf45/lOluG+TlP/ZP4EMHpNcFUIXAEMHEp+/tyYPhGPGhGfc2Ee3qbJXLjyl+HwXRUKNod5eX7Lzyp4K3rZIet0/dmrT/BFxYXlYxiNY1iHY3iNznXTONcDmkDSwXi8z5n7U5Hj6Ap1AkMarDULr4FbfTaiaRVL/GNQwtCxr9zYTZOxDAfx+nRaIGgoFKwIBUSCCcgQop0RQB3oMI7SC2MonIgOPGh5+RODwjDgRqnjsEafMfOnkEsibSzL/IRxUn5hMD+t1wvP+OJPpzHUct45xoF77KDSt+LAiPNj47BwxnliGv4Tww6mJr05U3vHa8SAxqgnTcvlBG6dq8Uaiuq7VYtRiEVWZn//y6UobJu9RKudL0UFQYcOTMfL3DnEvuJhAbXxQ4kNd/WEuMZIQJlH2mDYkebxeA7tGnqRJXNqz5rGM0RXQbwLGOYCGYrIyKH6iXz0AWEyUDA3KiIM6QIbkaZsqWzNMMh8bwiGLwpKnZdj0BBKTvBySch7JNivw1Wy5OADuuRDnRs9EmZpUcA+mOGhLDLfYP3x3WVxm3KfCXSsaTg2wQqDTrQiL9lxMeUe+95sEkItIuQVwn1BurC2kM+grajHpCKCk/KFN1vw1s6u374B5l1i2/4EiAIFb4aaETiI60wC7bY2ftD009AnJdAKRLVEkvQWjzEeI1zs2SECFmtSFSnFNHycZN5Oeed5I7kxEmGRCKPAWaiWpRKmTSmQRttBAg7vjg5C3KMnt5pvDDFyjHk2+oAwKUHXRiDME2GOuKdrqTmYi5hiB+M7LQfxNEiQUxzIxElV8pCTT7PxHQFiVYSAcikbOprgetGoRHal0iJaKk3tCQPpc8gR9RMT9iOAp7e4NmkFhq/KOriAu7CHOFv6SRBm4Np9S5qiWngqUajv9pNb102gym1RTBZ8rilgtfS08DPnCCVsfBlEzLdQAVFDiK27uOkgx1a5G1h1xKq7gLrgBBrFdU49IiOtP/FqlQt4davCRGmavsns72/VJtZ4fz/Mtmq7DSICXZ3bk1tkNUwv0oALdbY+ytCSZy3A/MgITWqyQpDLLg7w/GncHKBeKMKGrRkPCSWmPkqXYjpVEnNTGz9oGs8QXfVmIohQeC+Rk0M1/P7W7MfYS2wd+3GffYUZjSP2T8lMNYxaK179iJrsxU1a3GX2jTkN6zhQ9Zp0DmhisqfF8hDZ8OUmTR6817dMDHByiv3Eq0JRkz9QpEeU1ICzIgxwczPbx6Im49Wwj3HKqSlx3PwFl9BweP8Emc0FLPIs9gv0u3CErPmQWU6LgOY6a9KQLnKqNGjwEKnewwo3TRzO1mJ210oNi4XDtBENWK83bWLPDALd5hB7A5N/tJ80na97kSPwFUTEJx5gD02BFc35WNQ0HysOJdoO6dOkyTErQ/eVPb9tIL0vcmypnb2hEBzO86gdajJQrvKWuTHz5XCDHaUBgdVcmbVbbJo562Xyhhpe2jKVpMqCkMxzixF4+CxotsacVs9QI6glCfW3JHhukiICk1VlsqQzLwmxZ8FJk6fQzUotRo5QiZhvdSiDBJU0MDBd5mwVqnWebj8y19e+E93BTQU/DX1RPQcKZ8CYyQx0w0d9dhCHCL+uFDs2DR8nmY96zry0fUA8DPyshBHzgZgn2Glx7HDweHSEhnU/gl2O+jjv/eiSrjgweWkyeWky+miPnNsGcpo2Pl91TVUvpf1Gk2FJJzG5Do1X+acizuPzT7XlLR7JhGal7IwiQAXI7i8/+/gmzOw2lHxZfHWKvi250she4iaw5pXg1lm9gWRsIVSYnN7Q6UtqaMkgDR4zSDmEBHA5P34BLUAZB9uz83ei1q+GirgZTDYyM7RHbLmF11+qZjDZZKHIq12gJspxatC4npMK9djunpVZe9LflHNPNaWhJoJndWO3jl2EpeOqv8kkRIcBoFrTcHLG4WR5vmDTpIV+Wxulw4mScD1h8wKIVM7C5T6XxFZu4m/ScoIXhMLKtBNIyGKOO5zY6APC9EXSBYHTzBfkkHeABcg/KaE6Kj4GYnjqfadWlBO8YAEvUJJMw8in2vgalr7AalX2E0E8LhRgycOrnKGJNFtcM3NdwecaDj32pNitseD5X3g0qybPqKGJbMhdsKSBXRDzyi6jLa/d3mGEz0tP4APB2T1VmV2l8Q05uAYbo9OW71SMThb9FLYkZMCEEnQwyGnlJ7eRQSB6Vl8j9uQMwW8a6omWpje0WANZ6ZkTJQZRDgfxA3KXckIqek8P3tOxDT4gmAFDM6XwYw3zCf3YeNpQQQAQvZemaQoc+wqzZqzlidfUpE4L87Aa2+AsEd8AcpYVNRUxHNEGtreaJntayaMwt3Xi+yywpimyAJuPpY1TVGc+/+N4zwyop3cDPq0I+MzIew7R2DShsZnJTDqZZzEfxCJyFBS0cBqjSICRY8yz0QeEAc09YQRB4JAuiHHIKQMWmce0AifjtCzBtlk5Bg2h5AQXcbbyngh+MR5nno8+IAxo7ghDBEIKxTSExbJ+AxJN/umQewHAUI+0kwX6DMWUwnhsig3Bexp0PSAnx9hnww8oc6OCbobWHvLbTChurMI+5JN4dKOXn/2F5hHp0MoxlkQxjEpOMSXxrj/Ba4aMfKJjD2UQeuYBe+wx3NvdYO+ee9Wf+lM16jgRA/q8rOsNMHS8SWOVCocixxm/B8HbMWrkkI1WW9KN5tHXsA4VDjUiFqyavD0Zy1bNw6/reIboqnioHpfE0nG0B7GQP2v27xPFQDq/8BkOYk5lk1mYKEYdYlOnc/iwq1FTwEz2KxEa5yQkj8T7mYbkRyoHmgb2VY6rGlKvcnDRdqA1LCJ+8rrWsBBA2J4YflVnaMXwQP0Ee0UKHUgvcjf3yTTByUt8fzcPzqW8xK+fy+YSr+OZhtyBSMyl5V7uNQyrs6m0yQ96UL3E31GNEHClmh076FaTokVwkOXnMLJdNs1dgwMn39CJHcI49F5G5be5LG7iSudNA395M60JncwMglgmD53JECIYW0jkMZQGJPeCSBC7ekNTEMkQFxTf+0XC5rq9xDaEBsXS6JfJSeQVFq1BiDo10vgBNjanXAehqasFzepqIaQIXsuPrnhsOnHFQ881Id0g2IyKk7DroTHoSti1wgjA8nhBwKSPI2zQQchCcxJ8xAthEqshwjjmMRWDoQae2sQLx+04cedmkYGBQ25Osn20G1Q3G5S0MYjRKt9g7TdP9mU9oRoYatFYWSpUw1A1n6jIq6lRfs5WanbcZKXmybO+TqR20SGHDCzTEN3GXrmxRERNe2FZokkGXzVf1az7nbGwabC7ZF2GPmAuEMAKSCElygeQHuFlHcXoTOMwZETFYJ9wEXpAdWOBSxjT1kdZDIITz0Qgaiy1qps7mCeG7CWLibSv1jbIiL5XkOFOmJ14c/fjmnbkhSMhP1cjXk44ej1tu10H6sTRG6T3lLJDKITjaKhJDf/QFBRiBvEMSwPdKmoJI/a+QzAlCvPvkuTw1eL5lrFcQ01LA3eCmSIJJYtUNqOiXusAgQboV7NkD/7UNPXB7ZpAVaqneqHTYxCLKf+kZDeuMiiCrMl5zBB3oYrpqWaOJezJ0XRw9NZ8R0fsCW6v9SeAEudvaGId0SRyTTQC3q4/MSBCY0lOTRpGSYbDVD4nevIOe2pzAKgjTR1hP2YQGQBhIB7z6+AAl44WCmXG2wouirsCn3SQsv/68rv1f8wTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOwTtOyvGlpWPs0q2ej/IJ9mrSDm3Vx67bZt6U+8rkb5reV6hda3b94zMWH7v+e17d2r/354lv+nGLyK3J8b/vPlt69e//Ss/OeL53/3Tw+v//rw/tXXL//48MPD33/19s03D2/ePXzz5dvX3/xd/ub9w4f32Rr0xfNqInr+7K8vX7/685svnv/H2/fv335bTA+IGmfAcn0Pe5R7skf9Ku1Rs3O1iuD19OQ3itd2pCaWGp3gZOUmfT/UkD3zmPpbm8fsbeYx+2QeezKPPZnHnsxjT+axn7F5LJAMrp7MY6fNY+pvbR6zt5nH7JN57Mk89mQeezKPPZnHfrbmscHT/Csxj/2tTFLuU5qkwpNJ6skkNTT1xqmpN05NvfGT2aOewrWe7FFP9qgne9STPerJHvUUrvUUrvUUrvVkj3qyRz3Zo57sUU/hWk/2qLvao8LHskdFuyXTF/vGH169efn62Yv3P71+ePbbb1/+99s3z/709vv/evHdy68f3j1Zp65bp9x565R2581Tk6Lou+ap8s0Z89SDCUE/SKlzwUqEDC2TFpMdTvFv69+zCGoGfZRNKR4d/OcnpWc8ogz9SwO2uuYgRxpAhkSTMrtNrMM+cZhKfpkmmblKKIZgiQ2WwTSWZ17XD7amMG7xC8cAoCYlUGmBGk00GuIlX/waa2euP1O9K8vP4cSIJprOUZPpW5qHs1RF3R7O8vx+MPizUgbo80CkaXjEMSysi5gZauLT2bXwFHcgRxORBnlRuICaVtW0m4KBy2gN1XkyF1ymVVttgQ+1QiAI6grfsfJNmQRVkBTMxqnVoidlsKcIsmMdXG2SgwPQuogPrpMKliYInwxSgWI+ICVGlAVyl2pOUfmYwAYYQcCPJi5NO0lsHjOiSZWUwqUP5HSwmPMW49lRo+52mqC/45CLXgF6jVsqvAAKX9iU60QnpsVZe61J3Ei61r7YbdKeI59HAOzeaVr1Tz8+L/MWwTBA1+03mYuT+ENQkKUUreA3g6vAEgX/KXrCX5wc/5UxPrxz4xaDeJu8xQPeE29xHgCxdlo8+G1IwC+Nm4CvEYwrVkuNs1iy0xmsuIKz1eAERX9tv2HTPdEgfLEfFNnkf6xjvnv17tnv3+T2b5799rvvdgTK9VitWuenlSkBiOsjiZVLAe47K1kCVAxWnzgkXJZa3ztfvbgyWFLHJcylvMI0g3Mh893Lv07dj8vI/ejwDe5BzQBaXVghoCCHDRtVAGAX0AAFRS0RqkszO4ID+ya3l+VaCwOzyQIdAoKgY8XnFsDEnFhMascGh64AdnC4AWiZm1vpDlwuBBoJ8iQAEWUrqEPdWdykBfjwAxXHKmCoAAlaeQsoji5nC7gEQLrK3g0nLBiAber0hZbLBwR2hpqznoyR5Sd/EJJFgcwmtLFAPQ5PRtL1VlWdiaKTOC1BYCdJkK3YjgUnCiTO8pPXtbBoCoeaBzAXir4ulWEcQHriFB0vM4C3u2GyLbV4iY2JOKkL2sjLr4peDGVr8iNjEetacxiraktLYmUXxBLXCIxp6ena0PHg6UoRn650sGzU58j1SaXWRVegoB5ev3713buH/OKuomBWRn7EXx/oEDSn92aT1h3MWf9jaMiyiAy7YauvX3z/8O79+nBsv75+v/5nP3Zl+HhUc2vplRkaSj20rUVPNhDXB+vj6OSlAZWzMwQhCKMKAc8c7SoS0m4yZOCaCxhz2JOyAJmhTWkC6qrZx63wKoJyyokg37afzAmFsIhQGQLeCfiwvEVwu65TcPLRXk+IQqcZAsLqgoE58W/hei3Twz5+rrEoE3v/l+npPna04eLgdo7qL3RWrE9I+I5jaYfmXoJwlkQPOS7zHcX1XIiuSHn/8vLb//jm5Z54vq73k8V3s96qGyy+6gaLb7rB4ns6IHF2wWRYXAwU6q/R6h81o7+6xKyQaDM5WUtJuwsa8AwzOpaLz9vhn5m1B/tZabkhDMN/aX5bnJbs/jWwSVld3gzkXRpcbxOBitO6//eulDTYGm6p4fDll38ogKWCPnzseM2ZCMKSZWYJBddgYBQ6aFA3RZmOX2pUEQyD6VVQDMsNG3JwQQ8+D3Xjwx3fV1hGz8hY370aJKiHf16Gm8GerRmzXbe1QFcYDrQeKX+AMOwox+ecpMENjzr2mGFId4dq/Nnt7XDiEgCelGWbFYbK6KiHiOsX6D5bWIPN5VGbBHs5vUkiXG0L8wtN7sLm6uwXCDrK1vdzJCzDBR+/BuOXY+mW68TuVBfdXZxit4mrFhps6p807CpLgPe7Q6Y3VnvH9W+EqbvXfERR79/f/vD+4VmWv3eFPfPzlfZKheazttjwGJkv3JCDcsbLTyydM8MiU+Wze0h+ufRMdR07+faoyb2m5MXWdHQx97t1FRZIeCR9TUeXO6rmqyBCvjTN7sWQ4NlywwbFS+lSbyrebw7dhk9f45uVY1YPElWjGjeter4Rly6WCFB3vETLVVQ7FhHsNOYyaRL8UYdUROYuc0oPmTq2tNPdsOCrYe6nsexsy3UivEXv7x4pU9LPSbaTBa0FSMv+8v7o1vNNfZMl3R3g3m9evP7tfPZPb9+9f/jm2f/7djeF08Vs6L3xHVXnH1J9+iVd3C1eTfsor2b1eR/1avpbbCiPf08XdwP8/fiy9XC8cpxx5LEAGPSdoogFwIpWDmtzOYsVrWrliJJXpSFu37FqZvDB9u+5hRc61jScIbJKrFjCBA4MOUBGDlW158MPKAOiu3peisrEQ/2WbLsHyjwaYFXAIDXFy5/BF+UDWZhMY2EyKO7SzrDDoBJlsZAGMnKAezH6gK40qpi2YBgIplXkMtSVrlS8Vbpc3goLfFhelS3gEMJbCakgMBib3qIUltmFFDJg4gDjfGhBk5bV6HK1No1sQ8HK+rPWcEuBCptQiRRmotBYUG2RxUA1VoaB8bq5XT+BuP+c/OVpXx3mHAa/mS6/ua75UXSUkbtgTchS0vDEnWLN3gxDFGhZ92DYDJ945y8YCGx7i9QF6wgF7hQCD3opsfWhJEx53JDJURqpxbMY+8hXrFKpZFGg0q2GkQxQo6iSWymqA9XEkfpfHcOnKkrXlIT15jS8dCs0+YtMq/YR6nNFxbm3EesJQj6M2SInkuARSk9hrCyFypqI1etzBCEGb+jeMIbF87bKSqx7CKEtA3VE5vJlCat/QXWuXEiRu2QLh1TFq3r8FFWpVZiK7DUGL5qDZa2Jg18ab7+QrXIn20AqlMr6rxvOCbiEsbxmySPr8jPhHlhE7KgxKMsZkuXWaYBargbLVlr0+lvp9Leb7lHSWUuoWHXOQ4gYev4XnOyFl2qVMm//CNEzb7x8hBZc0CyBUalWLWOuMJqsLF8NuoIEXB1QUDJLyZKrm1iKm5A8ZhVVZFZY6M+tPymn0Xu2jbuljBSl52kpXRPo5zA+BIS38nNnUygtT1b9vPRkpyRdOz/1WGo8q+ODvmCVQhAX80gQDgIRGzpiOEhOOuBSDkp4ClWa5snzpG10lVX7yBzQRGjfdXm6WBzPbr19KJU6rYXcaQOppZg7YQdZzXBXaA+hliuTCMaFaQqmqJpmRMv6gXNYLRpSHeESUKiAsziXO9n4AmizxnGTCTUFftfWthrH6OlIebwmNd6SQeNd2xcarf++FNT0YgTYjTCYIZpqhc+6mXIhzYQ1NY++hnJ0SVeSl0kgaSlgpczmMslhmxjACaLx4JnJ0Q4UCgrhTdmQlDCmFBAJ1stGe6zuzsKS6xdlZInSoWgWMZy4oZbERxMxUnlwrIFZTVPQr3hAvcMQ0ApO7YHlkHxIFq0MlnYErLD+NBHRJXAeddkzpUQxAqjwnA/4ogwSxCCG1C7cjc1ilQi1bZAFLllk5JAbnY8+IMyKyyPHXcA7vGD6YPsi6bJ1aqAYvEhCemIPkpUPki9RbRqtnbWjpI8+SNQT3N91MluSWlFP9QpDN4bSOIa2o+fTHnw9PREbB/PXvZ7OTZ9PmH5Ni8L2oc+5trASydF5DocvrDvc1cM7AG/SdAE8mtGVdVX8MfRshmKEObLZ3MfYbPrsZtOfZLO5+2y2Ov2aFqVfU5A+Ncmk03vd2yvvbHRUu5o9s3fNCyslmJkTpfz4n+VfTZ0o3mfj7lPo6YSNvRiEs0Gn6mzE6SOCDnKMf94ayjerzJg9LPlCZ8WeO+iuQHAd1tqvEKc3qJ+7EmjisS4P07gKRDV54240ZhywcITGCfpCJBzOGqmMaalFk9hrcfna6pIAgtlvsBUepkkbiF1Dq5VWEdBjlnxAw9D2z6vCCEg3m5W8RbdAK1vGQupC68A5PWtAlnlyOzi46ri9lutQas2QkFRKHtIT/AWQdBImQ4vJzYWMLCOiha+wVR2q/X4o7kXQ+VOZz4KxZdCcZFkEuIY5HzfwmSSu5y04HxxWwYCsJFlF3JwRqxHFgPVoI+KCxi0Q0WJDUJ9OCAHwbYFbCAlNDwnAjUoc0raTwI63/eqpSZgekh1QYK5J6JWsHxdTTFXHPNN5MkuuBjcJE0lp2wYoplOgE3Iey7bQddfWHb9YwW4yEszBYOpk/XhjF0xvEgCyhZZYyA1SPZzb5MM+SyjuZOCyPvaLln6naXbUtIegBrFxNLhvdloW5nJvuttpmhFj9KWmTYkhzQIK404TvxB1wkSkaQu/K3WC7SMvyxxmExDdDIqQGNUYx65fmPDP5cVI7M9b5nMXN6iysfMzG5MCYkhYENIbtEqNLoCcuqIAN9Ao0ZFtwChAW4oFj1uhYfTKAbIL3her1L+Apb387A9QMduWA9T7+KtRihoaMremD0X5Q+UmljUp15G9fh3lvGWDboUEGp1HeE26jjyeTxYQb9DME2Q+eiDMn4iRCDlPBeE7MSMcMQ69gDjMk+lxMgEMsv6sL2Jdk3ABQL90sUL70gOjS91VxWsKpjvYLabdbGw/WruZ5kYH1hII9LSF3x5NdztNs8OR0znN7HBYj3ZzSwAr9ac8HBHOBgeXgo81dWloaIVvwZWz4Qhuc9VyPSAdlp+zx0VSA99q6rGnprJycDmdBWgDsWjZQKKvNi0yOAs63GmaLegqkJt5qEdA+2F2uJEVGgwJBxcUPtbUpaGhDy+oV2iv9hq8zeXX8eWsX2rqrifl2GoeClKtE6udCM66womukB7oOvrJtKGph3kxBuPbjEPzbvl5bqHhc02djkm6utSVIU1cmnaK+PbEfW/4U06be6/J1qoc8iDtNeHe49efv2CUcwgMxqlCP2FTc6EF1IOqExyuEJyTEHC9wbKX8057tRQSL3G6sCUBTtBOk2A4++bjtSYdGOYxzcG8BaeAzx88S2LJ6O3ZaxJkYn/zltlagqw1PKBX5ar2iLqiXZhtSnrsfRStsOW4bKXJOF3i7csQEHp/QryCz6tr3SNaA0OrQBErQzOcFLHWjhMOAehD5ec5IQs+Lx5vCBvNwn48KWjlDGZ95Pq7KtX315+KeP0Jb0Av1lsh1ud9EI7ffzqNrxtSrgbXDdOujNCuDt43pGCJWyXrUfpakziUpGDuNIlrRV/5++yyQeVa3CikQe81cRKpv3nL7LLRmPIwOL9XrTXt+Q3o7NeR4eOSwQabTlhs8sOsdnbmcaPNUHzJy6dPmm3ypgDvkiLfo7n0MClkndlr4ovWwGBD0wlzHsTVFW8dBLFoiSd+1aKXE6bSzjXPTbqYtMyPKxk395r8hWPJXDUE64qqU5YhGYR1YxOKpuDRhF4zBeeePT4ggaahtzcR+/MW4F5IH2DWl9Ib2PUHt+muYf/gTYq2fXFbog1/3iImGh0a8xYpmyHv8xZ+kZ5RcjK40Dl1rXwB4QAA0+eUuB6vaTkYCenxZXbSYn1VxYHPde1xTMx1VbaWN9DEoWmnZ6rg5PShifa+1+RqSLbUYvaaoMORfccBsICxQo3BKjUU3VZ/Vt4NLGksJ3urtpTvFwZ56wEtwUgj0uLR+BMt6UqRJtjuTHBr/4mWYm4i2n9cHO5ACOSM+TMRRxVRf8MKPaGE7JQ4KojszSFVkYI8OA6OxwWYNvFlaxCCnYi/r43VOgVFVOrPGnQMgUUZb8wSk0pMF1R42fB7cN4dhshjjby6zqbdJjNVT2xe0uf2msQsYH/zltmuJlVvsE2uqnr9NlkUzqAfW9Gx5YQZPZLtajS3JyzpzRFMtBMZvAtpernlrDXdLWVucKfUU35W06sfk2G1Qmf6k3oe3IZX34Crel77BtgiDhuI2Dun5+VNcPwVqKrMunhx5kODphNqXvkGdhWma/iLnfjRkD6py+00iQPZ+BHnTTnjRg3UuenfcQJmap64TUiX22viJFJ/85bZRUNq3uDsXnfKH3s+Sc0bPJ/XHfNHn8+rat7h5/Oqnnfw+SRlbq+JrxrpeYPn86qed/j5vB65ce79pLAXfl6bIJadJpmfdFXPswTImhO64UIWE4p63mhCr+l5uWcsx4n5OTbUXSOjfuYtwP1UzxP3KcVvyet0P4Dr2FWKep64LlGbm7eIiabAtWmLuC2J93kLv0kfiVGGLmFbQZF7jSGQxqBIY8A4Dw0HHzOpYoXb6bpxpHiEKF2w9VmpNRSxhnf+2feUCI54oWqj5Wf1aC4EVpHSjCT4WlOfPUkO07ss3mg4Qbco2GJyc1WQhJmLCyQbRQwYPza58K2mHplH9Ojk+gVy0f2CD0b9eWZu4WuNXTKF/85TayyHtrjGicF61oYuSrPUAKXjnOiAUT7ZUurR6GX8ybWGzzV1Oibp6nIDRxrZNM0UHU/pj5fZ7K46kCF1CKa3/hTTqxxUwhK9wNyahNUl67CUT1H9SAl9XkloOzoi0jm8ivVnzUtNaOhNWJVriVIzo36coMZgzuMjJpX27Pok6JPHr3wCyg1EfTolNtu1XZt92CTJYM6c9HBev6Hq55o6HZN0ddcCR5r4NO0snd+3gxm+unH7KYYCKM6I2szXNm8WOyNl6NDE8Dv36vaFz4tsvWAh94s+tX+zOmzuOr+DB+Tq/LYviMJKKlsy9KnpjVhcOBSUP1N/nZvb+vEW042Z5supeVUVPWL2uN4Vv3UzMpWMnP/1b1/to7e68JQw9evB6i+57DXDmGeZgHXIsEpw2JJBnw2zhdbunIbk/eOQ3QYFMz+CmB7/VS0XBtmK3azabkh3hME0gAUrkU+xyPyqiTPQUHcJCIqqmdE7IRR50HdFoPd+MGUVSGLn7xyCvnZjL9afBoAPIxLKBbP3d4GCSl0hDOopwan2m7eFG3PNIeIn8zGg8U6wxAbzlh6zXtRNgOKEN+HB+zHG+gDc1XhxZ5i+4URpMgcJJWxnzHbS/FxhT3c+V7QBrGZQWbQkOaHfjJtEeYXamwsHwGdv2U52K/Y6IzPqGZlsValDf1pzWWC++O1Nj4ufvi1hUBgxMBP844qd7CypxWK/Vl0m82HlzYH+xnAS3XjnKSYU8gwjMjiIltUr6N5u/xFwjaNuBMpnX/3w7v3bbx++f/Z/v3z/8OPLn/YkTPvpa7X+3CTMi7KAnaysO4NoHN21D19cGzE6dwbVmEasH94D1thoQHFJFT2r8S4qzMVkeYVUg5rdDNRyFQOLEtXzFz8WeS09r4fMGMAsD/FUQj0TFBk9ZIXWBJlsCTnXFnVyA/WCRDNIFitRZT2i+XozVYhvrXhBS2qyImxW8Ceb5uvBW05M+gngMQvg+4LppikyyP6O6V7IG0zVqe2hi9ehnaLS5e27g2K49CBjyub7vbgXNEHQRQq10ugrzrXKE7pM+2eB1g3JlYu90wSJAIN5nLYYdZkEqxGjd9slrONBBtAifORuK96I+DgGjx8EhuWICAh41WjgzMHFfJCq7ZUkZgGHRINEGgSL+S4UJZ3QloWcHIJFd6kfvqUsYUS03FumuX0M4na7QNkOGkF9LMED8WhCUOGchJazFJZWhzNEVjXxK5xiuOKQkUOw6Hz4AWWBm/uz+5nQqxHzTlFh04TpJ5ZiztfjJuL1HIpiRkCKInifGU5whBzDbGLEtJTDcHBi7AFVWqKyBrShZ/ujE3eKW9CeWUG+axxV5De+wyhG60RNbby4Aj1tqoXDAveSLf92m9/KyKFdf+uhv3KjWkQCdB6TLM5xDz1rGq8/9HBXa7rBzcF7cfQmhfImaQwHeOSbtMDEem4CxIumD0TAFv4c5Fipay3y3ZGMNAFbRs2mXWmM4im5GE3lXmcuNOGIAwwc3qmKnyRuQLcXDoZduj0WjbdN8ppie56tWFtVPABKrkboO6BG0WxonKJWfjhgpf3seD5hofYQT7wwviGjlGsmuLGlOoNNIFmf01vKFUDn8LE6y4Q1QaU8zvMWoWjEAy2aYfAsoA9wjNdu1SHMGPgoLrZgEG083R0leU5yy2YfxIZbWO+xeE9bTdiOFtlq/vnNqt+/eXh/xFazpTM92Wp+Fbaa6cUQSjjNyJgBccJlowC0Ldy6C7q3dZMm70QVKQDIhQ4NDVrvboysiBQiHKN4XyDKdekfF4sgYLWvMSUL3iUAF91QAUx8HLh1i64Px67FpimC4bvVaWxAnSYElLmTRp0GEiSsQjytPM+JaQ8VKsIuIoUFetY0niG6yiALaTUI2gWcHFJr+PADyrRMgQqbgb7qNfjs06LV8uMab8GfDPw8uHUCySUWQWF0YmDrCyI9nNlSRze2oVB14Lhf5XaDpxLzbpq5POSsrXIb8tB42QzafQTIOp3dHBBENwCCkFVFutpTAtpTAh+kJrqZQQRYiTqaXzM5HSZSAjG/ag6xz4cfUAZE9+YkRUrf4GQ4RFk3vnjXTHOQB2ccDk2vvpLRJg7m2GIA6DrHsI+Qk0+y+pOb2yJI1C/5/F195648MOf8lBP8W4up3wsD8cOWrG9z0lFCJjg1tZWXhthhQFvMcr6lWjlJFEbxdamVR8PW+g0+jxbDFhOCwCSBAbNOyuIoc63GxNUyKAq/Le6PRFUpuUUrGxENZuEtDvP5AFVfOcS0WH/ClVh+ishDi5sY3pC8jNST0ljUDrQILSsTWQoadMtm7qwZBmD5XOfVJcTZaDYzq+u5oAl3kVUOa88VaQ9yVqnWk9kiU6ByB6D3lp+tB9vWSorYQmMkPIwW9fS6yRT1qmks05J6nwAmU3re8rT6knWmlnEsxRY5bM2CXy1B1tMxWJUHUnH7LUz4b57w3/g6r8MqyObLVuZyqHwpXKTo65II5WkT84ctRx0ZzJiylJaFIHtbWAhUk7RUqZOtpUFIHnD2NxlbC9aT5HUbEpZtCKUSloFf2261FEUfyBXJd2toLK98swYssKUWTOivO0+V14pA6oIjubH34C2QII9NXcExS3lG1mOekW0q0Tl6HQPbrjhIQAtOGp1sRHGziCeZBWqH2RwQg57nWWPhS+9YcGTQ4xruCSLtcgphkDHNGEcMdcrauy5hsb1132Mt3ygyQLI4AlUxLMI4wFlT9HnpCUz0eATvbJYwnVni3x5WffbNn/etEeHJGPE5GiPevfxr3kP1P+dME7EOIgCSNWLJOkeFAh3Wi1sQeSGLhwRWJbymDlERoE9DQzPjssXsNmeHKbITA0UauCokKSTOWkEFMKGRM9NMy33MFPj05jtZWBACBJwtA8kokJ7uBO0ZAwX1BEN6ggkHJ7B+Vd0HoU/5ElrCmWk9vLiG8u+BX0PzwlY5IdwXzuQxPc33PLR6Gj5fabp/XdFHQYGkoAe49Q0Vxs5or4arwhj0YK1U0v3eaTMLWgJ0BRRp9/gxJZ0NP6DMSC3VlqzuWjxJk5JOEgIE1BiPSUGGY+zBFwVMxItBHFkC4mCObRtYksjBZe1h7zcffkCZRP9zhihrqsHTtswFvaieIABg4SkeHPBFlkDpCsI7Jec4kR0o4CDIyafY+5O7u14Xv+ir5+pTd+2B2Xkdyo+ZjUK8HW/evnl4jp9tQtyzKspt5/LbV6uM8PrV+p9n2/9C2px417FATw+rSy3rHWpb+3LjKX33fpUtqs/0N03LcWuLthCK7TkBEXTMhamewXUfnHAq42AFY2w4muMJGDQifvWzW0cPAfQ6sjBVt4imj7GOAUYpltH2RMLsZaQl22u0GiEbz6awpOl4m/IyHI8+Oj+gCVjvJLBqtSoAOgc2NbeZIUSiZYMhqZZB7bBua2qsPPRe9Sir8EVJkZfVlLXD+w28U8rjIFDtWRc/OYjgVuBCKI+VGNQWQfeh2EHQjqkQ71kl1L/LT47VAxiD2eDpEdrIoiqNyNsLxqGsPzmkk3bUUezq2CS03WAktwOotO1XLzX6tlCrJ3seApw4gEpTCaHSsm2GPQGGjHZUY7v+rNC8QQmUVVy1JphXYTAvj+2EnquoEDAt2pErItEzj7smHMgEPaH0qWI7BZs1N85hjfCEkki2ngFEcbVzF1NNJKzj/vCkEgVZgogsQ5XSCOjMxWBFoIzK4raoP8HibkgMJnMUK1Jevyg2TWk3VBaN8YCLmg+GRsMa2rws1dm2LE/W+CLsN02d0QkwXDMMnyYMPzI0I8a6JusdkIsbqn7RMNkD/GnM1m9qIRmDEBwAy6crxFIJ8eljcjNwIYKi95hpJmDSyADWIWBAtPFo6y4BuWV8gwDIWuGGXjcZ99IZSwAGGoGKjMLzl3cjGekSmdYSu+tKdBvYqUEqJBgtRaW59YJ4L9mO3ScdErqvrcmFTX60BSukkqDVKeIFaRNetSni+YkDlxGexPuaCJcuy2yr+fr9lXgl+2QiJEvfrRbCGw2E4Ub7YLhXXlmJoJNBjPhnU9GimvBGB6gk47/HAxnEEJy59b4FZ5riW0HNz5Z4v30tIGC9AxZ5jk3lQul9PzVpN2c+TVrUAUwRwYIuyMflaokYm20eE2I6WR0x1826VfFy3mJ5EsiA3uarmjLujEC/VRptBQrgWpaLIvBC0KBNKz55PZ70vSbNVLmdpR+s4nDpR9GkliP9ECx2tjcYfFraemYBTMjm/vGyg+kfrEwQ6ED7K+PJAEPxRb315aL6NWm6vpCGAoYToEXRWmvaAaah/oBu/7mxfEI31ZCvyQ8vtSiOQIDVO824YbnlKlMFt6VIo46kInfgLoveJz3Aghn01Ii8Dksu9PA4axNU12LXddNy5Lo+fugGHV+nJqdRmfGLQ014WZ19V0q6dakhN39XpPkfo2JU4uZ/zHkUSHQOI46cIyQ6S/Zvgyl5FgOFDMfNgA/KhMgQ5oUiFCEaCcgqzg+olpq1II2vh0qHrf98+AFlVrplbDFy1AhFSkiE2IEcRoAKuyHfh+cZn1C+SVaKdRTGAsOxGbZUirbUh4eMT3c445MPP6AsSrdEFx6NoZMa4zPtUiLPipILrp/1BtS9g0VjfGYSUTTQMwuPbqa4FP6rcwxVBJCTA+zL4SVlSHTndvUEqgfPfcJkZ0fBuY6q4+Jj1F6+cSY01Y41jdbPsEP0yww+DLGpwMYxr99Nx96gxbBN+kxtCRBHKa/6JubbpE9DdWbp3DtTJqJIjQC5jpzcyR4mH8eWwkhuWUUUAnpmhYevRasdmhenL9qgafa8DF4K+ZUQhpumnRVfhOXi+oobRK2HdTEDsczM1YfBiyWb5sKO0GFOSTVnrScbZlFjPPlf//bHZ1+hhr1nRNly6X7uRhRz3opizplRAlhDwikritn/bGJE0TvTMLOf0Cd3Mp34in/L70BsCSIwPLdBVK3D0hb5JwClaiycDpfsoBdKMdIKQSN0rQ3TdRMRliKxOFH451uNdh6zq1Cd0uSKIjKpzKIjzF1xmwKHmvg2ND0KPx52c0BXFAxI1pKIgNUltbXW2GjmTgdEcQfcBbVgiINaeCGNBbzQ8SKdKobKeNgklicCancohgxDLBxiux9YUoTE9lHYHmlaiKaF8HUbxGBAWM9Z2HzXLBaymJMYY6GpVV5MbUKjUEQPSGXiEN9sZEkTktsVk0lUTAbCgetPDpWsUaZXmmG4whfgpxWDRBpkMLvLpueUfA9gHfi4znsz+K106SJd9Oc4oUP5o53jT3grVg6nK03dqIpb1C70CUuNgiwvtchKwNC0GYR74V9RXOeCUW/NPObta4BR0/Mp51EuFPSqaSxDNJWFMrAL8YgDD79axo/hSOiCI1GwGoqntIJaYsLV/pf5Wn0O95U+82WtR7Shp8edD4UerBXiAHM9GJoc89fnyAhMrWBJH9ikICjnDGAukJ5Y8AC25AEHeYqCxKVn6pxaSAbKwTRv1pgtYgCKzapav+pW7Lr5Ggxmc9DkpOue7zrZlAF+uf4Y0rWmHMJgWLRSDRPYaRId0k2w0ySIH5wJ2aR1xdVu4j60u9YkOpSnSLZwwPJlvIj4gWeBQdQTvykzYbZv6mJVkiMxjTBaIEMag487VAW6CDVFiJTtUEOOYugwJgwmlydW4bnZYJzyZlvOm/hEDE6AqODWijDTZ0VO1tVnJWGmt6OCHkPxZk/62JNuOulDN9JHENIHdZMwfWb37d3TRcXdVZEYx6f20ZlnhltGjmHh+KfYkr9h+pm/MbrE3xMJJ86QcPZzzQgJJxE8QLgh0cxSQoCjhAB3PNHMUR6AnZJyJdEM1I6PgITTpZm4eYqZPZ9i5pocM0OJHuZ4ooehRA9DUBR+DEURzmV6HFrYQ0lmjqBgAiWZuRsSbXpQsy7RJvrzWWaQI52zzAgJJs2TzG7IMdMUXKvY9j6bYzZNMQtpN8VMDVPMCAYmUoaZmmeY6RsyzCjBjJysN+WX6Xl+mbohv4zSyxSll9l5epm7Ib1MU3oZuVij/mS7fp5fZn7x186hBLO9h+UuEDh5PTHynrnfqGkRZty2ZLsiz2Ao4XMlat84ROwAg6kolFeDwUGXcVTGG/pBZ3fu0VDySGIGTj9hY9XfrLvWZBemXecTpq417U0ZNHE9Zp0tsGTwryEwftIUZmtRG2ttcRfEWkBMe5lERE/xAvLVKIRZz6uq0ESGYBaeAEyaQHm+HAMmT7thy3/f/eP/Dw=='; f['aws2/administration_and_security.xml'] = 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f['aws2/database.xml'] = 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'; @@ -17653,19 +17682,19 @@ f['mockup/calendars.xml'] = '7V3bbuM2EP0VwX1PxKEkkkCyQFGgKArs0xbts9dWEncdO/Blb19 f['mockup/misc.xml'] = '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'; f['mockup/controls.xml'] = 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f['pid/engines.xml'] = '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'; -f['pid/piping.xml'] = 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f['pid/centrifuges.xml'] = '7Zjfb9owEMf/FctPnVSRHyylkYCXddqeqkn5C9zkSiwSJ7INdP/9DA4oQdcQktINjaeEy33P5/MnZ4epSlkJigiWw4zmbz8kK9NRyZNRDEJL/rpagKLz6c6NMFVCrGd0zSRnLxlQks6o57q00n87aO7JE8RMaJDkLoolbO5JVGQ8IVEKWfaFEqVlsYQNT7QJwUUKkmtKNiac55rx4kIIMxQvhNr9MO6MC12N8/ydktIocjADzKgZ/80IKflt7kd+QB1EE7VpJrjmGZG4o8CKtgqnkecLi5cLWaxEMp9KYz1UZ1NdtyO6NXVd8FpIONzzLLMFMl4l0+l8mhdrsHobwNtFyLjYWf0WY9gw7vXWuo9qbQHqGTQ8x5jrV1sSW/m9cWKNk4YxrMsdO7XDTJ16DZwdcu3keQh55O4nX6QkKgGSVs7cDpydWv+zyOyBZT/GBiI2xlbTw2AKMeNDXb6PGWCeldHzLknDL5AmENPQpfdcPxOKrbfF+zA0EqZSszAmEUGqq1lb4tPqmSmrvWwzRLoV0pe6oxTW5cd8SFDaZF1N1qk9aebQAb2jdFsyGwypi0O6MiWU17ItRugrENqKDsLT+3Q+P3I37UsotqWOWzZfH/N8bHiensKFSK4Oe2d13Rva/xXa+MHydGZXdASNoGSG/kKSJ67if+vI0et1Cf/KSTTAmOi7dR95jgMsKCYfB4g8wHLyLwjaO+12yfN8+MnhZNv7rIZ8a6+D26s/rLs+YmeMhxZjM+ak7nmp7trxn6Rbaz3ZWs/4KrrIRxxKhL2q+R8='; f['pid/apparatus_elements.xml'] = 'vZTLboMwEEV/xfK6CnlKWQCLVlU3bRfNB1QOmQQLsC3beTRfX4ydBIhDE7XpBsPVnYF7GE2oUiJAIUYKiHCxe5FEpD1BFz0iBJFEr9Un5FAA0wrHYeVGRAlIdIQ3RFIyzwGjNMKDfh+7Nm+EpdzISkuewZYudGmgLAVJNUZba47DhDNWNqKcqSAO5yTJVpKv2SIOBdFpHBZ8A2jnWn9FuI9LW05ZQzRncPJOPVanDRtiXWsVu5at8qmn3GqB/dygnmDJJRzuLQZjrKtBBbOT6fiIdMaTDPQDejoiQ+98v++EPGoxrh5KN6FMu7bPGInSX4AGWWUyYC3A3qSK1qi//It8hEc+xCPP/3Ha+L4wByeYayG41OhREkO1c05vGtPzaIeBak5uTfwp7pLm+S8in2V+hVVH3uHkhrwdcRti2fSyen8I5kVNBh+Ure67nC5Kw4lvh1n1v0dhllGp/4zD1dPgXdvXrPjWPnbqNdQSnnOJqmuEGWdgCrtR2lPF3w=='; f['pid/vessels.xml'] = '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'; f['pid/instruments.xml'] = '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'; f['pid/feeders.xml'] = '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'; -f['pid/crushers_grinding.xml'] = '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'; +f['pid/crushers_grinding.xml'] = '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'; f['pid/pumps_din.xml'] = 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f['pid/driers.xml'] = '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'; f['pid/filters.xml'] = 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f['pid/pumps.xml'] = 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-f['pid/misc.xml'] = 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'; +f['pid/misc.xml'] = '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'; f['pid/shaping_machines.xml'] = '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'; f['pid/mixers.xml'] = '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'; f['pid/agitators.xml'] = '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'; @@ -17673,10 +17702,10 @@ f['pid/flow_sensors.xml'] = '7Vldb9owFP0rUd4JSZxAHwBp2tY9rZqmrn2cTDDBqrEj2xTaXz8 f['pid/heat_exchangers.xml'] = '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'; f['pid/valves.xml'] = '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'; f['pid/compressors_iso.xml'] = '7VjLcpswFP0VhlU7E8uAHtgzthdN024zaaddZhSi2GoAMQLHzt9XSIRiV8adEGVTNhiLc3Xu43AlsSg3tGCll9OMLf1s/1XSYgMKfg8SkRWSlaWQ5e3klpfCXy002KNlwZJq6T9Ryeldynxvs/TDIPCbWT6lYsfkhfeF5r5XVlI8sh2/rxSI5xsmeeV7O2OwWiQiz9VkXOSl/qPglOdVM9NP3yuUQcYqJpe+Itjr67O6AuxPLRZXFouwazE9YLyjyeNaim1+v1qwNOVFydpgGh87nNq+a/IgJGvveZqaYBWqoNVmtcjEE6vNI6zt49o+5bkem5uxaFYPHgHn0IKMI01vZm6JatZEpEJ6+rr0c5GzGtiJhuhYoAkFm1iQduaEvygCyq8aBgnAOm1UJl5K5ZpN1N3kIaVrnRVZp1f5J2usKvaOsaJ5Gmo6NAexer6f0D0vJ1JUtM68HkeGQt3NhzDAGKjU9DIEAA0KAgYg6g8iikE4KE0m4z0MbSWSVJSso5k6fo3AKtVwYK0IsTgxqUtkXiIcgHA+MFDYT0EgIAOLBVE/RQxBiIZq7kyiXorxUq7jF3fa7R1T3Vj/tb9etp35wvtBk+028663WTH2Wse99k1K5n24ZHkl+cN2TdOPY83euGYvyKBpV12g9rYddVTdz1xtoCRdZ2NtXdW2O2VfB68DqFu4vuk2cROYdUkPOk44UsjVLwUVctSHK32onZKxP7fpw41AsFUfcXBSH1Fg44tfyxee45u57FjXvKxEPsrRlRwhtqxFpDvYCskMQmxBEuxQAjc8X//nAjjObIcBGQIUNOcLU6Sg5wDtQkUIIDMB6mLhHDTnQ2hFx8SKJvGh7tSR6280UcfePvShJy360JPIthODgUX9sQ05e4ct241IUybVUSpnYxd0pd/mu1OIwEF3a4bNUn2EjW3IGQb43EY/ehfRVFQ+j3px1u9shY2DnlXz3HkganZfkXX3RU6fBgi0LOevpmtWkXN0jmT7LZFsN6rW8dEUYctqhw6kjGz6xjYk6XkTDpFxl/3IJYxPLsBHLhGbS9jmEjn9ch65hF3uXr9v5Z0YNe3682fHaWx8xn8+pLRreH9xzW+5+g0='; -f['pid/fittings.xml'] = 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-f['pid/separators.xml'] = 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f['pid/pumps_iso.xml'] = '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'; -f['bpmn.xml'] = 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f['signs/sports.xml'] = 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z4aYJk1IeN6CAnRijGNI39aUyO2PHDhiuM96A4BXyt7j5xzh+zWmBAXYDBAqO6LE8NpPvMfCBeo1EWMZIyFc0TnhfEKm3dlO76Rzv1+roWMuAunU/LbbHEN+xKw+prwanj/QrCOe9V2zxuaoQpM/GUj2PUBmLSkx8pgqsmHOmzoY2zDd6X0/933/486l7feMu9TjXyw/7y4Wa8e+XTgx9Uo5Xcj342NNw8N1TUCvTb1aTv/DErY7s8FB4VUPuiVMvwEOpjYc3xdLfJ4e5Drd4x1jmDYMF94FTDNZAbQKTl5kCh2O3t67AoqNHDhwge32kg/lczb819ixaBa0rhAdosmRye4HReN5hk0SC797c3lW2U9o7JDMyQyx0zNsI9jr1uQ8VJ9s88PPcAB5vPNBd1bi4ku/XmWjr8FrK5vSO8MhWeu5a65Bg6jkGoo19oDUl5NS4At853QT69TfGLTtOjF97ND6Md0aroHX+jYqjTfZUbnQOV1qgysdowsE1hVaZV+cesR/nCfNFJ+RHCF/q6gbi6l0cA36m63luanw8mU3LFKlf6tp+kuM979nm8tJFsh4HiU4wt3l8A1Mye2e/2fvybtaNdPe+sFGuBNQNqMwNkTPBJPA+V+YIj5kIGlcLhCYfnuinCTLFcyYcHK33k0Gv6/MfIxXaH3jTdUKUzW+OFKpcMYcvPzOOlUsjsaDWU7M/kK1d6a0IgYnDSdPY0Xp/rqC3W60ADIeBAu/fhHEVHnS5biihcx6wVPHImAcWSGCQAq1PjrrAXOakbA8Y3+srr2cvpbTDQIb3Mez8Go4nXp4QtZUg55HaOIK05fmk0duP6lLJ1QHgddLX10n3RquVVn17fJBYOmzX6/CirfdTQq9maA57tOoXgXNs+rSU0mdW929VP7u/PvaQyHt7Z6E/tS/422GZ8Jy2xfTb/a3lC0/d6mpS4htwmQna8Wupw/kNuMzwpZ96FZc5AgTeNzVp82XCOeKVwiTw/mgWkp5YuEBaqoWxDIGR2/OQ0emuEBHuheA1cfFQyMWYrKB1TSIZlj27FuqAgqymMVxPiiKDiOMlhlaZpqtQP6IAxztOvzH6nIqlA0YKnNGeuReYrExin5CG2xexwDShq8JvUIMc1Sl+9XY/Zn5M30zoxtRP5osBpj39ZKNv/WL42fWLZUW4b18sIQh688HSQUaQ6YPFQjDi9MHQevfB0De94XrWZv1iwkBESPrFIkEZoh9scXzcfQ2r8B4Iqp5Xzsqd4hxQweyaZti9FA6dI7cDt3MQXnQHL2fJBsI7gkGXOrNiSsc9Q/lmS1LVMpPkJvG/Eb5MjqdpaVQi0w46q8niwmVRFCvEeU2umZFMt8KdTisozu2TeZJVTEMbgOe5m39Asa3+aLHIIq/fwaoc8VGYhEYw14EktAFuGM4/JtnkzXcuqTu8nD7TYUk+MwkNbkSsGZlXhnWRC9Avpy5gUYIhMs7We2ENR2UyCsqXgvS8eKVWW59CRO5cppMc43f/NJLLMSVBq015Bd0QnunwC+QdYnzR1vs5odfpe3RIiCAMEUiwNM2JcuLWDD1s0hmZNvyJFHJkIGgihbDrcNBmmT58b7UQyViJQAGUJWpCT7gAM/08G61yNyV09kUJiy4UpOdHRbJMM+qtFhiPExbPeH1j34fHUgwMLWFG7+/4/NdPP34kQrl0zbMn570TLsD9JyQQOToIY3hLZry8Ag0Aa099zYeZv/TYSwpkATQvi8m0Oz7XXBDL2a6jKQU2MLwy1sRwDiATvrfOd4fvet7UNTkgCiN0GM5zjSGrFJHL0Sp9pmuyjicCyL5bCUCbf6ar7NBNdPZALQ7YFhtG7oVjmmgZNoCg9TYlkl1zlAeZMBjN8/P5/sND2RmNMs1V6XPs596U04Fmvt5qxXFq12nbrinHrjxIc+fdbU+KQBVb7cohmBNlACMWxF6YAt/jqzv1wUqiaDslUdfypN3U6xne7/uVYSWosyDoeVk0J3M7dX1Y9KMGelCdltZUVa7EPZQG50+77SqvUNgZIc2kBcxUywY5eyc1q16UDpjowNewKwWV6kVU4xA+j+ZdibzSqsIzN6z8wIb2kHfQ3DtaTkXTGUYYswdX7cdGr0NvV2ulZ+b0kAWz+Gp//zG9Ncv95sWth8oNA6n5uNL9Ko/eoGC1K13wm1WlHiQIKYG8wH4Op3RzJhLMTVKiCWuzJ1/g5tmf7q84ft+NXzM/uN3uvf+6389j4agIbDr5n4onubwlPzi7+MYMpJcRfO/iEypk/M3R3GKKYT3MvRPvHzg+19xXwhqFGrbfZ7q2wW7mu10Rgl3w/I2aJ6qaZIus40aDBAhrz9faOt//8HEAAs7XbNiM4ZF9t8y9cQl81Y2D5R9fSqtPX3rsf7B90+gchmhKCzpuichCEmPkwpwXNJw5LpBeHK0yUDs2dQWRlkA3I0ZX1w0ms+sg522a66KD+KB2KFUQNN5OonVWkntDCcHIXt9xnYnKxexP+vhbuvTG0AKSpN45TAMvzGrKCKJrClEegILJNUVW9pRJbHUaE/Bltwi8Uxdw1NwX60wOGtUfz3SNEv7PpMyZ5wsjB+RmSl69nHiL7nUE8CpV8nw0JL9GsmwKpk8zCsBHfg/YNpOUpNub91MShS9PYhLNCZ3EJFNq6S4mqVCXJykFR2DlJKXGrRWeTikseW1Zc0PhNJukdJ7m4bmUonLlTFKKA1+3Sin2UP39lE6NFUbFJKVYGcyepJQmnv5dSkkj9JOY0kC5rWJqXAzPxdQwz5uUWgyxbFI61VAXnkopJzKXT1LKhQiiSUqnMeqfT6l4Zq5NYjqvdn45FVNJj+dbrhSVt0qpHj35bsRXh17fQKE6pWislhrI3n2KPgIvk0j5ljTpGa0d+2sJxdA7TLJxBJZCe/DcAABX5MHiLmhdIy0jDih1Z0bXYE6jtAbDRqaX7rRU4OVEq6B1paEb8J69KyF8GZKJ0IiA3bjZTcngsEZKkpQNVtD2pqOJGqpG6ANt7qI7tmhVgNVCOU1Az4IFdYcXw5/hEt05pylKpkLlPIwHDXtXHs4EJ5FgnQ28WA6ohv7YDu4ivP7mK4Ag1MQISqZHYQ04gOLmFOWWOcob+vwmzGtRt/Nl03UedVLeGfZhLU1RRqL01qN3rQWNF0S0us5p1z0yy4dG+tfuOwP+pmSu++px1Zzb2wa36sGgbIlcJUUxwedBUZX+Hh+wt1r3mcdIgcnlE587xh8nVno6p9ytZadv0XNARPhuqL+SA9kvb6SEXTuJKFXqaJOIQLBzP5+USKI5yahdGrLJKDkKexdR1MTVSURR+YAmEcWowt6nFIURiElG0dGhNskojBTbexmFrJ9NxRQiItWTlELPengypXbIxE1KUtW3qVKSzNIDN2Jqik7cxCQeG3uSUufQezYlr7HlSUq+w4CMlJpq91xKXuvITFLyB7KgJym5QkqKmym5xHjgJKWWHLwJqSnA+amQmtIc9u22SSg93PNPRnK7Nn8hMDFu0jmMZIxnoQwf82IvAEFV9PKhvZAzg+ZqL+S8MWiovZATzY7JXsiRmd6TvZD3hO7JXsAzq72QNSNwshdupjTZC3iL1V7AC6/2wp2M1F6YhDTZC5OU1F64mdJkL0ximuyFSUyTvXAjJrUXJilN9sIkpcleuJnSZC9MUprshUlKk71wI6XJXpikNNkLk5TUXriZ0mQvTFKa7IVJSpO9cCOlyV6YxDTZC5OYJnvhZk5qL0xSmuyFSUqTvXAjpclemKQ02QuTlCZ74WZKk70wiWmyFyYxqb1wI6VSeNRNUqoHdfNJSqeOkp+v76qRuUlMlZreJKWmNUUjpZmrLxqN6is6DDuEM1w8Ks1h6A65VJj3xXBW/xYMZ3kThrO8CcN5vnR8G44zvAXH+Zmf+wKWM7yH/zFXjrgB9mStKJijFmK49vZfRRs757fbLFG44TLJhTDwVRwxBRq7DFBvmaVFtZnxRN/hmRgxEJ6j8XY26HScv9ex1Qk6TeWWErTRyvg7iYmqpocS+EYrMTTezhGdi8REy2GpxDCNW4kFT/IalVgIZCZQiaHxdjaBXDoqsDAoHyevsc7kVmDuOACXkivDyiiGBwFToglYVRMTfNZzN0yISpu3MjodOoeNyXAw7pM8apd2Gi9LaZkqIbkTN/Z5LRYdCfdJ9tQpGuvXivCsCDD5uqWjoNOht69Fxxu5IRDUXYZ4fPM2rH6gCHJOH7dcPHQ69Pbtp2pW8y4It7G6HI79ssb+a3pj0H0shAcjewatgtbtUFHKDHyj8+YDvNAfDAGMjJ+R02u54SCrPhKRKdMwgWQJSQtOlGrYdUdo3cWt0AM6HXrhaggafCEjQ2UqYw9tWKcFrAsX1GlRH8pTCKr+0Sho3PgYFEONAywSqOB6ovo1jmCjtEIJVnZCUEpkeYTiGM9xyuhVBj1yH8hGWdDr0EvXRySqO+tFAcXS7cjMrPRxvRcgDJAGKpYrq67bs7psiTIgXZymHTbOQOVQZHHRkfopWDCWfg8OSa8jxaxZ42pED/rnwWTvdo5BQGFlIVOB17FReynlDJar7Edcg/oqW6EvvGaiKFshcUlVTzmbD+Ur7yrRGqyt1WkVk0CeNHF6ygVT7itWnnJph9tWPeUSzbOp1EeITNMAWajPlgJYa9DGDR2MTodeGpN6yGkx3zSdcmXDWSNFsJ1ywrt3OuQ0iDWdcW5TA6Yjzin+t25nUwNg6Qm3O6gm+oMJrAx8n+/YT9ALTdW5iqlmM1Jg2zG24cLAfnl1Ahg8Fcml/VzpA3Vhd/AdtMJcoOISKt3PU+4FWgWtNr+Ox+6U2xNJqeNEXYVCYFc7ycoW9PZ6gEcF36Wo55xmCYWo51zcUHzwFfZeVHkQzV5B7U+J3dge59xeLgKmuNNKwSLqCCVL5rlrc9RzztIcjl6HXvgK9XJCIMMrhZHfB0Kv0wU12DuE1IHQOV1hLpXfadOrDhSVPZ5YBe9J8UOkwtX2xMfXjlecS1qZxLPEkNfz7Wq8wwUHp4A+LupWLxmXEtO2eqNNADs0k4a+z6hZIlpqC62CVluPDkzsIRL54CoLEmXCaL1jaCsAsLdAKJi1Mp7pXx36UxiVvIScM2NKlhPFayGnEFmhRRwNlhY6JBYD/KBX41a4JGqwUU87zVGAkiRVTQ0ZtT+XPVZ1QtBWg9aF0gmFyDtyn9AIbq4TigcdSyEqmtPpi8lWFrqTv2NCvLUjyVhD5l5t9LRZZ5S3xDQQAeEZr/qF10XRK0ROBanSnjENH1XQmm0tkJ10JUG7qQx/9NbbWBMe6JYBQuOo7tr1tqDLaIs1KwdemMCzhUrSKKp86ZJOXy1vSP4iTGIOypJaEn0OWKbdr48QURgR0mmgzDstCMpx1oNpaqHS+G20ZMUUUV9Iy6q+W6E3X2j3tOMlIsPgYCRdrdyv467744dPP37z3z/9689reecSro/2Tgi/+kaE31vTtF9B+cX6BlZMh19y5SX3Xnm9vDO5e9K7pMvkAsqu7lS3zjFRpmeaqX0tDORNpVGIDMoERXqqBy8k3LEFHotTTE6h2ZF7MKCTSadC+x9nc7aZJmmqVZLXjuGzteWQ797cepeG6tstoi16SeZlR4IJp3meg8Z6FJTFxL1sXG5OTThXH1MueGGlXB5zqkmWnUOcjIptGNzfPb7RjRXelg/1LG25lfTutQubXCZZ2f4ig4xJlSQ/5zDScAt+v/pI+d30Vc/gI/gkfKWyAhyCpB09NCDsrQ5EsaVXBs4kb+s5TLqSFgEGWekgbCwK0VHC0GDpTQcDXg67RX4Qj5ArXSAjkXaQoZCaz2t4dd9+rZe4t0M5/pAOPuBIYyCYuL11BVSBrklawNOq6OArbaE8UJEfZJYS1c+h0GwZJjff2zq2B5npdd1Vw1iPImcmG8jL55o7xu12IPzEXnZxZFRHvxmZUOoLCVwiPdqjekhX6itToOOaFhZQDjahWuKyxYHNS5HuNVXS08TS7uEt7Y1bPc1EACPiiC20HjkQieOV0yFlWxNpzvvJO1AWzoFRaXyUqILelSopvCTR352PoZlM9esP5uZZV7iPrL+RtbKJV79VDkxA9nrS9NYNRuKUfgcJdYr/aROLtA4TL6k1i/JmcXwdDeu7T3/+l0/f/xvKbpNSMbwbp42UN+tX9RX9yh2vZx+5t2hX+BnnX9KuwhuKE2J+x9sIFWt6D6WsLd6IA9V6/N11LQ8ThNQxB1m7QqAt4w6U1G0+Lr/TlqkJAtSUOxTVOSUgHLN5tXLIuQPgzFNHPMyeciP799i4fBzBllVrujgqGtVR6XG8iKvfXEwURisaCIco7bFaGOpKdDTXsmF3C2KRlZSFTjO9j0qNB0Mkk0jph+evR7usG8wRxJc1lHGeahOrGQDsnr/RTGa/+9M8D018Mq8wtbM16zgAf6Aa1JRoOSyPtbatJNQZOm8FycYXP1hN801l9UpAWYv0VIVKDb+jqCteOjihWwyWtiwMZ4MjyGZ4ejNAoZ68HhfxA3nkNhXMK04qqqNmQlwd0ziecBvDjpxBudeTczfG70JWTrqA1YUXE38kKDa3VQyqRqUZJ1WwddSlzpyOloQZ7DM3BdBE/V2dbmzE6LVQDapkNd0GNCHOfPTEGhFhJypPQm9zSKxVn7SscFC+jpYpr36enZS00qMKgyDFh9bhQiXJJFMS+l4YTOjcb70sEgXXrKhqNNSaMdC6OUJFPWYxWr9Uov/dYw/MwFflRni9B8+AzDvVZy2yzMDCTQpWpT+vF5X/a2ePB8qz00aB+3ryda9ZpHc3iE0YTz0Gfu2GlXI6RnSVaHgRfEHOd/UmO8MX1pRPJh28RlZ+TpvjuWYarr0XII2AI1jrb6B14OTEZOSO3SqriVEPJJs4YzOUiL3XRLy6BxIyUXsW4VrobqRoNN+vGNDEgDw1x+k9K1eWkbszUT3ZL7HZTwVanUt7WEuDCb0XHP0AY7Rog3L0A/lQNpUAnT3jo2hKaFhBOVrZ4dgqjMH5ezDsy/hKB+Cs8eMyeH+XHVCV1wLWGEb2+o7rTFQu1upz8PO4nejk3DisjY7r1BGO00J7wMQfjO82S2/dbINWGdUvVwUlKpm9xhzPNwN6qNeM7AqGaBxUzGF8QMGQuJmXw3g9729HTjbRAmDgjHPkyhfUYtuTf46NXi+RlHSwZXWXEGBjI7jS3VNgEm3RZ0uWvH2Fr2Nf/fjDTz998/fnH/z846/f/NOfPp221khYr53a8b0T1mmdhP+MlPX6Clr1zYVmX4OpuvS6HzuHN3CNli+Zqa/x1hP7UdKO+ItdU+3obXDxVlEL5SAzHEqCSG+NlgdUYAQ97QqPrcbI2rNMDJjGsaBBMBg5MXjMkTg3cl4sf+H29juvpye8w7I1ntpy8AQuIMpbDuq/TqubovXyoKUd6QUsoRBth9En7Kw8IzFKlW7dicQI+CeyKSUN7e6TQKfTeXdPF8pkOQ0RTjNRudhbJ8KfVNzjppBWjKZy59HV6UvrXmk/vEwEVtbp7xNh0OdnBFOXqDugiBIfaG3U3roqb+N8Lm7P8yma8qVUsudPQ7cuHvmlPmo6ozMrbpfJlugZu3+z+we9yVgYpKbJeO6GO/LXkYMx9ySonejZKIxYusK7EZiZkGGjvLeErTy0BC1IFElqK0Inf7uLKzFurNOUdt7IgwWf8EyHyLGkcVCXrvrgxW8GKXpH6KZSAYMrQw5az34UqBEA5dZU6oEudmFj8w3C6TYqYVqWojhRch9EVi7trfOXEdCpONS7WfaiaK1qrzhLIFFcz0ceSeZImHLBGEGZYSKfTNmOwoxit1chb1hYzeQGD289WJ7VRVY8re6hR4FdJedtERXDCoW6RnKCukxqNLR2mJ3leqvKvOvVoq9REVCOeKHzViDc0ZtYUPHdWd4rBcuGHEeCgGSSHrbUpMqlCBUerYLWdUMyg33lzI0ZtYzCYSogtQLSCTE9GyRGp0MvyocDLRFF6/NVJtTGbCwtGP49Xr3XxC5TbrMj/TJo3wZL8ADlMiX5at3oeTUl3Wmx9aT5v6TfVwRU925tyc2eJ2+WLeOvKHI0apm8cpj6NZhvT/LLBsNZmJm/5hk0h2DEU2GnDo7K16pJKSCdcfTbTAQvzqxHp9CAHe1aNA7lOmbIX4H+QGpZrEZNEI95CzUF1kKIgTkgiTmqUX2KtfurO3wrbkXJdAUGTb/FBozKiOm0fHZ0pgqyz9Bio7NVxQW+A+/Mh7i5pt5kPbG8cbd6rxurqU6/XBduuawkaZ/wd+9idvW0v+qvK6FHudobvq/Z5d8S5gqvkOyFt5Ds1SO+2fp6MdvvLZYUK4C9C4hIoLbd2wm17HaCU5VhshMc/Tl5ixiVUZTR2gk1Wzshp2d2QlzJ4EFn0e2EwNJXLj2bROuMd3YCICSrnYCZPLUTWimrQArauNXSAjY8H8w/qIlZcllzYNAqaLWaiJ+C5J5c+MDS5im/JxOV2VtX1mBwdNquFrHz4A06xJQwTOxaHaY1QHlvpN7RGsFk+1n1CLj1uxIqWyAAWXa9l/WchQuOrFqKzHLBeIAlwTz3aYDtp1Mc9EWH4YX0BZGypuKs7zrUouxHQpBi1MAX6YzkIgmKvckvyyDObhyufh0tgJR1vUWoA7Rc+GCu4aMyfOlMiZGBgcuWsdcJPAgNyGvCD57QjyKGxAh1Ddxg8pi6FEbkLLtTQoXBdRKtOidd+FYBR6dDLxldtAgu0hRDjzgPcI+LxhYM96u+AZLcfZevk+TWT9RsumddHh+2023PUoWbees5YOSuBlBy0PbZNZ3LB62s5gDSStUwYUv3sw2dGji1smcTtQRWrdql5hq5O6oynCTymPdWu3MZSBZiQWE0KAP52Ln4XJs4pMCdvXUFRls3yZcO47zryizbUqxJkROC6S2ps5hgED5YMUdBC0uDd34NB2du7Go5ycsBj0RXqdauQTRfqiFyLiRNq4eZYAuyR0zQVD0ZhTE6m20xA8YncjqnLGZdL1UbayB1BawiXIAeNyBLQwZCffO970ZPJrv1okd0PB6GKbcRXWe64MS4i44ne/nmt7aqjQ4AwO3p7J7emlnwTaO9Fc4VPrSqlguwEbgACHh1YqP4wqBMpKUKkptwrF7mzCIULcS5bJPSg9idTm/FDt6851eK5Pz6++8AlGv8ChWhm/RumQjp7YkI8ooFkb8QVrnX68sXnrrV7P3roZjyfpTDrqIWRTuR0s5BBpKtg5hP0fzpLHR1TsDSBMVwzQwTVp0hoqowqDrlT2FK9/lTbthCa/6UgE4HowvanswH+LFB7T98A7XyJiWYTWejErLkw8Rg3VckiULvrhJkBWVKnt847AxZB+2xMBE2a5wew4u2yu10RCP17aoLjD3wvYMmMU7vHXbWAOKV8Ei35wbHEnKaDzsVG68q1HfcVjS4ZGYeFE3YqFofIgvr4aG1/9jmCQpMJ4s9d3gYU0n5MIFdxpQErdYiZYpbIXY5eXqa2/iJjAIhPJ0TevsaTIXaHKFzjsVcpzmpnCw6qExYQPtjUemszsXCVMGsiPnAvIFZAGGLWZz3DMDbeMbzjB+LUTSYmT7zUQoDeBPFFsb3vEKsAMIA90yizKSQwzNe33ll/ZrIGXRON6Ks8I747bNV5cvQgtxqqRZHzVnolHCbU4KwHfqtvWVgj5phbRwjMRCMf5A+E6qEEOyPxts5oNPprL2O7Pl+60QoESsz2Moim+ESC5GHoku9gagCk5RQUTIq8lCgR06W47DUfTCxv0BTQMJwh065PyAcqhubzajx9qvmHMNdH3RjZHX8B90Y2biCE4sMWVYjdI64iFYJJmeVVj8PlUjHfGwsPg3CKupfAt5WKdpxDyDrjLOhoEjinILxgqgzaKMFSMR+A93ZQY4oaC+JWWZo7cBJy/yJ3s5ZIspU4ApDnsCKeRYXPQ3zbLC0B4OR9mpqhfCE6xo/ETID7M6xkHTQtPjeaneIAsFIouyJ22jxS2F9IpYoCMZ0PI364atpWfjWmFDu6LwxCZPyIz8yk6kZHBbixDCMoHVemfPG/IqFRv7XTz/+/M1/+/Snj0BuZYYQ/PuV4Hu91EggbWB8Q7mRr4vdergU36D9h/dT/2OAyVoecTu1IlE+aSoRX5dLKjwtE9KAjCsDnvLMKkAYjX0LWnVDlLuuQTU5DiueCY/n5ocLykmz+ugyub3CBhyTzODvebs5JekhD3zHRQz8qtMIwR3HEcGppE8JDtB4V1gNPgQSMvTWrdpnYK2XohTZVQENgXc8X9vtua2OLhx3KNe253lbeXBHpdIqJlVyWSXPe271AiZ5dny2XWI+0cEETqjGxCFKjlp4MZJltdgc4grbO4rJdE2JPpliigM03/1AhWfj07ubtXVm0XKvm0IqU05AmdmjkAjsNH20ObQDsws2TmOhuu00f1SUZNcVJYE8iB30h4kknA8HxDjsbF1itlNw5Ad3idzCrb5AZTWCqGQbdc+ajayjrJmdmR7qidvGqcMwVJOh1lizCH5w+b4rp4etbIjOfntCpZXKNKJyEAcUHAloeqsluzwqPR+MQySiC9v4BOgf8JAnoxai71pRtpwoOh168RtY/cAt9HRxpGGFOlSeKaIxlDp790sleMjZdKTQvYyX0Or28jg0pFPDjYlR9ajK35UJwdgg5LEwG6puSnHydCFIVZSHFlNtVZ8UvANqJrHhqaYwU8ExXfsWtS7giohhyFuUpFRm2rdyjpGoMlZPL2rqavn0ULYYNHo7eRQKaZc60xikRNLHQ/ilN+htIe06nhklL+o+UmEGRKgb51NJsycDK7xEppwVJbTULIdQtkpeDeaUORByAEGc20eiHZ8JK+4VVQx9aQBTQNp0YTAUTuw75SB5cKCtWjzwfWEz3otCxAON95L1oItkRxkLQ+aVYclGAhC48TDlP4Vl1U/lP4rtKrQUbQ7YSN9r11jY/J5gJIieBcALYzGN8yIicxZccb3xCekInugJuIXDsIaDFi8SS6zl1J0rSo/QMfBeG4XQFUHj6h/tN+IYJi5uxCiP1YsY/bOKz9GTNvfgIRWVCuMg9DHuiD1P2tJ4KGkHk5dCJR1XYbWH3mjQZqy4U5XVzbFcR6jqWg1zXfr7ksQuITBXdnBpo6R0rPbMsm+Z1a5LIDgErbPeNI2kqXzZK8We50gpY2NhRoOeYq/oEclzATVT05w9QcZKeH0zHSW8HvzcKJkRWWI6p206KqGtKOBIZ7/5qdE3UEagBUQKQ+Nj21974xQCeN7xiW6egN5zDC3aeP/e6B2MZYkOFnCwDXvaTKi3mqIjyPHAI57v6nV0YeMyIXs9CjwXN4uwVPoPp0VYA8HH+ISirfdvX7X60rQIMf6yCDGj20WY1TumizA7MhVNqxCt9xNC77oOMfy6DqcZPV2HKQE8f/Nj6FxXYiDVnS7F+eW3pVi91gHkUhzOl3UpovHJx6jkcJyWIkZfl+I0obulGMgBOq1FvO66GNH6udWYKy7VaGltG+QAJXgtYVJWeqdRc25wuCNiEQ6GHlNi2aLeurrxFEJ2w+qIsuwYrgOeEReCZSXaOtR6t9XZmhgLs4LhvHqkwfSLKQlaV8NXKJOtaGTW6Wr5uUbnpgRKLAETlZJkTYfLEbHj5CzIZv9WX8vt+B8TN08a5DzhUgzfF7Yc/NetDP4GyHIKX78s+IFv3G2Y34pYfseqyKOUAz6wPfWgiI7Pb+p6tqrfag9FZZSxvoOSSCmjrrui0bCaSRXfyoSg2kbecruLlrDAM6OaUeJI2MCtmII8nVIONFfwGv0WK3w3lmw4aK/cSClpqHWSUkoM/05SSkGLr+xTSkL6HpUSAhyrlGIhgOBGSi365zYpjXwPI6Vmk6SnU4oXnMoIqZnZskmpOSvSUyn1Q88IKQgTZCYhBcfcr5sZSaUbbJJSc//tUpJIAP2NlER4Tk9SEodzehKSr/SR3Ezp1POTbFLymnU7SanXHn0iJO9IQjVJyVUi3CcpOY2u3UzJRcJaJik1ngXZpOQcSyXeSKnygp83HEO480oil8bNhIZHzIioN64SOox4VlRvSxu3UtOhD9ruQYc+qAjpDMvu/dGPWAqt7spSHQ0TGjeB9VZLZl51IDBE4IN4HX79iDczcloVFC/hdZF4fd91Xd1ISNO5JxFh2a4ympb6zZRGKq2REnbSKqZp992IqbMSGSmJ1tybpDQdCDdTwiGySqkFqusmpfmM2sWEc20VU9QDYVpJA5d+P6UYFraEoJgMv0kpKk3IjZQSo+STlJJStU9SandLfDqlpDewCikVLu9JSCON5omQ2g3pNiHlQATAJKWcGH6823CFd/kkpVbpZhNS8YyM3AipKRJ5k1JJCnZSKZUpVXWfUtNtyiamkbJnxDT04EVMUx7P8JvrKW8pEYaCcK2LrdCtY4yr96LUChQm9d+hcYR63J6ZH2mLJC0+gJJfwSmxaNKqAW4D53nPBAk80yNkWSGXSSvd5udzcgteTr1iKPGBN16nRClRgBmgmhI2XmWvhbQa2QGy/4UkUCWzkJZ3D2UF2bhql8rM+tZAV50rE0BCf2jB2moWhBQS1O0F2VsciIG9Wsgw65RxFxkjwakNHU2GWIpwKAmyUiaUuhswrR1t6hkFPVhMpFUDWAlHygRT29jmqqNdPVLP+7YhMzqRzPVQLcFgybKDWRvcRouWD43NCEvkpaou4ECYWzvWKi33XEzYakTtkjfRz7sF9XXM6h9++f6P5xOGjylfh2VH9ZR3Lwd6uPgGYH+Or1QYKG8ws8tboD2kPvL+NcYkTXmO72I9M3f4VHYscUeNyokf6XmdvIYttuw2t2FjyndP3YZzwcVIu2AUph4bDDGh3rqV2lPsCyhi2xEQtHaQBvugB9zMCb0OMfJxbMAnh1dep6Rist7whPBc3esr1oPB4rFLRuYvAAM10fncsoSFnIjeG5KnccIw+WtxlKP0QvVKcdUJNn4dbFdRo7/pyY8wy5BokNWCCVsW8c2rW6BPBDpPLPNEPBiUOGhVQ693jNIFLe2ctlw0UU2sMtCieYbO070qRTGd0fLDhr4eu9bhzdHqlJ/Vb6WWqkJkHK9q4Eraea88vlWvv528PyoQAMjvKc5zavJFuYOgdUe/UW34Xi1uhHEdMzlwnU0kGaJkZ9Fm8MYACosQNhKXU59JeqGJ4uoTFbOkJgLrSx3j0lwA4NgcUpnMHhWXI5p/cbYeyhm7ZivGCDinR9W5icIme1T+qBbnpXUGbDj87NRCQyiO2/K9C8O2IHvMgQdgPEzqefWzK9yyAkSNy4BSKPMX0qWr4GDIrNgQZDthwfUZM9N/W2lcpD4F5RbIhKNEMbw9xbMiQxhH5pSUOhLOO4O/9Wsi1tlygxL9miQtVW4kVILq4Upnv+F6TvynKDAeWYmlEpbs351Q8i3MJvEV/cULSUrKS+Dk/x/cJi/FClD//Chv44mUd1F6SoUxEXbq+ECu8aA4GqUaLzTt0Cigf932Q6aeUhkwwDjes5wQpiNotbc6sIZ4ZtDYZ6pOlQfE8XxG6HV8Ca+je77uOiEKyMasyRKajg23k7SIce9FHADsJLGSIiYJyZXSYXDZjT8Av2F4mTPU7iSbiohOh14WmkN5FuklGge4E3Wu0saOh16HXqwGjlS0/PFc6EVuTFRCD3BVFq0WI1p2C3DftJUrLFOiEMsVlkS3bKpUM0pmahdnMzEvjox5v7Ouo9Ohlyq/Z9kpWKmnzoqKNB4c2Mu6jVrjkyZ152oZBbX8hEVU42ErHY3y52muG520fjdQ82gd7C87/gPca84RUpozESlV64mrCn6XeBOQZDXl3YC5LjPjoGHWgcfYVEZ0utHZh4mMAQmRyHk4Mq4ypnF/J7iOPb9WTvSyHdRNkPJ1GBRs9Kh9lbZKZuhzoxOxs0inyFSnF2lddXO8Ba0nMdW9UvWusctkZhkwUcobqrVYyTEZN8gCOp2yfI/M20SWcRJCHaj65LJJWAgZ0vA72h6dDr0gy4QrzVetshwJ+xa/1R2NhHZfnTB6CCpMKPsR/EOhiSttB1D+Xd2MhnNGE/lsTqN4holC5oYSzfkIKilxikXZ9+VpTyCxdsLzTwzxIdGh2nL0tFatqV9SwagQqkH9+oAaBMHmlnhyP261uzxZreJg2pjLHSTQc9iewS0b97TmxvJXmSEOUnZfNK9bY0+4OWPavAATFX5MzI6GGHt6OM4yOVhvtFlh9tMryYgBtXvwvMS43UID4DReA+ZMcIyqx7TEsB3fZLURTj0ElCHBmNDMqMveMBIfSMtYm4tSeIYNfFuUnbb3Ar9Rd+LNmoHsztVweFUWarDREqV50LGLZtg73spZSR6s/daO20y6JOTvSiTPaI5MVRCtIttbDXFnX+upbObdVMqh9yLpAjD6VPTsyUT2J8sZluk9LpYTiRVo7HY6N9FU7zOakjKbGmg1RUGMyK0EsRmVR25SiknGPFndh/LW5l4+WLRV0LrSITm6c24APYgrieAeL4lYYtBAi7YKWm/ZmE4BxLAtX8RwkucBiXBFV4mR+4BWQevKcTTYe+KmjiSvwP/M+mHMEUqkuEXJPX6Ir2NZ/8NfP/74+08/Mc+3/Xw3qOX98nzj23l+XjGn3VuIQstbiEJRieh4yCuFGrx7Q0m8yZ4+3CtmeE5f9kq8xjPK28Ltlkjzp2nlJOq2GcF1Fxhczzz63bHRBY9OB45glC8nHQaStLLS/MpWTzQl6usTQ4pQvUy0HdB4P5upqhVewOvoXt91nZDKx6KeIygCXF09aYmeNNsTSGm5x0FDIhHZlO4SmPDR18zI7Eaw2FmXfnP9QlOmpRW0hKfmdwdNy7Zk/+Ts8MFwZWpXiSNrdwGcHIrLQb2hRFhk0ezEFXCy8Y5mhlPwTL9ni8Kg8BpolWlKExN6KdDW1oM9eyaA3nXlZ++YFTE2vWMWDerrS4Ky9uYNs9KwT2+otbqnFxyNd++XK95v+1DjoEmWPGDcBtelxelXzejwZAKvSgu5rbKqocCD3ixADg4SyFfPgL3bkwrN7rkp1IUE8bjxW0qGV6f5ypX+LDGg728wLsFUZ2uoiwSPuw3BOqUMxnD9kEC+RVAN2MU5trSmHJL+MR0bncCh8YeEjCCQsqfAg83xXGv1/2wIjOCGlJkTrMUDU2Z4MzHT6SoKuGahDwW4mWD3PY25dA1R4SxjzzwpgNh653g3AC5yJ2Dt2U6lkiLZIjcOuhOzGn9DoKOgAgBItP4aWW+2RcUceEAtTDIrknu4Jrtji6CtwKKl3pNIr/odJxloMDVPm2cEEculVKJmvTDbtqS9lNHIHsjF+B1cHASDjXXrvp7i1uMmTtV6YxRrtiL8hHIgjFidkiH4OWhtP5MEBTEHJerIPbzZw99Ro8AACDoT6Y0eSd/tG9ad9QSUFAnlHGOgeLOSYo1GQW1Xi69EOlZ2RHe1qKzQl0sWokrcUm9d+Q4GYuozXY2uohoFYMT4UtyrD6q3rtcZB4YUd0tS4FnU1O8Utw8StahOClq2NZDDrtkuHAiosHSY++XuCLZQxPxgdUxbrVcc75reCyQieLGkKn+L+kklbscJevugSGkUPQm8gljGjASNtuw7PAZeMSz+IHRYlDkXrfdTQq/T1/A6vtdXXqakUvoqJuD/9unHj7/88MMfugl4FYZpJqA7Orf2OwVVYfq4N8HC2kX5m+1AOd5UMUJg0oXXo6rxFXsuHfENJSPkS9UpXrLlUsKIPhonUaS70m1VgsjZdxj0sScQ1EYXW2zLk24O1kUDJ6jeRb18ok6NBq15M+PNuuLFdR7slhgqOyawMpjkcGv1a7Orzl5T0Y8NqZOV8m5KqC1aT3RsoFGc6tAqRbYwRy1E2gfyoWLTjcspKQIEgLa0UXvVqCnHgRkzVTOlU4cMobhE4sEdTDHe4X5r4SdLrWTFatF09CIbiK0HxDXWvWR0pXENRrJmxI1Jx04hIWpudxt7jTnbH75hKT9IKLNaE4GYeW9eOLJ+gkvG65vcVJViZe5xCcCMm9XXqM2Sep0zyRAQ+ivC963MGSnVFLpnpQHrep9q3Ffyv0TqJzn0sl3X6CgvkurDsqxbWW24wMwyytdGsKY86SeUWDIJKRZbOQC6Nxk5LNlUywoFtZ+3rrvf/0qX4k9/nKDScs3ouhWPS5LvDDVKb7oUX4FKu5evRPeyX9R9Efr9dXOLIxmykuyuPEfUZ5J5dSKf5PyDpKuTpDt1Cy+it/vwSRvtSHYVFYqMKQlabR2BoBE+uAtGsO9Xr+OLtt7PCb1O36M/To+nVlia5qRy2gsjVdS6sFRaObJS39gY129phZ9SEBAfbGbdqjruic7YsxoBhRwiyFARp7ANr0XIHe/rs9VCgtA72Eh0JJISOua6iKNDpreuvMND+2jOPL8lLZfAHzmUlxFMeedwXhP5wO6aj00pQO/wgQhH8spB45TiEcluyRaQENZ1SscGvhCFqKWDMahGuJaJ9wKxH1r7sol7RjPgR7HnMo6RQEE/0saHscbyfmWANabpDm4fdi3TRQro4PsemwSIuquwBrIaKnHLa1T0ZkHbJX+gFtixZWXliKjEQca3dBCwnlB/NygZlD9s6eggCnqpmjjsiY1ylZhbtApa15EOZUWuZMuSTJXPKysyWuXSc/zuEwU5Tu8lXepYuj4SpdZqkWAk1E9evauK/GL928icCSlwtvgJbVNWHcQJeePKXi3Cz7RcJCrrpR9/7WeQaBXIQ8npNowaw0Px4FwVWhb0QyTypoWyabCR2LKQ6QgMRPg1EM74nORBD2FzxgatCCE0KTTXZqhlgwuOy7vahFs6tw/FcysZ3qEYSu7DG3B/4XEZOg9E56Uj1Ckw+7AQTdgbjf83Ab6/AkG75/RyjlgKqkiGbEnklQ/kZ2xZBTjylVV+B0wdSi7oehagstCdXwnhw86rP9IorGHC4zxGHudOcQANq0P6LmjT/RIwLmTWGs02PcUj8dCezqPPoRPJmSBHbJkkhTk2TJgq+yGhBRu9nptBbyVf57he0oLUR9q5NIBprgwABa135BPR0UGhrH5nZ0av+r7HSIg8eJn5PY70FK+aPD/S2OrAUgoixcrmCVScDJ78tTJjIS+200Q3uPaoHdRK/HgwwT8YBR2hnp50OYN3qWRVcts2PGcArN7BU/mcK8R08NWQZMU766uaQz3xwrmO8/mFAOR3JmeK8WvXhFJ7yL1uENWXHYS5vAT4kJcdhJhbfpcs0wIPoD/2LNPCY+VcBqK5kVN5dtxXVTSWG2xupCBIuPoSDwAMnzRzoMXFSF7tSOpboCTbLOH+iiRevnmziVDWa8o3Bu/KTNBDBZU9fDLVAHWuko3PSbtaedInPbIpPuh06CUxVlbGXCWcINntbnGWTN2/9Tq+o9Pkx6JZCS6THnzlz0Nfx6Pu3wPA1aBhTfz0FcPh9wAf3ZaCEajiiqbjIDUWw4q2yjSVCVKIc3nn4J1+offiR5xSHQMIWgqDr73VXiJwCARlKm8L3FOoadoSnkJd3evou7piedJ1GL+jdomprKI9bY0+h2P4SEUJu9vrHhBtXfaNNZ+IgPF+U07rQYW794IUFFWovYaN0fpkk1a6Bgbrx9gKyMB0mQXLMCVBq/1qCA7jmUGIqUnu4AVF6/2cBiHmr07fY8Svo2aPpW1OKicrSiRS5TTQH1MyECoT1cderpouIFKPJs8C3XJQ+W18IupRDwYSPnKI07EVMC5ab9jdUGU5C0uogMoUv2edxQfTexQ2jISm7i0OWnsMXojeui5yI6wtOBFhdeSwIQWLkKy396I+elK246D10QELakDmjTk9KWkyCgBg+I4aZPKZ3kNpz+MZOK6RxsZq4QN44XV80db7KVUa9w3fT3r5IzEqgBUxzUiF9FVVyf/n08cfu3O9pzd2ps+Y3lmZ/Jo0n1BX5ZUwc4j/KTSfb1Uh38URH2Df3lT0iocabqJYGtGKXgeLHqD1SuzbvK6js9fdoxMa+SAH/d2Bpcd2gG8QliQ6GBQIB21k0l6h7XYq6HQ6e69je33TZTYUDg+qguBi2VmswNrRDwhEEEtQfGtmAc2JSaW32jRZMg9mAu1yId63FOYVtdx/pcKzc8rquioadmwOfcdoOEm6D6UiPYbGvBYxV744r0Br3gaVKZapU3veTykJ/T+TmMCtvIppVFO7l9JgBTNSikGTmVRKcRDk3U8pagxiklKoBCJNUprcJzdSGiq7kdK5zrxsUgqO4KibOUmd2SedepBj3cQkkaCBGzlJDwEZObW4yyYmPwL+91PyhOdOUvKRUaVJSkBM3UvJkwVkEtKpi6RNRs1R+Xx1u8RCL5OMnCixpsrIOR1pl1F97Cspa+h/WkgaFd/nExQpPwmIzHqTfA4jG6OnlR3VqZSmSjYQCCuuZSZdDeRuteC9TA30tC6gAlUlJk6qgTqlZUubUuY0UoJnek4wz5WkBaazjrTPyFUaHlWLd3nNbajKEOFF8arlrtgl4huTjLxW3Z2E5Ct3zM2cGuNv3cSEfbTKSSJ38Y2cJGuqtsoJe3uVU9Dk4Js5tTNE3w7pO72ujhFTyHSE3ogpVB4Hk5iio/96XkuC8/dmRjhpVylFLTgwSSlWLV2wSylpfZtJSknL5ExSAqfh/ZzafZS21dTurrSJKR8s3n0jJlRrmmSUNXA0yWgi37nbcIUpi5OQ2gXvNyEVryPtQmqKRN6EBKVjFVLR2M/NnOpBGNC0lKrWUZmENDT+RUgTqnDQe92c8VVrrEyHfB2UR+spP3nEeKpOKlcCWb+lySyFBWwOLTJO9RKZmiUTVX20+21lRPHMtbFkVamTBYzIqxYfh88gsP5v8oyX9tYV/16Zd3VTMDLQ64LoRqM3K0zKC0wPQy6EC1t+mGeW2bj9RiQJLCNO6L1puWTZ6LeL2pG1TDUqNIvmRTvH6JYM+FofaWXV9Aco7Pxe6s0rZ7/XBdirKCLwBQYLtPYU/jUHBH3d57b6SIar63mHGODgNNjzrgv+aN8Fl37ukaRBXhu0DE5gVB2h6qtxHadocU4tvapUBhhctFV0PsRpHOAQ3l6iZSJ+ses84tasB8rreU+xkM94AIT8ma5tElEL0n2my3zO6X2f9gg8i1M96+FB6/valDccXXXk6Sw3J+gmRIN+DVaV6MADPweqqgpa50PHd71t6lrMI/DzYLgOtiXRVdVjJ/KiP3dZcLv/LhPvUStHQiTBJ+ZrpUgfffNEO8tGOUKna7lNdjSG7vWROuqfPu9xDW5rnWGE8BStSsUCyA+NnyS6C/qV8P4OsG/+/ruPH75HrZvUM52+Ujj1LSy8r0FL49tjqfJyLPWFhPvxG8nHt6Xb+zfEX98lAOsIkjnilmBaSPGLrAF/EBg5alWOqw3ASNljdOgd7KNVicYJM6Gtlokx2Qw1dUjgga4OJD1OmO+qRvvNfJwmWYkw8x/je33faUKUz1QiEIGwlYJn65jxQodWrgUo79hK4x4si2v13UMTugIr9GUOgFjnwRLhUg3FmyMrteylKB11OFlLUTriourkhHAERlmKevT2RBygeM5WgI0bgq9yJLCjSh7IoolvWLlZt0qicWLKYu4tlJWWEVqZnuxJuGW9so4Uw6Kg3Y7mGsOA1M4xNWTLuFAGCGiAiUmqShbjFEvmRraP8hCBd9LLHvPNun+0slvNVN+FGUU106/QWzc8hedAwL3VwqwJHzrjnGirTMn7KxlgZETXcSAAIZqC6DhQKoRyrummRetMJ6N247HOVLYDQ6Dbh6L04/oiodAlP71IKHciYQ3zqvTjhRUbGvozbcLtrfYr6UCoNFzzMpDjQE4LwmYx5QzGrRD8QHEtgT+wjYWp6mqluZE0kfmAw4MHERPyAtHHhktoNDtLM1QFeh67lug+GNzdYC1ao6uKI5+Cq/FRn/NLUlvE2BMOTUjz/GT2x21ZXFL4F2M4uxHAuAgaV1RlgIZ3GEXSMYO6GLenq8B7ucM4GbwDSLOMxTMR1g3uuQ4wnrsSfqlurHQjEdK5UetlNhg8nqmG/q+mJw9FjLc9lB/PnqlwCNhngoc3Ynuo1VJx9w8lWDP7Q7XblPtDcRy+Nw9FIfm8fSihJOf+UEFxbvtQYl7G9lCakmYPv7vBn7butBSkEmIhI6olieAyp+VYsJzf13D4xx+++1fUxjy6vTAIc98Xfilvq9zxUn3M9JYMbfcGpq6jxpftBq7DN5Flu/o5s+E357IF3MIuPXYfO24cl0CGd25UuPX8QeQMWvtF78JGH4WcaF95S2D4YU4kMmQga6y3boVunarvSX3sQkMgK4c0OFFu5oRep+/hdXzPV16nRCHZ/N8E7gxJG9QenQ69I3xCvQtFvBrpSaC2urp7KuguTgvGpEFIjx+2e9WvRxPAk8eqWOs9IKbER5H7q8jBcnBudVDNj6wUPB5abTcI1nutOFielsTKK0N686DB3/PIZB5imJcqdS+9cGct5Uq9/mACNLIRhq3VW+4qnVS48Wd22Sc9YVyUpdwVAkmM74LV2Qfuo1Oz01JlQqYg61PzheZKFpbvCIkULFFIEJwYPr0aV77kQtyd5VUfl3O0UOO75f1VUFvt7plKM7d78JeetPr+ydCvXT8o51Rf4ooUeQtHSHoLeEv3+gs30EG6j9cyB1gaQvx73EKOMO/zgLW5M/3AwzVEBCcBG059P5UROC+73fpANLQFc+hCOrRqldPypU5dSPbm8I4xDjzT9zNi/WN40cb7CaHX6Tt00AAp0BOpOaYpqYgsa0IAawEL5S1x7qjJVTg9ojAZ0S8Bc2ZgWpOJ2UTHyrcWRg7a5sEIxDMkIrI1W7NQhRi67vUVN158slpUxrHLgwT9QMdU2ujFJEQ4Bivi4LSYuN1RvqYYerkCSlmRIYQFtCOVigiw+C5gUqK8Ii6qSy6b5L2RQNvL9q03CslBqt8qgx4kNAsevsCslYvBcejp/ahly00NVO7GQTvQQho9B0VUYWbvaZKnLcV1gk8AkihaS32UBh8RP9S7TWHPvz6I6EiB6HZwzY+c9J2BPlXzQX2BM+CGDc5nokJrpMsHOJq17vP5I0WrbFtOPekF5odnTRhhjgpCIkEdYCzBOGSRbtkZidwG9gyao++1fCbgJCmT5iQcrNaVsnEvCmnZpRia6kjtTa4om8W9AoQigQU0x1U83KNIWsTJI/PR85UUhO//8MN3H3phpp6j0Xmk3fsVZspf4kF+F1Q3tvfxiC8RSbsvPPUPryPIn1in8gYaafc65Vj50s+8llTYl8KvI/V6TYR1Nyl/B/aGvynLHuDt2Qw+wY3n0paGFKZqlHrpBcVvucBkD7T2aIgF76DXDWZ+qPysMKFwOdEU8R0tdzxIrMuqy4WQztL1AdHG+9mg1+kbeA7u9WXX6aiALI9agr4SoskOiuPq+mxXK/9uHIWhIg+tPunaxmuFFM1PLZyMpImMc6n6wkx/Eqf2xv5J17Dg6OosyWnTJpXorZCpEZjtccYN4I1X1O5ayVBFya4FvZcV8iyK3kN4YvyyaKNMc50K/SF1tGzqZZlSRzPZ4bJGhSA+0cnKLHK7v3g+JgSOluUMFGkjbQvEoyoX6bSgRaterAeCz/DXpx13ckq7KuHpVHUTaZtJyd3RKtNsp+Xlhua5F19DZ6fkKUpmQmIbz2QuzFbQupKhaukXmzUiRKREZQ2CCPtvFGV68FoCsgajrGxfxBoghdps3HRWdPaPFpQ6CnG7xisL6qjECHNvnedBW4Nd08oIPHkx3MiL5UcLylSvJLVrxfHR1Z0neUMwJ0oTOcf42UGJW1ntaWbtsFGIcZOza+HrQmASw3kVoNefFm2VabZTPGP7HvYM1j2wfzJ0rp8sJ9KpT5+skWDHJ58syePpF0sTHbd+sTTRSuonQ+vdN0Pf7UdD5/rV8NPrVxuTvftoeMfbjwaxrB8tKyf79NHytJftR7v7InafJfC2N7t2d5HjJO69ECgNROaIoVFGpQorMxbCptMag184iUN3KxChbgvXR6Gh7HgvxEPThRm0RuPtbNDpOH+vY3t9VTMdiuerGCP/+4fv/+2bf/zu0x+IsEvXinp3i+TNCLv0ircSZs9LVgJRefU1dmJ1IR7xpXIzfLV3MRdiQrxPwk4VpcyxjWVbi4aw0v3gMuvHBnQAcVtmVlISCF+5Dc6RkqJYiYc9mOXXVL6y3Q3APo2CdqBPV/gNWMKbCV+eguqi8HSXg8jaGKh7ihD+AjHJLCdLJ5BZmmUH7WT6cD1fvxzM1TgYt0BazLGFheBGVBqmA3VBcBIdqIhpf//YfnuqOlNxKgM14/LmOMpgUe59yPUDI1wj6Ir0+SaimQ0uOyOI5w/DuBsSvFYSDRmtJPoh948oShR99oJN//xGRXnsoUGK1iKXatF2HlO7qdzbTMGqFcuyEuKpkw8wH+cV1h9HMbnFl19UCcRF7OJ822fNuHOqoa3RUGSxofDoivwYZ1IIhsIEK74DUcToY0JIf7YRM/xW3oi6YyXaMWQtB3QQRBg067IRZFeaiKvXMjtw2YVi+RWykKqtcxsOTgWnNmhhRVeUZwzRZDpk8lCza8mwFseCMkEzrLFBgwJ+G3N5JbWMiTgHrFVn68TXjMhB2EKbcM1cukZVIB7MIE9eUxwk8y63Ku2B77jF/DPT2IIyLyVhNldr9UyGEr6k5U0bVOdgHspMGkQiftuzenSCP7W32vRvbK2zl8d5Ij2OKPIHa7SPtF0MkWlkEjSRUZAg3fhNtZ4u8kYlmLSOUBDrFKtixwMONFet9u0JZomGUmj7HF9HFfv0J+X5aEdMRy3ld9PBRqnF4/WY8Us+YfemkhJvChcjDv6auidvgCzBw+tf0/TS+zGFyMHFudcHQtip94KhABfoZFmgVQbDqE2ShtEuPEExuqo4ctzrN5G18Q4m3zlyTIbMOk9OS5BbV6JnaTrnNWtjjOz1BadpqEQsaDYBf+/SrhBkUha4URG1K0F+cnBr+JPsWMGUpC6IvZ7ztTmcmdnrZycidYk+6xa5V66AJ+R/x4OolXyvEUrWZAxayKd2pMD/qirTioni5MOx1YAjE0NwTLFzB9NPw6H10xzj3i3xIhlq1+0b7MAzwHDTprSic9Q0Rm1g0UBxoN5dNfv72MMZVWOdWFchq0ehMNgdCl0KvdUiCkFehWe6NyBo1j45Ko5eebjPycBxBYLxaSNcQ2fPGESUImkhda/KOlo79uozA0Wl8veUoA9kkW0eJmHKRJK9+qTSXyfVEpFP5SOrZyWN5Xaj0KCk7de2pQnBhdZgA9anrSF/zxQQZW6rwtQnT1dMld01rq6YIUlPjuqxGhBOeCj+oJTNqDg0f79oTpfzXJ+o5+zok6u26jkheVsp6UYKPUSxm/YyKox22xR0nhL11ws9gqOgo6DRxiKycprA7Tdx5VRVBYMiUptYb7gxhPUO6KjXNPr20UTz6B1r3q3e1pYCwLTxYkvEI6kqmbOmAU6FyWt+I98hKFNzTyRy356tYaLxcawotoKHmv2iNkjZYp3wtoTIVKcwsYKrZ6NHoGDo5LjxERzTSJHlDbLWgnKskwDGxUaAvtdJACNBOFgHs6UdCLPiYK6OzJ+RFbeG52TkLHU/kje5FyMFxcsjPMOYDJLvQQWj8DBATDyXqNuvOq9EMNM4Tglzzl+GGx+tgtZ5qvvR8rV0eWJAO+PD10lZdl+3sM153b+t6PcbEgneAtW4WJx/ZfLCCzXi4vsp5omB+bJVoE2x5zK50Umf6UTiEWmto2qN288D9HagJf24kfQ13mvWQGUlWu+3fLfcd8qgOkEmQ07U8jG+aOv9nFqvbBQlGN/zldcplWfcowURy1Ejd+HJgeu5nYvKiZt5FgYl3AETg+zmRSnkO5FMepazFepQcypG8oUiU0/qhhmsjnjOVnwgkRKX5YsPxXRGhqRld78NPWZgcUmsfzBK32LpSqAzceu6jZQ7KhRXWVVR4dyrxl4cLzjvd5JwT9ieD6yZUiacbdIZBYJ6fTWetHIQl2rrADRnnYAC2UQoD0QGWzqvZXE6Zi2UyTO1i1ArAmPNZQYhbGA4qdeqZd5jawayYkpgWC+JJrXUrVJDqwGkS4Ghbk18m8pln7cxNlRIG844Oq2JnS/32bAtYqaftIre1XTEBptTOBzx0VsfsYcjuFdKWj3LAxwRLTtxIl4hi60B78ZhX21Rj1RAqV3FFDHSE3MrUpxZUrOkoctMACHHAdeSRZmEywTMTnUVE8lRVlUyR1YLvhK516UbBlIkGFBze5t6Pw3kAPftu1K0bKebOf5UJmkPzCc9t1qcQlgCUpQxWRJrQIpWwFxfKyZ+/sN+44KiliEZehmdWggmq0Y/V3D7ZvUaWNBZZ43ODat8YC9QC7rllO/hA3i9oxLQZ+U5iJkE5NNVo5K0ZZXVo2e9QosDq1FtAA3fCziINl4OLMk7OUflnQjMAUguXFB196D673YkuQ9aAEuR5L5oXsVVE+6voo2302mdZP5FBQoMrh69aTLHk9qgibWm6m70AeAZMkMSLXKlpZCI8g5kYwp+K80XaCyIkhk0O1EzEqpW/VJSDOvbC45cK3IwotWMo0rcNxIWz1baPHLnN0Lap/Rst2HQHRpgZmWgOhOkbYA/rT3rNe0zMLbRjJ6oUHikkWyY/axU/AdDwS2EmskJzWQFDZY256Sx5gZjYKPbs44FZXN1RbGJ/pEtF57PMxde3PGHgBO5wL3ghZ+heW69rsDK0LXNn/JHP9+73zYrmc9UuQRxfn8whaYFuvPOClS1cgn3J50mDWWQ9qwXedzQw/ZTbU0YxS5ZreeA6yTkFfB7zmfYZdnZHE5SQtTD5tzw/Kr2hgfhXb8Ks0nwHHZ60+UsSdtILqrOVqkPyM09u9aUJE86uJxMxJmF61GFeR8uHSaAH+q4I6stQBzVD+bMxRoDruNSTVbx3an19CJIKDE5fZlaoQKYeCDsx2B1FCzU7mt/vorb+SZcxcwhr+SvmfaD7MlkrXZGUjumMtzCYlxKQeqFJ+VeSa5FVkRLjqt/hvX9HM9uX7TITTAAjxs5fiXHyg8//vSxDfXN/3ua898hy1YSIGvv5mCR8jpmTb6MJHsOWnvFLZPDW8KlbwW6FRb7rK84WUgX+/znXouAFvh3nexxGc80ByeMywT16btDL9jResE0LaA9aKlKATUUBp9ioIWhnWPzeCJJ99AaulAX4LQVLZCyT0G0QApm7XVgr2+4ToRSoUulAmsolsmz+A737qRixpZyZPLcEMKFR1hQT0yuhKKdrYg7TokYvfUZizKe6a4YRHqnKpZ4D5lehER2OODdfXT0/HQsDak+70wlyR0MR/dWU3jZgbr0WZf3e9lgLe9+3iIk+tf0ahdZNVUKXTG91a5qBFTwTF/VQE5hfNFWmeY0ZRwM5BTZ0CZOV6Qc5e1NYlbq0qwZlIVRE19JMaLkcGFPBkhMNBZmYaLml4wc4J6FeShIc80QCRGhcGcUG+1Bkuv0cjHedxVyRdiS0I3+m4lxK0ioJkBifNwIO2YKsERHUKWbsvmZlElMyMY3EAUrY54yPCLu3bJ91TdFVjctz9oW2DJZD7Hs1YyrgtGlghinJBYzDkrKVzTnOeykfI2ehHg0BGRzoY4fFB2fMz2qPVA4+xgSklZb5vR9Tw0b8Tg6eyA3O3rxokbjs2IXoVL11g0oXRgEzUnLwmupgYyIW9YCAZgTV1zGwZrCQPdNqu9QEPYuZiadZoCzplpJq2q+hG6BOmy+58w0MpnKGij0x2kse690zmByJYivrc2sRPuFSfBAUlcbg/UH8rGzLT+mXSmYGoltn43X9/ftNQy9f+Uv0Lz9TPoCr6UBsiJUspLn2zhGZUCkap28rDFrsiiptcvpqEkwqIJSsbBkRpuStdW0K1iuJJY9LiYXHh0pGmvn+Fyz3o9fRSv/P37/8ZtRrQwaebtU/8dJIqnHK5Q37g2UN+6NtcpeCJK6/8I6ZbEiNy3V7TI5F7abeB4UrlQ0yQ58pmgd1anqTrquMP2qAVO4ZxpsmZVMmEnnHrvegjqT44mucqBsCAYXbb2fUIwEHOEl1N08KD2QPzPPCELac/pr2XCXzfnNsxeqcHT0e1bNtb+09e7sLTvGxRMC39KWKw9xBGRzYWgXrX0kyw2D3j4S3GQNYINiCpmxXfFaIjObKpzRwXGT8+ambSGo8d69FxgXfKXceUpH4IxUaWlTmNDbZRkULYPcpFExZiDHq9ZvXMvKymDq71GU+PSKPHtdUqsM6dQROehoHFmeZbcQMVCkETV0upGLkrW0B5zKKexFQiJzknov1jmM3qAec6zAHnpcWVzuVqcF04JG9YZ54qbJBaNUt+fdl7pugw9PSC9aJkL+XLOzuTM60Ge6bqfQQvA09uIWqoHjobm2M73cfoJYOvXFaXWHDZQ48Tl2I3xEa1j6t5LQaMxoUBIZp2yfa4wbrnT09VT2iamh8nBFnnKv3YvT1c60+csdj9eg1FHMSCvYCk75w24m5JTSK2qcy+meisKN67Q0RpTB9cMlFEGUGsUSJGd22WwQlElDDOs2mSy6cUgsuE/wdyM64rwmSUfmGaH1yct7zU0/CEl0kTHHFJQHa/oeYSfeDYy0JjUDfGcm+9Xr+KKt85wm4qkR6Je9kJRM2IsOsRvOLWD8vSKf0Xq/0NE7sMSejFuHJ5oP+WDTdL0JYulsD7sB3OeadRN/NWX4n/704Wcow+64MPy/XBZ8E9s7k0C+wgEJjvHn1Lv//Bk836sUi/kN5UFYruozv/aS5loSL56ye1qclqMtxFBX3YLnUYSViNYrLmt3IDpZfPIax7E67nAbYzK727iwFOdB2gW4KwNB7Wi8nQM6+7l6VC3QTV8hUlyneVAqRKIcYCc6X2q9JkuAfsSuxaMLda73wqeEWHmNRBqjtTuw1lgS+noF+GIKLpiepWpRZGbAUQijU0h/0JriEWj4ahlk9eU/08WXt3rCYNw/v0SINphY4MiwEG10OvSyClul4JShaXI8mbhvZtzXlIAj50dDIt7w90R+NdZkcFRfxvE10pmBqGsuyrKrfbka7/ImkQ33lGghOJPuCyRTry+4F5gEKUd1pCROhTZnFSpLWUuX9FabOFyYswDMfh44i76GSPuUWYSRU5pITwakIsXt7swK20hC+G5OaiH7C7IyoFBlMmyrSVJVIEGxkDWPq3uriN1Tn0caEMCOxbGSePPNeWJDUUm8t1p3b9VcQ5+J+SWiOWoqt8yI5nUn+wzyoJ5cZ9ck/N8j9Q6KaiHc49ACxwIISn3EnfsMrO2OLHYYvo8JBBpmJGhd8+dHTrgXk7zTEEIMPmwEpUFp0ysXaU85R7gMpxJae3jdpkajdyUnC50+Y9RngZ89JCbpN/vbbimz225oAYVsXxsTrlcWIpaSD4o7iJ6BteDpLY02icYxY8Si050weloOoqGdYobKlXUE0wIVwBvT21ZvC1WyypXDNYp2AWvRrovCQzXrpq5bRuqhJaknqAUiYEWhhziDO1LbROAqsKHJGGx3Av86iun3f/jhhx+/+adfPv35z1BOG5se6X7aXvkv99TmV1JayDLejtTfntQCxTS+XFPv4XJ8Azu5e5l+9DM/dK81p/iuJKShooDVnXcHSKK1ecPy6yB5xB8mh4uU+4e0iz+zuYR4hlmbuirmME/VnAKzKbIjBLcO8rSuIVi0VnW8hFpMzmteBh2/SdMyAF5OdSMmKXFmQQbTRuk5+WNKODRz4d3fW62fGAp+I1vJhEEX5ZdGsFPN5qvRZiWB+6N1Tl52nVAhNx+du36rsRg1vSkrUVtD62VOiGnVlfCx1rqjY0Vl5HmxFJURTtlRanDIaOPgTuQwaFeckhh4zijSR+HDMxH5grD2NB8fWBQse1a1bpoFJWQ1AFfgccvdOT9YBtxUTTgQVw6WlbyrcE7Bg6lSlclUILMjEEQZqPLOrReYSJk9PXeDb2gUSYatwUoE2Zto5+jqVdWtc6fnEYwYBBDTMMOyBmWnaRabNpoZBmpQAk/2gYLIQGKBvllsaatl2wgdxkBaq719FLdFRKbvWDaXn1e4Ui7MyB+rpE/oCNu6ynEjVh4rse9mxDywaAd04mahl5EZvqhiRQWNqBE20iC53LZeToO1aQme8KDrSUsjiIDUwqym83wclL3QsX9o+EmC1jnG2Rt5rkzn042QcKR1KTGzMNIjkgvplNqR6Tglm11XvFYFL9yARdO+ezSJx7jGmOzGGSf/OiVcEt1iRB2IqhnZOe8FBwO9nwMnM3xOABzkwioBNRKzkrO9JyMAynoP3uRtJMAS1i2cBobrcrwbI3PvurW7QyW2rZVI0KQefJqWq+QJ+Cmyl6/SvDkcRS0yywxKkDAkUbjUXlZ2Cho3NGTUilpEEkpmchSCf23PbcmFpAvtxblxUXuWFYeNVeJDqwX43RWl5cnph6v9YBw8VsJ8VXgUZGeJLr0+wqDWot0elKQr6+rVWIOULTk0V0W1Vm7yzDqv4SBH12m2T7hNg3wXEmjbrhIfZKJemcv3ntUzUTboQHHMZ7l0BW70p/d127CZ4wBb3+7cwgw5VLJNhUQnrVU25SgyypuUzDcW1bGEp+FUwyPt0AFctSNBFRQOiopgePtQosC07RQUeBmAt8Kj/hAdydPsRvrLtudvjoObLOxRCrKBKsOWqlzJSYHzvSaCM4KC7dDK0L2tuQrYWszgA6zc+aljx8f+4Lc6NtK9omlyeGb4tQLzAie3Vng6oaJMwUHRf0UT5fDC65QooylQ7IkDs1BJr2DepKAKVxXckpn/AQ9JXxCWD935pdAMTjy6YZLS4ETVut1WMVvg+Yy6QAMKA0Q9yDMd5o2iZlNMEf9uYBmNYkJVjkWJRR0Jy489OJ1xajag3FCMhNW7UyT5X3Ag5UnF1qNxmnckO88NeGdTIbhIKnTTc5fCddm4Axx/ouw2xlE5UFQAx6Hs/YdaGRXvbN2clRrcuJdG8g1QKylrifpIXxdX1lz+wS66e4O53GCN1WAunhryZDAXz5U/GczlhiBXDea2ncQazN1Bbezlcliyh8lcbp1lM5eLJ4/BZC6XHZkxmcvFKyOomsvloNM9FSWo2KkVkgZJSqcqgcHsdE6Vl0LllCxtRNR8q+KpPUW9pooGG5rWXjglq2uHSEf8SLSAxZz1u2U1JALntOGakhZo8byCm52iH85p2goLeOxi8oV5t+XQBLdAs60of7x3BBEXv5UUgYXW51TVbvacUlJiLcZkjh2qcVA3LAcTKDJumtIhaN0c1ekkC7PGyVSU1UqozhUh54Tnqd1eNRqbOTBPcTuH3VTdJNJmdlpBZZtl2Rj7Mm7nUtRzftBDUBJq+s0i2yn3XNKvqMeSKyQ4LlXBJNNXrI+9aChcFj03kzaz44xS2hfWzoeHxdinFCarGZ+gUGOYF/t+B2ODdClpPg1oDacpzftvZ6TCnu1Tygq9SwIpbefB/skm5GzRKwnHTZ9PTPsRtYsoO/q9ihaUyZE6Qel2sj02d1Y7HLUOvTSZPeeUb07yXZWuh75domHW7onCOeGenO+WnSMc95HDR6XNXDkSor1VI7RrAsJ2CX6VKMv/+fHnb/7pT596dKXzbfToSny3zFSECI7jLeXHX8pN1argly3020Ms+tiriPjXiHnjOzJ5iYPx49KOtZ3YrtKcahMmll1hUl8lx+02UNEC4ErbGOiRIstu9zvI9e38nrftWJIka/43CgIQPiccpTZtyIbHkT11XgkMj2eivAcvAvRYIT9fXMHtGVQ/MezZNZkOo9gzMIfDCJyIkgkLQqugdeWuCSRMXWPwkWlCPm2qRDPDFfpASvEwsWsRYh5Y9WBNoomAsfi8gRWiY6DZKxNvdBSir9B7o6fLWw6TABdZ87N5b6LtSqye4O8rBcTDRNgEbAohDY/Z1APYqxu+hpkfPSL51yYFxINpya03ap5CVicSQfaAfoTjrqBOUCKEQwuAkOhFaSGnQr6dE97ewkFTS8NUmyeQ6QV5jGFs1ZGyYJPsWEJl/S6SR4+Pm+NRElE93lEHb1kSE+JOYbekSimbXeAHqVQnb4N7zh9MHPcXYwd0LlKuZQOZajtaWOghbD9SPF23Rcm15a5SG8Ao7QOs1yiwMDGOoKmya5aKHKGN22dJEVIVVyOXcH0EQhxT3WFfPSTSLW/iLDXeqE54p7Vve6sFnmuRNZiGTpmlk2omzUGj0V0bhvEHLboputtZ9RDhcwr/zxrhcztdDsICB71DXnVcDC9K63QvIzl4rE9CEmHkWoUkkXxMN0KSonFildJgNjRSAjLoXkoh8BKYpDSyU4yUQu7Zu/dSCpWO3klM8SDSdhJT9Jo8s4spKm3+JKaYlqy1wtSu8FRMydFYncSUtKDeJKbmU36+mFJWD2HVCFomKWGLXns1B5w6n8sOONQ5AadXFafXfGyOBUkQZIplq/tU+3YdvtromdUeNd2hciDYFVQEVp6GrhAbKu5D7Si8clC8V9QKTmTqKnGDImTir0tg7kylI7h0XjYcDLBZZPPau8CAIZ7pJwMrzQaWuXKZOtHNjBwZ9PEOHVgLqsqiZVHawaAGuewQXRx6k4h8JoHCJCNfCey+mRKKjq9SusitrJTayRCeSmnobEZKCFivUgpDQbqfUquyGzcxhcjNM4kJcZB7MQ36qFVKTQ+7WUkKGr2ZUtMY3SalmInanMSkB8ONlJJTB6RKqRXrqZuUUuRA+4xShg47yShVtX5VRtmRDvBGRi1+twspR97Dk5ByJkH73X4rDL1MQoKzfpJQ0apyNyIqGiSbRFSyVg9WESGCej+heqhDVIXU+UCtkGokEwWFNIXVD8Wslz0CFpmyGjTLAPomExx0rjltQXS8X3dSw1EKWfR8VeCmJvn1Vhu4Qg4ZnvH6cbyOv37QmzlhEbjxEl5Xy4pumFbYjYSwKlcJjQU8CUjX+81csEVW+SQlrZ/kozvwRjzYtKt4hkm4Smc6E25mFB3j1NRe6mMXznRE3QgHx9oqHByBk3SmM/NmMjhnV/HgTF7FM53jN/IZR/8qHtwSq3ymm+VmSriNJvng2loFNF11NwLC9bgKaOL5nyrr0cOyzwbX9SogXO2rgCZ14EZAlXHheXvpdKb1Q+3kZkKBAUNKhwrFJJzDCGaF1+p5/lUcl//Xh18//An0HW2xD0I9+a8HhWd5xWPp41sKHZQ3MOodb0yMLG9LjMxfEsdriZGxXwf9YN1xc6wdrzzG5VADGRVHKzN9087Em/WiS8KgVI4KywlzuhD4y3qrjW94pTpAfl9zG2RiHmDQNCusPp1TijxjCH2e7CKntO+OhuiNhCJr0k8COu8b3JhJ+UXicwH12tlWQK369iafUAnIvZFPI5ZNm3xCVFtd5XNeOIja3UwpEMUJ8TQXXtrEI3oE34hH4mNfPzIcIJN4RMuT3cxFDkZGJ/Eo7HYSj0+6EHfx+KD4MBWPV0roSTz+0IW4T8kV4sM8jUPm2at4XGAN7xvxuOEgWuXjDvpSCYDqvq0nS5lq0iSdoK6QSToESVM4GpgeMZTsN2aawDBD7wTOqBItLnaa2W1xhvZahT4b2tSLj8xvUrsa7bUedBzPwHTkKDA6pk94M59Tyyj6WiTaEH7G7Bl1BYl1h8GvwBuXH8hEqYPRbE1AU3x2UJ6IpNDzTA5KGu2H9egODr8WHo63DJfVMW33IF8QWF9YApYF6JaP60k7BFRh4QFWNUPOKaf2VsjOFZCYlboB1cD51m0eBLuaBzvRvBOt24Qs3eJNITRfKWm/kQDKwdo42RGwII45B46R7ymKld0WVRNRbe/Q3JHINNl80BiVzDO0t1qo2aEjYYVNDPQYf0Cj69M5hcigS1Z0Tsi8sLIn6DJUotZ6qzVhcNXgmR4Ky5r7QSqrqD7YfU4xq6mocoqVt/okp+R4F9/IqR1bsskp6a01ySlp9vnNnJK6KSc5Zc1jn+SURymbeznlSB/JJKemycgmp1zVpN7nVA5my05yaqpV2uTUPBrP5VTUMTzJqYx3XuVUHauV3syperUdVU5V695McqppTv5aM/7Qd8tH04bzGx8Nfnrctttsk9+Qz6XSfie6N5PObLptocwut63FNtep+PPK7XCeaiPlwR3bghhGUC/ihYMcjdeFCzgMhrkOXls4vkaGwA5Q0jUsDIilka1T6lQfPHiT44+Swsfu8i8khXeKLewZWkjNB4NprkSlumyi6akCJd7DTGs+5+CGbrUX/Fb8ECeV7+VzUCujkmQA/EAhMxbbjv2d9Rikey1WCriXVj8ZF8hfexoHq5ZGS+d2sADADk4SRQO3UkyFJEQsW6LwfDkAOG5hVaM8BcZbbzti2RAgqov2zlF9FCf6gAJ04DXQG41D2cKrEC+MU0lExz0WE2GJTavyBHBvqYWJ6hCe6U4X8RwJdNWn5KFIxvzYo9is01ZYa9JrukpUEllPJGNvtN6kNEkI2nqF2h8Lo+GiulOb0M6IWPXVAP8UxbLFtF3nMW13eUCywv/H3rvtWJIjSYK/ktgPiDXeydfdGSwwmAUW042e5+zq7KlEZ1U16rJZ+fd7eEgRIal2ItK93avQwL4FyDjmNDVelKqiIlkw2ybbRBJwI+abLOwnylnH8MfygCuUKq28HOSpGlLwru+VZR2BiOGmLBMoRcInUjHo2D54WSfzHEddyWS/xGWYrGEGxhjp7uAno+QmqpYgBeYti2ZQsjVYyL3gLWb1r94t6RgPMlK2rC5JRhLjyrLIFBev7tWcrhdDd0kYxo4R9rJRNYfQaDX6fEFGqjrOEo2EHHj39iMzqaZ8xjHV8XDfspK7VxENh2eqo4gLxBtsFqDf6eK5hn0oCv3VIm/psUzuveUxgQ543wY98TyALsRCmDVa1yct7CQTIx3SoVSeK0gyQjZ4oi4ZmFkmx+yFrlpToRaTRqI+N0JjlGhZvEjdDINUJHqpdKP04U5cXT1UgvvxZomyUIvn3Rfr1nQxFWWRPI/J61Y3s8sDVh5B7tAqvsp9V5pZpaFVlQ9l8kww1AE3s3/rbjjj121CCRbnIU50pTN1gLHSx3Kj2POvmjeTiC1I6CBTdGqXqosU+GXXBkJBGV2PJATJyTvCHZerFAnSrI5oilLIKitZPCaci8T8FT5osh4sTPEZltqLmB42hI6gKWJKFxXdG+3UjY5bO11ifImgT2HqgxO58bwpnY+KtoxefpJEDbqqzDw+iftyzsHpTVbLJtSINC+sHHs04o5MJa506SJyEM4/TquJWCzmDVKloyWtr0QqiEuf2t9y8kXW6l8COEAgYZQmBTWOL+xsqs5RyoUhhaY55+Q/XMz08nMsEhfmS31KFui///ivP3z33x6P+uHPMxf0TAR1FrjY/t6ZoM+Xu27/IV2ll/mc//mB2aNa0/vSR/VDeTVjRtw4t1Ptjl3NXunRqVjE3FaA4YTH2aH1WFftkF+bu2O7D4jOXfHiVQh/KLAxLGNjlpX6FK9fiF3nVho8WCu9zbJfRI1I6siLi+zilQjVY9dBU5ydPvnJlwa42rUSpeBS4cnr55YSc8NYgM7nTpz4FNYOsbrKOYmInEIXDj6Plct2KuByo6R3FgkDnONUnYTWMBSgnQmrw5ZBjoK7vkiACtXG8vQeu+eB9waPae85bcEAWUfOV86lxCL34DmXcJO5DtUWcoXyJrjOpfKtrnAZos4oqZsgtugR2BifujC8EydbzTDh/kduJupJyVkHqP5uKudGHIym8uAfWadyCazmug7RpVlhY6dyLfQ3NJU7gWs5pzIab6cyOtep3EQtralcl/3lmMq94HJ3YpdhZga/Xdg4OYqmsqc6etJ38Ja9IEnmKTKmi5tln8qZgUVkoWI6qMrb9MhGVzOaVGWZzUaTqs/mQIGAotmcD0o2Ttl8XCPm93zdczOX0bnP5d5qpnJKFMozU/lmolrtgElAZ/Z0dd0cUujcDyk4Qesp1TwBX/spld0IHNhjKgUGgnFUwSD7WYXWu8NK9v3Km708rVJEKDynO+ISyIiMXgDjg+QpAL7LCMHkYONUeSF0YG2OtOsyNayTiIKejfueOGvL0LPnxpYkOjlRs1ReQGaG1vuRonfyaUSBJzzJJ5BaxoDCYrtFjNaY9VO89P/7D3/+wx//+Q/f//k79/TS4wgU/Ey4/sf46fE/wOPZ3uKrp7+Rrz5/8TY3vbyjLJUYNOf/LnpNqNrA1DjDfsgmzokzq6m9ToUsfcGkyN8JcmhSwujpksAzDOHa6TmjVtxRgOYk66hay3GJswadhoUMe9XR8boZUyVRG15jcqoVMiUjrDnJ334Jt2Yqkawfi5mK/+KNlcrF3PTNiHJFJchipJx5BstGOTJadGOj7Enjvdgoy09fbJQqPbCbEaXCANZipJQk2ygjpcAM7Y2RkuMFZDFSbCspVFbWDzRuN2NadvPFTHGZAbJTdATV3dhpaG+fdgpleAu7nYJUHW7G1OU3o7FTkNjLYiffWEZ1YydfKLi52MlnIusWO3XJn/ByTH6ZBWWVC0AIcLGTq5qX1k4uk8NisdMsjdzNBNzS/ZAWlpXFTCpCWKykdC2NRI+J1GO24L3y1jc6T0LQCVE8hhqayVWo8DMM73Ei+ABdCYXYqcV4o/WENqVFg71YDfZK9335oDdD8llL6GI5tC8y38Wqv3WSWSsFr2UtM2ES72ZaJv7NmLBYdjthYe12WhbjjZ2wgHc7Lb7VYqdlg7gZU2z0mxc7YQPa7bRuWtZO2Oh2O2FT3O20bKQ3Y8Lmu9spL7NAdlo29xs7zfNgN9M8OXYrLYfNzYgmovGwEs6y3Urr+WethDNzt1IloddipOVEvhlSXaaAjFSXKSAjLV7CjZHgWexWakoPL2ZaPJebMcHb2c0Ez2g3E5yp1UzLZcs4Wsdlq3NTUrd+p1rt1zqq4u2CAc0h5nhe+Lvk8twoTWq4UOEtMjZRtLsNEoL56VkCeUgY34zXJI4ixLScM3GNWATfkTRLmrP2OQoAppKmcrLohNn5LBJOjBMfUVMM5SZ9o0ie8jeAW3nh2Bshx3YM6HweQdCXjgLZ4AX3gcgop4rixQifja31Xyn5DNiTcyySD54ZMeeZtAqW5NtFUczoC7hMpb9wMSHuxMQ8Ws0pp6gjbsbei4HWEUfhI4XCb8YEV8fh3XnK4e0COb3DxQz9SegcPDFG+ME84hKNtNS+lZfjCYWza7HRwuez2CjOAOe9jaJArIuNoqjAFht14NvLIcFr3k3UD7hsTJSGRN4LK6WEO9BipFQI7FmMlCpZr2+GlIWSW6yUl+8vK+WoOWmtlId++mGlPFbVYaV+wr0e07yB7VbqB5y10qA7f2WlUlmXsJhp0h0eZuonXH45pLpMAZmpLlNAZuon3Gsz9ROuGTM1R9bgxUxNPH43Y2pp3U5gp37COWOn1shZTzst8eWpGeRwIC8qThlJ6b2oJFTIIrkDotFLTpHNaumQMJs5SndKgV14WjN06hdxGBlBA5Zndgs6pr9SecH+c7crf3LYzj/DdiEvhZbdKh8rDXm5Tw7cvSdqV9J7Ci3Lt0Z3nyoPH6qJ0yow7+5Uji6DvGCI1uyg6RzhyF1HHq4CALAzqasnnSJS1yhc6D3hiJIH/vm6p2VBaHe6io5QKGARZ/lQb2GG0wkmXo8svAce73QAJb4eRDJRCScOmTLDlS5TsDKx3fPxfM6qMpzIow/SR1R8T2Vzq1eMOrb+m8aQia8c0qInFzmkZHwYpzcToSlYukISBeAEss795oClQzLu6eadFC1IRYREobdOS5Y1VLFUg1NstJ64ZS/zkTVe0OXBpwbfNWq0B4owYm4Fb1SSYiINSH9cJKqZ91997DTymS++doryNPS1k+Bmj+fnJbi5HHzuYMsDiPTWnfEabtZ1vWUz3JxJEnIz3Nzkh2q4U4XnmJy93kjW9TbMjBTtMjlLISFk/3pYL9dqwmRlHnGnxW+GFwJeCMyo4YUwJOVPKUlWwzy6yu4MPIW9xz4Tba65UrUxKtWcBIqMEKOXjgy30pscZc34WzkfoEJw0B36hv7LPF/icWnujO/lfoO++UOfc/z/Pz/+5vc//ua7f/jtDz89jqEBr4tfpvzegAN9rAPg46dC7Nx7mGFr/hah7FcSd7G+JXPn3qm993fJ2JUMd2XcJ/eADLrq5CZfpvXM9ZuuQkc7X4e3MtVrvtpzaj+XBGUFowrtCMFtp17MVDW66coNVJXmgckhpma6YkJJl3lgaC+7YoLfZB4YEmAaX+s6zRTLLMs2PcmDVcN8kBhQxPy1rq98fHQZwFZZv/S5H/IvxuOYnC9nuwL4Zs3jzB8ygJuRapgb235wzIT9656aDtSzY73hV7piPrB3y586yjLUcyNqGdMhl3OB0rge/KfzFdN1oGs+5bT4x34MTJhHHoVj477YQ0X/aeDYb74puvcAsdtXX+T+jMhvR3fUN58Tj9/E9KHojokzCu4oES5TS+KmK2dYqBycd70cmEUU4b7nOkkfwn2zx3PqEfXx/At7DCljbw7uVlP+VXM5NkofQRBuulxC6VE+ybV9QtDJdD288RbuHziZVe66iicw73xgDdg6TNfjEtA0+HJkmNy3u86P/bYug2bPQ0Tj5tedroJfcucpTxDuPedX9ph55nFf+Utv6/obbMIjaFdHUdonSWY/zrL0N9iIY3v7VvzyN7cbnv/m+9zvx+n9+/FX/tZ//dpV5A178jpf/vhona7I9CrcSAP8TDm6x+d/Ltht0u17eaKghyuT9WZO4a/8SBrZsR5FtCWSAv7syoWi22GSIi3FiNPnM105YvM0Dwzcu00XSC1vHtgzDC+6PI8o88Dr5Ruz5+GqmSNh/iXT5eKX6VmeVcjznDLtXaLjxcMeJ+usJzFdjxtQ8fcP7DS1L7p6dv7FA/Xp2XVsfdu8wSSlkcJIP/38PK3D8CvTvC/d/rI64HP3n4bXP/3mtvo/vv/9//rhj9/9w5+/7+tqerdtMAP8/IRFdHt+0Maa/2bu7RsCIe4dQRDS17xpc0xMB8U3bY71Ax1WuQahTZIO6zW4+sUfXkPde9ZsMvlhPPG0SQX0AGXkhR7G6ofmShyYl2RhroQV+qfwy0xJA+T2bFwXa4Uz8rrn1FjG49SzjQokBGLWzhWwqyAJgOXlTKE47DEo9hONdO0yQzDyWamVHLzpF82hHBxt/R4+v3E4FGfG+sjhuGB3/Kb/VtfYFXZFlknQ/ZWucs3w9DLNcAF53WUe+Nj7Yv1Wlxn83L7uum4Wwuc4rscO67HD1um6pufoP1aQ7A07bMjvjja/Jdtc35Ns9j69I45Q3uO4Bnr97U2eK4son2GFDwgoOKTYfTI0Cl2Pb24kgQJeNZO900eW3KI1oPWV2LdPJGSoosL2iSRojmnYR+Oe4UPf8O+KVS9MHG0V5x7luAYyeEqmo3bvsXO7aJ4EuhB/CdROWsmH209EriggRusJMwrUdoriE+RbD0GdSUWENPbNiNDriJVBprDw3Yo0Hq98VFEvx9JkSel09SfPTnG7ANiSdJshimSi8uyqYSKa+LEqKOu+0pVuUgpw3K/79hCtGrgnC1WYnHyjhAiFEb21cKIyzW/5C5ca3yD+wi4o6QmdgrDXY+mgNLcHjJopkAIae/QawHJijeLckyf0eYcooW+Q8qWXVViddF+YMfBBjUV98i1qqZ8oVV5n8nUWzkce2TddKJquBwbF15EWv+vKmHDlOogIe71vfNHlyZBzPtDlkU5fukx0qyJT5C6rnuUJwFuU2BLlCpsk3RKBfO0Q3/MJb9XMKkaf47M8eQ7HH4AotfOEZt4MFL0OvSAYLsImY192ErfoUL1yBG2JurvRYabOpBdNNSmXXdBgKwjiupakf0Wa7Z4qxZMFGCP1k0sgyDoBrbdWZdempl7oysMawbOuev7hoMb7oaLX6e28MFlehhhPgnwajbcgIFE56s0GEyrlqvCVvOal1xcNat1mwTGjfUMl/LZdeoeA83XwVk89yd5911EO+rUQEGR73YOHmVqBht2kg0L9Ka5It8MVwyAPPojHucYvGnEPQmNgY0Djvh00BrbMEspELy1/wiVyOSx/w4mm2Z+ZwonOXd5wpRMhnrey7m8i7TraHFpiJGSN7rg9aTtO6UjVLl31GNPEEn2j63xgh6BDGtRIXjvRaTUCfKIkGPCCQa1htcl5zLi58UQr7Dn7HDqnnFtWRRwJGNbanD0hISRYO2atY9ZnbPeGYkbA6SIJOKcSA3BQukxm1cdKuNrxcRIillagJrFesjYiG4GFX4pBpyXCaqZzhTmsQZpgq4KJrHNqUmpjrbdQgEEf7eaThExilbUWVsQnz9fEegTYGu++zr2EKMHVjM57E7R/oWuFq4zvEdQalm/IWewhCGy+/J2tPucC/off/Nt3/+dPP/7un3/8/f/i7XtkB8qohflYkoYvb0J7vx3tFeJ7WBrKexjVLl2L33IHJ59a/kTI1/UFPGolfcjdO8QvvM0m6yegDHf0ov6siAkb/D1oHWDts9Yliv3fBTKbhsq748O3uHScyuG4LG82+Y8ulZ+rtgiPD2q9HxJ6nV7D6/ler7wNSVa6qUmk3x8OBPPEceWjTCXy5M7lKOxUF593U803M4i9TNAcYEXFypAF705EJLsTt/hE4rd4HTB7n5F9G6LYt109Kutu3/h1T4gnxa7DVmJvmNmTkFuI/uwVkoZGw8WCYm8A6Z1yGaypgz3Ti9/JP10gsVazWGfHzkfSy46q+YPYLLKrGFg9okKZF3rw8g0iBjLKXyLxzwdYxU0tEPy1zdmY+u3eFnUVJisqla9RSN8zGI0iPQwincXYqsP0Kgu76KXCSWUZl09H0Odmsp4LqMApomT8lpQAg1/IZPAr4q8QbRUaz5RCCaPewhTq9oI+6IkMzv0pkxpNjCRKq7jDIfMBymztGP958+c9qaM9k9lsEfDLiV5ZKFJ3ylIEyCMWFNB6Xl0AxMdv5tUlkk+qYboFCn/kE+fuHdz75g3a34sqvUVGA50q2FsS+WPkHbJFoBbXSMIlSk4Q8fYUDPgfG90uJ72uWg56aJ+RHHos4F3BsPuT7Ztd52bVuXopZ+8seT3u0L0KJZC9fmEdb4n7EriQOy3ytu1JBq8a3spHJzQ1imSWchyZrkENjmnfKcgKhSSj3fxw1eyg6CBSNccn4VKREuWWTOQrscLhKUC345/N3P5Ez/YPP/00nBvm7gty9zl9OCgqvKeSMb/Bu/X1Peml+ZvwFt82vz25RC7jN+pM5m9Z4m2MvwGUxYN453TmkG52iPC5xhomR9rNxAvzdjjEaUxvwvres445f8kiTpLfCuWjUKmQ2MsVT8dhVrH1KOLB+zv32MvoZV9kQuyBfAcuWFxHm+M2flG0p3ljHBAT6yzwvDU3ysCl4XCGJdm81lTiZjyX2tS3Bx1lYQ6pfxyIteXpvi/hncbSw93RzIl1Bv4ozH5sZ3MGdhHg+xIE1gwMZMMh3TBhofEoNCsF9/QcLVi5MkR1oEIiEhC394C5AQ0B770yoLCytpQjFNm7xiwoxx2hZmwOpkt/ql2v9BDyAmTYQ5N5IDl+eX6nnXA1TQXTpzPlz1KRCbOop3JDT9nBW/hMjvj/0ff+P/7zT9//C0MbTy2in5/exeU/fPdv6e2hjR7sSm/hoGTQIb8dGevfUaXw6tS4PwJK/Hag4tdu5Ll9iXd+eI68s17kFmS1sBwdqTFUo62ZRQXnAjWgskKbj50Z+fdM6fbRaNgXHXNGuLIVsaLh8UGttyMqRYzhpPLF0xcgFAfztArXL7a+hwN3ZscivfxUKMPjmSlMhfwai2pWNUXJUq/ptcttu9rli/qYl+R/n3Q0R5YhUtOYPEWBfGY5kKpLglCP/xkOW6VxSE5CXVzRx+Qbo7kod35JoWoYhtMLaf1xpByKtQj5ZNVfR92wojiAxq47rkXXWYhPopycyNHuJC5cJFuPO3WuZzV/IAtqbqQ5jqvYJ8k0pVFsAj1FQ5EYVyFPdB6kcoP6EEXrNAylCRHVKN5IiBSmeYuj/zNx0lPiMvObRMg1nq+6iD4C5xg4yMdq8PWcHiWZS0zkSnocS6BbEe4S4IpCZsGSLRkcwY29ohRYBYofPa5BlNOSBimsskTe5sWwPBnhDl28RN1doG0Y6CmSjsvMrpdqBIkS1dpKI5Yk8W5dnRSttPdYfgTdUSdF0KDCwNv2iiDmsaCIWIOJv0EheMKSglQPQOx2ibZy2iYsxuFu5pBwbcEyNTbOkhZJadBFepoCCoH5PYoLwcvanoTLbqtfxGMFGromjMPjPpvl9Vb3UmipDYnpKeFTIHeUecdPko5uyYglpkAlwB4BoWYe+dwDY80wUlisRANWeKzd0zn/RpH1dMEHx0hL4tzKICZrxcgZJ+0orfJbdxG7JOthxTcKPbRq5cEFPnr0InjhRDWfudYk79eSjYIo8dsiw7+pkeuiUc4V9gmLgXguJOB5elcyvgfHOs6DGQQEHVt7EtuMwSoV3+msvHkSL22VO0xORJt0+zVqCl+L/ZKJeYIft1WiNB5HgAu8dXFzrySYb8mIRuRKV6FbMBONDVWRNneHIDOFxU4kCfCgGWpW4744DTeSr7MrAysgiAh7EQysPUt/zielxYQS1GsyIYK9kSHnVs3Ft2/x2ViwUEqgGxA+XNJUTib83A+jJAM2enHwcFoQiHLZUmClRQMYhYOlX8yOEswXXZnF8t6bNFbvdERlEmlf+G070MlzviFH15VUz3Um4iTviLbKhR6ld8SLZLHIeXcq+AHG492B/MgFAn5P5cGzYCAwT5G4/ohIEu9Qvqh82IX0zpOz8YR3mTrASXKybgjLHeS6XeXoiH2HgIDN6e1KOM4r9Dsp4H4ZnExOLM5O/JYnJNkJiBU8z/muwOiIGSXBd9CTwkkIUYlkKmcQv+HCnk7ZaZcAhL/tivddFXQ19kcBzyvZJKFc4KIuU4/Tq3VKnDeCnbCblWJ2M8gJT9FpqTkBnvPwO0gcnvWkar5jUeKnPqNq8zumxiEBa9eFFulUth0XyNhergfjg78QSOmbeTMZlNjou2NTCUM89RdP1VGkaRxvEmecMCT4nPjJyBxh8eTCZG8Q51lOcwtYUiFTLLELMfszIsQ69R3tkpj4bNeJ9L4wV9i1pd0AJx+9EDsFbLirr3tSWOG8qNU4PugdKk74jl0gFe7p3AjGyQP933q+ZJ40mk//+ogiFtLFZIPjQ6dDL0qmEoVggHHKkwqAztOebponwMOBDVbzk1IATUf4RbcsCrKZI9Pg4QTf54p9LQYjvZOnWubAvS0eB2otYuKBmRsrt6Il48rahWPSWdJ4hKM1qHU86UyL9oDukmerZDoL0vigXrnn3WO07qJa4ObKRhGqeTGyZ25Ow/0GTC0k0p4yB+yNGHDTlSE8IcF/HaJKToTsNVMBrEYB7v3/9gmR0p873efgDXjmRSZ3y4dxfea/IXnLO9hb3oT6Cul9hF0fUqKaIzZY5o621QTXevRiqwwCPeF2gtYwVSvOnTJAeud5oMxVibV0cQOJ9ZbUPEmA7xKChqK01yKb5l4NAp1O4/Z6stc77iORXazK2kyhP+f4qTWE5ViZGEQwpjoeC00cifUyt/emq02PaRTqDDF7rjtxLdx8R+upMwRvHb8Z9WGQyOjPl6qBez2m0uAv4zWmD8V3a7zZ8NWMfTpfj7HPY3OFfM5ioj5Nwsvh5MKwlyyE0263EJJ19xaCcN1uodQI8FsslKRLeDOkxzwDDf1iohSYFZaNhjj9CxvFxkitbBTLGoyDjfpJ6F8O6HHirlE9wSlTNEYKjSUzN0YKhVi2xUgPNxAY8cVIk2f7xZiCo++yGMlPdrzNSL7Qd7FGmjVeu5H8vBDsRvJKR9wMyDUqjC9GWi5Xi5FcUozWGskFiicsRoLMwW6kqSzzYqnRK1rnEa8bspAI0WEgKb5OHohiUh4ZY0RuSG/qKc6t8RVnohPOMbxTLm6oLhDJWi4pNywmu4yXCTM7/cbrk3h69MdnvBkTPv1w9CHuhFni5+vus6rYmiog4pg0cKykXayzTPGbofRlEY15gpjoF/Osy86aJzqSBC/mwbLezbNsBTdjitLAW8yDnWYxz7IzFRtTxv4G82DL282zbJM3QxnX+NM82IZ386xbtzUPtvvdPFnZqMU8y2lyM6bimH1dzFMCs6bkNtbhVmziNRwrq+F0XIyznLI3A8HJvBsHp/hunPXkt8aBt7Abp+kesxhn8UZuxtQiBW4W4zTJRxVJ6rrNOCsF2+ExGSJNaLhGUxnnHKsCctAmEYgp7oTW2m0C073NbjaFWWOBtpjuDWA/8cI25mgFzAK9s5wkYJZo2RnSxm6TFP6IdsOJfBJi90EHdNb9N8jPvhlT33NkIySzgpwG2Sgw829NFB1x1zJRDPS4ZaKYeELcDCdOHvPdRLGR3XwxURL3wY2J+qYTjImSHL3FRKlwGt+MKSm98XiNokAtNlNMron5KNTPPaBTeWzviCmsEZWM8JvpyhGxHsPu1/OoBVWI/oaNojBEgnx4E+yiw9NV5a+A7fHnHfD6rpl06+MLVGl8U7OuDBsMXqAiRR9qrfsDWRjiF8rM7/w/opw9HQA638kx8zJeY4SbHB0mChpzhzhBeQkVHQP/cYb7q+PX91U0Q5raAFYuZ0WOd9kiJ73oy54VeWxCx3ExWl+cGPjJdmjg6fuhcTOi5dDIUlbXmZGHCMJxZmRv5NOXMwO/2c+MvkSaOTNuhrScGYuRljNjMdJybNBIy8kB7o60A9krg0ExHRD7u4nwOcjAv/z+92u544CE9+P27wwKjNfbCx6vd8lSi28t1LcEv9q3WNruId71Y4mAXIL0w1Bz20/nhWdEOACfGTtxlesKrYNxwlnJUyCJEsPcXqwoF72XeK/t11ixAmk/AhUTWS8EE7gZQhBOUSXYjVqieMF9FDLKCfN1kJfouZDzyPbyF68Rxh6CiIiDPf5DalREBNZstO6UEt7hyDwKGQPIV3w9smP46wPYvedbroVaOMWT6C2hnm0XhPEVuGXXTCC/f1lR6i2pWUTq/IKKTKw398XKIQqf55Wdc5EuU8+FFNY3kQUgHfwmPGr3jK1DMcPDR2kH7Uwj9+bO+eYL3jxmy+tSeFkevfBdcY1Lkain4EFYkSxGMigk2LN+y4Pm6ujIm/kcxyL4Z+PO5QFsfT1LAStyy3dMPSncdwWqpPVD/Ci396yidWe5/axgq+EA/4885m3XPDAGHvKse8uLK12kXX4pgpuotYdlGdZ1+Tkn3z8Nhv6xkkeWp/7dGfoHi+InyrnVd5X3o1D/ehME3sdvI/u/xg/9IWmiTnnswCcTTVCYdKJ0O3tm0fHWAIwSWsfdes/n975AHUT7NwDSdNczoTr/CJzttY4/MxvLQv4FKgJ6Ilvj76QhvdT497CDiq6K+Ekg4cvh8o/oEHGWZsUR0tUNU8lf5US+EwlHQXUVrL5SUB/f47wFNXApN6OBl6Un3ZTavoR4peQYGgfjTDAp8oucYSxVGL7cEDxuQal2hN73yvYsHQS75S26c/QfcpLmLRPwWZK3R/o9FZCeBXNopyzeFVa59trUcNZ+oPGJFN/BK+h6CnAW8weQ9mxf9PxGTjWgoDHKMBt3wSB9x9uYGfhw59ZynhqIdWlGdyzGNOE10MUD3oPU6yl5yOp/d90qb0epXgcVyCfSsSUVyCfRhp16cJm+rRMJTkkkH1xI10ocd76A1r1QboKJJOO9xn6SWM5AMpwSywo63C8xl4zotb8OPTj0gTdtK6uca/91T+nL/qiFwZ5QuCVc252g3PMV33z7Y3bUQJXXc+pmqtWGaAJuXbg4kcJxwRNT9XFE5Obyw/cwBBHoe3qY5xUhKw3lvUorMoHu3jE+iBhNQOsei0ukyDvfpGROUTzOqwhz3sAiS6pSY1jr2sxVI4LTXSzyJHmNjJ0FzxqiGu8EutE6AnTnDa2q3CQE0hLUyKza+I7jSUGMIfi6JqReALvayRpne7BXkFaoxAmUY9u+u0I/gLF2oRt/wJ50acv1iNjMLICrljW2MenZqQuBzqss+egwyUKyV69KulQOTN0sQGXXluuHCDoedyBBmrC6s3VMu7ofLg2MgqeAkHaBlz2xmgNP20C6SJrnuBj65RSZx5HPDGjcvY+JyWXX5n0IaNc8iS0dmfmwEh6rFXDy0Xqm76my3UjMEgpDGXj8gH7CHzODzRNQcDvYXL4o5N2yShgLR4sD+jGnOBWbuVrWImLbxmLIFkhuiecP7LxvL0bb8srZEY0OKC7C+FCe96FfvL5pUGtYpsES6pwzty/ZdLNk2W72+gsksKmcZX91cse62YldBSmdx5FWtD8BRZXCDMZs+xNgVP09A6FEyBLExgh6VfXmaD0ZogmxbDz3SuaT8Pyg1vsxodfpPcaugQU9X3kfEo10mLGQA+vuT4nZsvMBevopuO485hKiWuvrR2vIRN8MvxnoLui4x0FDOzGbWI13n6QRzp9UuILnj8h/sp8kW7IqvIfjnX4Cs8C4gOcHtW5jOhlakQpKxcZVM4/M0QtdaX60REuiNSATuD+pEh2YHGG0eP6YklCPmCMKaDxJN1C4g5+MugiuYRVAovXFkGav02uMqzBw03jlbUiy0sm5lkgabv+WE11PrKRad23djKP5W6PxzEPnKBw2dnVVw+DxQa33r4/eMSMj0V1ZqfpoPshoNKgsVXhHUdXyTKxUrkbrNqJPiXr9w/c//vTd/wGEc89bZZAA1Y9TRmufD3FWTCrHt8S/Wknf+t1LOeO/D865Odx1xuc690+gJubHfO6fC6cY2WoemyrEE1qZF7xN6oGBlSKpB4dE9sOBQL1jaWQ/HK1nShg7On7jpao1UqiOwOtWXo6olyYkMegwRoPLBN43KCwQbm3U6+SqsVGOqlSljSBHfj8iOA+LgQAF2y2UMkvMbyyURJq7WCgJ0SwL9U375XAe+zzuAjJQF4jIxkAxEWd5Y6AYVPQpA02+y91AQeGwmxGFp7jTYaIg4ZHFRCGqZtuaKHgiFBYThWst5HU8X0N7OSKven7ZyEfSsS426mCQ8tJG/pLKgGzkKj0+2ajLAuaXI3LCWC9GWrBgi5GcI7byxkhNIbploREuuswiOsV334xpVRnIjZTgbp/rsM2ermvXl5PDwrNUDVCl5/37+dhrYWNg3UMzRVFFEGkOrnEHqON6dlhqtJ6ZyRj5HK+zmLj2u493Mx58b6dX8JobXi97zKcb40TS+y4G8rP4cjfRMsVvxoRVsRkJC2i30rLobqyEhbpbaa7pzUjLLnAzIGwcu5GiZF0WI60bkzVS38ySMVKcvInHPJKsy82YkgBGMhI24t1IKevlrJH6hu+MkfLFFVO3wyS+HFGOnJOLlfLkbN+tNGtUX1ipiOB5sRI4WncrLUfu3XKT0omshAN9t9LiBNxYqVINYDESXIzNSItXcjOgKtD3YqTu9CRjJPhJq5EYfrA+1Fe6DFaksdIsGVheieIA8M/C8QlvhCThYzlQeugiudGT3WQPyEmd7lUX//xXum6i6NKwTkd+ptTbnq616r7RM1RGz6ON5DlusPZ4MA6wpKXafdamVJZ9tiqlsuyzj7dC0nTZZ0frq30Wv9n3WTz/2GftmNZ91tld9uI9fd1lL3NRX3fZixf1ZZd1do+1g1n22MVAyx67GGjZY28MtOyxi4GWPXYx0LrH2jGte6yzO6wMtO6w1kDrDisDrTuss/urHc2yvy4WWvbXxULL/eHGQnmylO4Wyg2h5+rXbHEUt1S1Jd6JIwKCbTaa57Dgy9t7SOPu6onYyk0G8uSRLuKWGq3nyZH1pJJVzBj5JOrTOeaXHq3ZHBwICFa3RjFZ7lnX3AdLj+qR+6gZyp7nxvN6G3tLj9nZI8LOXY3jvKVlpp81neGlX+KwQu75JNWafQ4q6fMJAflrJx4sxO1vH+LbzVN8u3tMffWYkCmR03laHANt2Aaj59bsuQsONpmTyK8RqI26ak/Ad5TTysTqTSWDa8wU4iez2COZB6VIeqW7mog4NoH9SSmSDyZHXoOiiDzCWTeCTvc0BdJCy3NmRc3xoGsSoO8P4mf3+mAI6G4frGjyfGbM7/c//vn7P/7y3X/58U///oc/ff8TRGYHy8HQmH8C4P7e6Lc3qctGcLm+g+XgLeyvkuPO76MAb2+CvtVv/bV7fdn2rb/2NubwCjePYOJlhl9Shb24lySHy72rovgbjcPf8/nAKzeo7d2U8wjNxiT3JQpuwqeiyHnagZ+S2soN6Hm5fRM/5RWDcRezTmgNy0j5J2bf8npbkR0cEFhkxp4kIwtgNcYabtDbd9/iTPtVxNy7xsR5h7pGBapDLyK7hAwI7YbWAKqnXcp1UpHdfDF07p+sXtzQ9ckw2JtPlomXt58sZ/4FfbKceMldPhla7z4Z+pYX3EA9fvlki1C9PhmZCCurh2j0Ra/XfA8raQql+XgAUHzA5sGurQQUkdHRCxAmoX+NIExP6F8Ip56eR/mBs7q86HzSoaJadqqOyvXxomPdVWPyHVX1JE5dCkAel2GyCBO6hsYpgbJXUuGYiO4ozus8iWXv2ghNELgfveOvV95Molch12wNN58lB2gm33wWiN9M1Uhg3AtvUUGlmUmxytG638cSvMagUuGgMvcgpjzMoXW0S33LrNaMzbK0hi/KFfOullje38nxGrGEmOYxG0Yy9O6zcT5+mFYvDeXVaK4PUdCp+YsxCCAx8eyg1vvxoNfpHbwe7/W+x4jaQVfcKH0TdhhNhUZHtaDfJsWYOqLas2LQ4yY9XK0pHY1g1WjdmC8mioY9mzipI29b2PGW+KOK1deziPaioo87SPdmDOxrXe04mDIqT1K74SUH6H10go25sCCGAGXGgfIh9DN7hlq7YXt2Ihihvhk3weoJ3VVwyO+Pl/oUevbUWlDwQA6IKF4AgUBrWMbJN6C4Qb4si8TFwEtqBIl1JmZPIwWxN8NKNPYi6Nvq/RdauuLxq9jgarJref3MW17HxzC4FJrwYKAfD7wt9vVoEougp+8BK8cUJeVBC+sPl+U4Wk88ugNqrzB2smpHLYI1jXoqdkjodHqLsVEDTBYwc5LezFhv2R/u5Z0TjtdYJ2fgUrA1o65f6TLihsFDUIJduwJ6ZIEVQ4ri2u1wxCbwiyc1vj/+vGO9WDM4JVfIAt+oIQnoWBFFrJ902AGtZ0KWjCeZtNFeqPv5+KDGoAGtLKHTUu38wv7iGYD3nrqbmdZIIlYCGtWYXN/wK138hp90df/ND7//8Tff/dOPP/z87394XPaI2vHPG3t9KiF9zJ091Lff2ieJq/vEirX3XNlL+ZYa7dd/Vj8Et+NZbNcBeRZOgLR7SuL2zXTB+pHgqA+AG+hoPSQeEMLFT+QR4NHyCG6GMrWu4lA6HZIaiAoG8f4voxitpz421Sb7iiT6EIDQ+fSg1m005/45ybKfO/h+c1HXUCLY4fkFFcJHXBk90R9Ke4QpZhQrsbBhIbaeDlnI592cAYDS72zrhu1wlb1uXzCQ1rx+CUfYAtXf4WAnyRkiGl0S7cgDOpYOfesF87Pw6fYFO2fG/fs1P/Uc7QuO/eirL5mvo2BYb5nSpHm2b1nCKS/J16yfq5j4D7/5yz9//91/+fH/BTdG96QRJX3GND6WGyOE9I5S4fImNXD37r035zcCJd+klSjRw/oR225xoA9olvQaOZCYle0q1AaNoqsplULY0RnhlTJ0gedtv6kuC9ngoJIECFeNxPBRn+hw6IQ4MRRrsT3JYfYQlnlDWz87V0knUQrHhUSsE86bSw9Iwb0cpzjrlyfAPZFECXEa3461HSeKBPXMJryR6chH/JHM0ttQ6avGwkxhOGEbOeMlewWCO3AN5/ubgKlH/iA9P8GZFS28IQTxLDFe1Hiqdk6mwGqY/TSKgUEpPzVjfkWXp+Cjy1+qAbmzyjvRduDmdJE8Kj4zDe3ipGy/ZX9zgbwX/uI6cJEyM64ReeTsjJlB0l9GRi8rq+hUnwiKdeDhB2Jj5w/rpWYJNQLV1M+DkzQN2XJNkl9GVTISaj2H6VSOkA+xkPkncj7IlqpOFXf+9V6fopx98AxdKtBA7kAptFRvKJxb+CIMAYosh+wRHoQQV8vMBxdbAf/oRQioiGWlyXMsmTn7HmXiBWovZbxbASdySDoY9Tj8m5+HUPaW7mpm8B8H+85g0AKiIcnYuZPAI1JQKHjWnJiyKVlfVXEen0nmM84MZtfoSCNYKsWEohS8SiH2rJeH2OJbFAp2ZIuehExuktZFFZVYslKwD2cFOfweokkE6Uf6+lAlgs3DYvTzu1xyK1eZ+4RdY3envPvCEvg9OtX/K4k9PtOZ+uGHP33/89ON6nnwQk79D6cYS+5zS07yu/jFYnpP2hnpbf8qv/1CdrS8VXZ0/Xw//PTTj//+Jyj2Od4oxjcbJVS/nf/43495sPy2eNBUXb/ih0e5C8Oyrky0x7KBXAHl12cZe4ssyXQROYQmBgZQbCK/48JZJO+QtMunCnEBx5qtC0Cfm53UGYDoaWKVV1Hp82g1QgNZh7sjFktUbawoDcxveixdjjUg6+2xOS48WYl+0R7PfLgEk3oi3CiFR2ZnHh5gFvkbSuK8Thy0BrQeCkkU5Tq6LpzOQ3try4YUCmCf2ZBAYN7oHAMj1wBYRSOrcbrCT7AJkVDP8SDpEcM8gJeXmEaM1yE65ikuHfOZ0s2z3D6GI07wsDyc5Wa1v+d5GcKRIuo1jijS3xni2DO22uNx+b4rRQziK132T7V1PtWT1SJAXWv3tgpFBYM/oilDHxuOez0YLMpt5GOeI2NSHa6I3UlMUKRBbinEw2GEZtYNDQRwzuPt3HHaTvcnnCuzTw+Ht9tp6m6GcQPxwHu6gxjvYdEZ2Xn8CX92XRU75r6ZFvKSunBwklTPrnz4DDfDOJyGt/oGP/3rd//XX37swuTf/ePjHPuJIe7AcIv7aD/hJWXn16ItL5FVr8PcvTzvrXHu8AYnQQRr7k0kpFd+Hy8bUWZ/V3Caj1BLzOaa5SuV7iZl6aRiJGOO5IqDhAJuYFPodVPpECX+QS4Fsu1zQAGNZ6S/SbuHd+TC0Ph8elDj/YDQ6/QSU/mQpzBgdxqQTHTufHHAEsY7BaMXCEKQxw4HyJgTZavP1J92XnTa+TjBCrgk+4BOJhuWQTw6UfmfGIPwaRFAR7XA4w/scAa8QzSKkxcDfbgiS1Y1FrpSjqTcsZw35HH9G3Exf2piB+JnvOoSvdgvgGcinq4/3x8HjPkC50eCR/q4bzeDBAHgaIQWRt3mok7rqWQvaWRvnsECUiwV3rhbxbzMlBh/tp2WkOJupsw1iG5aIZJosh9OvdgdDOoq0Ahd7TgdrhOMAKLYjcJ1qaXlGgXjUquk4QiLRnQ1NCQhfNFbgPIiJIK/W6aOK1qnRZ1RMaBq9SjGmU8CTqEFxnl6kBhASH/ktxNS8bEeMeO+yCom/XUiXgsZmk6xYT/CDSOqSckH6binpd608X4xWlen72JQ6KaW6CLeo/fOLerRmgmuuIAbuRg5Ha37gzwAautz4ji4BtgYKwytAZiW/UGRwrOx8ooQPWtl4qAA/WuQdMTAjZRy4C8m4Xd3sP0RsZ2SCYP07DyPvO5OqPburmBkTB3y9mgNaDXAT/sklxgIDYyQOU2sEPaE3s2OcpKuOaQI+iq9kXXT9L6k+gipsfkf/spFPqa3MyDyx3qNKBBXQcr09uZC4ZW9Mbp2N6bG1PPjoZCcx/M9rwjnmJoJZ+M9HB3Qv+qV5m4G0km0bmM6TZmww9doNWn0x0bv+ceqp6ey/LF6GdX45aOUSjKq5aOUTEazxQCj9dVHwW/2j1IqCXGXj3I3Jn0UvMf+UfDO+5hkpxtTzqTwZeiY+qtKjwlowCbZsqxzAK0jeXOqSzeRww1JCJrSi44qatgLHVU0psRWiN/MqVhNhVNT0PduTI3Qt6zDqTF6jFfehyQzvbRkSma7WiyZEhObiyVT5Hm+WDJ5Uwu8WDKO2+1hyViZGlqGPVpfWRK/2S2J5++WvBuTLIn32CyJV96HJDO9tORQOXtlyamBdlgytC/VGDJAi/zWkA+HIRZjyB5NsKMera8Mid+I4WNmreMyJfPrMYl1aL7GZke88PFp3QtkiuzoiylcRC3d6DqN+FSaP43ogxVzkRG9k5hLIGfmzQoara8siN/sFuwPj8aCdwOSBec7bBbE2+4jknnsmT3vKtAAuN/SSL5PTWleGdcPZZOXyxLkpXp57az7jt76Zih6aedYVIuHjzIWyksuH+LZejsrnKqWl1mBh+/TguOxJNSTETnaSutFu4qV1uVifjtTJR6Nty+OzlEd1ZrIrKt5cQzn/sVBTbe8ePZrDRRym2i9HQ86tzmRI+WWogrRNZr4Am5SL0SIo7kOzTr3aT8n6s542g+NY7yWopgvflHeq/ovy7yJIol0Ml+0vJ3L1Ink7QQpHx4f1Ho7InRuFsTTPd92HxDt83IGdlfOzsAkP1kzMMpNTpqCUS6ps3Mwyk1OhlC9NRRKLx/92XhWOrWFTc3MQTx8n4M3A1omYQtj2/R6vOf7HgOChW5mYXxhw+pFuEYb1kiO0cWGaL0fMnp3G04Sht2GGM+tDUsVrxFt2KdUMzZE64uPmsVKJhvi8ZsN1wG9sGHKsOF16AQUlkzWUywm49y5LXNMAWIerZrjFJ0Ovageq5IKdSzGgPxGJ142VWhFcpasDZUAdvK8AaI1oNXISxTSsQbpS4BvKF2Uj0PrCDxES63hVIkWRdJBZtNCQtJlTD3wcKMTDk8yiXEqsYgGrYPXYA1h7OnEjBBG3+lfdPEr8ePffMDPQYn89oef/vzDH0f6Zwi7/kxNuo9N/7yGVHwITuRvUuPg3sdIev36vM1HUpiigr2dGKT5fb/e1Wmj2pEvFWLvVVcvYvMv/tYB1VTPda/5WW6LKOtOcY6XTE9pks9bKP/2/Z9/+Oc/fP/Hf7HCjXk4Ix+zXGb98HtErJpLb8BVkcnXvQFWlcnL8epn91JWTJl696aUKV/tzUvu9V/6r18Rv3r9l96WLA0ol2n2HoA6Nsc5BHI0+iGkwchIKfZi+2ZZVudjIqFL/eGeDhZiPRhPQOvJYg6ONfxm1hHBn4mEU6H1xZAuQvTxFl7P93rhY0yvbokxo1Ch/xdbdp5EVYyC+h6XklMMqCha57ANBB/E8o83RVQ8Lv5cIFQ0LiTDwWQoY1Jibv5mpFAcDYlA/Wy8H5BwuXgHr4d7ve8xINrozGjWAfSfGOoTTX6JxzKwJC6I65HFaFmEbfUAGKFvKE97U6eG61TNysZXKX8p04fWgNZdo3PK9rBrI8JLjn8EOP3Oz8W/kRfSLr5H8AfyyuM1zira2TcsRVaw+WcJUP9rUGOQxZek6/ktzknviKBKJiH1rK0GXhFEV51qITAKAxY6tD7r8U+ABDqfeL7IehCkHC4m51q7VZaFdMsiLRs5Z6hIh7bbIQzUFQJT1RtNGLzhPhAZ5URoAxhXbe3QBatVyUZdZCSMB4FDNBw1FycW8jOekfA6dKgHaKKKDdedV2+yM+AXT827RJoKJp5YifD4ezs+7rG9zw0xleOm8fDB5sRKJ0byxjInMU4EyLfrY9s8fVBaCftjcOTzrkF6EUMgcPJgxBvxV8eCDAhG+FFWMykemJidrStj4XaIRogFq3TBJxbR9lRaUUm7Y/ptJw3qVfwggE0nPHCic+MNJXVkhUqMkn6sJF3vhDGROxqQHKN1/56TGGnoJ21EH9MV9HHiZNfy41QI44HmlgIi3jMQNhunKN3JKsiIbiWBQSTflxPAOHMncSe+OHuwXbBro3YCqyie5ukvT3x1UvwrZw3VGyIqwqG9SKISEzIwRNCQwmK7JXgyOQxMV3DMLMWD6qjzXBQWzlZ76HsWmpD+xo+VOqJryPCgNaB1/fs3a/CT7jI/fvff/vK7f8c1Jk/QZ/hINRJ44e+qsH3TPca/pzwkv1+Q170FvDmpRd5QGfKVItuALaHj4W11LJANo5eEc4nheie+OZ7K1VLKUUNVjLKI6V2shcCGcJlYHirBLq7RQr8gSX/11QjQ5zhkr8d6vd0+DFqEJxqNFctZxepxUvpmmMVzIq2LzzxYciaWzDtQpeRIL89Z6FD2JG9xkutKYlvt+giVgVZ8EZeOwt7gAbxtlmDWsQ6mH7wU7IAAcbjI9OPFzxP8AZKvEDku0YRUMzB6JSsXB1K6XilZCDQErrc6qwXhecUStZNLPLH6tHPE4+K4LGdxxs1HNSkJkoVxF18ymJ5lnI8tvSqtD9r4kJnLa451il2tci+MqEsJuYFzXCwY7oLTos8Hr9pF8BuY9oeHG28CXi0dqrAOlTlj494HZd78c86Pn374F4bB6tA4/KyocYzv4WiobzlAXHnHAdL4o/omWts3MzUg3ObfVjKQPjKcVTNESEl2tkEd8sI6JwFYRI9SEjwjMXoUn0mZ/UmJ0aMoCWE8f6wc5NXmiMJsPM8w5DgjQxqPW8JCbJik33u9HhB6R7YLABY83uuF9xHJSCdiJGCy1csc4I30kDN5/dcRMGKMZDgTU3M0CQVYbK16E5V/qaTehGhSqQRBVZYRlIz4+UqtCD2IsnyPMg7IoXZC6FYmBKX4PeJRA+Z9LgfvQj/AK+6spsgziGTpUpUn8QexshyiXMSZx3IQd4QG+eCAeoiF0AwFmFZWo4lbV+JFZfC4yRNyieWll5HOhTADuFcpG+4ZvmvMsWfDsi7iiQVhy7O9MifaJOi2Wz54ZFjiLCFYolAzXBf9GUdA0V+MR1FAER1ePUDwvcu/6EozbVacBXQkVBKMTorBY4JROxrkL4NV4fKHfsGsrXos2JOzspNGStREosBVAhnijKnSx9jnELNMboKDTFpqz3qVCDbhGsxdtnpy487TE0KugW4VCI/rEsRrR+wCfc+uvajzbqf5LF/gh3/vZYRnJtmRcMD9/5nk/+SZ5JDAOpazlW5tvHiOXoQ/kPPJAac2GscZeUKuo9JQj9NWHMwLngRhlCB+5NFqiggbOUQA3u3VHY0eSab4ENW77Yh8FYqT5V54utf77iOSjezxj1rwbAbdMpkURi/gntgLU1U9QSPpTa/cqkdp9kSVlHxQEXTSHvetLg5tJZA5R32+2Jfpb7aTca7x8P1K1xCo2kOv/hs9MZ/kOPpLR0mhel7gDMKvwxkk4gxugeld8CmAHXU/JDq5odu7ttmKmszRixoxeGsq7pmNk4zCGZ4qccVejZPVqx4lR9LROgXEczyFDzwnSTTsycCO4XFjYYICGn86qHUd7ZLIC2SxjiaPB4VNCc/3P6xygSwZCq9ygWwkthbnnUzPU/lu8sQ3iXV5bQMHr9r5WT/pJP3d9z8Nlejv/vv3f/n9b347jtKRJvm5B1hGEeAHEc+Wz1eL4Q35TRdrlK2X8HlC0ZcEqOKrYvyvVtV/zLFasAqcN7z2USphXU6DbOAgO2wsCYoefmsyDnYnZ0PahLzPgaGoeYkJmaBKW+cVPCKAFzHX4aKgW2BtWrhY1l3mHWDb5S6B8XGbCcId9wjhdMRhl7Aa5txt2yhqw3m877aTWNXZ0tDAW/ajU6PAxcwFbrbBU0UnzKzdJkuIUMXjnsdEZuEd+9HqlMfMepv9OHOAOHk3SZq2658kLqE0LMyEj9zPy7hpBoSsDzVfEhgU8g4W8ir6IV39vGswTfpoPDPolZk8X1hMocTAw1Uimxpxtb6aeVCJbPGVwaLKWe2lWFdVgVOPfHZl6VI1NZCqHXkciJhnUxlmnKusERhR3zFzw6nfQ6m0Hk5H0ZrKvy5arQHHE65ZsrXIvcy633BS+SV892jrvALzH1HxNJWJJMdEZ+KCSzaAUZSVjJQ0oVeRIg9qt3jS/giPQBLHWYlPCXPGi6WGC59lfCYxARpDPVC00pOdVt7zSV4UG0hEx4tFyT1iIz7sYuFnRXzYKP/zFwNWoeEq0hszH3Td6I5XUs3WhVlbejDUL70Ikg+W1GNRMH/0XjIT1H1DQTDOXxQJeDTurEroG13O4PdQIBEa6xEmHcmwHxwdn6ib0csILKaiSlcmEVNBAZHEsc7G4XpV+yAkAR9OFiqQfCazw8PJwgfV7Svb5JZjXDlLYhvfACDJ4LmQ+1jOs2DGQUIz5HXY9x0WKP4CCqWCyF3CIpSRv5wMZDP29dhc0pmvKvfcazEhnRwMi0q/28xhycmOhUdlyKzijqoHfzznlJRKF8XQQhQkTooqgUpBOE/DcqBagNUccrtB9tCUTcCeSBGeprL6rHopbxKaCxjRcStwF8/nNrgWJwVOFMbupBN2cZVDL6L6V5kTuXQqblU3A/LSi2kqqQfpnNfrTrBJIzbUWChTqGgxkVd8Y7FRuDilb8bUMUvVWClEFUTJSjMD+cJKXbbMGSv1muFszNRZ6fPLMcUF1Cw7xcnTuNspip/nxk7J8fxb7JSmU7fbKSUVjtkx9etjMXZ6bCbFGTv1OEp+aadOG2DtlBeUrOyUB7fIizGN4qrDTMV/8cZKnTu5vLRS5/rzxkqdKcIZK4Hh78WS84RhLlaqcYW1wko1i03IWqknoJuxUpOw8WKlWTj3Ykwt0mldzNQyCWQWOy3Fz7TTGvohF8hpQjzOoRcZtyq582aHO9JZZwrUCd1AsUdhGpG4W+w3Ws9CxyQ558o6xyBNcKYF9ElvxoNp4PQOIwCET4r33afZjY3mzNxNNOfwbqFl2t+MKC8IcFkoC5wtGy0r8cZGffV6YySs9N1Iy+5wMyTsKLuRsPvsRlp2rBsjRbHRLlbCjribadlFb8aEnXc3E3bp3U7Lzn5jpyBB5MVOODl2Oy2nzc2YvOL7i51wmu12Wk7AGzuBamm3E07Y3U46lG+G5PIixU6ivMgzebHS4iXcWMkJqrMuOeXcZSS5LXffjf7uaiJ6LYuFpg+1GkgobeNeGQcsZIRmLTMdLqyjc/LKIdjZw7WezH5NAl/Z3BoDU/4ESCHlXiLt4Twn8mjdR5PoyOE3I32OZVoiwz2ufVnGc84ZpW/xChPgvOC8K2cfcY3WQD5zk14s1DU3nDFRh9qVlzYKjij2xUgdvluNmaYH/8JMQ7XpsFIUsL4sdMrz8fdmiolu6mKmWEgWspgpVoEvrZlGfuM0U9eGtmbqYn2vzZR0iJdEWqeUefsokY5FqoKPRCufchFbsJPwhgquy1xPYD+DF+SJWhAOsdwnu5j92fP/yNeOooKtY1mRt7mxAt7U+EzM7Ystfllo8hxpzFthtXoRjTmRgsXg7IvCvPjNyBxRqHFQqD6f5CTUeDMkR6XGWRY3HVRI6qaLWdhlTKPVCP9I0QUJzaKoRKM4WSFzqkZ0Q1dEtSx3kq9XClxUCzAJpBbIIn1wImAU5wN2+Du7aPcAh8Bcn6BfkiLK+q2ydc6GZubkSUUZWbnoLSwcBWh9MaaLd66ocNejNSaauIk3ISd+q4PXvDHOd1l2ycSLRg9vZe5R4JQbcbix2TWWcDz8nLMMfNK0d3L98zyfqa2pHkkKvMooWSbNIiZCWGaCWXMDTPTLyxme7Krzstq+6vzrVacZvq66yGDzuuoi9dfvNwIk/9dVF+hjHavOv1518z2OVeeIxlyXnVvRmNcrxXSIJiUD/QxV245UcULTsMVJFplOSX4eFasUEBRQL4vYvnQcJYJLY2TCmdyIRR5JOAg17l7jc7K4v//Dz0+aAECh2qK9cn1Y+jb6d7ME1PIW8RX3DfzxV+BQ8Q0CdlivbyY5J6d6/BAZO+L6vUUVU0vKE1RcFZFwKi9G6/CS3RklUdihkDd0PnwkegIhj1DRjmZbLlEYZ9YfFl2l5qODGu9HUxTfdAunViTE2RNzvYzHvyhd7thgoErrgYdMkhqxEoGIZ/prDYqhKsMv/D+Od1XXDnxqovJlF1doR7h9Hj+u5w/OEw6padHEdXcbSXL+8ejJQn2ZEuF4MW55US8NnEqOiPNQ+TmCoWfvGyrOJtInhErOrMR7ZGiE0uWDKSUWUCN38bhkYhW1sugTpdCxSjqnEa0fKzng3YEsTjzOfZh7Nv88Kmp7/iYZG6FqN3hiBUNlyK1DtB0NFUWG6Y/dHJA0dxTBdPXTAPk0bxNloEJMdSPzn/bNF3Pqk+J/8szWlzwXOaj62LF+Pkc6RdB5HWVv5xd3ygpkaQE7VSQ9/jpWMloDWs8Sq4X7llTVAoDlaxU3Bj1eL1Y4z1xEVzoHGSptiWzo8sa4SfLSlrLZWRx9g1RIWn1JZxkSyVxS/Z3OPCwDa7kQ05ZWpjIkAd0FSocesgyH5srMAT4cSm829SRePVzla+V1pzXcD7r6HvhKUMewRawZ+04qukgiI/FkXWyRubbBrnHLslkLwYAPBwnuWxWr9OM/hHrQWGzHDAAblWx3VRwNj0ZQ4ldPP/DxoBPzh16H3rE7J0VcqR3fayczxRgN9WAhDWR1wPfmypleLxICZu1u5SyZL9RN7qGE/NK5T1nXNLm/KZNMfHF/ky2+ePQ24SeKngR6nRn8mEcss+F+hw+migqX6A95KlwpByipHUqPM64QLQ1JC1JtHNzKqBTSzVp8rgtbXrb8shLUoDpmE8XdEKEF4hgPspsYUMqzcCvw+pakIwkEwnQRgnwEQ8zpoAHVwQPpkKK+CE6tzaQGroVHHbsFQpeFrIaINpb5QZZHVO7GpQJ0lxYmdpHaT0wC9EK94SbCPCyJlS0hEzZXHMMFvoiIvBjyjY7PStwDM6OWuBgXFhF7IaZyOWhtYgZXcX8bi5RFnjRVymdE8ap2XVf5BFw0aYZbFuhwBTh7p7KwX/Tzbl+/+8M//9ivVb8dFPn54/XD4+dDZ5G2fPy0vQk9CwHLXD4PPfuhVGnxmu6iswzYMcITcWLAjpVE0M4pqVHJBF1MUASdT3AdQ1isAbsojlLuuY5ItHYRMEpC+fG8oMYxgmygRhCjdYpDhsx0vRMpuMYhk9ygXwNCJuGU7HNbz5ZfpohxurnCPhqhZb0Uv3e59HYvNpzTWSXBrocXlnZiSQfMeWfzsVoahdtuotMDtGUdAY+nr5KYBqknd2XM4HaxXcZgNrfm2/1vQxo+4l3X4M25+Q6BGNWzx2ORnh3X/jfMN48gP/PRwGrROQpXgbiLTsDmTMDq4zYFEzrrQQVPpmn8ZsCUkFx1QtCiNSxjWgR6MitMT0y5byt90oIqJ09vJo3ZvChCp6IdmpDTFzRdGbGAHA3zWGYeOkcRwxP0lKlvMNvCMtXXpyBXn0VLLfayVf6E7mGuR2CiX2FYU5tsgB9yY4sISQkU+sqNnPulMH2Rz4MZ6BXAftf9oqArBoPMRadD71iYiWH5eLEYp17M4Vznp6gzBRaqZWKZB50/PZZO0lLRZa4STtj4TMbK1OixdMovz9RiTIcu3+Kdx0hVw2LgY6jA8IrUJclFVM7RRyPu+L5NSPryIplarvt32bpaPAry8v3EjhF7Tjwpy9S1V0SkiALp86qfpDkYGgkrEUQMlZ83qYqh6/ZmYyoAIELlZb8ndQshq5dsFYG7j+bLpizgvYfISQfyAJLrNKRIxFFwh/m0WQZntXrPffTjndDv/uG3f/iBTMGjAPHn5wlc80eXQ7v6Hq7g+BaKLZCdRP+eSq63JAKQpMhvKuaKby2OvgY6CimE/7gbC12FwWpULHldJTcXlDQQNfCM3R2xhGLAGegc7FxVdHq7J7tIQFxmoe6snZ25gK4sgmloHGOwW4ZTYVoQrxV0FPCK+0BklpOwiVH77r/Z4BMQ7D2AgeBTY/4vViU6ZmtA67rT0h2IwX6exCDgcswNv2H8Ec/wxRQQQwGFO665qEk7U5wpgyUxpuMELqQFStUEdYfzPTwAx8hKcfTG8mDEmvEseGOjdQ+aTW+s+qNc7qZrgz2s1J9Atg4GqxmPdBKBuZrAwSfM+BKncWJhFp7vuUseb9Isj2q5Ni0UJwCFpAeRwsiNJVKtnuEK8uw2P5GBtqszfYXjzC6EFBtvZnblMsU1l9BIaRDw3PlpYob9czHSOTHz3pgVo+vMLFnV4QSIKQK+I2RCnPt+DRaCJhbeGshW9mh1Ind1hVfchdzV/+o/URiYqyItHsVS409M+tFZ+STBlGou4rFQO1d8DE1TCEqnfupbjQ9/8nT7TBRxKwzP+azq2qJEUBKXcznoeOeVLc0CMqHCJllAdQcvjI+kyQYMZrlmRmLZygleoMeXTw2RuXn4eFQfBoWXr2PYgaRn0d2KeWcqn2Qx6zoFc7PKyVA9GIMNXSrd9thB4Vx6prqDaphnY0DjofTq6KPflBUnynPXQJgz0pl+CdB4UjWN1ttF+Dinbriyi4qGWUYVGMx9/Aab4AKJHK37+ZCYmD0ZEnvuhBf43MidibSbd4LaJ4l/n/QfhZiIUI+5Vx2nkTNgzap0R3RkS5j+6vzq4IHHiR3WI9tCsC4K2p5FkUWUF7038VTDqd4G1f15Flju3Q5UWJ5U7amigm60zvMpvz7pBmEzgBDenHTLmEbr/XFa7NHlGPfofJDSTMqqI8JOmIv0d525mufEiY/fTKqdyPweLkpZJNDV3DMvsLPs0st33+/4xL6APa1Fkw/1RUoQkWrtXtD6LoXglbjAJ46GhS5cVIdqkTMzBNUWBrHwBGJb22V2thD1iRtvqY/fIGpQRyZmbhaoYq+npE2Ypc8j7+rM9pmcUQl4bJRL0Rl2JK/hVnup7jWjhbngKuh7WFQTClWsWeaQjtO/Iib7WM37VfjuC35OXuYvf/zX5TYcJznYoBX/oKSMez8iLqY3k5rk+JabcH0PJK68BxLH3MyHJGdcgkdbnOU9D4SK10B0RteC0w4U7hTAT6hCS+SZnJNjVvvxOKhi5c3yD+s8xLeSPnCR9jxz4pO8/Dqn3Dgywc3ylXRyyaWkrxBNcxUGicWxnwQVcicKBimX7DggVf8PCPMEwsA76ft1u9WfyIFMCxfFYHKkBD1v2zkZlZ/ACrzHZZghuhFbH1EEYsUZMM3lSPBcwEc+aTgPiY2LRTEcolC60NhwAulmQ/npedspgh4FUl4WYSyjkm3nCXw3aS0TW6ArtNOSFQc3vPtW4SV23zsqdRcV7HjHNF5xkl6wXnbJ9LLxm8mnHamMEBTYAL9LZ7Q5r+iNPKON/JaZDnAWnlQDygZPOnEEQ1oVeNIcADMgomQ23Q9ldo4wFxgbcmSpwKT2nj4s6MLdzAcu9T4JKE6fD2ghkI2mlG/yeU8UJ1gIL9bEX0TrdPFsoTiD1bUJe7I3rShOsv1B8TGYrA0uck8QJyBIQUmThBt7yLw9PcFae5B64jVcMaGUKG4DJ1c1JjIudmSnJ7NZoZn3+EdKuAU+vIdUDs5cJCYum8suY9MY1y/kRUISiDOwxCAsaYM8CTjWvGoAp17cZW4c7q7J4nxcI44sFSYPXeV1bEBcUEYaSJR47jYdHit6xyo4KC4POfO06DDXTH5Hf3q7gZTLvdI5kIEFxDNZlweftL2mI7UeAxI1HShjvjoJfQr1VmOiH/wwFfBzUfMzRQuFnlDseEoN9CAuC+P2aEJKS6b7ZMNKqhFaK/0SaMZK4uKbjaNi0Eh4ST6t1HHdnMXdTmy9EHm56FLUa0ZFNvEF6g1cArEmMQtLiG6ke8GBnY/M5ZRkGajXUyT6El+pk774tRCfN1bHX4RNmceA5mYJPuudk+elJGeGopKbAPTlA3mSNfmTt3kKBgd/XP9qBVtoLMbBqxXJgijqotp42A1s4nCmRIJ0h1j0PKJi5ZbYVLAdM6XEeytKrqLhBELvDNUHPkmRetyfccaH5ZD/pNvNzz/+7nedA9k9LzhlCH98liLCVT6V/fgLpTrfJ4fwmaSN1f895XQpV1tsGU3LglZ5RtFbZN66ONWpeZIklMuoWrbriwL+8GNGdACQj8gyI2C0smFRraIkmL8YdAYkZdblrF68NtyMp1SWFeAdpoPpKQKA/ECJqwiAKTXyxkC5kYdwMVDfLOvLAc1D+bBQV9f2p4WyAzOmNVAHi+TTQB2b4I2Bkthhb8aTJFOwGKhXPlZjoKgU5Y2BolAUi41iEvxYNooz0nc/puiYNl1sFJo8G9ooFGbtrJFCVJ0LjRQ8Y1mLkYJOgJsB+cpS2cVIXlUli5F8JMuxtdFwVU8beUkeLTZyVdz5dkgu09NfbORUvSsb9Tx3emUjJyJE2agQVLmYKH95baA44IKHfUTfIPNch232XNRwfE5qtsK6oCpqtsAQRDgH2DMVx34yn3DhionXHoVFV7GWeraepGwoc8ZvvD6E5+P3b2cHg8/tNHqvqeH1ottsujNN5qVxsY2vku6TcZYJbkcUJCwlE2H17CZaF5w1EdbobqKo1IhMtGwBdkDYNXYTYYfZTbTsSjc2wk622wi73m6jZae0Q8LmutkI2/Buo2XjtibKkZGmxUR5ZkI3Ey0niR0PDp/dRMUb+yzH2o19SmYZzWIfHJu7fZaj9maJSf9A9sE5vttnPfqtgeAt7AaajsVmn8UVseOB97LbB57ObqJFSIgmWqgfjON0YoAiULA9XlEMOhz3rNGLcSyqUJnR4UDJtlN2ZXaO5NQldjpSGDvmtTGegNZXUov4zdiiGQUsxCGg9X5IRUyOeItRqkTq2yTuPY1JRjqFvjOBvv5LsqxZgFYmL0rMwvDWY007s/umYK5zy/bbqYXt9pvizfY7Gs32m/mgm+0Xj5/b78sRTRXf8WbL7ht5hb6iAb+PVrP78jkg0l023+TXzfe1hWL64o2B+uabjYFQmXBvob75FmOhFFQRHrfN170cUhJJnWyUGgkDFhtlx13hxkbYExYLLXuvLJQrRUpuhpMbI2aLiYqj37SYqO+/6aWJSiKWZzFRkc5mihIMrWLMjicld0PszZW9fK1OzoFnRNqUxyZ6bs6LGL1I4vgSa2MhP0425QTodFONDNs/bpAXj5B2j+2sF2mgL+L0Yjh/DWKz61DRihGY2Gzq3RcZgUIlttAIHXWTAXzEWi5JmUZ7MQFwv6cIxCZEUdRExdJHK3xJd+Z40oUgZidx3vXLbvbAzw37+GfYZwA7R7Hhh6l0xPTmrHZECWDzb85qx/AmEWXPn71FRfmbIp1fKTmsHxLKybPidsANm0HWMH1zaYvzjOV3MfBoioBH61nLEISpytq8kbkNU+9nxHOLZ6Jkh2kkN47oZ5eper5ITBYEHIuFuKW4cDAxeTcaT24OFBvhJx4Gwmiz8l9NbOg7djYkItCyFTuKOGCD4NydcDyawfYa5/xytD4SHLOMdqZS52hBMNnlB5KYRNxBrD+rG8a97EwQZY4W+SGXePPpTI1LiECjLUaUwkl2uPAKjhB/r6gB6wkfE04exFAoe3EdbyHp+jEOExZwpyiWw/7pwiGuEVhEtMll3a2ZE/OnGkrzvfICM+bnSgMDBzFs1ufT0XWWnAS9U6+A0T/wWoTxQVFK0ajNYQgeMhEe+M2gjkX6xrMMsC5nmh1RFQYVb+H1eM8X3kdUj7OJYeaGtWMU4hpFASgPJyTtck0olTrf0YaFKWzhScHbb56Rl6kq8sHCVRNsaWKhxjXqAkoWiZ5yX+uIavf6Xo6oivovsch7AZ6CVSucQnQffrBPrFonJrwicjn549WtXXrXyZ7T30DOsnywsPWvBp054BKyM1hsVwRjUiG9F+B78stOUCQ203QZ1gsv3vs4IkrzOhyW6kfs7o5u82jdtyRN37TRHOG5itomuw9dpKtBOhNhLEcurOXv0ybcdScMb2xEllgSGfV6kaiq8ywWZtTB8VIETKjuwGr0kIQHiNQnI5ONKGpfzYk3MOSsamKiuBTWTz1a61k/M5PRHZAXTMlvJrIP2/5F8qBHI5m6L0AMeqyqnfW+ARzbJ1dsmsHCQbEDLHmqEh/xTC0kXSSbn5905aM9P8ixyXd4RYOg6n4wJ2pSd9XCehC7zcrVVI9q6QkdGCqFe+nRzd8y1AKTmH34qeUU3LzxBlxk0eX8Ugt0aO5T8aQEuPkzhvsncrA2WpYz64i6O54ElYhcMcAw5qXm3k2g2kJFMVEd2ZvSoDYqlOYfuRYqWgE/E4Oe8P5zs2HLyut4iYRP4PGea2rSbQBtPlp39MaMPpQyETMLq8Ukl2pxfvVdSwCUEJcuMkE8B02sTEFMB6P10ArP5GeNhugdd5yOtgz0kUmpFyW009aczkFaGHHHiRb9GqVlFi864kmh21GKiQIcUl7ZKZT0dXtpXWYRLJWpLobBkjD16Uy2hRFLfr7eHn6IhdHudGg+3U3uT3Fg/vGH3//+xz8Bbe/JP9uN+DEOTH4H/2x4MxTlIgnSm+rOM92rt7gwF/Yz177mxbyscm/lQ1AmKB08A6ZFvOyo+2bQNTbeH6XkmZzRx8sMvnWqVEA5WOLVA8gUNWxi+TopYpw4mfGTcYNDGjdNNGVQ6/2A0Ov0Dl7P9/Ndt/HEe844j53QZUMvjkoqh14UDAN74jzZOtE6BCijrTwmjxRr9BRqUfk9nIPLuBggolL9PYnUmX5KIoi0hYLoHB+iLFwbnlQ/oHFaRiK7nBfOymqmdhz+3ZubJEbhhKOib/KgM+CcNCdx661iIO6tJmqdJHeJuV0EDFqwgWgNaH0FhI9ZjI2VSIch9IhaQDwpBEuu3JhhDgMoMV8OkbDEosIq9b1gSyrxkETyniqt006XB/KcqjraCv6nNZ+bo2GH7wWEXiIGhUBMKBV1zexmUqnIMSRH5HjzFNd25Ddsgbf2/vhmcsNIMaeLtT8tDXy+pzDhLLQBOU6spiylZcJT4kybjuzupRQoSip6yU4kNnRX4qgFHOIdsm5SK3VRc2WKBnPVN4KBq2iUeuGx5e5Okq9tIkRCRNePsqHJVAZ6Vl8PsG6Z8l1Pn6hYXDFyfh2zH5hji5Xw/kQ2ClS5u2pqTHIgUN41siR11zmQyos7hViKyau9Xb6QY3ONBCb9NuWZO0cNZsq4fvm059HAHTn8tfKSMXP0IvxMPdnAi/2IObPs3LL1ic0DUjghE4/XW5PcXvmKW1w4UXA1W/qAwMKBWVM6gxAs1l4q20Wu66vxbL3n7jfVVyGJBVCCZwlCD004fqLz9uoicZpO1aIzMTePhUa9aGgSOUuWmHhEPfOgE4hGme6nYtEo5AJOu1druLMYLC3a1VtQxEcWNl2k5fL39W4+07oXvR1fuCFc9HZ8MZNWEUpHdL6H/nGIeI8k1V1b2KGluIifdP+k8EjBen/ceRhtrgefr8tIe3XGwGhwGcD9dM7zJlbyTIlghJG8YAehGr1X9I4nLekVgCNjVBVU4CSI6TzcQyBYoF+TEiulL2nUXKq5hjTiIAw+n3QJ+o/tPQSRFVdBPAI5PDv5bDVPSlI2wSkYElE3yZOlNkiDvCfP9hgQi8hiM5dmdDr0ImWHLTM+dekO+rFodZ+T9PeiGEaS6i1jZn4KrQGtOyphZnZCs3TFjdiD0Hic54XtWroDPQoiP7y8Cq4lr9rQi/frHFGzhsZ5+BzRiMpLsckuVqzGybY0qVxZTpsJk40CjuQ66QCWI+QqiHicixWdDhW9eA1kF+dlGGECx4rk8zBKibct/Gb3sfH8oNZwO6bF429RGrR6UvGMWS1PKt5mkxsPneLEHaFyo+xZXVkuXiBSs1QXAopkeYF9IJKdw0pCa0DrqdwB560kELcWrZYu2ZMkgJQZ4opW/wj4koESnYhFuDxN6lpoDWg1VLKKE4N+oQmb1gq1IVug9kArJjG1BAI7g5Cq0nE0P34DwrT+z6yYczCRwCKSElalNxFWiQsDrSOwbMbUGAhrKidvlVXD7WLlJ+51YbnYGbzgjFFCC/1MtVC6PvKj9Htk4DUIEw7x4Fkb6600ReFViDk+TpP+ILomwLAFi7WSrHyn5wAMiWkG31AIH4gcevgFu8pmABuGzyYlFPjFH84YiqADHcde5RlYfg4qIW/55CjisnDxOp3CTuEap5yL99Zuz3qCOR7iLOXSTSISIDaFM3XtE4OLf/z+x58QW0RydABZPig5+rfgV/f1GzHCe6JJEmGmz6ZX/xCgUwqEeVgW5F487USvLu8BRSdOXKud2hDMbxYR6lgnunK/FuonES41A+CD7cIZIFPe9ZNiQVmn50BmZGdAKJshy0PVk7voc82o0iRZDzz+KYpFy5xZsQI4iysmBgoR1UmTLZcJp4MTP0jyXOTjInD4GnwM8xF8cafTquf8BIvJO7PYkJz5BRR9a6ghkfXrlvSq8s4t5GxYeC+z8raBV+VUTAYYqdO4kDsmWj5mBjdLYBYoZuMnlkXchHp/xRNNG7P4vLyuC/lIema3XLhOVaF8sVinX7iYS2YgtqoQ5aLYYihHOgf1LINZLp2Eyw2cpjnd46iysyMrPDqyV8SmKPnoGbvIRSvhIGPsmTiHDHSw+qN+0bwW+Rpl5pVFnSm9KehjvD9HWFunQHT0SIEtUIF9E12aCXeNuPcvI7yWtQ01qWev21DieAyX97R5Tgf76pI4j8fKiYm54GSqzcGzOatOC9k3kcLNhUwTMepidM6UQIrbLvrtTO1CFTsmECTB8YawSD4tutTdksWUUyAzUBfq/kXzKdJh85EMEfUWXYky+w4baXwSNd8vhSQS78GlHXLKgTCBHI4kfAcDjNXj2/G5QkF09BDx5NNuZHWDkC6xMDnTCQ88b+6YRjMghHC7N+IEQSGLLKHwJl0kknnIyY7JLDVfmXCb9XizvsUtKLkiEjyFtv2B7oQ9LvPRgyPlVbiEzdfy8U2Sep6nuG8HhPTutDPQxC9MFJ333H7HieTWA7Bw+oWTDQzahfM5AY3ng6oehPdZHyTmjuVBz8ZTJgu3hU7oWCVekMj2B57qx8RFELBWKyrWWHFepY+0nJM9FSOSSWqpPVvN3lv5cmWhDBFnmltYG0VXeaaoUmKKqim82WemN/YOEnxv1u8KjkHDUSI4SVpxyxs/wW2F5GuXiT46N+I/I+FC5XjBYPVuFy3kqwUrj3vFLisTvtGjKfkpl55/+vGHn8edZ+jV/fx8x/hxeIo3X3lcezewM72Zjv96BTi9x0TMsb2J22M6qR9y7Zml8HOqL8fKpDR93dNOgZ8AH+91Twcx3FTiu3y4GvuoDCTQ4+L7+GG1xXte1wQAoLqTmwmfR+IWrc+rWrSJvItFZkXc/XBoLt5Y0n2RWZzlosstLfCoCYRRoPF2EOgcABCn8kjyrGXiR5aR0C40WQX6pgelrEQMWMpcJI4vJ5E2R0qS5MLSfj6JeWUq54Voi/+k5dwBAMos8yqh6wpaJ54+H8lrTDNvy7lVNz/1RA8pz7knAWoRD7777boHzAZ+M+K1mbTLrLkMkPPhiBZ8a6bM3ylaExp9OnckBxJrmIpVS8S4QmHeKqoMOiit3vNRyoAZEWZhscmQFkRMVwYV2Jigjlm/Ws5imikKlCbz7+YcYqg+kLraN8bk/KXsslOetRn2uRA0QQspP4I46Hv6Vaz4Wdn5HTAcJ+fp04XMp0qzWSAnifOwQ3+uyUwjgTV58maOW1yOiH57p8hEudNKZji0MPXjFP11lSnlxkuJazNQsqRQJ3hyrLTbrlYPUv3oACL8SldtOwGlz9MmtuN+AKcRP8UF+Z/f/wsplIdDNwKv7qMFhT417hreQS6WW/p8drEPjLrGRrCrBXOlyKyKq2TzTVLd7fHIwEo4kBU8WQKM3C3DrsCo4emLquUczM1RLoqwixXdvOOORwY13g4CnU7jnhGSzMXNynCNRHaxV0zH9XrynraiO09V9isq+1V52jbxdbYyCym3LCFudD1fJ8FJx3QjxbEVcB6tJwoS1Yj4jadUznxS4dEc28sRFWH88BYzf6p3K0qlQmPixkrFSxJBVuoqQ95Y6XHzRJXEzZhyZtpOVspijlqslJ0mSb7DKZRsrIT8w2allKhMfzOiFHjFXKzUAQ3ZWKlPt/bSSrEwV7BYKSZhBWSlqV79YkzRERMoKwUpVC1W6mi29tJKIZIjbbESwoOblcI1fJr7ET28kctaqaunWCv5+KW+NFLHbgVjJC+Q72IkV7+8nkmOeQaZyIn+czGR8yBjvbGQuxhPW1fbaR3SmN19rTWpT9MQZLhY5jrMcsQoLuN7imdtdIJnLTH8gVQOB3jicyujTAg2O+HeamEORVaqVjEchnX6iecn8Hr69tHOkXgh+DBwrwnh9Y77HLqxSmYMfTGLb4T4L3ZZpvU5njVKXleZKkakZZ1lmd2YB0tzNw9W8W6fZeWfA8JWsRsI28puoHUrshbC9rVbKAXSFy0WWrZHQwShdO5iobQETmWhZbu+sVAWGeFioX4a2Bm0nCDVlogD+rRYCMfTbqH1SLMWwjG4WwhH5m6h5Zg1q8sTIrtYCEf4bqHl2L+xUFWBwGKhptT5YqHFE6kWRd/sHIKbs1sIntFqoSUKarymM7zUmILylr+7KiztoauWMl3J6sVTkiQ0EwxjdIr0SR+9yGUlrw81ohaT8QTg3RpnpHxhPHHUrHnVld2sjVmwkvMdUzoI7e9e36b7G0ucTbp/AMWHx4fS4Ji0NweCqxFvmBZqlkmJli5UKVgsjYRiaIRBDmbAvch25jpLPI4nT6VJ2zVTZCNh7EzKb6Ux9Ez5edEYymfwLwVP0DmmVRDTK+UPkkSWpmbIAGS0cIgszcRsuAxkGp3j75HfNgo2L8X4KFnK0boHSCakx18mE9W1weffuJjRypUoSc9CYDSOVzqURyvIsXs9dzSlHk2EqFkVGlVMjYHpoMqKvHYqTFfgEE7wcM0veyL0pXcRgNBIJP+663xeyIDVve5JVjCkUx2Ruo0e78J9HyUMudDJxQPSHQuqJvNJi3+3qm90zBzKwXdOuFARW2PXMvhK7zhfDGOHQrzgZBsAYRJGX6yihs6B/iTHHK4XNSq0UYN0D1Ixc9ZXFr+kyo3K66aVBRlEa1jf7pNCV3/+4Y9/+rcfb+NX/sPiV1GK2J9Lke/ew5CPfJ1/C3ZQVcmXf0MG7h3pt/aBqEO6I7VYmF8TWUiRasbFVVOFrsiOFU+j9VV5G34zMjx5cXgFlkJeZIjNnmSUCHTUgbCGHmWgf1mZF0F95bPRUFEGPqcSJ1CFEwDOuzTmBm4GVB0FVfASw8lYsAtOdYZEHFgjVdVELEbqHqSxUU/01JdDapK4WWzUkmBatFFTNStstHABO/cyvpck7LzE94L0fSvrN5bBtmIyjPP9piKcY+ktqk1aBtPtYr1n4268wJv0/MWAxyUFwACtWb7nzXiKsqZ4B6/pckT3NMPuontKay426hO4Ghstk/5mTFgou5FyWN/OmXVojZQaUYAyEvTOdyN10Mrrj5bCGpvxElIg/84W3Lvi6+BeHi74EdwTIfBiJFRe3QwoOtXuyEKhcsrLQiGT5tlaKETGUmShjsXyxkLh+ton85XA1cVCPiuQtgX2EG2/j+yFehfZC8FYyNU1/Bktq3SqxkhuKJ/tRnJeKpDGSE4uvYxUtPRlo0yg5d03++KtgXhN+9XhPbu3e4YetbXHReoSG3vmxLzZRAv5I5Zt3V0s4Vq2decVWLHberev3dZdVhBL+/ooF38xInzyfVv3SmBoW/ciIL8xT2ZNmezjZ+HTbqEgOoibAS14xlrFWuRZTrC8WQe7e9oohoPkyYE16ZQUbp4xyZIp49gEVy+Tm3hSygPeGozn3rKUz8Ta3CvPgsr7AovEoBpdvKlWbpXrCDRt0zn+ZdbUNQaCsIr6Dd9WiHm9GuGTlQSP9RIxw+S1HhjgeAZMjA935upYW5INNPwxP1lFngmMcWWkb0YNNWVaZusTK2Q0+gozPkErJjKZdYEfBlPqTHLSpZg5TseARmBdiltYOc0AGM5wnmDgqHr4zFJJjUEGOUwWAJ2p3tCFhEh2s8dV1QkPQvykKkpCZb3haN3vrBNIVpMRMI2OYIzRS4iMZyArK+0FSoihobcLFZYpB9gOWclQoMWcgpHvCRJcSW4Vx0ROEQQnQQXf47h3J/oOIoZnFwJQg+ghH2S/E/Lh09EVMxzT3uVeigGPXhQWgWzYB0J1oqiKvDPYcvSO4j7oEuL5I18OYH2UPOho3TS9EwAGl1ESAhDbqWxVYTHsa4GaL94fJUMMikXLUj+ILVAf33iCgRI5DbXreYKRbN8dbC0OIavkDxr6joNviOXsXTer5z3hij8+rrATcekhf1qHInkcp/dv+3E/3vyNgY7ffv/TD991sPCqdt5AINs//QdBddrfAKtzoUayu4q/vkbS/6cC68zP8gs+lZH1q1Imb0ScQAKnNS7XzqKU6VT6G1m/yLp04Aa7Uo/uEuCDqFk3wBudiMjEI34zKZwb69KDmLfCyyGVyrOgv4Y30tF45eFpeNElnGYqIoRbzJS1Py5mmnKn90Pq0rrGSDkS5rwYaSEsujFSal+ysVEqupTIRpPC7sWIOvWHM0ZKk/xmN1KvNM0vjYQCm91IMSkdKiN1dZnyckzR0flfzNS1a4Ix06I2dmOmrpFTjJ2CGKIWOy36ZzdjgmjPbiefib1d7ORFFnBjp0Xhb7GTv77YudSL3tPLIXVduWTMNMp9TzOBoeDeTDvuhEtOaVpZKcvcNx+ObsRqowEb2U10HeYx4JNcvgI+AZg40q1oFwmpNMJ6w2WvvLYqndy15rVBobeYbLQaEIqeBK4Gl9cyrpTNZ7wZ0vzyjOodWlN43WNe3ViIuabFQl7pvMVEy1S/GRCWx26kvpSqMdKy/G6MhCW7Gyk63kMXIy1bws2YsI1sVsKOs1tp3aWslZKu34uZUuBFfjHTsnPeDAm77W6muTHvVlr28hsrYf/frdSPCmespNPlZkRZzreMVEQ2uhhpPe+skUomCf1iJJynu5F0BN8tN//FGxPhgN9ttDgFNzaSVPdiIvgcu4kWP+VmRPBtNhvBDdptBM9ptdES5zde1YlIqQAqVGdpk6TNOEjUyfeeGMZoAjNxtV4mxdxnT2IpcxOYybPaPS4i7U3V7jZJRLCOqpb69Am6Omv2EAFiKReCHiOSUsDGqiq56qIWYsdThTtd6vgRX+mF/9INZJDH3WQ4kIEvpMZd6KlClr5cZkHqIOw5C1KRKwmRxEudrBbhFonlpMR8gq9H+KLXbaHiztR0eRwFmZoj2REC6HUKX9zjnEU70Te8KKTyeHnQyF2isURRy8HuEC+UCw4CzTPCAZBZLwuRVhqpMgsz8H3/F0+RwReIHLkXImXm8hFb9FMIZvACggvDY3fgWhzeIurnXwgThUFfOKLuSV8fVIuVyqUDiXE6SEkCR/QbVNc84ZUgHoQcjGUaxa4whWWARWvkEwNhKf5jWPePz0Ev/Pj7f/nTX/74rwt6oZaPr74BI9HnXulJYBTfgl34T3alX+GQhhZgKyIBCXqLa5I53tWQnOXuRw1JvSsiCQKT6nYRbAmJLheB13mVDyzQ1vRyOKWSsqOR1GavH6nlrn7kNFDxSwqNJPFS+5Z99uqR7L9aPVJVPuJP+2RHdJS1T0cwG/t0sLOxT0oSZbHj2WtH4l3pSC13pSOngeJSjysL7aUjwoLG1yOKEnddLBSaqBdoIfAg31pogY/JQsETdrKYKFxf2svxAJS/WWgvG6nLVeu1hbxf5yIstNeNRN39XlvILfE3WWhWmu0W2gpHwtfu74HXd2/so5D73fda8QnxpnQE1rkOy9jSkfS10pF03t7BFbINsH7t6o563b18pNxUjxR7bxeoqujavkD/q/l036geaaoeWaD/yU6lG8vs5SPptnyknZP7rnrEGqevG2OcZaVZ62BtbtaZHs9hnWXpf6N0RNwt0RnrHKUj6aulI0mlI8FYp++O7VeVjtS70pFyVzlSvlY4Um7rRqrOjvq6biQY8xRWni/WgbzZvXVKJqvsYp1SuXss1tHZelM1Eo1tcGhvtlmOeWubvWSk3FaM1F9VMeKMbY6KkXRbMZJeVozUe25YzzRgs+G9RIRVbArv1ZXeOomaNIo68LzToXdoO+EK0tkTxdmgfatIkdLobUk+u1AWRXxI8cJJUUQbaIdTiFuIA9oxmGqzVE2W+CdGIwOd+X5Cy0s8eAC9g04auzbiV4S8Ri+2YSDPShDvfOZsKW4yvzLNeqFOJBVD2thYbpoKQedNSliZ+IjGi3/KBiCxCLl7ieR67onpWinygfRIZw0TEgijyx+IgsaE9KkfEhZt3SzS3irqSemHhErAy2g9BZA5E0XE16XqGnnfUBSP1sEgd9JqoneXNZoiZYdgS1S9Whc0q0cNzCS2SMnkScIlFabMaHbV11uY5ao+387l4ifJ2F1XQfFILgcXRycUq7+6azs+Qas+elH+BLcgF5XtOB4Q+UQ/JAe8ennuml/v2q4AERirRiqSFJhM6NSXnsRD9AOCJV+4ePDWSI7nx1TAEQ5CzIHjgFh2DdOpXGAnbRKYnV03e8e5vVQujJS/eBMRBl18ylRcrlV1WKJkrTopRuuZugaEHL8ZBw3n2qLQo8xJB/t68yS4Yb2yp/JJiO88WnkIXpS26f6M+/9qu5YcOUIYepWcICrAYGqTbS6SrCMl95cyNLxnsGsUTZSsRsJqmpquorD9PsE1Kps2eTXO7GXbfbZsDudUSZEQftuOv3lzW2NeMj0zMFqeXQo7lT2EjlgQvZj4YwohX0TfSFSVqhf14vGZuWdAY0iEKu81sWYtEnhyuhkfdf6bullA1kJmJ26mst1NHvFHzc63N4aTfupAfentGJtZYbF+hZIxrev3+6oawQ61Z3xz2b76P1X7fvz49unr24zffz7QlSbr4N8U/MrHdc7l41Sl/DdcJaj0SPsIV6mTq6Tv8a8+VMcrCd6zqYXqeG5mSdV4fMmFHI+UDXBQjEob1MsRnHchix5A+FzU8oIQtLuLi5F+TEanGMbUSv3EmD68F4uBTAF5GBObpR/5f7YQ+6/45zRBKDe3CH5OhP7nZga3F8kRGD29NjgTUYKVZNDk2NYWyrHcWWnGmO2U1QXn/QGwFOtcCa3EWrSyR/0Vn5nts27bB5sXa7TYirjWAr/WKdd2ymjXBiRp912q9WRJfDk1443MKJg1aF6K2ey1RuzDcJiqjjq8Nk6Gjiz5MhHzYjLeaCSWRr1jjK7OnUZKkfBdiuWOXKLQK0s2e0wsVz5HdVtodJRCSSrN1gLM7EJrpgr8ZMJ4FfhC7y41nUIYpgwdZKNLwTBljp5KhWVBPMXJT4/Oe4fcsYO/djTMGDob7abad1vVf1Ptg8YgRpd3WywIIHFJ5lbUO6HYqdEmBEsqGD2vRCjy50Idz2F6kJXsFNVIdvAZozftH1BKGBOhn3otdepDoJJSgZc5XSrrPhidpwzwYzgTf64OGT3/kzCi4dS1Qq/UvZqFAbq5SraDmn2eRixkY2aiFOrWBsyZ0kZL6Rio7o5akan1KM7BexVbcl65YgylFqiyCM56ixotFWDrYTnHJxzHwNeg3yqAF1yfWOhM5TS4ZTFatgVxO7qRbeTbmeo03ej/XjKzCaXNZpSis7YtYDsckCLbFvxMVVjHLxcdXmUh2pYFYzE9fpN96A8StEpxB2boc9uZvQqDYtIQ9AppPt6koxae+PYH1yYpT9elUbhnjp6loNZw42t712Ad081nM5F6QDhk+myoivNVksCGmhXjvScBIsWwD3s0YRyGoXJYODYjiRiXq0nQ5KcB7nI+fx2t6CiHzS3HKfh4YNW3o2sg0GRRsnihsJFv0Endl8Ps/yIzwsB2elnJklmsXkHBMTNr0d1YEnk1Bl8ciyu7aewCYFbR3NFCQUTRHpyllK8Mvc1mha/8t0G0eMlqfo25RlG2IghEkAiKxcSFg2VbysY/WVWW7JafEgpAChuOQyIeeidqhhopU8oYo7O+CjHYp5kyO4NqnmoYXeYzTxOd5aIFwHn9avdzpKoTjk3rmPOy7vF25mVDU3Wy3uD8Vc3KA6Oz1HR+N2ITrJkdhamiFBojmdaIJTbkjMqsDzDajTlcN4R+IA7royTgTYea6X8HtxJ4knFJXO0N57na3F418LX5T6GHa0TwvMYBeorXOLBF715juXekgFohuPdwjWIcynCNiE0XuuZMSBeErEQ5mKF53nm0v6yrx6yyG3tBdjlslz9Q1iOEhA/wsN3yxdUFwKuQr9ocj9azLeqUckY2ls7Qkap1M0NFrt4rMC5iNpFrcFbou4TcUVigBwITk8+6GOcRc1SHGyl3WIE+7yikHZElBDLvgezO0su3iaHjLK1mxArxrH4THFBu7EYYXO2IFpMC++mLsYQqu2F0Ku82kTrX2J5QXQqhURsouCl9Tg1Vjfmgw44Mo5lVl8UeBtreqgy+h6j02n2Rq90ed0O2/JRzsp3sMbR+uvzuhPyuf1chnH9/ffkN'; f['signs/nature.xml'] = 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'; f['signs/animals.xml'] = 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'; diff --git a/src/main/webapp/js/stencils.min.js b/src/main/webapp/js/stencils.min.js index a661a5dd..514fd950 100644 --- a/src/main/webapp/js/stencils.min.js +++ b/src/main/webapp/js/stencils.min.js @@ -12,7 +12,7 @@ f['cisco_safe/technology_icons.xml'] = '7X3tkiW3ceWrMPjf1wUkPiMkvYqDq6UlxsqiYijb f['cisco_safe/capability.xml'] = '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'; f['electrical/opto_electronics.xml'] = 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f['electrical/rot_mech.xml'] = 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-f['electrical/miscellaneous.xml'] = 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'; +f['electrical/miscellaneous.xml'] = '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'; f['electrical/instruments.xml'] = '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'; f['electrical/iec_logic_gates.xml'] = '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'; f['electrical/resistors.xml'] = '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'; @@ -23,7 +23,7 @@ f['electrical/capacitors.xml'] = '7Vpdc6IwFP0rDO9FEkiwM+pL9+Npd/ZhZ9+zGjWzCEygrf f['electrical/signal_sources.xml'] = '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'; f['electrical/power_semiconductors.xml'] = '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'; f['electrical/iec417.xml'] = '7V1Zc6M4EP4rFO9x0AW4KknVTLJV87DHVO3xTmwlYQeDF8i1v34xCIzkFvgQk81EL7Gn3d1I6m7R+tTSXBQP0ZoXThqt+KW7ernPo/XDjCd8UebxIkpmMV9QFLhXFzWjExXr6qdL9ynK4+g24a7zcOmGzBUKPl2ffbp2rrP0ieclz12nKPPsG3+Ol2XFF6cPPI9L13muZLxK5yJL00pdnKVF/Y+KO4rTUiiLU9dZVwIrXqm6dD3Xean/vlZ/Z8w9B0SyxxKQQX2Zc+mht9Hi232ePabLq4u8otbd8doWbh/YiPa577Kcd9/jJGl6WnGto/Lh6mKVPfGteFjLJ3Fa08KezpaPsKaRfT7a42tpgg95fWHUMOKaGOULJ4nye35WfTu7S6L7uhX5Rrj6eK0/imfO1+JH1AxSpfjlLHqJi7M8K6PN+LStP1JvM37YG9HbdsJviMEpnfD1nQhO6UTgjeg9b6zeOcF53z3O69jZP4RubAjZEDo5hNruBn2iykn6nD7uETtOCnH6EGcIcAb9BxmMkhsbIt87RNh+nsyqEah9uf5iNkr0ukWksD0jRXQwYMBIgMTKufvEQE+UxRnWE2VxNtcTZfE2+iCiLF6FnZYoiwd9nSfHqdfF6Wr944Snd2x4st0ICxoalUKx75SLJCu4aVs4n+NlnDcdjxJrGZegmZjq5KAPBRmTmTwxtvwE9420o06Vw94Qmfmap7Q/tPq17fK9IbKqv1Oj6hdZkOyVuE9UEggKpRoyZ/cwGg72cadx/lRxUJbW89s3oC+PvTAJlAxQiJNAnBjiRIbfLJ+jdLmOisKass6ourAbyJ5Q0CRPm8/dvIzqVxlHa/bGVuXyVIH6/jNFR47WPNoRzICOsMk6wibrCJMXDE1ayAIpopv0lSGAE0OcGJmP/aLMbGppY9/G/tSxTwkQ0SQwHNFJtvj2IcP5xDFrYTA7FbYgmAeAYJ5Zb72O88VjEpVZboe9Q8207wkkEG5PQNweNN8F3p7vCYFHE6RdeHbEhhPPDRs/W91WT7CWr9HWDiVW8FKQKG9MCHF5Y0IQCSROIE4GgtkyAgF5B2OAczEPWNUyEKrzeotik86Vb0xlJxY1kVIRs7EciDaTDQV3CYg+A8ISnoF7a5qDH9ZMbGQsb1RcV04mqQeMARsgYhAWZGZ3324+2d23N9p9k5LxdtMaIiJfIgZ6oiyOsZ4oi+O5niiLt9gARJTFKdETZXHa19kNEtuv1mNsj/KUOpKxPcqAfbdakhtbjvUWofquK5mUrSAUgjtWLVktn0EyN8ISueOmMLcPc4cgN5YfaTRqbAXWm1VgvRuH+3hFVzd8kb+u3xnUpCxZIZBIT9NiSQpNliV9ohj+KQAtNeuBUv8QWvSGirvPgjbGAiB0FZweC26GZz4QHr43XlDAALQZoZmAljdfdkdTXtIjOhNJIZ1R7WZ1Z3XaVnnQmX4XW1lzIWjk5NVZNQQiBybQqkuuOEOzJqirjvrAwo2AuR9Pknhd8E0comZGR9ua0M7mkg/1RPxGxBcB0++XAazihifR64fEKWparavKvYr4X95YcWskKhmpcS8jE/AqW75H4BnEDSeehJmZSZiBRaFQD5gHTK5Q09oJRtuH/WcBppsFTgnr0iKQA28vsMgNRN8YuKs6wEmhNIJNVAZ3E9/d8ZynZRwljq3T3XlDDu4toX5+r1aB9gvlVagOwPR8iNHvTwSmIjteJ/zl9BUtGjA1Bk0dp3hAJnxXG8yyc8wB5xiayk+x3lO85M7tq5N+yFC9y9Jyk2s5TcKF67S/5C9VEpbE9+mlu6jmMuHcl+6vd67zJH64zcoyW7k724unlQ9oHw0/WYKmT/CC7Dn9EbGp4+uYD32fUnDONvmqN4e4/JRaxOUHRFx8JNCL+ssY4oKDljuQuUHEZajUgqmHSUJxPGwWjiIujAncx2cyfgEiLj5rT3ewPRCXYKBAQ0ZcqiFAQJ0xiLhU3RIVjOFxiMs+8MkRAM3xk/+X2J54kEpDJqt6ZpNVPTOo6plM1hEyWUfkaqz2oAAGioWpbzYT/vJ6m8fLgTCYn7qKIQE7Yh3jY238oIEA0j2sEsMDYuJph0YeM7EGYhDUxqDpWy7km0Ou4wGMBJJm0HPm/RaZ87Gf41VsE+z+CRN1X5a0J2GVbVJRNNfyq4m2Vq77QQZO6uOhA2SibMd2arQN9mFFGjJVNp6H6lsxlIn5+krYbSYGjshOG7p0R+76zlqGwRtpGBww8XDNM1qywcjKbBJjk5j/cxJDoCQGG05ifolfeO4gGwd7L7rHwADTtsHWNma2L4/Hv37JlnxlzfAmm9AKwBow7e66isIx405gax4mrnk4osJAOQUIIaIMdDw2VZnE8RP+b8Wi6lpWLLK1Pdin3PgzlHZhkXZh45cKaDSLhG5M84mg7vGO9PUhqh5jS2h2DrDpz3MOHBkW5+pC0LsGkvpwxLvCAb2bNcCxerE3pDgAFLe3Xhi+TuFrni24XWT3ivbHJhwqTEe9A29g9YE1ilIrBJ00DiFOn+lvWju6B2hsyvQNv0y/PiaFfYtqDqiTASJ4bxpIZHpc3Jwdf49W68RC4AdcDo3ak59gCJJ9r3Heuwrh4JNHHnQ5ZNCcoOi0BgCvILJwJp+3pRAvbWsb5K17ArWBgHrbo04edMOtopchqA2orZiQ2zCH9M4lXoMBtE7i0m4i9aaoY68KYdBVIWzvq0LY3leFYOiuDzIHXssEvAATKgeVCmQMetc/j1HOzx5t4bZSKq8aWH/LBnh3xqkW8rcWKvmQcaqGScY5H8KPBvYSoUjZCwEy4IR/5FFaVNKrDzrLbYb97yxOnc2fS7dmcXU7fQhCS9HofRIipzg0pWDT6KUTtZdN1N4AWosp2RFkHnaSeUStjXHzjOqlE7WXTdTeAFoAm7kHpalBbeepeGgfiYYzfPhkrJa2ipGSU06CxblmT7nkXFyp40lZ55Rz9Z9rZ2EPDuxVxz/JwQHwpAIxeXBgm3r8FQ2ZmHoGM49tmbo+m5eH0+/+zwUTvt98Flf/AQ=='; -f['electrical/transmission.xml'] = '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'; +f['electrical/transmission.xml'] = '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'; f['electrical/radio.xml'] = '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'; f['electrical/diodes.xml'] = '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'; f['electrical/mosfets1.xml'] = '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'; @@ -68,7 +68,7 @@ f['rack/ibm.xml'] = '7V1rb+S2Ff0rwvRztHw/gPUCbYGiRRsgQJCgXyfe2diNd2ZhO8nuv69GEuU f['aws3.xml'] = '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'; f['aws3d.xml'] = 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f['cabinets.xml'] = 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'; -f['floorplan.xml'] = 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'; +f['floorplan.xml'] = 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'; f['aws2/compute_and_networking.xml'] = 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'; f['aws2/administration_and_security.xml'] = 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f['aws2/database.xml'] = 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'; @@ -103,19 +103,19 @@ f['mockup/calendars.xml'] = '7V3bbuM2EP0VwX1PxKEkkkCyQFGgKArs0xbts9dWEncdO/Blb19 f['mockup/misc.xml'] = '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'; f['mockup/controls.xml'] = 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f['pid/engines.xml'] = '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'; -f['pid/piping.xml'] = 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f['pid/centrifuges.xml'] = '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'; f['pid/apparatus_elements.xml'] = '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'; f['pid/vessels.xml'] = '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'; f['pid/instruments.xml'] = '7ZtNb+IwEIb/iuW9k9KlFSsRJIQoQkIrRCP17CZTsOrYkW0+2l+/ToJQ2g1sD412DsMhn35jG95HMx6RkduKAhzTIoeY58e5FcW2V8isJ7XzdpeD9o6PR1WzU6uJFurtHSxLrNAul96D5Wwb81/3nB3qnXAFpD7mL/IIGWfhUeYVDjLzoZnUW7DSh6emRuvQTBrtqpPQTEjt2THmN707zt7CnrMitM4hdFKd1WP4zaNLin674rFFUfdQ6toUT38r+tcVs7ZR9QenmdRHrbN5ui4c3l0QPrYKq+b/6HF2XXi5x0oYffjlnkX6urFmp7PxCJSShYPG13v2RO2QUt0UvBgL52OpVG2VqLyhfWqUsazaxvzHTfXhp3tOvgMrNzG/rS56OPrSacGhCS8HMBhWIxj8DH5UcqNjngY7l2bdn86fjfcmL8WF8NvxKDf7xtCDPtxRUlfXyimcL0Z1+/Ngo+Y0ooqWj9A8KHNgMwUlUAQLwYIHlocZTlgWOpOp8IZiC+HyH3EZfMZl0cTlfvgFXL7m9zWkxmaUSpHdUdl93ZHdafFAjsfp+OT7Hb+EPSg2UcLmZHYyO57kfzlBl/zXrEzDuK1RCizrEzKEDJ74sJx2FR8anr8lz5PnEYWJKdIwMRe7DRArxAoiVuZIWaGCKvGCMZ9adJVPUUWV/I4wPqyRxodGRZbW3MQMqhjRWU22aXpadJPpMQUKfP9iWllwbmehUaoiZogZPMyspniZOa2/pd4QPoQPTnwW+Pmh+hUxg2ltsuqgfnX2PJWwyPIIw8Qab5SoiaEki+jBSw/iJIuKwMQN1kQr6TDRojow+R5rvMBXB04gD1+n8CU59FIrMYOOmWSGmhkqZRE1CDOspINSVtP2VM0i1yN0/bpb19ObrmR8nMb/pgV1vXfjPw=='; f['pid/feeders.xml'] = '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'; -f['pid/crushers_grinding.xml'] = '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'; +f['pid/crushers_grinding.xml'] = '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'; f['pid/pumps_din.xml'] = 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f['pid/driers.xml'] = '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'; f['pid/filters.xml'] = 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f['pid/pumps.xml'] = 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-f['pid/misc.xml'] = 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'; +f['pid/misc.xml'] = '7R3Zbtw48leE3pcEcBTeooAkwOTaXWAmGMTBDLBviq2xhfThVbedZL9+pRalFtlF6qDk2Jmeh7FDFw+xTlYViy+218lNug3WySp9uVh9u8qTm+vwJrsMV9n2YvHqxf7vQbK9SS92Lxd3SZ4ln5fpIrh+uYijkC1Uz1/SPNlt8uDPbHcdnN8k+VWaL4LtLt98Sb9ml7sCPFtfp3m2WwRfXy4oL4a+2KzXxajZZr19/urF5+Tiy1W+uV1fvnpxk+yuX71Ybe7S4NvLBaEhXwTfi1+K+QrIZbY22qPqD0l+ESzLqZ8Vvz37a5lcvVygRZAXsAVgXkIWa/qapjfqj3hRjoNxOc63Z8m3bPss3+ySckn7nq2x60kr4MNiRs5Zrd02ZzX0xXKzTYufz6vteN7eob82edr8ni2X1U4XwHmxoyVyeLXPqJpNrTlWI8M9orDqRKpdEfWHxmF81EnHkLkpxxiq2o/how6Uqm9v5k2Xy+xmm5brJfvF4uoLcaQ6SgF8oq1X307VvvB9H2TfSUsP6ujyvI3I53tmc/IcQQ3HZXnwZrNZOvksQk4+q1FfjlpBH74Q7be/F80ZxFD1xxpiRdUobCyDK5ZhFcswiGXKISwMo8+FfeZS5NQ1l8Gbo/EpeBuf77PlzolP1g+fgtfQo/B5mWyvi+8qlrIO1M+CRgKyUH9LL4PqR7mXR/hvTVdjhCmM8MUEW4aRaO/ZeVpom1L3OLZN8NBQOPt/FPBJtt6pwf5cBDdFj1VafG9NB+pbwkjukW52eQd0waoL2W/Xc21OCFf7zzmIJCL9uI/TSn5SjfsaeUvbYrhpxjA01aE5DM1BaFytQ2qwrJa3GmjdGoGwsQaLAEgEwKlt0JeqGitIh+Iu116KBg5aC9QqGmJtNtxewtjZuH22amBDEHkpF0pqxnpdEF7wNk/+2gVvk9WNUyYJ0ksm0UrHCEXmFTmOpfJW94YOqzZKIBlTDnWxWRYG6v7/Lxf/QPv/FrrWZpXYNKXmXJtKfrZdrf5yD5uKETrs6lWpN4sFXwW/JRfXxcId2yr7KdD9+BX4KA3aoEdZ1HzRMkzIfqAOWMYhWB1fkZKmmq4lqNXYYLY+AeA45JqQUs3aEMpgrRprAXM8lD5t3Uy0iXlkmZgjYBDBHRMfhtL6NM3VxEM436B+pVsiaDc1yR63dnhK+eumanIi6xNZ9xC9D42qY9kQdbrcBedfstVqkkOr3yGnpaGwssBFRc6VymMVYnvDS9LlJKngMDFItWqOdcKWIKxq1mGjNvsZJy4JtGHRbqx7y8VE6D6caF9naweWS1nU3wcIHCr3wszWyLRWJVGEvplQY7v3KP/bYJl/8Oi83mTLNA+evN2s0qdDdg44mX6ADrNKoiDwLOs6/tK+R1nULPDQnYw+y9L2AA5PTrmFeQUIHKEiuy9Hk61zoPEs+NdmF/ya/fc2u7x/lJ47euDBRCAGu0DET002B38nJICVrJ2OwmSLwL4Fn/Lbiy8ugiI9PYWoAffVosqJrEZSFphATme81kVauwz3kh82q9indBe8W6Z3nU7CITEpDng57W1Ycsgg1Fsb2xgBagpuxYDyqtruR3nhvfOv2uk318VQTsMOcxGKuFvQvQPllpQuWfcBFF0hliNVnohhkerqE1dbb5d4hkHIYs3Kc4gqFUosXYWAR7IcxyKquGltxlrz6CntM9ZfM4oA4Q2KZtwgjOEdwni+LYrgLXLsBKv6madcqjXrwBhxELpp18GFMXbVKo2hEQiLQNhqhJhD41aC42hgExjBwJjG8FFKteuxZtJqbCCZAxJBkPrxDJ6fQIMCs1M7HALgQAeAEbpV0SPKNPYGnTd6D2xIhKkcWG82q8+325LqgzfXyeqzWzHQ+z7R8HEG8wBjlnr62DA0TuzymymbIAZ9TzqjoDao6ZFiyD4O08aJ25DeofAW7azv0u9OY42MPjDhwQemeAj+BWrWNwr9g/3VVBdXyu6m+hEFc+CIUrfqvhLM2+NO6Qg8RjA5Ybjbdft4EMyPEBw8KX2+T+dBMxnq+8Bt4d+NaK4kMFfBVe5xOFZjceQMg1o71DjzPxpLC47OgjclJTi9VISNxlU8L6okahbopXQNlLO28uyHKYIGd8GRtc/U2D0LPqZ3ab7Nig7zYHpag+zd4yCN+yYLM+ESFPO03To+LF6PQzk4uhF2xSEBIijmSilojYK2JZtcSw3iEXJikhOTdFpqfwseKY7x2fqBmQkolLiP7b5N7tpk6kvuQxOkB7FHnm53xcSq2w9gnCmI5fwiT7/2IhZyj8c8NuScVxMJRu0sp/FRSUj+cAR4ZyQCEhPidnfda8qMRCkIElMIFjPQOwSmS2BN2Pg6eyCa+SP7nCe7bH01s5C5J7ph09ymYaAXQPMNmJFoDsJyX0NQjUM4uBIOpeFQWMWpPgwcieutrL36uXXcMQmSEw3ePw1a7ayfjATjFgl23OST7uyElp6XQI4v97zMh4D7dXoWooQ0CajeOIQtwe2NAlKZYKOeMizbecTet86IhqsyL/vT5qs7qtXDtenOJyCwgHAd+GIyJAVBy1Iyoq5gwgmUVgkmYBrdm2ZiOfSAvbTG+0rD1NAbPHmbfz8L3m/yi8Kof5snt1fXu6cnpPsg3ScjpAedGJ+J4SVhPZ+/HgEUX1jLPqCHhH0N+tCuwxMQmoCwmMBjH9p1eGGBFxb4CISOQFhp+U5p+U5WeTWEkRRBRSWFsbbfEoQVrAXruPqvbr2p0Dhtq4m5JMC/15e3JxFwEgEnEdAtAjAsAigkAjAsAugoEYBnFQEfkt1tniynEgH3kc9/EjMnMfPziJm5znDBkz/T3dRGviUfndVXqiJ+4tgfxrEKDQxiQrCR63oOchOB3QXY/We1lPdsNLGlfOKjEx9Z+KiPCTnENH0w5uaejyY2N098dOIjg49mtaeezXFmOhHxiYgtyuB0CHskh7D2HbG7NC8sxX8m2+CPdL0bX+AI4jcGFURBQKKNninDQIJnQMEIKz9Nsjd54ixk1lU+xV1cYXx5Sai+EW9H5R33ZXF9YRYsdUjtBZGnyTmKDpt7m9/1ozs6nO4iZLuTP35rHOVo+awU2UqS+V6ok2EkOXs+NCZTX+PsrDoE1foAsw/gsiBa0aL7qdFwkCmFRebOMRlC7E2JNWB7JHCLG5K8UBtcKQPd34aRwzW2umpI8KQqI+I0XwXyKjE8W24/qbOOhe+NZJVZpJLKRFs2d5iPDHUUwWWqFg9DcAEHuwCEuU6CaSZqyVjvo1oJ8VskcQhpsKoe5Gdg0BYT501BS5cJqujYGeEs+M+z95t85WIIRsee55Csy26T3kyxP5OpyttyxOHMICPpbNZNQ+pojIzjnauVcEjTcOT9FoTBuDhuJ9sdQSt6wiqBkGDLLQUQuvaMxdYrPzq50qjPFUu9D9bm6NknHjFPbJ/IQwu/T9aPvBLcSFXVu2ZTXUhr/1t/f06ro+SWGS2lpXjnjF0d1Yx2qdOuHzrtmay+2qF7tuMIqMpP4To7ClZEusc8VPVGqQg576pirw4wYC0kFocRdLor2lk1BVOPzIydgUalsnDOgELm9RG00CzujyBRiL22qdpxxwwNJkzLpvz+yilWbDX1xJUQwCKelSjCKhG+vKnn96HUPYWgofBEVlkLyTVFREPMfGmuY6NqZPSw/EQ7wFS7PSOvAJNsqZzAdZGFywEHP3ZcWZizgwQb+boPZ3YL/7h+GPJ426djovs+lHe++TM6LjL3wdJbjfm9MwTWf4ZuDEyHJScT/cSW2z3QQu9y30bQiThAJeTYByGFBik6C4s3QRMHJAFyBAnk8QKzCRnkogAhBRSoACHBFxVASAJBdq6SWeEE9DWdK5RWOEvcs0ddZvirmXNYBo4remBIOseV00upvAzCn3/f7tLVWfD6Nl97q5Z3DnEi5VxlFNXjDro4iXyvMUZQvBcBFTWigfVZVXgXHJ9C0fxoklgqO2B+WfwIfsmr4hGPyZoAa951BwtkyO0SlUEsb5Q+wNoAE6RKQJFR6IY0hZ6mscIR16qPszTsN6BrWHXW10FrZwEESVwb78IbgaQn5Cyljjg8pGAYlMwBReRYp1oXEGAEAEZ91b+cMmSNxYHB029lRarg9+zGFYQVD5q9W+es7rraEgwFIffxbfCwqCt447NaOs9q2Tyr5fOsVnQMO1vyAj2ox+pqx/vl5msw5cPJmE/4cDJREl97n4lF/R4zoS53W2R/ykToz2/7TKY4iXZM1t+qchSfMEpKANrLIe0xWHpicmN8k39ZZn/tgie/JevbZOlMHmADs7mmKexCoP0gUIwSa/FM86lvDj2zx7veb9cef6Ftw7vH8zIYhJ8EXfu3dR4gtiQHzhMSeiyx3h0JmV4cKjamN0aOLCewkY9CtnEPyQouQHClNSYrRPb+tsDncvzj650eLLBMEeQzAQEJ4DOYNQO1zI4sjpX5HNZmSGmdST8iVwP18LzQrpxU5Jl4ieYamHDvhI+It9lHK5rl95Z1Qxz1Jb/+FlVMQjnCpqpfzeSedReNjOXWCywjjSrueFNIP91yj7lQV2o0RgM9VQRQIoRAdkB0LJkiqHcE9RaRzXdLjCt4e8Jo/8FXpBONSothsmTp/WBe10N3U7yZ137gbGBwpO1/mdCG/bUwiB7CJQTrTUwG3sQ0AtYcKBrI2lehbY8rGbc+0RS3pw8Gx6+b5LJ01/+Sr4YQ5kCPjsVH73LpDHLrq7RLPCRtKq4TPGMx6ME86GQiQNenBtrbWrJyJhr8mCXv8caHIUgQmur9yxYH/5Z9my7n3+HvFJ0pGc7kabs5JJDlLsEELntGQxSrWULhlQzEUIigtKkYhfUzfTwU1DPfCMXOKcqvoJ5fgalzCub7FWrPO76CQUluvEwK29sfUVkP1+87QT8VpnEocP2hVPomPWL3HJR6ziHoPlneNQfhnntV7brzM2p0HGUlolDVXSi/lHgRf7wvgXycG1lgktQII15ZiWSfXOmaovxQnxlwwcHUOUOJLeKZ+MiI+yNqVNiSEj20ze/Jcpnusv/5qBzTaJTTXFwFlEnEgeSfiNtzZXR/GobGxJCTDqyfzcbVQTZm5xCkfjO+hoTec+TQmIxbX340IcE3IqExQa8X1W/O1zfNDcdX3ayPe2iGoTkMzWFoAcWewewmBhYtgCCNYjUE/Lqm2QhqE/DrmmYOQ3MYWniW/q9DAhHEE1Q7zAO376aolA7KGHISMichcxIyj0vIdLx2+kBkTGE4lYKjWFohbtLdLg32xUqy9dXDlDkSkjmgJIkgbopAmQPKB94pnTwlScEuVDWHzOCj5oDIwB7C1iOy9YhsPaTRozh/SG3ywyPt9R+4pUdk6xEZPTixfHnzB/PLD3+w9YhsPSJbD/PLB8vrHjqgv0TrLyWHyep+ss/mGFZvQKsYVZ8L0lyLFjA/H/IhwvFxUxhDZfSt88X0o/oUVukEVIvAU4Q38GCXKBvcIxrtdh3Shdq69NjE8c+n8zbSy8DB62ztEZzpWeqGga8qwa3D32np8Lgz3h8r0trFZ6d3Sf49KF8zTNcTBMIYFAcjfIInxQnvIEnH1FMUgKy2qKTKt+lddpGeBedZelf+2AeEBjmEftDFuYmznHsXPALvb0HFIuX4uIffVctmp8MISh6L4mkC91j2J6fgyetk+yXdBR/T1JlaKT2loANzGLRKjJoxGugo3HWl0eGeOZNUq285EWlQ6EW+eibCgYsaBCy6CYJ2lo0iKqhIwKBi1BVVNKaTfK7pVE1NY9OE3+c5rkKAd27UIuaYT05dT7gH/7/ZJHlB5sn6MnhfElPVZfv04SuaDy5NQ4dXIz4ppx7KybiqiaxJ0D+Eij8mX9KnJxPpR1KhoddwyNRtGBoy3X8jQ65enRcqft84O2hd+oXhKlTc6DkRShWnlmGsuzhEnRBFWChj01UUqxcKVIy90Vm8XFYd0NV6FTOodw2aokcmUT8Oe3AQJ+2VwImPTnw0Jx+1iqPVRb+Q0YvyskHVA2P6XFi9/E2ksUDGQqTSM7i5wPiQ9aTPVDor1V4wNdPfgM8/7m3PEiK/XZ14/QHxel0uEIedBw2iDhoEzDgj1oNGPbYvnVsTyglYG3Veiv4j+5zvSfpEzQ9Lc4lGcwlqCF4pa8Er9XBVqG4sERISTaXhkFZ3Yhgtf/NKyOFMBeuYqbMKFaOujBfqkBBDdSpVXCo2CiVsFtqW13fAw0ga2jpqdgPrb2iFXBUVkWFVQ9QVlv8JVdKBgcmJg08c3CPb5cTAMzOwOPDvdXbjDN1xz6eFIkcjNeKkUOJeDCXRtNtMJBOo9BV1NDIoe5B1pxSSduNRcj/gSNMWMWsF1cNV5PNsma4v0kdc9AyqCEbaOQOuywDKZY/RmPvrBrX6TSZRzxvRrhJkYD034rcwR2CGQoXIqN90jlpSBKj6NnEBOg69IXFcV44DC+FQTTkw0UMHVaiDSsqTiW90n9/kyfeDLTagNMXQuK9DvGGoCA6xQ5oPzaBFT2Gud2f8Xt6gMza7u7LDPIWPPzgf/ooGlz5mYvjToNL2nqh/gVNMZiiY3L9gD4XSMWl3dwF1dzzcybk1L9kwMiQ0ufEWpdY44bW1812x42fBm+tstU6/z1HvBssx9W4w/EisvTImvIeg+dajls6sBhyvPOg1AtJkFXzKE5elXvW4HzuuQFTztEv/h130lLzBLN3f/8OIOstFIe24d0/UbVEC1iGKQnu5vv0kE9+xsGCdnNDew2nwaLF+yOv7lKy/BG+S/CzY//ZncrVx5tUSUTokBrxKSevSYp3JVVwZ8RxOdqoG6nN4wodJPed0TypmSCHEUt+vnqnWrl6DRUJDHH9kBQ0Utv0/l8l26+dI/SGPYHC/e11WidIuMeXe5urn9tX/AQ=='; f['pid/shaping_machines.xml'] = '7VZNb+IwEP0rlk/thXwRlpUIp1btZVfVIu115YbZxmpiR7Zb2P76deKUxuwQlS1wqLgQ8vJmxvE8v8xMF6wGTQSrIKPV+kaxuhjVfDlqHnDx8KtiecEFaDqftVzCdA25yegzU5zdl0BJkdFJSLsc12ujnpagyMUd10aKS0q0UfIRVnxpLJOLAhQ3lKwyGkWhTZtLIWxGLoVubyydcWG6fN8pqW1ABQZURm2Ztf0dRSklf5rbAAm5RkIixx+lTUTglbxn+eODkk9iOZ/VzBTzWSWfoQ0K36qUdhMa7CuCRaEDYx+NhtAxmmGM1ZpsUXtgXkoNwduKY7cvkRfRgWkLvjJdlgQjOjBwexH0t+e3VLD5z8vSdbYh958ErVD21ssiV7A6y+UUctmrt/5LYrp5XU6CLSf1wC8hItAUYyYYMw7/VegBRHgHZQmGv1jDI1dc50MiDP9XhEMaXAxERPtoEJcAhk4RZcY9bNta3GLGqdfiPrg5BhizAyeeB00x5rTP3Euotom81tC0tnmRlbus22PSbmTszvMhBKNA63d94s5yOaFcNsU7Q0FMJvaKJ31wy6MceKLPYCeoH9IakToL6nP5T7LDf3YGpAc3rIUb58k3N86Ti1up+IsUhpXHUdtpRi5EQ9PdU1j8njFsaLQaY5V8WX943Dpgj3+CMjw/VofPfnJkP0GV4K56/hc='; f['pid/mixers.xml'] = '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'; f['pid/agitators.xml'] = '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'; @@ -123,10 +123,10 @@ f['pid/flow_sensors.xml'] = '7Vldb9owFP0rUd4JSZxAHwBp2tY9rZqmrn2cTDDBqrEj2xTaXz8 f['pid/heat_exchangers.xml'] = '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'; f['pid/valves.xml'] = '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'; f['pid/compressors_iso.xml'] = '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'; -f['pid/fittings.xml'] = 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-f['pid/separators.xml'] = 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f['pid/pumps_iso.xml'] = '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'; -f['bpmn.xml'] = 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f['signs/sports.xml'] = 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'; f['signs/nature.xml'] = 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'; f['signs/animals.xml'] = 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'; 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window.RESOURCE_BASE=window.RESOURCE_BASE||window.RESOURCES_PATH+"/grapheditor";window.STENCIL_PATH=window.STENCIL_PATH||"stencils";window.IMAGE_PATH=window.IMAGE_PATH||"images";window.STYLE_PATH=window.STYLE_PATH||"styles";window.CSS_PATH=window.CSS_PATH||"styles";window.OPEN_FORM=window.OPEN_FORM||"open.html";window.mxBasePath=window.mxBasePath||"mxgraph";window.mxImageBasePath=window.mxImageBasePath||"mxgraph/images";window.mxLanguage=window.mxLanguage||urlParams.lang; -window.mxLanguages=window.mxLanguages||["de","se"];var mxClient={VERSION:"20.3.7",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), +window.mxLanguages=window.mxLanguages||["de","se"];var mxClient={VERSION:"20.4.0",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), IS_OP:null!=navigator.userAgent&&(0<=navigator.userAgent.indexOf("Opera/")||0<=navigator.userAgent.indexOf("OPR/")),IS_OT:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Presto/")&&0>navigator.userAgent.indexOf("Presto/2.4.")&&0>navigator.userAgent.indexOf("Presto/2.3.")&&0>navigator.userAgent.indexOf("Presto/2.2.")&&0>navigator.userAgent.indexOf("Presto/2.1.")&&0>navigator.userAgent.indexOf("Presto/2.0.")&&0>navigator.userAgent.indexOf("Presto/1."),IS_SF:/Apple Computer, Inc/.test(navigator.vendor), IS_ANDROID:0<=navigator.appVersion.indexOf("Android"),IS_IOS:/iP(hone|od|ad)/.test(navigator.platform)||navigator.userAgent.match(/Mac/)&&navigator.maxTouchPoints&&2<navigator.maxTouchPoints,IS_WEBVIEW:/((iPhone|iPod|iPad).*AppleWebKit(?!.*Version)|; wv)/i.test(navigator.userAgent),IS_GC:/Google Inc/.test(navigator.vendor),IS_CHROMEAPP:null!=window.chrome&&null!=chrome.app&&null!=chrome.app.runtime,IS_FF:"undefined"!==typeof InstallTrigger,IS_MT:0<=navigator.userAgent.indexOf("Firefox/")&&0>navigator.userAgent.indexOf("Firefox/1.")&& 0>navigator.userAgent.indexOf("Firefox/2.")||0<=navigator.userAgent.indexOf("Iceweasel/")&&0>navigator.userAgent.indexOf("Iceweasel/1.")&&0>navigator.userAgent.indexOf("Iceweasel/2.")||0<=navigator.userAgent.indexOf("SeaMonkey/")&&0>navigator.userAgent.indexOf("SeaMonkey/1.")||0<=navigator.userAgent.indexOf("Iceape/")&&0>navigator.userAgent.indexOf("Iceape/1."),IS_SVG:"MICROSOFT INTERNET EXPLORER"!=navigator.appName.toUpperCase(),NO_FO:!document.createElementNS||"[object SVGForeignObjectElement]"!== @@ -466,7 +466,7 @@ mxSvgCanvas2D.prototype.addForeignObject=function(a,b,c,d,e,f,g,k,l,m,n,p,r,q,t) p),null!=a&&(u.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"),b=this.createElement("switch"),b.appendChild(u),b.appendChild(a),r.appendChild(b)));t.appendChild(r)}; mxSvgCanvas2D.prototype.updateTextNodes=function(a,b,c,d,e,f,g,k,l,m,n){var p=this.state.scale;mxSvgCanvas2D.createCss(c+this.foreignObjectPadding,d,e,f,g,k,l,null!=this.state.fontBackgroundColor?this.state.fontBackgroundColor:null,null!=this.state.fontBorderColor?this.state.fontBorderColor:null,"display: flex; align-items: unsafe "+(f==mxConstants.ALIGN_TOP?"flex-start":f==mxConstants.ALIGN_BOTTOM?"flex-end":"center")+"; justify-content: unsafe "+(e==mxConstants.ALIGN_LEFT?"flex-start":e==mxConstants.ALIGN_RIGHT? "flex-end":"center")+"; ",this.getTextCss(),p,mxUtils.bind(this,function(r,q,t,u,x){a+=this.state.dx;b+=this.state.dy;var A=n.firstChild,E=A.firstChild,C=E.firstChild,D=(this.rotateHtml?this.state.rotation:0)+(null!=m?m:0),B=(0!=this.foOffset?"translate("+this.foOffset+" "+this.foOffset+")":"")+(1!=p?"scale("+p+")":"");this.setCssText(C.firstChild,x);this.setCssText(C,u);C.setAttribute("data-drawio-colors","color: "+this.state.fontColor+"; "+(null==this.state.fontBackgroundColor?"":"background-color: "+ -this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));A.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");A.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");q=Math.round(b+q);0>q?A.setAttribute("y",q):(A.removeAttribute("y"),t+="padding-top: "+q+"px; ");this.setCssText(E,t+"margin-left: "+Math.round(a+r)+"px;");B+=0!=D?"rotate("+D+" "+a+" "+b+")":"";""!=B?n.setAttribute("transform",B):n.removeAttribute("transform"); +this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));A.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");A.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");q=Math.round(b+q);0>q?(A.setAttribute("y",q),t+="padding-top: 0; "):(A.removeAttribute("y"),t+="padding-top: "+q+"px; ");this.setCssText(E,t+"margin-left: "+Math.round(a+r)+"px;");B+=0!=D?"rotate("+D+" "+a+" "+b+")":"";""!=B?n.setAttribute("transform",B):n.removeAttribute("transform"); 1!=this.state.alpha?n.setAttribute("opacity",this.state.alpha):n.removeAttribute("opacity")}))}; mxSvgCanvas2D.createCss=function(a,b,c,d,e,f,g,k,l,m,n,p,r){p="box-sizing: border-box; font-size: 0; text-align: "+(c==mxConstants.ALIGN_LEFT?"left":c==mxConstants.ALIGN_RIGHT?"right":"center")+"; ";var q=mxUtils.getAlignmentAsPoint(c,d);c="overflow: hidden; ";var t="width: 1px; ",u="height: 1px; ",x=q.x*a;q=q.y*b;g?(t="width: "+Math.round(a)+"px; ",p+="max-height: "+Math.round(b)+"px; ",q=0):"fill"==f?(t="width: "+Math.round(a)+"px; ",u="height: "+Math.round(b)+"px; ",n+="width: 100%; height: 100%; ", p+="width: "+Math.round(a-2)+"px; "+u):"width"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",p+=t,q=0,0<b&&(p+="max-height: "+Math.round(b)+"px; ")):"block"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",c="",q=0,p+=t,"middle"==d&&(p+="max-height: "+Math.round(b)+"px; ")):(c="",q=0);b="";null!=k&&(b+="background-color: "+k+"; ");null!=l&&(b+="border: 1px solid "+l+"; ");""==c||g?n+=b:p+=b;e&&0<a?(n+="white-space: normal; word-wrap: "+mxConstants.WORD_WRAP+"; ",t="width: "+Math.round(a)+ @@ -3056,9 +3056,9 @@ DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.i DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,d){b(null)}; DrawioFile.prototype.loadDescriptor=function(b,d){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,d){this.loadDescriptor(mxUtils.bind(this,function(k){b(k)}),d)};DrawioFile.prototype.patchDescriptor=function(b,d){this.setDescriptorEtag(b,this.getDescriptorEtag(d));this.descriptorChanged()}; DrawioFile.prototype.startSync=function(){"auto"!=DrawioFile.SYNC&&"fast"!=DrawioFile.SYNC||"1"==urlParams.stealth||"1"!=urlParams.rt&&this.ui.editor.chromeless&&!this.ui.editor.editable||(null==this.sync&&(this.sync=new DrawioFileSync(this)),this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.ui.fireEvent(new mxEventObject("realtimeStateChanged"))})),this.sync.start())};DrawioFile.prototype.isConflict=function(){return!1}; -DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,d){b(null)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date};DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)}; -DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())};DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,d){this.setDescriptorEtag(b,d)}; -DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,d){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; +DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,d){b(null)};DrawioFile.prototype.getLatestVersionId=function(b,d){b(-1)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date}; +DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.getPullingInterval=function(){return 1E4};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())}; +DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,d){this.setDescriptorEtag(b,d)};DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,d){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; DrawioFile.prototype.installListeners=function(){null==this.changeListener&&(this.changeListener=mxUtils.bind(this,function(b,d){b=null!=d?d.getProperty("edit"):null;!this.changeListenerEnabled||!this.isEditable()||null!=b&&b.ignoreEdit||this.fileChanged()}),this.ui.editor.graph.model.addListener(mxEvent.CHANGE,this.changeListener),this.ui.editor.graph.addListener("gridSizeChanged",this.changeListener),this.ui.editor.graph.addListener("shadowVisibleChanged",this.changeListener),this.ui.addListener("pageFormatChanged", this.changeListener),this.ui.addListener("pageScaleChanged",this.changeListener),this.ui.addListener("backgroundColorChanged",this.changeListener),this.ui.addListener("backgroundImageChanged",this.changeListener),this.ui.addListener("foldingEnabledChanged",this.changeListener),this.ui.addListener("mathEnabledChanged",this.changeListener),this.ui.addListener("gridEnabledChanged",this.changeListener),this.ui.addListener("guidesEnabledChanged",this.changeListener),this.ui.addListener("tooltipsEnabledChanged", this.changeListener),this.ui.addListener("pageViewChanged",this.changeListener),this.ui.addListener("connectionPointsChanged",this.changeListener),this.ui.addListener("connectionArrowsChanged",this.changeListener))}; @@ -3381,7 +3381,7 @@ function(){null==this.page&&(this.page=this.ui.currentPage);if(this.page!=this.u this.shadowVisible)}}else Y.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible=!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var Z=document.createElement("canvas"),la=new Image;la.onload=function(){try{Z.getContext("2d").drawImage(la, 0,0);var q=Z.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=q&&6<q.length}catch(F){}};la.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(q){}Editor.prototype.useCanvasForExport=!1})(); (function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(d,k,l){l.ui=d.ui;return k};b.afterDecode=function(d,k,l){l.previousColor=l.color;l.previousImage=l.image;l.previousFormat=l.format;null!=l.foldingEnabled&&(l.foldingEnabled=!l.foldingEnabled);null!=l.mathEnabled&&(l.mathEnabled=!l.mathEnabled);null!=l.shadowVisible&&(l.shadowVisible=!l.shadowVisible);return l};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(d,k,l){l.ui=d.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.3.7";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= +(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(d,k,l){l.ui=d.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.4.0";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= null;EditorUi.ignoredAnonymizedChars="\n\t`~!@#$%^&*()_+{}|:\"<>?-=[];'./,\n\t";EditorUi.templateFile=TEMPLATE_PATH+"/index.xml";EditorUi.cacheUrl=window.REALTIME_URL;null==EditorUi.cacheUrl&&"undefined"!==typeof DrawioFile&&(DrawioFile.SYNC="none");Editor.cacheTimeout=1E4;EditorUi.enablePlantUml=EditorUi.enableLogging;EditorUi.isElectronApp=null!=window&&null!=window.process&&null!=window.process.versions&&null!=window.process.versions.electron;EditorUi.nativeFileSupport=!mxClient.IS_OP&&!EditorUi.isElectronApp&& "1"!=urlParams.extAuth&&"showSaveFilePicker"in window&&"showOpenFilePicker"in window;EditorUi.enableDrafts=!mxClient.IS_CHROMEAPP&&isLocalStorage&&"0"!=urlParams.drafts;EditorUi.scratchpadHelpLink="https://www.diagrams.net/doc/faq/scratchpad";EditorUi.enableHtmlEditOption=!0;EditorUi.defaultMermaidConfig={theme:"neutral",arrowMarkerAbsolute:!1,flowchart:{htmlLabels:!1},sequence:{diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35, mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(e,f,g,v,y,C,I){C=null!=C?C:0<=e.indexOf("NetworkError")||0<=e.indexOf("SecurityError")||0<=e.indexOf("NS_ERROR_FAILURE")||0<=e.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& diff --git a/src/main/webapp/js/viewer.min.js b/src/main/webapp/js/viewer.min.js index 1f334d02..6ca39c4b 100644 --- a/src/main/webapp/js/viewer.min.js +++ b/src/main/webapp/js/viewer.min.js @@ -111,7 +111,7 @@ if("1"==urlParams.offline||"1"==urlParams.demo||"1"==urlParams.stealth||"1"==url "se.diagrams.net"==window.location.hostname&&(urlParams.db="0",urlParams.od="0",urlParams.gh="0",urlParams.gl="0",urlParams.tr="0",urlParams.plugins="0",urlParams.mode="google",urlParams.lockdown="1",window.DRAWIO_GOOGLE_APP_ID=window.DRAWIO_GOOGLE_APP_ID||"184079235871",window.DRAWIO_GOOGLE_CLIENT_ID=window.DRAWIO_GOOGLE_CLIENT_ID||"184079235871-pjf5nn0lff27lk8qf0770gmffiv9gt61.apps.googleusercontent.com");"trello"==urlParams.mode&&(urlParams.tr="1"); "embed.diagrams.net"==window.location.hostname&&(urlParams.embed="1");(null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.open&&(window.location.hash=urlParams.open);window.urlParams=window.urlParams||{};window.DOM_PURIFY_CONFIG=window.DOM_PURIFY_CONFIG||{ADD_TAGS:["use"],FORBID_TAGS:["form"],ALLOWED_URI_REGEXP:/^((?!javascript:).)*$/i,ADD_ATTR:["target","content"]};window.MAX_REQUEST_SIZE=window.MAX_REQUEST_SIZE||10485760;window.MAX_AREA=window.MAX_AREA||225E6;window.EXPORT_URL=window.EXPORT_URL||"/export";window.SAVE_URL=window.SAVE_URL||"/save";window.OPEN_URL=window.OPEN_URL||"/open";window.RESOURCES_PATH=window.RESOURCES_PATH||"resources"; window.RESOURCE_BASE=window.RESOURCE_BASE||window.RESOURCES_PATH+"/grapheditor";window.STENCIL_PATH=window.STENCIL_PATH||"stencils";window.IMAGE_PATH=window.IMAGE_PATH||"images";window.STYLE_PATH=window.STYLE_PATH||"styles";window.CSS_PATH=window.CSS_PATH||"styles";window.OPEN_FORM=window.OPEN_FORM||"open.html";window.mxBasePath=window.mxBasePath||"mxgraph";window.mxImageBasePath=window.mxImageBasePath||"mxgraph/images";window.mxLanguage=window.mxLanguage||urlParams.lang; -window.mxLanguages=window.mxLanguages||["de","se"];var mxClient={VERSION:"20.3.7",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), +window.mxLanguages=window.mxLanguages||["de","se"];var mxClient={VERSION:"20.4.0",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), IS_OP:null!=navigator.userAgent&&(0<=navigator.userAgent.indexOf("Opera/")||0<=navigator.userAgent.indexOf("OPR/")),IS_OT:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Presto/")&&0>navigator.userAgent.indexOf("Presto/2.4.")&&0>navigator.userAgent.indexOf("Presto/2.3.")&&0>navigator.userAgent.indexOf("Presto/2.2.")&&0>navigator.userAgent.indexOf("Presto/2.1.")&&0>navigator.userAgent.indexOf("Presto/2.0.")&&0>navigator.userAgent.indexOf("Presto/1."),IS_SF:/Apple Computer, Inc/.test(navigator.vendor), IS_ANDROID:0<=navigator.appVersion.indexOf("Android"),IS_IOS:/iP(hone|od|ad)/.test(navigator.platform)||navigator.userAgent.match(/Mac/)&&navigator.maxTouchPoints&&2<navigator.maxTouchPoints,IS_WEBVIEW:/((iPhone|iPod|iPad).*AppleWebKit(?!.*Version)|; wv)/i.test(navigator.userAgent),IS_GC:/Google Inc/.test(navigator.vendor),IS_CHROMEAPP:null!=window.chrome&&null!=chrome.app&&null!=chrome.app.runtime,IS_FF:"undefined"!==typeof InstallTrigger,IS_MT:0<=navigator.userAgent.indexOf("Firefox/")&&0>navigator.userAgent.indexOf("Firefox/1.")&& 0>navigator.userAgent.indexOf("Firefox/2.")||0<=navigator.userAgent.indexOf("Iceweasel/")&&0>navigator.userAgent.indexOf("Iceweasel/1.")&&0>navigator.userAgent.indexOf("Iceweasel/2.")||0<=navigator.userAgent.indexOf("SeaMonkey/")&&0>navigator.userAgent.indexOf("SeaMonkey/1.")||0<=navigator.userAgent.indexOf("Iceape/")&&0>navigator.userAgent.indexOf("Iceape/1."),IS_SVG:"MICROSOFT INTERNET EXPLORER"!=navigator.appName.toUpperCase(),NO_FO:!document.createElementNS||"[object SVGForeignObjectElement]"!== @@ -466,7 +466,7 @@ mxSvgCanvas2D.prototype.addForeignObject=function(a,b,c,d,e,f,g,k,l,m,n,p,r,q,t) p),null!=a&&(u.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"),b=this.createElement("switch"),b.appendChild(u),b.appendChild(a),r.appendChild(b)));t.appendChild(r)}; mxSvgCanvas2D.prototype.updateTextNodes=function(a,b,c,d,e,f,g,k,l,m,n){var p=this.state.scale;mxSvgCanvas2D.createCss(c+this.foreignObjectPadding,d,e,f,g,k,l,null!=this.state.fontBackgroundColor?this.state.fontBackgroundColor:null,null!=this.state.fontBorderColor?this.state.fontBorderColor:null,"display: flex; align-items: unsafe "+(f==mxConstants.ALIGN_TOP?"flex-start":f==mxConstants.ALIGN_BOTTOM?"flex-end":"center")+"; justify-content: unsafe "+(e==mxConstants.ALIGN_LEFT?"flex-start":e==mxConstants.ALIGN_RIGHT? "flex-end":"center")+"; ",this.getTextCss(),p,mxUtils.bind(this,function(r,q,t,u,x){a+=this.state.dx;b+=this.state.dy;var A=n.firstChild,E=A.firstChild,C=E.firstChild,D=(this.rotateHtml?this.state.rotation:0)+(null!=m?m:0),B=(0!=this.foOffset?"translate("+this.foOffset+" "+this.foOffset+")":"")+(1!=p?"scale("+p+")":"");this.setCssText(C.firstChild,x);this.setCssText(C,u);C.setAttribute("data-drawio-colors","color: "+this.state.fontColor+"; "+(null==this.state.fontBackgroundColor?"":"background-color: "+ -this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));A.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");A.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");q=Math.round(b+q);0>q?A.setAttribute("y",q):(A.removeAttribute("y"),t+="padding-top: "+q+"px; ");this.setCssText(E,t+"margin-left: "+Math.round(a+r)+"px;");B+=0!=D?"rotate("+D+" "+a+" "+b+")":"";""!=B?n.setAttribute("transform",B):n.removeAttribute("transform"); +this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));A.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");A.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");q=Math.round(b+q);0>q?(A.setAttribute("y",q),t+="padding-top: 0; "):(A.removeAttribute("y"),t+="padding-top: "+q+"px; ");this.setCssText(E,t+"margin-left: "+Math.round(a+r)+"px;");B+=0!=D?"rotate("+D+" "+a+" "+b+")":"";""!=B?n.setAttribute("transform",B):n.removeAttribute("transform"); 1!=this.state.alpha?n.setAttribute("opacity",this.state.alpha):n.removeAttribute("opacity")}))}; mxSvgCanvas2D.createCss=function(a,b,c,d,e,f,g,k,l,m,n,p,r){p="box-sizing: border-box; font-size: 0; text-align: "+(c==mxConstants.ALIGN_LEFT?"left":c==mxConstants.ALIGN_RIGHT?"right":"center")+"; ";var q=mxUtils.getAlignmentAsPoint(c,d);c="overflow: hidden; ";var t="width: 1px; ",u="height: 1px; ",x=q.x*a;q=q.y*b;g?(t="width: "+Math.round(a)+"px; ",p+="max-height: "+Math.round(b)+"px; ",q=0):"fill"==f?(t="width: "+Math.round(a)+"px; ",u="height: "+Math.round(b)+"px; ",n+="width: 100%; height: 100%; ", p+="width: "+Math.round(a-2)+"px; "+u):"width"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",p+=t,q=0,0<b&&(p+="max-height: "+Math.round(b)+"px; ")):"block"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",c="",q=0,p+=t,"middle"==d&&(p+="max-height: "+Math.round(b)+"px; ")):(c="",q=0);b="";null!=k&&(b+="background-color: "+k+"; ");null!=l&&(b+="border: 1px solid "+l+"; ");""==c||g?n+=b:p+=b;e&&0<a?(n+="white-space: normal; word-wrap: "+mxConstants.WORD_WRAP+"; ",t="width: "+Math.round(a)+ @@ -3056,9 +3056,9 @@ DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.i DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,d){b(null)}; DrawioFile.prototype.loadDescriptor=function(b,d){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,d){this.loadDescriptor(mxUtils.bind(this,function(k){b(k)}),d)};DrawioFile.prototype.patchDescriptor=function(b,d){this.setDescriptorEtag(b,this.getDescriptorEtag(d));this.descriptorChanged()}; DrawioFile.prototype.startSync=function(){"auto"!=DrawioFile.SYNC&&"fast"!=DrawioFile.SYNC||"1"==urlParams.stealth||"1"!=urlParams.rt&&this.ui.editor.chromeless&&!this.ui.editor.editable||(null==this.sync&&(this.sync=new DrawioFileSync(this)),this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.ui.fireEvent(new mxEventObject("realtimeStateChanged"))})),this.sync.start())};DrawioFile.prototype.isConflict=function(){return!1}; -DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,d){b(null)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date};DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)}; -DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())};DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,d){this.setDescriptorEtag(b,d)}; -DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,d){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; +DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,d){b(null)};DrawioFile.prototype.getLatestVersionId=function(b,d){b(-1)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date}; +DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.getPullingInterval=function(){return 1E4};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())}; +DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,d){this.setDescriptorEtag(b,d)};DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,d){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; DrawioFile.prototype.installListeners=function(){null==this.changeListener&&(this.changeListener=mxUtils.bind(this,function(b,d){b=null!=d?d.getProperty("edit"):null;!this.changeListenerEnabled||!this.isEditable()||null!=b&&b.ignoreEdit||this.fileChanged()}),this.ui.editor.graph.model.addListener(mxEvent.CHANGE,this.changeListener),this.ui.editor.graph.addListener("gridSizeChanged",this.changeListener),this.ui.editor.graph.addListener("shadowVisibleChanged",this.changeListener),this.ui.addListener("pageFormatChanged", this.changeListener),this.ui.addListener("pageScaleChanged",this.changeListener),this.ui.addListener("backgroundColorChanged",this.changeListener),this.ui.addListener("backgroundImageChanged",this.changeListener),this.ui.addListener("foldingEnabledChanged",this.changeListener),this.ui.addListener("mathEnabledChanged",this.changeListener),this.ui.addListener("gridEnabledChanged",this.changeListener),this.ui.addListener("guidesEnabledChanged",this.changeListener),this.ui.addListener("tooltipsEnabledChanged", this.changeListener),this.ui.addListener("pageViewChanged",this.changeListener),this.ui.addListener("connectionPointsChanged",this.changeListener),this.ui.addListener("connectionArrowsChanged",this.changeListener))}; @@ -3381,7 +3381,7 @@ function(){null==this.page&&(this.page=this.ui.currentPage);if(this.page!=this.u this.shadowVisible)}}else Y.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible=!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var Z=document.createElement("canvas"),la=new Image;la.onload=function(){try{Z.getContext("2d").drawImage(la, 0,0);var q=Z.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=q&&6<q.length}catch(F){}};la.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(q){}Editor.prototype.useCanvasForExport=!1})(); (function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(d,k,l){l.ui=d.ui;return k};b.afterDecode=function(d,k,l){l.previousColor=l.color;l.previousImage=l.image;l.previousFormat=l.format;null!=l.foldingEnabled&&(l.foldingEnabled=!l.foldingEnabled);null!=l.mathEnabled&&(l.mathEnabled=!l.mathEnabled);null!=l.shadowVisible&&(l.shadowVisible=!l.shadowVisible);return l};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(d,k,l){l.ui=d.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.3.7";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= +(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(d,k,l){l.ui=d.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.4.0";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= null;EditorUi.ignoredAnonymizedChars="\n\t`~!@#$%^&*()_+{}|:\"<>?-=[];'./,\n\t";EditorUi.templateFile=TEMPLATE_PATH+"/index.xml";EditorUi.cacheUrl=window.REALTIME_URL;null==EditorUi.cacheUrl&&"undefined"!==typeof DrawioFile&&(DrawioFile.SYNC="none");Editor.cacheTimeout=1E4;EditorUi.enablePlantUml=EditorUi.enableLogging;EditorUi.isElectronApp=null!=window&&null!=window.process&&null!=window.process.versions&&null!=window.process.versions.electron;EditorUi.nativeFileSupport=!mxClient.IS_OP&&!EditorUi.isElectronApp&& "1"!=urlParams.extAuth&&"showSaveFilePicker"in window&&"showOpenFilePicker"in window;EditorUi.enableDrafts=!mxClient.IS_CHROMEAPP&&isLocalStorage&&"0"!=urlParams.drafts;EditorUi.scratchpadHelpLink="https://www.diagrams.net/doc/faq/scratchpad";EditorUi.enableHtmlEditOption=!0;EditorUi.defaultMermaidConfig={theme:"neutral",arrowMarkerAbsolute:!1,flowchart:{htmlLabels:!1},sequence:{diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35, mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(e,f,g,v,y,C,I){C=null!=C?C:0<=e.indexOf("NetworkError")||0<=e.indexOf("SecurityError")||0<=e.indexOf("NS_ERROR_FAILURE")||0<=e.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& diff --git a/src/main/webapp/mxgraph/mxClient.js b/src/main/webapp/mxgraph/mxClient.js index fcee289c..2bb2b322 100644 --- a/src/main/webapp/mxgraph/mxClient.js +++ b/src/main/webapp/mxgraph/mxClient.js @@ -1,4 +1,4 @@ -var mxClient={VERSION:"20.3.7",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), +var mxClient={VERSION:"20.4.0",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), IS_OP:null!=navigator.userAgent&&(0<=navigator.userAgent.indexOf("Opera/")||0<=navigator.userAgent.indexOf("OPR/")),IS_OT:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Presto/")&&0>navigator.userAgent.indexOf("Presto/2.4.")&&0>navigator.userAgent.indexOf("Presto/2.3.")&&0>navigator.userAgent.indexOf("Presto/2.2.")&&0>navigator.userAgent.indexOf("Presto/2.1.")&&0>navigator.userAgent.indexOf("Presto/2.0.")&&0>navigator.userAgent.indexOf("Presto/1."),IS_SF:/Apple Computer, Inc/.test(navigator.vendor), IS_ANDROID:0<=navigator.appVersion.indexOf("Android"),IS_IOS:/iP(hone|od|ad)/.test(navigator.platform)||navigator.userAgent.match(/Mac/)&&navigator.maxTouchPoints&&2<navigator.maxTouchPoints,IS_WEBVIEW:/((iPhone|iPod|iPad).*AppleWebKit(?!.*Version)|; wv)/i.test(navigator.userAgent),IS_GC:/Google Inc/.test(navigator.vendor),IS_CHROMEAPP:null!=window.chrome&&null!=chrome.app&&null!=chrome.app.runtime,IS_FF:"undefined"!==typeof InstallTrigger,IS_MT:0<=navigator.userAgent.indexOf("Firefox/")&&0>navigator.userAgent.indexOf("Firefox/1.")&& 0>navigator.userAgent.indexOf("Firefox/2.")||0<=navigator.userAgent.indexOf("Iceweasel/")&&0>navigator.userAgent.indexOf("Iceweasel/1.")&&0>navigator.userAgent.indexOf("Iceweasel/2.")||0<=navigator.userAgent.indexOf("SeaMonkey/")&&0>navigator.userAgent.indexOf("SeaMonkey/1.")||0<=navigator.userAgent.indexOf("Iceape/")&&0>navigator.userAgent.indexOf("Iceape/1."),IS_SVG:"MICROSOFT INTERNET EXPLORER"!=navigator.appName.toUpperCase(),NO_FO:!document.createElementNS||"[object SVGForeignObjectElement]"!== @@ -353,7 +353,7 @@ mxSvgCanvas2D.prototype.addForeignObject=function(a,b,c,d,e,f,g,k,l,m,n,p,q,r,t) p),null!=a&&(u.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"),b=this.createElement("switch"),b.appendChild(u),b.appendChild(a),q.appendChild(b)));t.appendChild(q)}; mxSvgCanvas2D.prototype.updateTextNodes=function(a,b,c,d,e,f,g,k,l,m,n){var p=this.state.scale;mxSvgCanvas2D.createCss(c+this.foreignObjectPadding,d,e,f,g,k,l,null!=this.state.fontBackgroundColor?this.state.fontBackgroundColor:null,null!=this.state.fontBorderColor?this.state.fontBorderColor:null,"display: flex; align-items: unsafe "+(f==mxConstants.ALIGN_TOP?"flex-start":f==mxConstants.ALIGN_BOTTOM?"flex-end":"center")+"; justify-content: unsafe "+(e==mxConstants.ALIGN_LEFT?"flex-start":e==mxConstants.ALIGN_RIGHT? "flex-end":"center")+"; ",this.getTextCss(),p,mxUtils.bind(this,function(q,r,t,u,x){a+=this.state.dx;b+=this.state.dy;var y=n.firstChild,C=y.firstChild,A=C.firstChild,B=(this.rotateHtml?this.state.rotation:0)+(null!=m?m:0),z=(0!=this.foOffset?"translate("+this.foOffset+" "+this.foOffset+")":"")+(1!=p?"scale("+p+")":"");this.setCssText(A.firstChild,x);this.setCssText(A,u);A.setAttribute("data-drawio-colors","color: "+this.state.fontColor+"; "+(null==this.state.fontBackgroundColor?"":"background-color: "+ -this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));y.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");y.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");r=Math.round(b+r);0>r?y.setAttribute("y",r):(y.removeAttribute("y"),t+="padding-top: "+r+"px; ");this.setCssText(C,t+"margin-left: "+Math.round(a+q)+"px;");z+=0!=B?"rotate("+B+" "+a+" "+b+")":"";""!=z?n.setAttribute("transform",z):n.removeAttribute("transform"); +this.state.fontBackgroundColor+"; ")+(null==this.state.fontBorderColor?"":"border-color: "+this.state.fontBorderColor+"; "));y.setAttribute("width",Math.ceil(1/Math.min(1,p)*100)+"%");y.setAttribute("height",Math.ceil(1/Math.min(1,p)*100)+"%");r=Math.round(b+r);0>r?(y.setAttribute("y",r),t+="padding-top: 0; "):(y.removeAttribute("y"),t+="padding-top: "+r+"px; ");this.setCssText(C,t+"margin-left: "+Math.round(a+q)+"px;");z+=0!=B?"rotate("+B+" "+a+" "+b+")":"";""!=z?n.setAttribute("transform",z):n.removeAttribute("transform"); 1!=this.state.alpha?n.setAttribute("opacity",this.state.alpha):n.removeAttribute("opacity")}))}; mxSvgCanvas2D.createCss=function(a,b,c,d,e,f,g,k,l,m,n,p,q){p="box-sizing: border-box; font-size: 0; text-align: "+(c==mxConstants.ALIGN_LEFT?"left":c==mxConstants.ALIGN_RIGHT?"right":"center")+"; ";var r=mxUtils.getAlignmentAsPoint(c,d);c="overflow: hidden; ";var t="width: 1px; ",u="height: 1px; ",x=r.x*a;r=r.y*b;g?(t="width: "+Math.round(a)+"px; ",p+="max-height: "+Math.round(b)+"px; ",r=0):"fill"==f?(t="width: "+Math.round(a)+"px; ",u="height: "+Math.round(b)+"px; ",n+="width: 100%; height: 100%; ", p+="width: "+Math.round(a-2)+"px; "+u):"width"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",p+=t,r=0,0<b&&(p+="max-height: "+Math.round(b)+"px; ")):"block"==f?(t="width: "+Math.round(a-2)+"px; ",n+="width: 100%; ",c="",r=0,p+=t,"middle"==d&&(p+="max-height: "+Math.round(b)+"px; ")):(c="",r=0);b="";null!=k&&(b+="background-color: "+k+"; ");null!=l&&(b+="border: 1px solid "+l+"; ");""==c||g?n+=b:p+=b;e&&0<a?(n+="white-space: normal; word-wrap: "+mxConstants.WORD_WRAP+"; ",t="width: "+Math.round(a)+ diff --git a/src/main/webapp/resources/dia_ca.txt b/src/main/webapp/resources/dia_ca.txt index 06d04370..d7b4d477 100644 --- a/src/main/webapp/resources/dia_ca.txt +++ b/src/main/webapp/resources/dia_ca.txt @@ -641,7 +641,7 @@ restoring=Recuperant retryingIn=Reintentant en {1} segon(s) retryingLoad=Cà rrega fallida. Reintentant... retryingLogin=Temps d'accés esgotat. Reintentant... -reverse=Revertir +reverse=Reverteix revision=Revisió revisionHistory=Historial de revisions rhombus=Rombe @@ -1208,4 +1208,4 @@ confAHugeInstances=Instà ncies molt grans confAHugeInstancesDesc=Si aquesta instà ncia inclou més de 100.000 pà gines, és més rà pid sol·licitar la llista de pà gines de la instà ncia actual a Atlassian. Poseu-vos en contacte amb el nostre suport per obtenir més detalls. choosePageIDsFile=Trieu el fitxer csv d'identificadors de pà gina actuals chooseDrawioPsgesFile=Trieu pà gines amb el fitxer csv de diagrames draw.io -private=Private +private=Privat diff --git a/src/main/webapp/resources/dia_fi.txt b/src/main/webapp/resources/dia_fi.txt index aa7bb037..f58584f4 100644 --- a/src/main/webapp/resources/dia_fi.txt +++ b/src/main/webapp/resources/dia_fi.txt @@ -59,7 +59,7 @@ background=Tausta backgroundColor=Taustaväri backgroundImage=Taustakuva basic=Perus -beta=beta +beta=beeta blankDrawing=Tyhjä piirustus blankDiagram=Tyhjä kaavio block=Lohko @@ -126,7 +126,7 @@ clearWaypoints=Poista reittipisteet clipart=Clipart close=Sulje closingFile=Tiedostoa suljetaan -realtimeCollaboration=Real-Time Collaboration +realtimeCollaboration=Reaaliaikainen yhteistyö collaborator=Yhteiskäyttäjä collaborators=Yhteiskäyttäjät collapse=Pienennä @@ -429,7 +429,7 @@ ios=iOS italic=Kursivoitu kennedy=Kennedy keyboardShortcuts=Pikanäppäimet -labels=Labels +labels=Tunnisteet layers=Tasot landscape=Vaakasuunta language=Kieli @@ -688,12 +688,12 @@ shadow=Varjostus shape=Muoto shapes=Muodot share=Jaa -shareCursor=Share Mouse Cursor +shareCursor=Jaa hiiren osoitin shareLink=Linkki jaettuun muokkaukseen sharingAvailable=Jakaminen käytettävissä Google Drive- ja OneDrive-tiedostoille. sharp=Terävä show=Näytä -showRemoteCursors=Show Remote Mouse Cursors +showRemoteCursors=Näytä etähiiren osoittimet showStartScreen=Näytä aloitusnäyttö sidebarTooltip=Napsauta laajentaaksesi. Vedä ja pudota muotoja kaavioon. Vaihto+klikkaa vaihtaaksesi valinnan. Alt+klikkaa lisätäksesi ja yhdistääksesi. signs=Merkit @@ -703,7 +703,7 @@ simpleArrow=Yksinkertainen nuoli simpleViewer=Yksinkertainen katseluohjelma size=Koko sketch=Piirros -snapToGrid=Snap to Grid +snapToGrid=Kohdista ruudukkoon solid=Yhtenäinen sourceSpacing=Lähteen väli south=Etelä @@ -760,7 +760,7 @@ uml=UML underline=Alleviivaa undo=Kumoa ungroup=Pura ryhmittely -unmerge=Unmerge +unmerge=Poista yhdistäminen unsavedChanges=Tallentamattomat muutokset unsavedChangesClickHereToSave=Tallentamattomia muutoksia. Napsauta tästä tallentaaksesi. untitled=Nimetön @@ -986,9 +986,9 @@ hiResPreview=Korkearesoluutioinen esikatselu officeNotLoggedGD=Et ole kirjautunut Google Driveen. Avaa draw.io-tehtäväruutu ja kirjaudu sisään ensin. officePopupInfo=Suorita prosessi loppuun ponnahdusikkunassa. pickODFile=Valitse OneDrive-tiedosto -createODFile=Create OneDrive File +createODFile=Luo OneDrive-tiedosto pickGDriveFile=Valitse Google Drive -tiedosto -createGDriveFile=Create Google Drive File +createGDriveFile=Luo Google Drive -tiedosto pickDeviceFile=Valitse laitetiedosto vsdNoConfig="vsdurl" ei ole määritetty ruler=Viivain @@ -1178,34 +1178,34 @@ viewerOnlyMsg=Et voi muokata kaavioita mobiilialustalla, käytä työpöytäohje website=Verkkosivusto check4Updates=Tarkista päivitykset attWriteFailedRetry={1}: Liitteen kirjoitus epäonnistui, yritetään uudelleen {2} sekunnin kuluttua... -confPartialPageList=We couldn't fetch all pages due to an error in Confluence. Continuing using {1} pages only. -spellCheck=Spell checker -noChange=No Change -lblToSvg=Convert labels to SVG -txtSettings=Text Settings -LinksLost=Links will be lost -arcSize=Arc Size -editConnectionPoints=Edit Connection Points -notInOffline=Not supported while offline -notInDesktop=Not supported in Desktop App -confConfigSpaceArchived=draw.io Configuration space (DRAWIOCONFIG) is archived. Please restore it first. -confACleanOldVerStarted=Cleaning old diagram draft versions started -confACleanOldVerDone=Cleaning old diagram draft versions finished -confACleaningFile=Cleaning diagram draft "{1}" old versions -confAFileCleaned=Cleaning diagram draft "{1}" done -confAFileCleanFailed=Cleaning diagram draft "{1}" failed -confACleanOnly=Clean Diagram Drafts Only -brush=Brush -openDevTools=Open Developer Tools -autoBkp=Automatic Backup -confAIgnoreCollectErr=Ignore collecting current pages errors -drafts=Drafts -draftSaveInt=Draft save interval [sec] (0 to disable) -pluginsDisabled=External plugins disabled. -extExpNotConfigured=External image service is not configured -pathFilename=Path/Filename -confAHugeInstances=Very Large Instances -confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. -choosePageIDsFile=Choose current page IDs csv file -chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file -private=Private +confPartialPageList=Emme voineet noutaa kaikkia sivuja Confluence-virheen vuoksi. Jatketaan vain {1} sivun käyttämistä. +spellCheck=Oikoluvun tarkistus +noChange=Ei muutosta +lblToSvg=Muunna tunnisteet SVG-muotoon +txtSettings=Tekstiasetukset +LinksLost=Linkit katoavat +arcSize=Kaaren koko +editConnectionPoints=Muokkaa yhteyspisteitä +notInOffline=Ei tueta offline-tilassa +notInDesktop=Ei tueta työpöytäsovelluksessa +confConfigSpaceArchived=draw.io-määritystila (DRAWIOCONFIG) on arkistoitu. Palauta se ensin. +confACleanOldVerStarted=Vanhojen kaavioluonnosversioiden puhdistus aloitettu +confACleanOldVerDone=Vanhojen kaavioluonnosversioiden puhdistus valmis +confACleaningFile=Kaavion "{1}" vanhojen versioiden puhdistus +confAFileCleaned=Kaavion luonnoksen "{1}" puhdistaminen valmis +confAFileCleanFailed=Kaavion luonnoksen "{1}" puhdistaminen epäonnistui +confACleanOnly=Puhdista vain kaavioluonnokset +brush=Sivellin +openDevTools=Avaa kehittäjätyökalut +autoBkp=Automaattinen varmuuskopiointi +confAIgnoreCollectErr=Ohita nykyisten sivujen keräämisvirheet +drafts=Luonnokset +draftSaveInt=Luonnoksen tallennusväli [s] (0 poistaa käytöstä) +pluginsDisabled=Ulkoiset laajennukset poistettu käytöstä. +extExpNotConfigured=Ulkoista kuvapalvelua ei ole määritetty +pathFilename=Polku/tiedostonimi +confAHugeInstances=Erittäin suuret tapaukset +confAHugeInstancesDesc=Jos tämä ilmentymä sisältää yli 100 000 sivua, on nopeampaa pyytää nykyinen ilmentymäsivuluettelo Atlassianilta. Ota yhteyttä tukeemme saadaksesi lisätietoja. +choosePageIDsFile=Valitse nykyisten sivutunnusten csv-tiedosto +chooseDrawioPsgesFile=Valitse sivut draw.io-kaavioiden csv-tiedostolla +private=Yksityinen diff --git a/src/main/webapp/resources/dia_pt-br.txt b/src/main/webapp/resources/dia_pt-br.txt index 95534b09..27231ad7 100644 --- a/src/main/webapp/resources/dia_pt-br.txt +++ b/src/main/webapp/resources/dia_pt-br.txt @@ -1157,13 +1157,13 @@ matchesRepl={1} matches replaced draftErrDataLoss=An error occurred while reading the draft file. The diagram cannot be edited now to prevent any possible data loss. Please try again later or contact support. ibm=IBM linkToDiagramHint=Add a link to this diagram. The diagram can only be edited from the page that owns it. -linkToDiagram=Link to Diagram +linkToDiagram=Link do Diagrama changedBy=Changed By lastModifiedOn=Última modificação em -searchResults=Search Results +searchResults=Resultados da Busca showAllTemps=Mostrar todos os modelos notionToken=Token do Notion -selectDB=Select Database +selectDB=Selecionar Banco de Dados noDBs=No Databases diagramEdited={1} diagram "{2}" edited confDraftPermissionErr=O rascunho não pode ser editado. 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b/src/main/webapp/stencils/electrical/miscellaneous.xml index bef62622..528f5018 100644 --- a/src/main/webapp/stencils/electrical/miscellaneous.xml +++ b/src/main/webapp/stencils/electrical/miscellaneous.xml @@ -880,6 +880,57 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="39" name="Igniter Plug2" strokewidth="inherit" w="72"> + <connections> + <constraint name="N" perimeter="0" x="0.54" y="0"/> + <constraint name="S" perimeter="0" x="0.54" y="0.67"/> + <constraint name="W" perimeter="0" x="0" y="0.33"/> + </connections> + <foreground> + <rect h="26" w="40" x="19" y="0"/> + <fillstroke/> + <path> + <move x="19" y="3"/> + <line x="17" y="3"/> + <arc large-arc-flag="0" rx="2" ry="2" sweep-flag="0" x="15" x-axis-rotation="0" y="5"/> + <line x="15" y="21"/> + <arc large-arc-flag="0" rx="2" ry="2" sweep-flag="0" x="17" x-axis-rotation="0" y="23"/> + <line x="19" y="23"/> + <close/> + </path> + <fillstroke/> + <path> + <move x="54" y="13"/> + <line x="67" y="13"/> + <line x="67" y="33"/> + <move x="62" y="33"/> + <line x="72" y="33"/> + <move x="64" y="36"/> + <line x="70" y="36"/> + <move x="66" y="39"/> + <line x="68" y="39"/> + <move x="7" y="9"/> + <arc large-arc-flag="0" rx="4" ry="4" sweep-flag="0" x="7" x-axis-rotation="0" y="17"/> + <move x="8" y="9"/> + <arc large-arc-flag="0" rx="4" ry="4" sweep-flag="1" x="8" x-axis-rotation="0" y="17"/> + <move x="0" y="13"/> + <line x="24" y="13"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="24" y="9"/> + <line x="34" y="13"/> + <line x="24" y="17"/> + <close/> + <move x="54" y="9"/> + <line x="54" y="17"/> + <line x="44" y="13"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="50" name="Illuminating Bulb" strokewidth="inherit" w="60"> <connections> <constraint name="in" perimeter="0" x="0" y="0.5"/> @@ -1231,6 +1282,35 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="65" name="Normalled Jack2" strokewidth="inherit" w="110"> + <connections> + <constraint name="E" perimeter="0" x="1" y="0.31"/> + <constraint name="S" perimeter="0" x="0.73" y="1"/> + </connections> + <foreground> + <rect h="50" w="15" x="0" y="0"/> + <fillstroke/> + <ellipse h="10" w="10" x="100" y="15"/> + <fillstroke/> + <path> + <move x="30" y="20"/> + <line x="40" y="30"/> + <line x="50" y="20"/> + <line x="100" y="20"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="80" y="21"/> + <line x="75" y="31"/> + <line x="85" y="31"/> + <close/> + <move x="80" y="30"/> + <line x="80" y="65"/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="65" name="Normalled Jacks" strokewidth="inherit" w="230"> <connections> <constraint name="W" perimeter="0" x="0" y="0.305"/> @@ -1274,6 +1354,49 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="65" name="Normalled Jacks2" strokewidth="inherit" w="230"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.305"/> + <constraint name="E" perimeter="0" x="1" y="0.305"/> + </connections> + <foreground> + <rect h="50" w="15" x="85" y="0"/> + <fillstroke/> + <ellipse h="10" w="10" x="0" y="15"/> + <fillstroke/> + <path> + <move x="70" y="20"/> + <line x="60" y="30"/> + <line x="50" y="20"/> + <line x="10" y="20"/> + <move x="160" y="20"/> + <line x="170" y="30"/> + <line x="180" y="20"/> + <line x="220" y="20"/> + <move x="20" y="22"/> + <line x="20" y="65"/> + <line x="210" y="65"/> + <line x="210" y="22"/> + </path> + <stroke/> + <rect h="50" w="15" x="130" y="0"/> + <fillstroke/> + <ellipse h="10" w="10" x="220" y="15"/> + <fillstroke/> + <fillcolor color="stroke"/> + <path> + <move x="20" y="21"/> + <line x="15" y="31"/> + <line x="25" y="31"/> + <close/> + <move x="210" y="21"/> + <line x="205" y="31"/> + <line x="215" y="31"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="70" name="Permanent Magnet" strokewidth="inherit" w="20"> <connections> <constraint name="W" perimeter="0" x="0" y="0.5"/> diff --git a/src/main/webapp/stencils/electrical/transmission.xml b/src/main/webapp/stencils/electrical/transmission.xml index d33695d5..818d5174 100644 --- a/src/main/webapp/stencils/electrical/transmission.xml +++ b/src/main/webapp/stencils/electrical/transmission.xml @@ -257,6 +257,44 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="80" name="Optical Fiber2" strokewidth="inherit" w="130"> + <connections> + <constraint name="N" perimeter="0" x="0.5" y="0"/> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + <constraint name="W" perimeter="0" x="0" y="0.5"/> + <constraint name="E" perimeter="0" x="1" y="0.5"/> + </connections> + <foreground> + <path> + <move x="0" y="40"/> + <line x="25" y="40"/> + <move x="105" y="40"/> + <line x="130" y="40"/> + </path> + <stroke/> + <ellipse h="80" w="80" x="25" y="0"/> + <fillstroke/> + <path> + <move x="35" y="50"/> + <line x="65" y="20"/> + <move x="55" y="68.88"/> + <line x="85" y="38.88"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="59.5" y="15.5"/> + <line x="76" y="9"/> + <line x="70" y="25"/> + <close/> + <move x="79.5" y="34.38"/> + <line x="96" y="27.88"/> + <line x="90" y="43.88"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="136.29" name="Overground Enclosure" strokewidth="inherit" w="130"> <connections> <constraint name="N" perimeter="0" x="0.5" y="0.05"/> diff --git a/src/main/webapp/stencils/floorplan.xml b/src/main/webapp/stencils/floorplan.xml index 41103415..ab389dc0 100644 --- a/src/main/webapp/stencils/floorplan.xml +++ b/src/main/webapp/stencils/floorplan.xml @@ -34,6 +34,40 @@ <fill/> </foreground> </shape> +<shape aspect="variable" h="60" name="Bathtub2" strokewidth="inherit" w="180"> + <connections/> + <background> + <rect h="60" w="180" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="10" y="15"/> + <arc large-arc-flag="0" rx="10" ry="10" sweep-flag="1" x="20" x-axis-rotation="0" y="5"/> + <line x="125" y="5"/> + <arc large-arc-flag="0" rx="30" ry="20" sweep-flag="1" x="155" x-axis-rotation="0" y="25"/> + <line x="155" y="35"/> + <arc large-arc-flag="0" rx="30" ry="20" sweep-flag="1" x="125" x-axis-rotation="0" y="55"/> + <line x="20" y="55"/> + <arc large-arc-flag="0" rx="10" ry="10" sweep-flag="1" x="10" x-axis-rotation="0" y="45"/> + <close/> + </path> + <stroke/> + <path> + <move x="0" y="16"/> + <line x="2" y="16"/> + <arc large-arc-flag="0" rx="3" ry="15" sweep-flag="1" x="5" x-axis-rotation="0" y="30"/> + <arc large-arc-flag="0" rx="3" ry="15" sweep-flag="1" x="2" x-axis-rotation="0" y="44"/> + <line x="0" y="44"/> + </path> + <stroke/> + <roundrect arcsize="50" h="4" w="18" x="1.5" y="28"/> + <fillstroke/> + <fillcolor color="stroke"/> + <ellipse h="8" w="8" x="21" y="26"/> + <fill/> + </foreground> +</shape> <shape aspect="variable" h="180" name="Bed Double" strokewidth="inherit" w="200"> <connections/> <background> @@ -976,6 +1010,29 @@ <fill/> </foreground> </shape> +<shape aspect="variable" h="100" name="Shower2" strokewidth="inherit" w="100"> + <connections/> + <background> + <rect h="100" w="100" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <roundrect arcsize="9.52" h="84" w="84" x="8" y="8"/> + <stroke/> + <path> + <move x="94" y="9"/> + <arc large-arc-flag="0" rx="75" ry="75" sweep-flag="0" x="79" x-axis-rotation="0" y="28"/> + <arc large-arc-flag="1" rx="5" ry="5" sweep-flag="1" x="72" x-axis-rotation="0" y="21"/> + <arc large-arc-flag="0" rx="75" ry="75" sweep-flag="0" x="91" x-axis-rotation="0" y="6"/> + <arc large-arc-flag="0" rx="2" ry="2" sweep-flag="1" x="94" x-axis-rotation="0" y="9"/> + <close/> + </path> + <fillstroke/> + <fillcolor color="stroke"/> + <ellipse h="10" w="10" x="15" y="75"/> + <fill/> + </foreground> +</shape> <shape aspect="variable" h="35" name="Sink 1" strokewidth="inherit" w="40"> <connections/> <background> @@ -1020,6 +1077,28 @@ <stroke/> </foreground> </shape> +<shape aspect="variable" h="35" name="Sink 22" strokewidth="inherit" w="40"> + <connections/> + <background> + <save/> + <roundrect arcsize="11.43" h="35" w="40" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <roundrect arcsize="14.29" h="21" w="32" x="4" y="10"/> + <stroke/> + <fillcolor color="stroke"/> + <ellipse h="5" w="5" x="17.5" y="16.5"/> + <fill/> + <restore/> + <rect/> + <stroke/> + <roundrect arcsize="50" h="16" w="4" x="18" y="3"/> + <fillstroke/> + <roundrect arcsize="50" h="11" w="4" x="18" y="3"/> + <stroke/> + </foreground> +</shape> <shape aspect="variable" h="35" name="Sink Double" strokewidth="inherit" w="80"> <connections/> <background> @@ -1042,6 +1121,28 @@ <fill/> </foreground> </shape> +<shape aspect="variable" h="35" name="Sink Double2" strokewidth="inherit" w="80"> + <connections/> + <background> + <roundrect arcsize="11.43" h="35" w="80" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <roundrect arcsize="14.29" h="21" w="32" x="4" y="10"/> + <stroke/> + <roundrect arcsize="50" h="16" w="4" x="38" y="3"/> + <fillstroke/> + <roundrect arcsize="50" h="11" w="4" x="38" y="3"/> + <stroke/> + <roundrect arcsize="14.29" h="21" w="32" x="44" y="10"/> + <stroke/> + <fillcolor color="stroke"/> + <ellipse h="5" w="5" x="27.5" y="14.5"/> + <fill/> + <ellipse h="5" w="5" x="47.5" y="14.5"/> + <fill/> + </foreground> +</shape> <shape aspect="variable" h="80" name="Sofa" strokewidth="inherit" w="90"> <connections/> <background> diff --git a/src/main/webapp/stencils/pid/crushers_grinding.xml b/src/main/webapp/stencils/pid/crushers_grinding.xml index e07db2b2..9ac03324 100644 --- a/src/main/webapp/stencils/pid/crushers_grinding.xml +++ b/src/main/webapp/stencils/pid/crushers_grinding.xml @@ -382,4 +382,50 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="60" name="Mill (Vibration)2" strokewidth="inherit" w="100"> + <connections> + <constraint name="N" perimeter="0" x="0.5" y="0"/> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <path> + <move x="0" y="0"/> + <line x="100" y="0"/> + <line x="80" y="60"/> + <line x="20" y="60"/> + <close/> + </path> + </background> + <foreground> + <fillstroke/> + <path> + <move x="25" y="0"/> + <line x="8" y="25"/> + <move x="75" y="0"/> + <line x="92" y="25"/> + </path> + <stroke/> + <ellipse h="40" w="40" x="30" y="10"/> + <stroke/> + <path> + <move x="50" y="25"/> + <line x="60" y="25"/> + <move x="40" y="35"/> + <line x="50" y="35"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="50" y="22.5"/> + <line x="50" y="27.5"/> + <line x="42" y="25"/> + <close/> + <move x="50" y="32.5"/> + <line x="50" y="37.5"/> + <line x="58" y="35"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> </shapes>
\ No newline at end of file diff --git a/src/main/webapp/stencils/pid/fittings.xml b/src/main/webapp/stencils/pid/fittings.xml index ba53e25a..db7c58a4 100644 --- a/src/main/webapp/stencils/pid/fittings.xml +++ b/src/main/webapp/stencils/pid/fittings.xml @@ -14,6 +14,21 @@ <stroke/> </foreground> </shape> +<shape aspect="variable" h="140" name="Blind Disc2" strokewidth="inherit" w="40"> + <connections/> + <background> + <ellipse h="40" w="40" x="0" y="0"/> + </background> + <foreground> + <fillcolor color="stroke"/> + <fillstroke/> + <path> + <move x="20" y="40"/> + <line x="20" y="140"/> + </path> + <stroke/> + </foreground> +</shape> <shape aspect="variable" h="100" name="Breakthrough" strokewidth="inherit" w="38"> <connections> <constraint name="W" perimeter="0" x="0" y="0.5"/> @@ -71,6 +86,63 @@ <stroke/> </foreground> </shape> +<shape aspect="variable" h="100" name="Breakthrough2" strokewidth="inherit" w="38"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.5"/> + <constraint name="E" perimeter="0" x="1" y="0.5"/> + </connections> + <background> + <save/> + <rect h="50" w="4" x="0" y="25"/> + </background> + <foreground> + <fillcolor color="stroke"/> + <fillstroke/> + <rect h="50" w="4" x="34" y="25"/> + <fillstroke/> + <restore/> + <rect/> + <stroke/> + <path> + <move x="4" y="0"/> + <line x="4" y="35"/> + <line x="34" y="35"/> + <line x="34" y="0"/> + <move x="4" y="100"/> + <line x="4" y="65"/> + <line x="34" y="65"/> + <line x="34" y="100"/> + </path> + <fillstroke/> + <path> + <move x="4" y="10"/> + <line x="14" y="0"/> + <move x="4" y="20"/> + <line x="24" y="0"/> + <move x="4" y="30"/> + <line x="34" y="0"/> + <move x="9" y="35"/> + <line x="34" y="10"/> + <move x="19" y="35"/> + <line x="34" y="20"/> + <move x="29" y="35"/> + <line x="34" y="30"/> + <move x="4" y="75"/> + <line x="14" y="65"/> + <move x="4" y="85"/> + <line x="24" y="65"/> + <move x="4" y="95"/> + <line x="34" y="65"/> + <move x="9" y="100"/> + <line x="34" y="75"/> + <move x="19" y="100"/> + <line x="34" y="85"/> + <move x="29" y="100"/> + <line x="34" y="95"/> + </path> + <stroke/> + </foreground> +</shape> <shape aspect="variable" h="100" name="Clamped Flange Coupling" strokewidth="inherit" w="50"> <connections> <constraint name="W" perimeter="0" x="0.2" y="0.5"/> @@ -393,6 +465,23 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="140" name="Interchangeable Disc (Blind Disc)2" strokewidth="inherit" w="40"> + <connections/> + <background> + <ellipse h="40" w="40" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="20" y="40"/> + <line x="20" y="140"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <ellipse h="40" w="40" x="0" y="40"/> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="140" name="Interchangeable Disc (Open Disc In Function)" strokewidth="inherit" w="40"> <connections/> <background> @@ -410,6 +499,23 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="140" name="Interchangeable Disc (Open Disc In Function)2" strokewidth="inherit" w="40"> + <connections/> + <background> + <ellipse h="40" w="40" x="0" y="40"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="20" y="80"/> + <line x="20" y="140"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <ellipse h="40" w="40" x="0" y="0"/> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="140" name="Open Disc" strokewidth="inherit" w="40"> <connections/> <background> @@ -441,6 +547,23 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="140" name="Orifice Plate2" strokewidth="inherit" w="40"> + <connections/> + <background> + <ellipse h="40" w="40" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="20" y="40"/> + <line x="20" y="140"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <ellipse h="8" w="8" x="16" y="16"/> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="50" name="Reducer" strokewidth="inherit" w="70"> <connections> <constraint name="W" perimeter="0" x="0" y="0.5"/> @@ -497,6 +620,25 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="104.92" name="Self-Operating Release Valve2" strokewidth="inherit" w="104.97"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.5"/> + <constraint name="E" perimeter="0" x="0.955" y="0.5"/> + </connections> + <background> + <ellipse h="100" w="100" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <fillcolor color="stroke"/> + <path> + <move x="85.4" y="14.6"/> + <arc large-arc-flag="1" rx="50" ry="50" sweep-flag="1" x="14.7" x-axis-rotation="0" y="85.4"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="100" name="Silencer" strokewidth="inherit" w="140"> <connections> <constraint name="W" perimeter="0" x="0" y="0.5"/> diff --git a/src/main/webapp/stencils/pid/misc.xml b/src/main/webapp/stencils/pid/misc.xml index 01a8eae5..0cd855eb 100644 --- a/src/main/webapp/stencils/pid/misc.xml +++ b/src/main/webapp/stencils/pid/misc.xml @@ -118,6 +118,23 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="32" name="Back Draft Damper2" strokewidth="inherit" w="62"> + <connections/> + <background> + <rect h="30" w="60" x="2" y="2"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="2" y="2"/> + <line x="62" y="32"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <ellipse h="4" w="4" x="0" y="0"/> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="100" name="Bag Filling Machine" strokewidth="inherit" w="80"> <connections/> <background> @@ -156,6 +173,44 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="100" name="Bag Filling Machine2" strokewidth="inherit" w="80"> + <connections/> + <background> + <rect h="100" w="80" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <rect h="35" w="25" x="10" y="20"/> + <stroke/> + <rect h="35" w="25" x="45" y="20"/> + <stroke/> + <path> + <move x="75" y="80"/> + <line x="20" y="80"/> + <move x="22.5" y="19.5"/> + <line x="15" y="10"/> + <line x="30" y="10"/> + <close/> + <move x="22.5" y="10"/> + <line x="22.5" y="20"/> + <move x="57.5" y="19.5"/> + <line x="50" y="10"/> + <line x="65" y="10"/> + <close/> + <move x="57.5" y="10"/> + <line x="57.5" y="20"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="20" y="77"/> + <line x="20" y="83"/> + <line x="9" y="80"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="98" name="Belt Skimmer" strokewidth="inherit" w="70"> <connections/> <background> @@ -373,6 +428,28 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="60" name="Conveyor2" strokewidth="inherit" w="200"> + <connections> + <constraint name="N" perimeter="0" x="0.1" y="0"/> + <constraint name="S" perimeter="0" x="0.9" y="1"/> + </connections> + <background> + <rect h="60" w="200" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <fillcolor color="stroke"/> + <path> + <move x="20" y="30"/> + <line x="115" y="30"/> + <move x="115" y="20"/> + <line x="115" y="40"/> + <line x="150" y="30"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="50" name="Conveyor (Belt)" strokewidth="inherit" w="200"> <connections> <constraint name="N" perimeter="0" x="0.125" y="0"/> @@ -443,6 +520,42 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="80" name="Conveyor (Belt, Closed, Reversible)2" strokewidth="inherit" w="240"> + <connections> + <constraint name="N" perimeter="0" x="0.5" y="0"/> + <constraint name="W" perimeter="0" x="0" y="0.5"/> + <constraint name="E" perimeter="0" x="1" y="0.5"/> + </connections> + <background> + <rect h="80" w="240" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <rect h="50" w="150" x="45" y="15"/> + <stroke/> + <ellipse h="50" w="50" x="20" y="15"/> + <fillstroke/> + <ellipse h="50" w="50" x="170" y="15"/> + <fillstroke/> + <path> + <move x="105" y="40"/> + <line x="135" y="40"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="135" y="35"/> + <line x="135" y="45"/> + <line x="151.2" y="40"/> + <close/> + <move x="105" y="35"/> + <line x="105" y="45"/> + <line x="90" y="40"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="80" name="Conveyor (Chain, Closed)" strokewidth="inherit" w="240"> <connections> <constraint name="N" perimeter="0" x="0.19" y="0"/> @@ -523,6 +636,37 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="80" name="Conveyor (Vibrating, Closed)2" strokewidth="inherit" w="240"> + <connections> + <constraint name="N" perimeter="0" x="0.1" y="0"/> + <constraint name="S" perimeter="0" x="0.94" y="1"/> + </connections> + <background> + <rect h="80" w="240" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="140" y="30"/> + <line x="120" y="30"/> + <move x="100" y="50"/> + <line x="120" y="50"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="120" y="25"/> + <line x="120" y="35"/> + <line x="100" y="30"/> + <close/> + <move x="120" y="45"/> + <line x="120" y="55"/> + <line x="140" y="50"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="90" name="Cooler" strokewidth="inherit" w="85"> <connections/> <background> @@ -1515,6 +1659,62 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="100" name="Palletizer2" strokewidth="inherit" w="80"> + <connections/> + <background> + <rect h="100" w="80" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="5" y="60"/> + <line x="75" y="60"/> + <move x="75" y="80"/> + <line x="20" y="80"/> + <move x="15" y="60"/> + <line x="15" y="30"/> + <line x="40" y="30"/> + <line x="40" y="35"/> + <line x="65" y="35"/> + <line x="65" y="60"/> + <move x="15" y="55"/> + <line x="65" y="55"/> + <move x="15" y="50"/> + <line x="65" y="50"/> + <move x="15" y="45"/> + <line x="65" y="45"/> + <move x="15" y="40"/> + <line x="65" y="40"/> + <move x="15" y="35"/> + <line x="40" y="35"/> + <move x="27.5" y="35"/> + <line x="27.5" y="40"/> + <move x="27.5" y="45"/> + <line x="27.5" y="50"/> + <move x="27.5" y="55"/> + <line x="27.5" y="60"/> + <move x="40" y="40"/> + <line x="40" y="45"/> + <move x="40" y="50"/> + <line x="40" y="55"/> + <move x="52.5" y="35"/> + <line x="52.5" y="40"/> + <move x="52.5" y="45"/> + <line x="52.5" y="50"/> + <move x="52.5" y="55"/> + <line x="52.5" y="60"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="20" y="77"/> + <line x="20" y="83"/> + <line x="9" y="80"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="100" name="Protective Palette Covering" strokewidth="inherit" w="80"> <connections/> <background> @@ -1872,6 +2072,52 @@ <stroke/> </foreground> </shape> +<shape aspect="variable" h="120" name="Screening Device, Sieve, Strainer (Vibrating)2" strokewidth="inherit" w="80"> + <connections> + <constraint name="N" perimeter="0" x="0.5" y="0"/> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + <constraint name="E" perimeter="0" x="1" y="0.5"/> + </connections> + <background> + <path> + <move x="0" y="0"/> + <line x="80" y="0"/> + <line x="80" y="80"/> + <line x="40" y="120"/> + <line x="0" y="80"/> + <close/> + </path> + </background> + <foreground> + <fillstroke/> + <path> + <move x="31.63" y="23.63"/> + <line x="52.88" y="44.8"/> + <move x="40.12" y="22.2"/> + <line x="61.37" y="43.37"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="54.3" y="43.39"/> + <line x="51.47" y="46.22"/> + <line x="56.43" y="48.33"/> + <close/> + <move x="41.53" y="20.78"/> + <line x="38.7" y="23.61"/> + <line x="36.57" y="18.67"/> + <close/> + </path> + <fillstroke/> + <dashpattern pattern="2 2"/> + <dashed dashed="1"/> + <path> + <move x="0.5" y="0.75"/> + <line x="80" y="79.5"/> + </path> + <stroke/> + </foreground> +</shape> <shape aspect="variable" h="60" name="Ship" strokewidth="inherit" w="105"> <connections/> <background> @@ -2022,6 +2268,25 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="52.48" name="Steam Trap2" strokewidth="inherit" w="52.48"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.5"/> + <constraint name="E" perimeter="0" x="0.955" y="0.5"/> + </connections> + <background> + <ellipse h="50" w="50" x="0" y="0"/> + </background> + <foreground> + <fillstroke/> + <fillcolor color="stroke"/> + <path> + <move x="42.7" y="7.3"/> + <arc large-arc-flag="1" rx="25" ry="25" sweep-flag="1" x="7.3" x-axis-rotation="0" y="42.7"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="80" name="Tank Car, Tank Wagon" strokewidth="inherit" w="126.67"> <connections/> <background> diff --git a/src/main/webapp/stencils/pid/piping.xml b/src/main/webapp/stencils/pid/piping.xml index c3111e95..c0e8585d 100644 --- a/src/main/webapp/stencils/pid/piping.xml +++ b/src/main/webapp/stencils/pid/piping.xml @@ -42,6 +42,23 @@ <stroke/> </foreground> </shape> +<shape aspect="variable" h="60" name="Blank2" strokewidth="inherit" w="20"> + <connections> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <ellipse h="20" w="20" x="0" y="0"/> + </background> + <foreground> + <fillcolor color="stroke"/> + <fillstroke/> + <path> + <move x="10" y="20"/> + <line x="10" y="60"/> + </path> + <stroke/> + </foreground> +</shape> <shape aspect="variable" h="30" name="Breather" strokewidth="inherit" w="50"> <connections> <constraint name="S" perimeter="0" x="0.5" y="1"/> @@ -98,6 +115,27 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="80" name="Closed Figure 8 Blind2" strokewidth="inherit" w="20"> + <connections> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <save/> + <ellipse h="20" w="20" x="0" y="20"/> + </background> + <foreground> + <fillcolor color="stroke"/> + <fillstroke/> + <restore/> + <path> + <move x="10" y="40"/> + <line x="10" y="80"/> + </path> + <stroke/> + <ellipse h="20" w="20" x="0" y="0"/> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="20" name="Concentric Reducer" strokewidth="inherit" w="20"> <connections> <constraint name="W" perimeter="0" x="0" y="0.5"/> @@ -159,6 +197,30 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="20" name="Damper2" strokewidth="inherit" w="50"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.5"/> + <constraint name="E" perimeter="0" x="1" y="0.5"/> + </connections> + <background> + <rect h="14" w="50" x="0" y="3"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="50" y="0"/> + <line x="50" y="20"/> + <move x="0" y="0"/> + <line x="0" y="20"/> + <move x="32" y="5"/> + <line x="18" y="15"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <ellipse h="6" w="6" x="22" y="7"/> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="50" name="Desuper Heater" strokewidth="inherit" w="50"> <connections> <constraint name="W" perimeter="0" x="0" y="0.5"/> @@ -301,6 +363,39 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="24.5" name="Excess Flow Valve2" strokewidth="inherit" w="50"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.59"/> + <constraint name="E" perimeter="0" x="1" y="0.59"/> + </connections> + <background> + <rect h="20" w="50" x="0" y="4.5"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="5" y="1.5"/> + <line x="40" y="1.5"/> + <move x="3" y="4.5"/> + <line x="3" y="24.5"/> + <move x="0" y="14.5"/> + <line x="3" y="14.5"/> + <move x="3" y="4.5"/> + <line x="50" y="24.5"/> + <move x="50" y="4.5"/> + <line x="3" y="24.5"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="40" y="0"/> + <line x="45" y="1.5"/> + <line x="40" y="3"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="40" name="Exhaust Head" strokewidth="inherit" w="50"> <connections> <constraint name="W" perimeter="0" x="0" y="0.25"/> @@ -509,6 +604,25 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="80" name="Open Figure 8 Blind2" strokewidth="inherit" w="20"> + <connections> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <ellipse h="20" w="20" x="0" y="20"/> + </background> + <foreground> + <fillstroke/> + <path> + <move x="10" y="40"/> + <line x="10" y="80"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <ellipse h="20" w="20" x="0" y="0"/> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="50" name="Orifice (Quick Change)" strokewidth="inherit" w="10"> <connections> <constraint name="W" perimeter="0" x="0" y="0.5"/> @@ -722,6 +836,26 @@ <stroke/> </foreground> </shape> +<shape aspect="variable" h="20" name="Welded Connection2" strokewidth="inherit" w="50"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.5"/> + <constraint name="E" perimeter="0" x="1" y="0.5"/> + </connections> + <background> + <ellipse h="20" w="20" x="15" y="0"/> + </background> + <foreground> + <fillcolor color="stroke"/> + <fillstroke/> + <path> + <move x="0" y="10"/> + <line x="15" y="10"/> + <move x="35" y="10"/> + <line x="50" y="10"/> + </path> + <stroke/> + </foreground> +</shape> <shape aspect="variable" h="34" name="Y-Type Strainer" strokewidth="inherit" w="50"> <connections> <constraint name="W" perimeter="0" x="0" y="0.29"/> diff --git a/src/main/webapp/stencils/pid/separators.xml b/src/main/webapp/stencils/pid/separators.xml index ddae41ed..32af6ad8 100644 --- a/src/main/webapp/stencils/pid/separators.xml +++ b/src/main/webapp/stencils/pid/separators.xml @@ -29,6 +29,36 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="120" name="Gravity Separator, Settling Chamber2" strokewidth="inherit" w="80"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.1"/> + <constraint name="E" perimeter="0" x="1" y="0.1"/> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <path> + <move x="0" y="0"/> + <line x="80" y="0"/> + <line x="80" y="80"/> + <line x="40" y="120"/> + <line x="0" y="80"/> + <close/> + <move x="40" y="10"/> + <line x="40" y="65"/> + </path> + </background> + <foreground> + <fillstroke/> + <fillcolor color="stroke"/> + <path> + <move x="38" y="65"/> + <line x="42" y="65"/> + <line x="40" y="70"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="120" name="Impact Separator" strokewidth="inherit" w="80"> <connections> <constraint name="W" perimeter="0" x="0" y="0.1"/> @@ -87,6 +117,42 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="120" name="Separator, Sifter2" strokewidth="inherit" w="80"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.1"/> + <constraint name="E" perimeter="0" x="1" y="0.1"/> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <path> + <move x="0" y="0"/> + <line x="80" y="0"/> + <line x="80" y="80"/> + <line x="40" y="120"/> + <line x="0" y="80"/> + <close/> + <move x="25" y="8"/> + <line x="55" y="8"/> + <move x="42.83" y="7.95"/> + <line x="49.23" y="11.82"/> + </path> + </background> + <foreground> + <fillstroke/> + <fillcolor color="stroke"/> + <path> + <move x="55" y="6"/> + <line x="55" y="10"/> + <line x="60" y="8"/> + <close/> + <move x="50.32" y="10.14"/> + <line x="48.13" y="13.5"/> + <line x="53.42" y="14.55"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="120" name="Separator (Cyclone)" strokewidth="inherit" w="80"> <connections> <constraint name="N" perimeter="0" x="0.5" y="0"/> @@ -122,6 +188,41 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="120" name="Separator (Cyclone)2" strokewidth="inherit" w="80"> + <connections> + <constraint name="N" perimeter="0" x="0.5" y="0"/> + <constraint name="W" perimeter="0" x="0" y="0.1"/> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <path> + <move x="0" y="0"/> + <line x="80" y="0"/> + <line x="80" y="80"/> + <line x="40" y="120"/> + <line x="0" y="80"/> + <close/> + </path> + </background> + <foreground> + <fillstroke/> + <path> + <move x="35" y="15"/> + <arc large-arc-flag="0" rx="30" ry="15" sweep-flag="1" x="35" x-axis-rotation="0" y="45"/> + <arc large-arc-flag="1" rx="10" ry="5" sweep-flag="1" x="35" x-axis-rotation="0" y="35.01"/> + <arc large-arc-flag="1" rx="30" ry="15" sweep-flag="1" x="35" x-axis-rotation="0" y="65"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="35" y="63"/> + <line x="35" y="67"/> + <line x="30" y="65"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="120" name="Separator (Electromagnetic)" strokewidth="inherit" w="80"> <connections> <constraint name="W" perimeter="0" x="0" y="0.1"/> @@ -251,6 +352,39 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="120" name="Separator (Permanent Magnet)2" strokewidth="inherit" w="80"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.1"/> + <constraint name="E" perimeter="0" x="1" y="0.1"/> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <path> + <move x="0" y="0"/> + <line x="80" y="0"/> + <line x="80" y="80"/> + <line x="40" y="120"/> + <line x="0" y="80"/> + <close/> + </path> + </background> + <foreground> + <fillstroke/> + <fillcolor color="stroke"/> + <path> + <move x="25" y="50"/> + <line x="30" y="50"/> + <line x="30" y="60"/> + <line x="50" y="60"/> + <line x="50" y="50"/> + <line x="55" y="50"/> + <line x="55" y="65"/> + <line x="25" y="65"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="120" name="Separator (Venturi Scrubber)" strokewidth="inherit" w="80"> <connections> <constraint name="N" perimeter="0" x="0.5" y="0"/> @@ -325,6 +459,43 @@ <fillstroke/> </foreground> </shape> +<shape aspect="variable" h="120" name="Separator (Wet Scrubber)2" strokewidth="inherit" w="80"> + <connections> + <constraint name="W" perimeter="0" x="0" y="0.1"/> + <constraint name="E" perimeter="0" x="1" y="0.1"/> + <constraint name="S" perimeter="0" x="0.5" y="1"/> + </connections> + <background> + <path> + <move x="0" y="0"/> + <line x="80" y="0"/> + <line x="80" y="80"/> + <line x="40" y="120"/> + <line x="0" y="80"/> + <close/> + </path> + </background> + <foreground> + <fillstroke/> + <path> + <move x="40" y="10"/> + <line x="40" y="65"/> + <move x="50" y="10"/> + <arc large-arc-flag="1" rx="5" ry="5" sweep-flag="0" x="60" x-axis-rotation="0" y="10"/> + <move x="60" y="10"/> + <arc large-arc-flag="1" rx="5" ry="5" sweep-flag="0" x="70" x-axis-rotation="0" y="10"/> + </path> + <stroke/> + <fillcolor color="stroke"/> + <path> + <move x="38" y="65"/> + <line x="42" y="65"/> + <line x="40" y="70"/> + <close/> + </path> + <fillstroke/> + </foreground> +</shape> <shape aspect="variable" h="120" name="Solidifier (Closed)" strokewidth="inherit" w="80"> <connections> <constraint name="W" perimeter="0" x="0" y="0.1"/> |