From b91c4860d0b6f4283e5cf23bf3ff41a4d2c4d94f Mon Sep 17 00:00:00 2001 From: Balint Morvai Date: Tue, 24 Feb 2015 00:15:29 +0100 Subject: [PATCH] Added 'comic.js' as new plugin. --- comicjs/README.md | 8 + comicjs/comic.js | 1309 ++++++++++++++++++++++++++++++++++++++++++ comicjs/comic.min.js | 1 + comicjs/mixed.png | Bin 0 -> 371491 bytes comicjs/mixed2.png | Bin 0 -> 181351 bytes 5 files changed, 1318 insertions(+) create mode 100644 comicjs/README.md create mode 100644 comicjs/comic.js create mode 100644 comicjs/comic.min.js create mode 100644 comicjs/mixed.png create mode 100644 comicjs/mixed2.png diff --git a/comicjs/README.md b/comicjs/README.md new file mode 100644 index 0000000..7b7fc3b --- /dev/null +++ b/comicjs/README.md @@ -0,0 +1,8 @@ +# comic.js + +Javascript library that acts as plugin for Raphael.js, D3.js, SVG.js or as lib for the HTML5 Canvas, providing functions for cartoon style drawing. + +In short it cartoonizes anything drawn with D3 with the single call `svg.magic()`. See examples [here](http://bl.ocks.org/balint42) and the full library with documentation [here](https://github.com/balint42/comic.js). + +![screenshot](mixed2.png) +![screenshot](mixed.png) diff --git a/comicjs/comic.js b/comicjs/comic.js new file mode 100644 index 0000000..6d3c916 --- /dev/null +++ b/comicjs/comic.js @@ -0,0 +1,1309 @@ +/** + * @brief Comic style version of common drawing functions. + * + * Comic style version of common drawing functions, that is + * implemented as library agnostic JS extension. Only assuming + * that given "lib" can be extended the JS way (setting properties) + * and that if a "path" method is given, it is a drawing method + * which understands standard SVG path format strings. + * If no "path" is given, it will check if "lib" is a 2d canvas context + * and use context drawing functions. If "lib" is not a 2d canvas + * context, as last guess it will try to call an SVG "path" method + * directly on the "lib" object. + * + * Credits: + * Inspired by and based on Jonas Wagner's work + * http://29a.ch/2010/2/10/hand-drawn-lines-algorithm-javascript-canvas-html5 + * which is based on this paper + * http://iwi.eldoc.ub.rug.nl/FILES/root/2008/ProcCAGVIMeraj/2008ProcCAGVIMeraj.pdf + * + * @author Balint Morvai + * @license http://en.wikipedia.org/wiki/MIT_License MIT License + */ +// global object +COMIC = { version: 0.94 }; + +(function() { +/** + * @var object global "C" object + */ +var C = COMIC; +/** + * @var int length of one step - each step means new "hand jitter" + */ +var fsteps = 50; +/** + * @var int min number of steps + */ +var msteps = 4; +/** + * @var float fuzzyness factor + */ +var ff = 8.0; +/** + * @var float fuzzyness factor for circle & ellipse + */ +var ffc = ff / 20; +/** + * @var object 2d canvas context (if any) + */ +var context = undefined; +/** + * @var function code to execute when starting drawing a shape + */ +var begin = function() {}; +/** + * @var function code to execute when finished drawing a shape + */ +var finish = function() {}; +/** + * @var function code to draw comic path using specific user lib + */ +var path = function() {}; +/** + * @var string path string built upon subsequent calls of "path" function + */ +var pathStr = ""; +/** + * @var int decimal precision to which all drawing coordinates will be rounded + */ +var precision = 10; +/** + * @var int factor used by local "round" function, auto calculated from precision + */ +var roundFactor = Math.pow(10, precision); +/** + * @var point current drawing point of path - needed for continuous paths + */ +C.pathPos = { x:0, y:0 }; + +/** + * Public function to allow user defined options, also + * setting a 2d canvas context for drawing. + * + * @param options object with options + * @return C object + */ +C.init = function(options) { + // no need to deep copy & no need to drop unknown options + for(var prop in options) { + if(options.hasOwnProperty(prop)) { + C[prop] = options[prop]; + } + } + + if(typeof options["context"] == "object") { + bindTo("canvas", C.context); + } + + return C; +} + +/** + * Public function to init drawing functions on the given + * 2d canvas context. + * + * @param context 2d canvas context + * @return C object + */ +C.ctx = function(context) { + C.init({ "context": context }); + + return C; +} + +/** + * Binds comic drawing functions to the given library using the + * given method to draw svg paths. If no method is given (2nd param), + * it tries to call "path" directly on lib. + * + * @param libName root object to hook in to + * @param lib root object to hook in to + * @return void + */ +var bindTo = function(libName, lib) { + /** + * WRAPPER for real, private "cBezier3" + * hand draw a cubic Bezier curve + * + * @param x0 x starting point + * @param y0 y starting point + * @param cx0 x 1st control point + * @param cy0 y 1st control point + * @param cx1 x 2nd control point + * @param cy1 y 2nd control point + * @param x1 x end point + * @param y1 y end point + * @return native library object + */ + lib.cBezier3 = function(x0, y0, cx0, cy0, cx1, cy1, x1, y1) { + begin.call(this); + cBezier3.call(this, x0, y0, cx0, cy0, cx1, cy1, x1, y1); + return finish.call(this); + } + + /** + * Private version that does not call "begin" or "finish". + * Wrapped by "cBezier3" public. + * hand draw a cubic Bezier curve + * + * @param x0 x starting point + * @param y0 y starting point + * @param cx0 x 1st control point + * @param cy0 y 1st control point + * @param cx1 x 2nd control point + * @param cy1 y 2nd control point + * @param x1 x end point + * @param y1 y end point + * @return native library object + */ + var cBezier3 = function(x0, y0, cx0, cy0, cx1, cy1, x1, y1) { + // number of steps - this is a very primitive approach to + // estimate the Bezier arc length + var d = dist2(x0, y0, x1, y1) * 3; + var steps = Math.ceil(Math.pow(d / C.fsteps, 0.9)); + // fuzzyness + var f = C.ff * 0.8; + + var p0 = [x0, y0]; + var pc0 = [cx0, cy0]; + var pc1 = [cx1, cy1]; + var p1 = [x1, y1]; + var curve2 = [p0, pc0, pc1, p1]; + for(var i = steps; i > 0; i--) { + // split curve2 + var points = bsplit(curve2, 1/i); + var curve1 = points[0]; + var curve2 = points[1]; + // set points for drawing from curve1 + p0 = curve1[0]; pc0 = curve1[1]; pc1 = curve1[2]; p1 = curve1[3]; + + path.call(this, p0[0], p0[1], + fuzz((pc0[0]+pc1[0])/2, f), // just make one control point + fuzz((pc0[1]+pc1[1])/2, f), + p1[0], p1[1]); + } + + return this; + } + + /** + * WRAPPER for real, private "cBezier2" + * hand draw a quadratic Bezier curve + * + * @param x0 x starting point + * @param y0 y starting point + * @param cx x control point + * @param cy y control point + * @param x1 x end point + * @param y1 y end point + * @return native library object + */ + lib.cBezier2 = function(x0, y0, cx, cy, x1, y1) { + begin.call(this); + cBezier2.call(this, x0, y0, cx, cy, x1, y1); + return finish.call(this); + } + + /** + * Private version that does not call "begin" or "finish". + * Wrapped by "cBezier2" public. + * hand draw a quadratic Bezier curve + * + * @param x0 x starting point + * @param y0 y starting point + * @param cx x control point + * @param cy y control point + * @param x1 x end point + * @param y1 y end point + * @return native library object + */ + var cBezier2 = function(x0, y0, cx, cy, x1, y1) { + // number of steps - this is a very primitive approach to + // estimate the Bezier arc length + var d = dist2(x0, y0, x1, y1) * 3; + var steps = Math.ceil(Math.pow(d / C.fsteps, 0.9)); + // fuzzyness + var f = C.ff * 0.8; + + var p0 = [x0, y0]; + var pc = [cx, cy]; + var p1 = [x1, y1]; + var curve2 = [p0, pc, p1]; + for(var i = steps; i > 0; i--) { + // split curve2 + var points = bsplit(curve2, 1/i); + var curve1 = points[0]; + var curve2 = points[1]; + // set points for drawing from curve1 + p0 = curve1[0]; pc = curve1[1]; p1 = curve1[2]; + + path.call(this, p0[0], p0[1], fuzz(pc[0], f), fuzz(pc[1], f), p1[0], p1[1]); + } + + return this; + } + + /** + * WRAPPER for real, private "cEllipse" + * Draw a comic style / hand drawn cEllipse + * + * @param x x center + * @param y y center + * @param rh horizontal radius + * @param rv vertical radius + * @param rot rotation in radians (< 2*PI) + * @param start start in radians (< 2*PI) for drawing an arc only (optional) + * @param end end in radians (< 2*PI) for drawing an arc only (optional) + * @return native library object + */ + lib.cEllipse = function(x, y, rh, rv, rot, start, end) { + begin.call(this); + cEllipse.call(this, x, y, rh, rv, rot, start, end); + return finish.call(this); + } + + /** + * Private version that does not call "begin" or "finish". + * Wrapped by "cEllipse" public. + * hand draw an ellipse + * + * @param x x center + * @param y y center + * @param rh horizontal radius + * @param rv vertical radius + * @param rot rotation in radians (< 2*PI) + * @param start start in radians (< 2*PI) for drawing an arc only (optional) + * @param end end in radians (< 2*PI) for drawing an arc only (optional) + * @return native library object + */ + var cEllipse = function(x, y, rh, rv, rot, start, end) { + var PI2 = Math.PI * 2; + // sanitize input + start = (typeof start == "undefined") ? 0 : Math.min(PI2-0.005*PI2, start); + end = (typeof end == "undefined") ? PI2 : Math.min(PI2, end); + rot = (typeof rot == "undefined") ? 0 : Math.min(PI2, rot); + // rotation + var cosRot = Math.cos(rot); + var sinRot = Math.sin(rot); + // number of steps + var steps = Math.ceil(Math.pow(rh * rv, 0.25) * 3); + // fuzzyness dependent on radius + var fh = C.ffc * Math.pow(rh * 3, 0.35) + * Math.sqrt((rh < 25) ? 25 / rh : 1); // boost fuzz for small ellipses + var fv = C.ffc * Math.pow(rv * 3, 0.35) + * Math.sqrt((rv < 25) ? 25 / rv : 1); + // distortion of the ellipse + var xs = 0.95 + Math.random() * 0.1; + var ys = 0.95 + Math.random() * 0.1; + var rxs = rh * xs; + var rys = rv * ys; + // lenght of one segment + var arcLength = end - start; + var segLength = arcLength / steps; + + // initial values for i = 0 + var t1 = start; var t0, x0, y0; + var cosT1rxs = rxs * Math.cos(t1); + var sinT1rys = rys * Math.sin(t1); + var x1 = x + cosT1rxs * cosRot - sinT1rys * sinRot; + var y1 = y + cosT1rxs * sinRot + sinT1rys * cosRot; + + // correct startpoint deviation (through fuzzed radius) by drawing a line + cLine.call(this, + x + rh * Math.cos(t1) * cosRot - rv * Math.sin(t1) * sinRot, // would be start x + y + rh * Math.cos(t1) * sinRot + rv * Math.sin(t1) * cosRot, // would be start y + x1, // actual start x + y1); // actual start y + + for(var i = 1; i <= steps; i++) { + t1 = t1 + segLength; + t0 = t1 - segLength; + var x0 = x1; + var y0 = y1; + var cosT1rxs = rxs * Math.cos(t1); + var sinT1rys = rys * Math.sin(t1); + var x1 = x + cosT1rxs * cosRot - sinT1rys * sinRot; + var y1 = y + cosT1rxs * sinRot + sinT1rys * cosRot; + + path.call(this, x0, y0, fuzz(x0, fh), fuzz(y0, fv), x1, y1); + } + // correct endpoint deviation (through fuzzed radius) by drawing a line + cLine.call(this, + x1, // actual end x + y1, // actual end y + x + rh * Math.cos(t1) * cosRot - rv * Math.sin(t1) * sinRot, // would be end x + y + rh * Math.cos(t1) * sinRot + rv * Math.sin(t1) * cosRot); // would be end y + + return this; + } + + /** + * WRAPPER for real, private "cCircle" + * Draw a comic style / hand drawn circle + * + * @param x x center + * @param y y center + * @param r radius + * @param start start in radians (< 2*PI) for drawing an arc only (optional) + * @param end end in radians (< 2*PI) for drawing an arc only (optional) + * @return native library object + */ + lib.cCircle = function(x, y, r, start, end) { + begin.call(this); + cCircle.call(this, x, y, r, start, end); + return finish.call(this); + } + + /** + * Private version that does not call "begin" or "finish". + * Wrapped by "cCircle" public. + * hand draw a circle + * + * @param x x center + * @param y y center + * @param r radius + * @param start start in radians (< 2*PI) for drawing an arc only (optional) + * @param end end in radians (< 2*PI) for drawing an arc only (optional) + * @return native library object + */ + var cCircle = function(x, y, r, start, end) { + var PI2 = Math.PI * 2; + // sanitize input + start = (typeof start == "undefined") ? 0 : Math.min(PI2-0.005*PI2, start); + end = (typeof end == "undefined") ? PI2 : Math.min(PI2, end); + // number of steps + var steps = Math.ceil(Math.sqrt(r) * 3); + // fuzzyness dependent on on radius + var f = C.ffc * Math.pow(steps, 0.75) + * Math.sqrt((r < 25) ? 25 / r : 1); // boost fuzz for small circles + // distortion of the circle + var xs = 0.95 + Math.random() * 0.1; + var rxs = r * xs; + var rys = r * (2.0 - xs); + // lenght of one segment + var arcLength = end - start; + var segLength = arcLength / steps; + + // initial values for i = 0 + var t1 = start; var t0, x0, y0; + var x1 = x + Math.cos(t1) * rxs; + var y1 = y + Math.sin(t1) * rys; // initial values for i = 0 + + // correct startpoint deviation (through fuzzed radius) by drawing a line + cLine.call(this, + x + Math.cos(t1) * r, // would be start x + y + Math.sin(t1) * r, // would be start y + x1, // actual start x + y1); // actual start y + + for(var i = 1; i <= steps; i++) { + t1 = t1 + segLength; + t0 = t1 - segLength; + x0 = x1; + y0 = y1; + x1 = x + Math.cos(t1) * rxs; + y1 = y + Math.sin(t1) * rys; + + path.call(this, x0, y0, fuzz(x0, f), fuzz(y0, f), x1, y1); + } + // correct endpoint deviation (through fuzzed radius) by drawing a line + cLine.call(this, + x1, // actual end x + y1, // actual end y + x + Math.cos(t1) * r, // would be end x + y + Math.sin(t1) * r); // would be end y + + return this; + } + + /** + * Draw a triangle using line function + * + * @param x0 x first point + * @param y0 y first point + * @param x1 x second point + * @param y1 y second point + * @param x2 x third point + * @param y2 y third point + * @return native library object + */ + lib.cTrian = function(x0, y0, x1, y1, x2, y2) { + begin.call(this); + cLine.call(this, x0, y0, x1, y1); + cLine.call(this, x1, y1, x2, y2); + cLine.call(this, x2, y2, x0, y0); + return finish.call(this); + } + + /** + * WRAPPER for real, private "cRect" + * Draw a comic style / hand drawn rectangle using line function + * + * @param x0 x upper left corcer + * @param y0 y upper left corner + * @param width width of the rectangle + * @param height height of the rectangle + * @param rh horizontal radius of rounded corners + * @param rv vertical radius of rounded corners + * @return native library object + */ + lib.cRect = function(x0, y0, width, height, rh, rv) { + begin.call(this); + cRect.call(this, x0, y0, width, height, rh, rv); + return finish.call(this); + } + + /** + * Private version that does not call "begin" or "finish". + * Wrapped by "cRect" public. + * Draw a comic style / hand drawn rectangle using line function + * + * @param x0 x upper left corcer + * @param y0 y upper left corner + * @param width width of the rectangle + * @param height height of the rectangle + * @param rh horizontal radius of rounded corners + * @param rv vertical radius of rounded corners + * @return native library object + */ + var cRect = function(x0, y0, width, height, rh, rv) { + var halfPI; + // sanitize input + rh = (typeof rh == "undefined") ? 0 : Math.min(rh, width/2); + rv = (typeof rv == "undefined") ? rh : Math.min(rv, height/2); + // calculate lower left corner + var x1 = x0 + width; + var y1 = y0 + height; + + cLine.call(this, x0+rh, y0, x1-rh, y0); + if(rh > 0) { + halfPI = Math.PI / 2; + cEllipse.call(this, x1-rh, y0+rv, rh, rv, 0, halfPI*3, Math.PI*2); + } + cLine.call(this, x1, y0+rv, x1, y1-rv); + if(rh > 0) { + cEllipse.call(this, x1-rh, y1-rv, rh, rv, 0, 0, halfPI); + } + cLine.call(this, x1-rh, y1, x0+rh, y1); + if(rh > 0) { + cEllipse.call(this, x0+rh, y1-rv, rh, rv, 0, halfPI, Math.PI); + } + cLine.call(this, x0, y1-rv, x0, y0+rv); + if(rh > 0) { + cEllipse.call(this, x0+rh, y0+rv, rh, rv, 0, Math.PI, halfPI*3); + } + + return this; + } + + /** + * WRAPPER for real, private "cLine" + * Draw a comic style / hand drawn line + * + * @param x0 x start + * @param y0 y start + * @param x1 x end + * @param y1 y end + * @return native library object + */ + lib.cLine = function(x0, y0, x1, y1) { + begin.call(this); + cLine.call(this, x0, y0, x1, y1); + return finish.call(this); + } + + /** + * Private version that does not call "begin" or "finish". + * Wrapped by "cLine" public. + * Draw a comic style / hand drawn line + * + * @param x0 x start + * @param y0 y start + * @param x1 x end + * @param y1 y end + * @return native library object + */ + var cLine = function(x0, y0, x1, y1) { + /** + * Estimate the movement of the arm + * Reuses 3rd param from last call if omitted + * + * @param x0 x start + * @param x1 x end + * @param t step from 0 to 1 + * @return number + */ + var ft; // store this outside function to preserve + var handMovement = function(x0, x1, t) { + // calculate ft or use old value if no "t" given + if(typeof t != "undefined") { + var pow3 = Math.pow(t, 3); + var pow4 = pow3 * t; + var pow5 = pow4 * t; + ft = (15 * pow4 - + 6 * pow5 - + 10 * pow3); + } + + return x0 + (x0 - x1) * ft; + } + + // calculate number of steps + var d = dist2(x0, y0, x1, y1); + var steps = Math.ceil(d / C.fsteps); + if(steps < C.msteps) { + steps = C.msteps; + } + // fuzz factor + f = C.ff / ((steps == C.msteps) ? 1.4 : 1); // reduce for small lines + // draw line step by step using quadratic Bézier path + var xt1 = handMovement(x0, x1, 0); // bezier control point + var yt1 = handMovement(y0, y1); // bezier control point (reuse t0) + + for(var i = 1; i <= steps; i++) { + t1 = i / steps; + var xt0 = xt1; // bezier control point + var yt0 = yt1; // bezier control point + var xt1 = handMovement(x0, x1, t1); // bezier end point + var yt1 = handMovement(y0, y1); // bezier end point (reuse t1) + + path.call(this, xt0, yt0, fuzz(xt0, f), fuzz(yt0, f), xt1, yt1); + } + + return this; + } + + /** + * Smart function for digesting input given to "magic" function. + * It looks for valid drawing elements, svg & g, and tries to find + * them in SVGDocument, Node and in direct children and parent + * elements. + * + * @param e Node or Element + * @return element + */ + var unWrap = function(e) { + var msg = "error: no drawing element given"; // in case of error + found = false; // false until valid drawing object found + tags = ["svg", "g"] // array of valid drawing tags + var unArray = function(e) { + while(isArray(e)) { + e = e[0]; + } + return e; + } + // unwrap from e.g. SVGDocument + var unCD = function(e) { + if(e.contentDocument) e = e.contentDocument; + return e; + } + // look in the "node" + var unNode = function(e) { + if(typeof e.node == "object") { + if(typeof e.node.tagName == "string") + e = e.node; + } + return e; + } + var checkTag = function(e) { + return (typeof e.tagName != "string") ? + false : tags.indexOf(e.tagName) >= 0; + } + e = unArray(e); + e = unCD(e); + e = unNode(e); + // looking for an element, not any node, thus with "tagName" + if(! (found = checkTag(e)) ) { + // look in direct "child" elements + if(typeof e.children == "object") { + var i = 0; + while(!found && i < e.children.length) { + eTmp = unCD(e.children[i]); + eTmp = unNode(e.children[i]); + if(found = checkTag(eTmp)) e = eTmp; + i++; + } + } + // look in direct "parent" element if not yet found + if(typeof e.parent == "object" && !found) { + eTmp = unCD(e.children[i]); + eTmp = unNode(e.children[i]); + if(found = checkTag(eTmp)) e = eTmp; + } + } + if(!found) throw msg; + + return e; + } + + /** + * Wrapper calling C.magic with the object called on. + * + * @return native lib object + */ + lib.magic = function() { + return C.magic.call(this, this); + } + + /** + * Function to cartoonize any given svg. + * + * @param svgs source svg / selection with source svgs to cartoonize + * @return native lib object + */ + C.magic = function(svgs) { + svgs = isArray(svgs) ? svgs : [svgs]; + // rerun for list[i>0]; wont happen in reruns since then svgList.length = 1 + for(var i = 1; i < svgs.length; i++) { + C.magic.call(this, unWrap(svgs[i])); + } + var svg = unWrap(svgs[0]); + + // do depth-frist tree traversal & skip branches at unknown tags + (function walk(e) { + // recursion if known, unvisited tag - skip branch otherwise + var adj = e.children; + for(var i = 0; i < adj.length; i++) { + if( ! adj[i].hasOwnProperty("walked") ) { + adj[i].walked = true; + if(["rect", "circle", "ellipse", "line", "polyline", "polygon", + "path", "g", "svg"].indexOf(adj[i].tagName) >= 0) { + walk.call(this, adj[i]); + } + } + } + // do changes on the element + begin(); // we are using "begin" but wont be using "finish" + switch(e.tagName) { + case "rect": + reRect.call(this, e); + break; + case "circle": + reCircle.call(this, e); + break; + case "ellipse": + reEllipse.call(this, e); + break; + case "line": + reLine.call(this, e); + break; + case "polyline": + rePolyline.call(this, e); + break; + case "polygon": + rePolygon.call(this, e); + break; + case "path": + rePath.call(this, e); + break; + case "g": + // nothing to do for "g" + break; + case "svg": + // nothing to do for "svg" + break; + default: + } + // if a basic shape encountered replace it with path + // NOTE: we copy attributes, but loose event listeners! + var p = e; + if(["rect", "circle", "ellipse", "line", + "polyline", "polygon"].indexOf(e.tagName) >= 0) { + p = document.createElementNS("http://www.w3.org/2000/svg", "path"); + // copy attributes, avoid those specific to non-paths + var atts = e.attributes; + for (var i = 0; i < atts.length; i++) { + if(["x", "y", "rx", "ry", "width", "height", "cx", "cy", "r", + "x1", "y1", "x2", "y2", "points"].indexOf(atts[i].name) < 0) + p.setAttribute(atts[i].name, atts[i].value); + } + e.parentNode.replaceChild(p, e); + } + // if a path has been prepared adjust "d" attribute + if(pathStr.length > 0) { + p.setAttribute("d", pathStr); + } + }).call(this, svg); + + return svg; + } + + /** + * Function to get SVGAnimatedLength values. + * @param e svg element + * @return number + */ + var g = function(e) { return e.animVal.value; }; + + /** + * Function to redraw an svg rect in cartoon style. + * + * @param e svg rect element + * @return void + */ + var reRect = function(e) { + // call internal method that only builds pathStr + cRect.call(this, g(e.x), g(e.y), + g(e.width), g(e.height), + g(e.rx), g(e.ry)); + } + + /** + * Function to redraw an svg circle in cartoon style. + * + * @param e svg circle element + * @return void + */ + var reCircle = function(e) { + cCircle.call(this, g(e.cx), g(e.cy), g(e.r)); + } + + /** + * Function to redraw an svg ellipse in cartoon style. + * + * @param e svg ellipse element + * @return void + */ + var reEllipse = function(e) { + cEllipse.call(this, g(e.cx), g(e.cy), g(e.rx), g(e.ry)); + } + + /** + * Function to redraw an svg line in cartoon style. + * + * @param e svg line element + * @return void + */ + var reLine = function(e) { + cLine.call(this, g(e.x1), g(e.y1), g(e.x2), g(e.y2)); + } + + /** + * Function to redraw an svg polyline in cartoon style. + * + * @param e svg polyline element + * @return void + */ + var rePolyline = function(e) { + var points = e.points; + var p1 = points.getItem(0); + for(var j = 1; j < points.length; j++) { + var p2 = points.getItem(j); + cLine.call(this, p1.x, p1.y, p2.x, p2.y); + p1 = p2; + } + } + + /** + * Function to redraw an svg polygon in cartoon style. + * + * @param e svg polygon element + * @return void + */ + var rePolygon = function(e) { + var points = e.points; + var p1 = points.getItem(0); + for(var j = 1; j < points.length; j++) { + var p2 = points.getItem(j); + cLine.call(this, p1.x, p1.y, p2.x, p2.y); + p1 = p2; + } + p1 = points.getItem(0); + cLine.call(this, p2.x, p2.y, p1.x, p1.y); + } + + /** + * Function to redraw an svg path in cartoon style. + * + * @param e svg path element + * @return void + */ + var rePath = function(e) { + var pos = { x:0, y:0 }; // SVG drawing position + var ipos = { x:0, y:0 }; // SVG initial position + var cpos = undefined; // SVG last cubic bezier control point + var qpos = undefined; // SVG last cubic bezier control point + var org = { x:0, y:-0 }; // coordinate origin + var cmds = parsePath(e); + for(var j = 0; j < cmds.length; j++) { + var cmd = cmds[j]; + var name = cmd.shift(); + var moveMadeAbs = false; + // special W3C rule if first cmd is rel. moveTo (impossible) + if(j == 0 && name == "m") { + name = "M"; + moveMadeAbs = true; + } + // set origin either to absolute (0,0) or to relative (current pos) + var setOrg = function() { + org = (name == name.toUpperCase()) ? + { x:0, y:0 } : { x:pos.x, y:pos.y }; + }; + setOrg(); + switch(name) { + case "M": // "move to" + case "m": + cpos = undefined; // unset last cubic bezier control point + qpos = undefined; // unset last quadratic bezier control point + // move pos + pos = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + ipos = pos; // set initial pos to pos moved to + // revert special W3C rule if in effect + name = moveMadeAbs ? "m" : "M"; + // further points are "line to" + while(cmd.length > 1) { + var p = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + cLine.call(this, pos.x, pos.y, p.x, p.y); + pos = p; + setOrg(); + } + break; + case "Q": // quadratic bezier + case "q": + cpos = undefined; // unset last cubic bezier control point + while(cmd.length > 3) { + // control point & end point + var p1 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + var p2 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + cBezier2.call(this, pos.x, pos.y, p1.x, p1.y, p2.x, p2.y); + pos = p2; + qpos = p1; + setOrg(); + } + break; + case "T": // smooth / short hand quadratic bezier + case "t": + cpos = undefined; // unset last cubic bezier control point + while(cmd.length > 1) { + // end point + var p2 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + // control point is last control point reflection + var p1 = (typeof qpos == "undefined") ? pos : + { x:2*pos.x-qpos.x, y:2*pos.y-qpos.y }; + cBezier2.call(this, pos.x, pos.y, p1.x, p1.y, p2.x, p2.y); + pos = p2; + qpos = p1; + setOrg(); + } + break; + case "C": // cubic bezier + case "c": + qpos = undefined; // unset last quadratic bezier control point + while(cmd.length > 5) { + // control points & end point + var p1 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + var p2 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + var p3 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + cBezier3.call(this, pos.x, pos.y, p1.x, p1.y, p2.x, p2.y, p3.x, p3.y); + pos = p3; + cpos = p2; + setOrg(); + } + break; + case "S": // smooth / short hand cubic bezier + case "s": + qpos = undefined; // unset last quadratic bezier control point + while(cmd.length > 3) { + // 2nd control point & end point + var p2 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + var p3 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + // 1st control point is last control point reflection + var p1 = (typeof cpos == "undefined") ? pos : + { x:2*pos.x-cpos.x, y:2*pos.y-cpos.y }; + cBezier3.call(this, pos.x, pos.y, p1.x, p1.y, p2.x, p2.y, p3.x, p3.y); + pos = p3; + cpos = p2; + setOrg(); + } + break; + case "A": // elliptic arc + case "a": + cpos = undefined; // unset last cubic bezier control point + qpos = undefined; // unset last quadratic bezier control point + while(cmd.length > 6) { + var rx = Math.abs(cmd.shift()); // horizontal radius + var ry = Math.abs(cmd.shift()); // vertical radius + var rot = cmd.shift() % 360; // ellipse rotation + var fa = !! cmd.shift(); // large arc flag + var fs = !! cmd.shift(); // sweep flag + var p1 = { x:org.x+cmd.shift(), // end point + y:org.y+cmd.shift() }; + // skip if end equals start & if rx & ry are 0 + if(p1.x == pos.x && p1.y == pos.y) continue; + if(rx == 0 && ry == 0) continue; + // do "line to" if rx XOR ry are 0 + if(rx == 0 || ry == 0) { + // do horizontal or vertical "line to" + p1 = (ry == 0) ? { x:p1.x, y:pos.y } + : { x:pos.x, y:p1.y }; + cLine.call(this, pos.x, pos.y, p1.x, p1.y); + pos = p1; + setOrg(); + continue; + } + // do normal elliptic arc if we got this far + var retval = getEllipse(pos, p1, rx, ry, rot, fa, fs); + var cp = retval[0]; // center point + var start = retval[1].x; // start in radians + var end = retval[1].y; // end in radians + cEllipse.call(this, cp.x, cp.y, rx, ry, rot, start, end); + pos = p1; + setOrg(); + } + break; + case "L": // "line to" + case "l": + cpos = undefined; // unset last cubic bezier control point + qpos = undefined; // unset last quadratic bezier control point + while(cmd.length > 1) { + var p1 = { x:org.x+cmd.shift(), y:org.y+cmd.shift() }; + cLine.call(this, pos.x, pos.y, p1.x, p1.y); + pos = p1; + setOrg(); + } + break; + case "H": // horizontal "line to" + case "h": + cpos = undefined; // unset last cubic bezier control point + qpos = undefined; // unset last quadratic bezier control point + while(cmd.length > 0) { + var p1 = { x:org.x+cmd.shift(), y:pos.y }; + cLine.call(this, pos.x, pos.y, p1.x, p1.y); + pos = p1; + setOrg(); + } + break; + case "V": // vertical "line to" + case "v": + cpos = undefined; // unset last cubic bezier control point + qpos = undefined; // unset last quadratic bezier control point + while(cmd.length > 0) { + var p1 = { x:pos.x, y:org.y+cmd.shift() }; + cLine.call(this, pos.x, pos.y, p1.x, p1.y); + pos = p1; + setOrg(); + } + break; + case "Z": // "close path" + case "z": + cpos = undefined; // unset last cubic bezier control point + qpos = undefined; // unset last quadratic bezier control point + cLine.call(this, pos.x, pos.y, ipos.x, ipos.y); + pathStr = pathStr + "z"; + pos = ipos; + break; + default: + } + } + } + + /** + * @brief getEllipse calculates the center point and the start angle + * and end angle of an ellipse from the obscure SVG parameters of an + * elliptic arc. It returns an array with two points, the center + * point and a point with the start and end angles. + * + * @param ps starting point + * @param pe end point + * @param rh horizontal radius + * @param rv vertical radius + * @param rot rotation in degree + * @param fa large arc flag + * @param fs sweep flag + * @return array + */ + var getEllipse = function(ps, pe, rh, rv, rot, fa, fs) { + // function for calculating angle between two vectors + var angle = function(u, v) { + var sign = ((u.x * v.y - u.y * v.x) > 0) ? 1 : -1; + return sign * Math.acos( + (u.x * v.x + u.y * v.y) / + (Math.sqrt(u.x*u.x + u.y*u.y) * Math.sqrt(u.x*u.x + u.y*u.y)) + ); + } + // sanitize input + rot = rot % 360; + rh = Math.abs(rh); + rv = Math.abs(rv); + // do calculation + var cosRot = Math.cos(rot); + var sinRot = Math.sin(rot); + var x = cosRot * (ps.x - pe.x) / 2 + sinRot * (ps.y - pe.y) / 2; + var y = -1 * sinRot * (ps.x - pe.x) / 2 + cosRot * (ps.y - pe.y) / 2; + var rh2 = rh * rh; var rv2 = rv * rv; var x2 = x * x; var y2 = y * y; + var fr = ((fa == fs) ? -1 : 1) * Math.sqrt( + (rh2 * (rv2 - y2) - rv2 * x2) / + (rh2 * y2 + rv2 * x2) + ); + var xt = fr * rh * y / rv; + var yt = -1 * fr * rv * x / rh; + var cx = cosRot * xt - sinRot * yt + (ps.x + pe.x) / 2; + var cy = sinRot * xt + cosRot * yt + (ps.y + pe.y) / 2; + var vt = { x:(x-xt)/rh, y:(y-yt)/rv }; + var phi1 = angle({ x:1, y:0 }, vt); + var phiD = angle(vt, { x:(-x-xt)/rh, y:(-y-yt)/rv }) % 360; + var phi2 = phi1 + phiD; + + return [{ x:cx, y:cy }, { x:phi1, y:phi2 }]; + } + + /** + * @brief De Casteljau's algorithm splitting n-th degree Bezier curve + * + * Given n+1 control points for an n-th degree Bezier curve and + * a number t between 0 and 1, it will return two arrays, each + * with n+1 new control points. The returned control points define + * two Bezier curves that together form the original Bezier curve + * in two peaces, split at the t-th point. + * + * @author Balint Morvai + * @license http://en.wikipedia.org/wiki/MIT_License MIT License + */ + var bsplit = function(points, t0) { + var n = points.length - 1; // number of control points + var b = []; // coefficients as in De Casteljau's algorithm + var res1 = []; // first curve resulting control points + var res2 = []; // second curve resulting control points + var t1 = 1 - t0; + + // multiply point with scalar factor + var pf = function(p, f) { + var res = []; + for(var i = 0; i < p.length; i++) { + res.push(f * p[i]); + } + return res; + }; + // add points as vectors + var pp = function(p1, p2) { + var res = []; + for(var i = 0; i < Math.min(p1.length, p2.length); i++) { + res.push(p1[i] + p2[i]); + } + return res; + }; + + // set original coefficients: b[i][0] = points[i] + for(var i = 0; i <= n; i++) { + points[i] = (typeof points[i] == "object") ? points[i] : [points[i]]; + b.push([ points[i] ]); + } + // get all coefficients + for(var j = 1; j <= n; j++) { + for(var i = 0; i <= (n-j); i++) { + b[i].push( pp( + pf(b[i][j-1], t1), + pf(b[i+1][j-1], t0) + )); + } + } + // set result: res1 & res2 + for(var j = 0; j <= n; j++) { + res1.push(b[0][j]); + res2.push(b[j][n-j]); + } + + return [res1, res2]; + }; + + /** + * Shift given value randomly by fuzzyness factor f + * @param val value to shift randomly + * @param f fuzzyness factor + * @return number + */ + var fuzz = function(val, f) { + return val + f * (Math.random() - 0.5); + } + + /** + * Distance between 2 numbers in 2 dim space + * @param x0 1st point x + * @param y0 1st point y + * @param x1 2nd point x + * @param y1 2nd point y + * @return number + */ + var dist2 = function(x0, y0, x1, y1) { + var dx = x1 - x0; + var dy = y1 - y0; + return Math.sqrt(dx * dx + dy * dy); + } + + /** + * Test whether the given variable is an array. + * @param a var to test + * @return bool + */ + var isArray = function(a) { + return Object.prototype.toString.call(a) === '[object Array]'; + } + + // ----------------------set drawing method------------------------- + // HTML5 Canvas context + if(libName == "canvas") { + path = function(x0, y0, cx, cy, x1, y1) { + this.moveTo(x0, y0); + this.quadraticCurveTo(cx, cy, x1, y1); + C.pathPos = { x:x1, y:y1 }; + } + finish = function() { + this.stroke(); + return this; + }; + begin = function() { + this.beginPath(); + return this; + }; + } + else { + // for all svg libs let "path" & "begin" be as below + path = function(x0, y0, cx, cy, x1, y1) { + x0 = round(x0); y0 = round(y0); cx = round(cx); + cy = round(cy); x1 = round(x1); y1 = round(y1); + // "move to" only required if (x0, y0) != current pos AND as first path cmd + if(C.pathPos.x != x0 || C.pathPos.y != y0 || pathStr.length == 0) { + pathStr = pathStr + ["M", x0, y0, "Q", cx, cy, x1, y1].join(' '); + } + else { + pathStr = pathStr + ["Q", cx, cy, x1, y1].join(' '); + } + C.pathPos = { x:x1, y:y1 }; + return this; + }; + begin = function() { + pathStr = ""; + C.pathPos = { x:0, y:0 }; + return this; + }; + } + // Raphael.js + if(libName == "raphael") { + finish = function() { + return this.path(pathStr); + }; + } + // D3.js + if(libName == "d3") { + finish = function() { + return this.append("svg:path").attr("d", pathStr); + }; + } + // SVG.js + if(libName == "svg") { + // draws path object from current pathStr on "this" & returns it + finish = function() { + return this.path(pathStr); + }; + } +} + +/** + * @brief Round to the precision defined in local scope. + * + * @param {Float} x + * @return {Float} + */ +function round(x) { + return Math.round(x * roundFactor) / roundFactor; +} + +/** + * @brief Parse an svg path object and return commands + * Parse an svg path object and generate an Array of path commands. + * Each command is an Array of the form `[command, arg1, arg2, ...]` + * NOTE: parsing is done via "pathSegList" which is faster and more + * reliable than parsing the path string directly, but might not + * work in old browsers. + * + * @author Balint Morvai + * @license http://en.wikipedia.org/wiki/MIT_License MIT License + * @param {Object} path object + * @return {Array} + */ +function parsePath(path) { + var list = path.pathSegList; + var res = []; + for(var i = 0; i < list.length; i++) { + var cmd = list[i].pathSegTypeAsLetter; + var sub = []; + switch(cmd) { + case "C": + case "c": + sub.unshift(list[i].y2); sub.unshift(list[i].x2); + case "Q": + case "q": + sub.unshift(list[i].y1); sub.unshift(list[i].x1); + case "M": + case "m": + case "L": + case "l": + sub.push(list[i].x); sub.push(list[i].y); + break; + case "A": + case "a": + sub.push(list[i].r1); sub.push(list[i].r2); + sub.push(list[i].angle); + sub.push(list[i].largeArcFlag); + sub.push(list[i].sweepFlag); + sub.push(list[i].x); sub.push(list[i].y); + break; + case "H": + case "h": + sub.push(list[i].x); + break; + case "V": + case "v": + sub.push(list[i].y); + break; + case "S": + case "s": + sub.push(list[i].x2); sub.push(list[i].y2); + sub.push(list[i].x); sub.push(list[i].y); + break; + case "T": + case "t": + sub.push(list[i].x); sub.push(list[i].y); + break; + } + sub.unshift(cmd); + res.push(sub); + } + return res; +} + +// set options +C.init({ + fsteps: fsteps, + msteps: msteps, + ff: ff, + ffc: ffc, + context: context +}); + +// Raphael.js +if(typeof Raphael != "undefined") { + bindTo("raphael", // library name + Raphael.fn); // root object to hook in to +} + +// SVG.js +if(typeof SVG != "undefined") { + var dummy = {}; + bindTo("svg", dummy); + SVG.extend(SVG.Set, dummy); + SVG.extend(SVG.Group, dummy); + SVG.extend(SVG.Element, dummy); +} + +// D3.js +if(typeof d3 != "undefined") { + bindTo("d3", d3.selection.prototype); + bindTo("d3", d3.selection.enter.prototype); +} + +// comic.js - bind to self +bindTo("self", COMIC); + +})(); diff --git a/comicjs/comic.min.js b/comicjs/comic.min.js new file mode 100644 index 0000000..6b63852 --- /dev/null +++ b/comicjs/comic.min.js @@ -0,0 +1 @@ +COMIC={version:.94};(function(){function d(e){return Math.round(e*h)/h}function v(e){var t=e.pathSegList;var n=[];for(var r=0;r0;y--){var b=k(g,1/y);var w=b[0];var g=b[1];p=w[0];d=w[1];v=w[2];m=w[3];a.call(this,p[0],p[1],L((d[0]+v[0])/2,h),L((d[1]+v[1])/2,h),m[0],m[1])}return this};n.cBezier2=function(e,t,n,r,s,a){o.call(this);i.call(this,e,t,n,r,s,a);return u.call(this)};var i=function(t,n,r,i,s,o){var u=A(t,n,s,o)*3;var f=Math.ceil(Math.pow(u/e.fsteps,.9));var l=e.ff*.8;var c=[t,n];var h=[r,i];var p=[s,o];var d=[c,h,p];for(var v=f;v>0;v--){var m=k(d,1/v);var g=m[0];var d=m[1];c=g[0];h=g[1];p=g[2];a.call(this,c[0],c[1],L(h[0],l),L(h[1],l),p[0],p[1])}return this};n.cEllipse=function(e,t,n,r,i,a,f){o.call(this);s.call(this,e,t,n,r,i,a,f);return u.call(this)};var s=function(t,n,r,i,s,o,u){var f=Math.PI*2;o=typeof o=="undefined"?0:Math.min(f-.005*f,o);u=typeof u=="undefined"?f:Math.min(f,u);s=typeof 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