/** * $Id$ * * ***** BEGIN GPL/BL DUAL LICENSE BLOCK ***** * * This program is free software; you can redistribute it and/or * modify it under the terms of the GNU General Public License * as published by the Free Software Foundation; either version 2 * of the License, or (at your option) any later version. The Blender * Foundation also sells licenses for use in proprietary software under * the Blender License. See http://www.blender.org/BL/ for information * about this. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, write to the Free Software Foundation, * Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA. * * The Original Code is written by Rob Haarsma (phase) * All rights reserved. * * Contributor(s): none yet. * * ***** END GPL/BL DUAL LICENSE BLOCK ***** * * This code parses the Freetype font outline data to chains of Blender's beziertriples. * Additional information can be found at the bottom of this file. * * Code that uses exotic character maps is present but commented out. */ #ifdef WITH_FREETYPE2 #ifdef WIN32 #pragma warning (disable:4244) #endif #include #include FT_FREETYPE_H #include FT_GLYPH_H #include FT_BBOX_H #include FT_SIZES_H #include #include "MEM_guardedalloc.h" #include "BLI_vfontdata.h" #include "BLI_blenlib.h" #include "BLI_arithb.h" #include "BIF_toolbox.h" #include "BKE_utildefines.h" #include "DNA_packedFile_types.h" #include "DNA_curve_types.h" #define myMIN_ASCII 32 #define myMAX_ASCII 255 /* local variables */ static FT_Library library; static FT_Error err; static VFontData *objfnt_to_ftvfontdata(PackedFile * pf) { // Blender VFontData *vfd; struct Nurb *nu; struct BezTriple *bezt; // Freetype2 FT_Face face; FT_GlyphSlot glyph; FT_UInt glyph_index; FT_Outline ftoutline; /* FT_CharMap found = 0; FT_CharMap charmap; FT_UShort my_platform_id = TT_PLATFORM_MICROSOFT; FT_UShort my_encoding_id = TT_MS_ID_UNICODE_CS; int n; */ const char *fontname; float scale, height; float dx, dy; int i, j, k, l, m; // load the freetype font err = FT_New_Memory_Face( library, pf->data, pf->size, 0, &face ); if(err) return NULL; /* for ( n = 0; n < face->num_charmaps; n++ ) { charmap = face->charmaps[n]; if ( charmap->platform_id == my_platform_id && charmap->encoding_id == my_encoding_id ) { found = charmap; break; } } if ( !found ) { return NULL; } // now, select the charmap for the face object err = FT_Set_Charmap( face, found ); if ( err ) { return NULL; } */ // allocate blender font vfd= MEM_callocN(sizeof(*vfd), "FTVFontData"); // get the name fontname = FT_Get_Postscript_Name(face); strcpy(vfd->name, (fontname == NULL) ? "Fontname not available" : fontname); // adjust font size height = ((double) face->bbox.yMax - (double) face->bbox.yMin); if(height != 0.0) scale = 1.0 / height; else scale = 1.0 / 1000.0; // extract generic ascii character range for(i = myMIN_ASCII; i <= myMAX_ASCII; i++) { int *npoints; //total points of each contour int *onpoints; //num points on curve glyph_index = FT_Get_Char_Index( face, i ); err = FT_Load_Glyph(face, glyph_index, FT_LOAD_NO_SCALE | FT_LOAD_NO_BITMAP); if(!err) { glyph = face->glyph; ftoutline = glyph->outline; vfd->width[i] = glyph->advance.x* scale; npoints = (int *)MEM_callocN((ftoutline.n_contours)* sizeof(int),"endpoints") ; onpoints = (int *)MEM_callocN((ftoutline.n_contours)* sizeof(int),"onpoints") ; // calculate total points of each contour for(j = 0; j < ftoutline.n_contours; j++) { if(j == 0) npoints[j] = ftoutline.contours[j] + 1; else npoints[j] = ftoutline.contours[j] - ftoutline.contours[j - 1]; } // get number of on-curve points for beziertriples (including conic virtual on-points) for(j = 0; j < ftoutline.n_contours; j++) { l = 0; for(k = 0; k < npoints[j]; k++) { if(j > 0) l = k + ftoutline.contours[j - 1] + 1; else l = k; if(ftoutline.tags[l] == FT_Curve_Tag_On) onpoints[j]++; if(k < npoints[j] - 1 ) if( ftoutline.tags[l] == FT_Curve_Tag_Conic && ftoutline.tags[l+1] == FT_Curve_Tag_Conic) onpoints[j]++; } } //contour loop, bezier & conic styles merged for(j = 0; j < ftoutline.n_contours; j++) { // add new curve nu = (Nurb*)MEM_callocN(sizeof(struct Nurb),"objfnt_nurb"); bezt = (BezTriple*)MEM_callocN((onpoints[j])* sizeof(BezTriple),"objfnt_bezt") ; BLI_addtail(&vfd->nurbsbase[i], nu); nu->type= CU_BEZIER+CU_2D; nu->pntsu = onpoints[j]; nu->resolu= 8; nu->flagu= 1; nu->bezt = bezt; //individual curve loop, start-end for(k = 0; k < npoints[j]; k++) { if(j > 0) l = k + ftoutline.contours[j - 1] + 1; else l = k; if(k == 0) m = l; //virtual conic on-curve points if(k < npoints[j] - 1 ) if( ftoutline.tags[l] == FT_Curve_Tag_Conic && ftoutline.tags[l+1] == FT_Curve_Tag_Conic) { dx = (ftoutline.points[l].x + ftoutline.points[l+1].x)* scale / 2.0; dy = (ftoutline.points[l].y + ftoutline.points[l+1].y)* scale / 2.0; //left handle bezt->vec[0][0] = (dx + (2 * ftoutline.points[l].x)* scale) / 3.0; bezt->vec[0][1] = (dy + (2 * ftoutline.points[l].y)* scale) / 3.0; //midpoint (virtual on-curve point) bezt->vec[1][0] = dx; bezt->vec[1][1] = dy; //right handle bezt->vec[2][0] = (dx + (2 * ftoutline.points[l+1].x)* scale) / 3.0; bezt->vec[2][1] = (dy + (2 * ftoutline.points[l+1].y)* scale) / 3.0; bezt->h1= bezt->h2= HD_ALIGN; bezt++; } //on-curve points if(ftoutline.tags[l] == FT_Curve_Tag_On) { //left handle if(k > 0) { if(ftoutline.tags[l - 1] == FT_Curve_Tag_Cubic) { bezt->vec[0][0] = ftoutline.points[l-1].x* scale; bezt->vec[0][1] = ftoutline.points[l-1].y* scale; bezt->h1= HD_FREE; } else if(ftoutline.tags[l - 1] == FT_Curve_Tag_Conic) { bezt->vec[0][0] = (ftoutline.points[l].x + (2 * ftoutline.points[l - 1].x))* scale / 3.0; bezt->vec[0][1] = (ftoutline.points[l].y + (2 * ftoutline.points[l - 1].y))* scale / 3.0; bezt->h1= HD_FREE; } else { bezt->vec[0][0] = ftoutline.points[l].x* scale - (ftoutline.points[l].x - ftoutline.points[l-1].x)* scale / 3.0; bezt->vec[0][1] = ftoutline.points[l].y* scale - (ftoutline.points[l].y - ftoutline.points[l-1].y)* scale / 3.0; bezt->h1= HD_VECT; } } else { //first point on curve if(ftoutline.tags[ftoutline.contours[j]] == FT_Curve_Tag_Cubic) { bezt->vec[0][0] = ftoutline.points[ftoutline.contours[j]].x * scale; bezt->vec[0][1] = ftoutline.points[ftoutline.contours[j]].y * scale; bezt->h1= HD_FREE; } else if(ftoutline.tags[ftoutline.contours[j]] == FT_Curve_Tag_Conic) { bezt->vec[0][0] = (ftoutline.points[l].x + (2 * ftoutline.points[ftoutline.contours[j]].x))* scale / 3.0 ; bezt->vec[0][1] = (ftoutline.points[l].y + (2 * ftoutline.points[ftoutline.contours[j]].y))* scale / 3.0 ; bezt->h1= HD_FREE; } else { bezt->vec[0][0] = ftoutline.points[l].x* scale - (ftoutline.points[l].x - ftoutline.points[ftoutline.contours[j]].x)* scale / 3.0; bezt->vec[0][1] = ftoutline.points[l].y* scale - (ftoutline.points[l].y - ftoutline.points[ftoutline.contours[j]].y)* scale / 3.0; bezt->h1= HD_VECT; } } //midpoint (on-curve point) bezt->vec[1][0] = ftoutline.points[l].x* scale; bezt->vec[1][1] = ftoutline.points[l].y* scale; //right handle if(k < (npoints[j] - 1)) { if(ftoutline.tags[l+1] == FT_Curve_Tag_Cubic) { bezt->vec[2][0] = ftoutline.points[l+1].x* scale; bezt->vec[2][1] = ftoutline.points[l+1].y* scale; bezt->h2= HD_FREE; } else if(ftoutline.tags[l+1] == FT_Curve_Tag_Conic) { bezt->vec[2][0] = (ftoutline.points[l].x + (2 * ftoutline.points[l+1].x))* scale / 3.0; bezt->vec[2][1] = (ftoutline.points[l].y + (2 * ftoutline.points[l+1].y))* scale / 3.0; bezt->h2= HD_FREE; } else { bezt->vec[2][0] = ftoutline.points[l].x* scale - (ftoutline.points[l].x - ftoutline.points[l+1].x)* scale / 3.0; bezt->vec[2][1] = ftoutline.points[l].y* scale - (ftoutline.points[l].y - ftoutline.points[l+1].y)* scale / 3.0; bezt->h2= HD_VECT; } } else { //last point on curve if(ftoutline.tags[m] == FT_Curve_Tag_Cubic) { bezt->vec[2][0] = ftoutline.points[m].x* scale; bezt->vec[2][1] = ftoutline.points[m].y* scale; bezt->h2= HD_FREE; } else if(ftoutline.tags[m] == FT_Curve_Tag_Conic) { bezt->vec[2][0] = (ftoutline.points[l].x + (2 * ftoutline.points[m].x))* scale / 3.0 ; bezt->vec[2][1] = (ftoutline.points[l].y + (2 * ftoutline.points[m].y))* scale / 3.0 ; bezt->h2= HD_FREE; } else { bezt->vec[2][0] = ftoutline.points[l].x* scale - (ftoutline.points[l].x - ftoutline.points[m].x)* scale / 3.0; bezt->vec[2][1] = ftoutline.points[l].y* scale - (ftoutline.points[l].y - ftoutline.points[m].y)* scale / 3.0; bezt->h2= HD_VECT; } } // get the handles that are aligned, tricky... // DistVL2Dfl, check if the three beztriple points are on one line // VecLenf, see if there's a distance between the three points // VecLenf again, to check the angle between the handles // finally, check if one of them is a vector handle if((DistVL2Dfl(bezt->vec[0],bezt->vec[1],bezt->vec[2]) < 0.001) && (VecLenf(bezt->vec[0], bezt->vec[1]) > 0.0001) && (VecLenf(bezt->vec[1], bezt->vec[2]) > 0.0001) && (VecLenf(bezt->vec[0], bezt->vec[2]) > 0.0002) && (VecLenf(bezt->vec[0], bezt->vec[2]) > MAX2(VecLenf(bezt->vec[0], bezt->vec[1]), VecLenf(bezt->vec[1], bezt->vec[2]))) && bezt->h1 != HD_VECT && bezt->h2 != HD_VECT) { bezt->h1= bezt->h2= HD_ALIGN; } bezt++; } } } } if(npoints) MEM_freeN(npoints); if(onpoints) MEM_freeN(onpoints); } return vfd; } static int check_freetypefont(PackedFile * pf) { FT_Face face; FT_GlyphSlot glyph; FT_UInt glyph_index; /* FT_CharMap charmap; FT_CharMap found; FT_UShort my_platform_id = TT_PLATFORM_MICROSOFT; FT_UShort my_encoding_id = TT_MS_ID_UNICODE_CS; int n; */ int success = 0; err = FT_New_Memory_Face( library, pf->data, pf->size, 0, &face ); if(err) { success = 0; error("This is not a valid font"); } else { /* for ( n = 0; n < face->num_charmaps; n++ ) { charmap = face->charmaps[n]; if ( charmap->platform_id == my_platform_id && charmap->encoding_id == my_encoding_id ) { found = charmap; break; } } if ( !found ) { return 0; } // now, select the charmap for the face object err = FT_Set_Charmap( face, found ); if ( err ) { return 0; } */ glyph_index = FT_Get_Char_Index( face, 'A' ); err = FT_Load_Glyph(face, glyph_index, FT_LOAD_NO_SCALE | FT_LOAD_NO_BITMAP); if(err) success = 0; else { glyph = face->glyph; if (glyph->format == ft_glyph_format_outline ) { success = 1; } else { error("Selected Font has no outline data"); success = 0; } } } return success; } VFontData *BLI_vfontdata_from_freetypefont(PackedFile *pf) { VFontData *vfd= NULL; int success = 0; //init Freetype err = FT_Init_FreeType( &library); if(err) { error("Failed to load the Freetype font library"); return 0; } success = check_freetypefont(pf); if (success) { vfd= objfnt_to_ftvfontdata(pf); } //free Freetype FT_Done_FreeType( library); return vfd; } #endif // WITH_FREETYPE2 #if 0 // Freetype2 Outline struct typedef struct FT_Outline_ { short n_contours; /* number of contours in glyph */ short n_points; /* number of points in the glyph */ FT_Vector* points; /* the outline's points */ char* tags; /* the points flags */ short* contours; /* the contour end points */ int flags; /* outline masks */ } FT_Outline; #endif /***//* from: http://www.freetype.org/freetype2/docs/glyphs/glyphs-6.html#section-1 Vectorial representation of Freetype glyphs The source format of outlines is a collection of closed paths called "contours". Each contour is made of a series of line segments and bezier arcs. Depending on the file format, these can be second-order or third-order polynomials. The former are also called quadratic or conic arcs, and they come from the TrueType format. The latter are called cubic arcs and mostly come from the Type1 format. Each arc is described through a series of start, end and control points. Each point of the outline has a specific tag which indicates wether it is used to describe a line segment or an arc. The following rules are applied to decompose the contour's points into segments and arcs : # two successive "on" points indicate a line segment joining them. # one conic "off" point amidst two "on" points indicates a conic bezier arc, the "off" point being the control point, and the "on" ones the start and end points. # Two successive cubic "off" points amidst two "on" points indicate a cubic bezier arc. There must be exactly two cubic control points and two on points for each cubic arc (using a single cubic "off" point between two "on" points is forbidden, for example). # finally, two successive conic "off" points forces the rasterizer to create (during the scan-line conversion process exclusively) a virtual "on" point amidst them, at their exact middle. This greatly facilitates the definition of successive conic bezier arcs. Moreover, it's the way outlines are described in the TrueType specification. Note that it is possible to mix conic and cubic arcs in a single contour, even though no current font driver produces such outlines. * # on * off __---__ #-__ _-- -_ --__ _- - --__ # \ --__ # -# Two "on" points Two "on" points and one "conic" point between them * # __ Two "on" points with two "conic" \ - - points between them. The point \ / \ marked '0' is the middle of the - 0 \ "off" points, and is a 'virtual' -_ _- # "on" point where the curve passes. -- It does not appear in the point list. * * # on * * off __---__ _-- -_ _- - # \ # Two "on" points and two "cubic" point between them Each glyph's original outline points are located on a grid of indivisible units. The points are stored in the font file as 16-bit integer grid coordinates, with the grid origin's being at (0,0); they thus range from -16384 to 16383. Convert conic to bezier arcs: Conic P0 P1 P2 Bezier B0 B1 B2 B3 B0=P0 B1=(P0+2*P1)/3 B2=(P2+2*P1)/3 B3=P2 *//****/