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llimllib/bezier.js Secret

Created Oct 9, 2016
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var Bezier=function(t){function n(i){if(r[i])return r[i].exports;var e=r[i]={exports:{},id:i,loaded:!1};return t[i].call(e.exports,e,e.exports,n),e.loaded=!0,e.exports}var r={};return n.m=t,n.c=r,n.p="",n(0)}([function(t,n,r){"use strict";t.exports=r(1)},function(t,n,r){"use strict";var i="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol?"symbol":typeof t};!function(){function n(t,n,r,i,e){"undefined"==typeof e&&(e=.5);var o=h.projectionratio(e,t),s=1-o,u={x:o*n.x+s*i.x,y:o*n.y+s*i.y},a=h.abcratio(e,t),f={x:r.x+(r.x-u.x)/a,y:r.y+(r.y-u.y)/a};return{A:f,B:r,C:u}}var e=Math.abs,o=Math.min,s=Math.max,u=Math.acos,a=Math.sqrt,f=Math.PI,c={x:0,y:0,z:0},h=r(2),x=r(3),y=function(t){var n=t&&t.forEach?t:[].slice.call(arguments),r=!1;if("object"===i(n[0])){r=n.length;var o=[];n.forEach(function(t){["x","y","z"].forEach(function(n){"undefined"!=typeof t[n]&&o.push(t[n])})}),n=o}var s=!1,u=n.length;if(r){if(r>4){if(1!==arguments.length)throw new Error("Only new Bezier(point[]) is accepted for 4th and higher order curves");s=!0}}else if(6!==u&&8!==u&&9!==u&&12!==u&&1!==arguments.length)throw new Error("Only new Bezier(point[]) is accepted for 4th and higher order curves");var a=!s&&(9===u||12===u)||t&&t[0]&&"undefined"!=typeof t[0].z;this._3d=a;for(var f=[],c=0,x=a?3:2;u>c;c+=x){var y={x:n[c],y:n[c+1]};a&&(y.z=n[c+2]),f.push(y)}this.order=f.length-1,this.points=f;var p=["x","y"];a&&p.push("z"),this.dims=p,this.dimlen=p.length,function(t){for(var n=t.order,r=t.points,i=h.align(r,{p1:r[0],p2:r[n]}),o=0;o<i.length;o++)if(e(i[o].y)>1e-4)return void(t._linear=!1);t._linear=!0}(this),this._t1=0,this._t2=1,this.update()};y.fromSVG=function(t){var n=t.match(/[-+]?\d*\.?\d+(?:[eE][-+]?\d+)?/g).map(parseFloat),r=/[cq]/.test(t);return r?(n=n.map(function(t,r){return 2>r?t:t+n[r%2]}),new y(n)):new y(n)},y.quadraticFromPoints=function(t,r,i,e){if("undefined"==typeof e&&(e=.5),0===e)return new y(r,r,i);if(1===e)return new y(t,r,r);var o=n(2,t,r,i,e);return new y(t,o.A,i)},y.cubicFromPoints=function(t,r,i,e,o){"undefined"==typeof e&&(e=.5);var s=n(3,t,r,i,e);"undefined"==typeof o&&(o=h.dist(r,s.C));var u=o*(1-e)/e,a=h.dist(t,i),f=(i.x-t.x)/a,c=(i.y-t.y)/a,x=o*f,p=o*c,l=u*f,v=u*c,d={x:r.x-x,y:r.y-p},m={x:r.x+l,y:r.y+v},g=s.A,z={x:g.x+(d.x-g.x)/(1-e),y:g.y+(d.y-g.y)/(1-e)},b={x:g.x+(m.x-g.x)/e,y:g.y+(m.y-g.y)/e},_={x:t.x+(z.x-t.x)/e,y:t.y+(z.y-t.y)/e},w={x:i.x+(b.x-i.x)/(1-e),y:i.y+(b.y-i.y)/(1-e)};return new y(t,_,w,i)};var p=function(){return h};y.getUtils=p,y.prototype={getUtils:p,valueOf:function(){return this.toString()},toString:function(){return h.pointsToString(this.points)},toSVG:function(t){if(this._3d)return!1;for(var n=this.points,r=n[0].x,i=n[0].y,e=["M",r,i,2===this.order?"Q":"C"],o=1,s=n.length;s>o;o++)e.push(n[o].x),e.push(n[o].y);return e.join(" ")},update:function(){this.dpoints=[];for(var t=this.points,n=t.length,r=n-1;n>1;n--,r--){for(var i,e=[],o=0;r>o;o++)i={x:r*(t[o+1].x-t[o].x),y:r*(t[o+1].y-t[o].y)},this._3d&&(i.z=r*(t[o+1].z-t[o].z)),e.push(i);this.dpoints.push(e),t=e}this.computedirection()},computedirection:function(){var t=this.points,n=h.angle(t[0],t[this.order],t[1]);this.clockwise=n>0},length:function(){return h.length(this.derivative.bind(this))},_lut:[],getLUT:function(t){if(t=t||100,this._lut.length===t)return this._lut;this._lut=[];for(var n=0;t>=n;n++)this._lut.push(this.compute(n/t));return this._lut},on:function(t,n){n=n||5;for(var r,i=this.getLUT(),e=[],o=0,s=0;s<i.length;s++)r=i[s],h.dist(r,t)<n&&(e.push(r),o+=s/i.length);return e.length?o/=e.length:!1},project:function(t){var n=this.getLUT(),r=n.length-1,i=h.closest(n,t),e=i.mdist,o=i.mpos;if(0===o||o===r){var s=o/r,u=this.compute(s);return u.t=s,u.d=e,u}var a,s,f,c,x=(o-1)/r,y=(o+1)/r,p=.1/r;for(e+=1,s=x,a=s;y+p>s;s+=p)f=this.compute(s),c=h.dist(t,f),e>c&&(e=c,a=s);return f=this.compute(a),f.t=a,f.d=e,f},get:function(t){return this.compute(t)},point:function(t){return this.points[t]},compute:function(t){if(0===t)return this.points[0];if(1===t)return this.points[this.order];var n=this.points,r=1-t;if(1===this.order)return f={x:r*n[0].x+t*n[1].x,y:r*n[0].y+t*n[1].y},this._3d&&(f.z=r*n[0].z+t*n[1].z),f;if(this.order<4){var i,e,o,s=r*r,u=t*t,a=0;2===this.order?(n=[n[0],n[1],n[2],c],i=s,e=r*t*2,o=u):3===this.order&&(i=s*r,e=s*t*3,o=r*u*3,a=t*u);var f={x:i*n[0].x+e*n[1].x+o*n[2].x+a*n[3].x,y:i*n[0].y+e*n[1].y+o*n[2].y+a*n[3].y};return this._3d&&(f.z=i*n[0].z+e*n[1].z+o*n[2].z+a*n[3].z),f}for(var h=JSON.parse(JSON.stringify(this.points));h.length>1;){for(var x=0;x<h.length-1;x++)h[x]={x:h[x].x+(h[x+1].x-h[x].x)*t,y:h[x].y+(h[x+1].y-h[x].y)*t},"undefined"!=typeof h[x].z&&(h[x]=h[x].z+(h[x+1].z-h[x].z)*t);h.splice(h.length-1,1)}return h[0]},raise:function(){for(var t,n,r,i=this.points,e=[i[0]],o=i.length,t=1;o>t;t++)n=i[t],r=i[t-1],e[t]={x:(o-t)/o*n.x+t/o*r.x,y:(o-t)/o*n.y+t/o*r.y};return e[o]=i[o-1],new y(e)},derivative:function(t){var n,r,i=1-t,e=0,o=this.dpoints[0];2===this.order&&(o=[o[0],o[1],c],n=i,r=t),3===this.order&&(n=i*i,r=i*t*2,e=t*t);var s={x:n*o[0].x+r*o[1].x+e*o[2].x,y:n*o[0].y+r*o[1].y+e*o[2].y};return this._3d&&(s.z=n*o[0].z+r*o[1].z+e*o[2].z),s},inflections:function(){return h.inflections(this.points)},normal:function(t){return this._3d?this.__normal3(t):this.__normal2(t)},__normal2:function(t){var n=this.derivative(t),r=a(n.x*n.x+n.y*n.y);return{x:-n.y/r,y:n.x/r}},__normal3:function(t){var n=this.derivative(t),r=this.derivative(t+.01),i=a(n.x*n.x+n.y*n.y+n.z*n.z),e=a(r.x*r.x+r.y*r.y+r.z*r.z);n.x/=i,n.y/=i,n.z/=i,r.x/=e,r.y/=e,r.z/=e;var o={x:r.y*n.z-r.z*n.y,y:r.z*n.x-r.x*n.z,z:r.x*n.y-r.y*n.x},s=a(o.x*o.x+o.y*o.y+o.z*o.z);o.x/=s,o.y/=s,o.z/=s;var u=[o.x*o.x,o.x*o.y-o.z,o.x*o.z+o.y,o.x*o.y+o.z,o.y*o.y,o.y*o.z-o.x,o.x*o.z-o.y,o.y*o.z+o.x,o.z*o.z],f={x:u[0]*n.x+u[1]*n.y+u[2]*n.z,y:u[3]*n.x+u[4]*n.y+u[5]*n.z,z:u[6]*n.x+u[7]*n.y+u[8]*n.z};return f},hull:function(t){var n,r=this.points,i=[],e=[],o=0,s=0,u=0;for(e[o++]=r[0],e[o++]=r[1],e[o++]=r[2],3===this.order&&(e[o++]=r[3]);r.length>1;){for(i=[],s=0,u=r.length-1;u>s;s++)n=h.lerp(t,r[s],r[s+1]),e[o++]=n,i.push(n);r=i}return e},split:function(t,n){if(0===t&&n)return this.split(n).left;if(1===n)return this.split(t).right;var r=this.hull(t),i={left:new y(2===this.order?[r[0],r[3],r[5]]:[r[0],r[4],r[7],r[9]]),right:new y(2===this.order?[r[5],r[4],r[2]]:[r[9],r[8],r[6],r[3]]),span:r};if(i.left._t1=h.map(0,0,1,this._t1,this._t2),i.left._t2=h.map(t,0,1,this._t1,this._t2),i.right._t1=h.map(t,0,1,this._t1,this._t2),i.right._t2=h.map(1,0,1,this._t1,this._t2),!n)return i;n=h.map(n,t,1,0,1);var e=i.right.split(n);return e.left},extrema:function(){var t,n,r=this.dims,i={},e=[];return r.forEach(function(r){n=function(t){return t[r]},t=this.dpoints[0].map(n),i[r]=h.droots(t),3===this.order&&(t=this.dpoints[1].map(n),i[r]=i[r].concat(h.droots(t))),i[r]=i[r].filter(function(t){return t>=0&&1>=t}),e=e.concat(i[r].sort())}.bind(this)),e=e.sort().filter(function(t,n){return e.indexOf(t)===n}),i.values=e,i},bbox:function(){var t=this.extrema(),n={};return this.dims.forEach(function(r){n[r]=h.getminmax(this,r,t[r])}.bind(this)),n},overlaps:function(t){var n=this.bbox(),r=t.bbox();return h.bboxoverlap(n,r)},offset:function(t,n){if("undefined"!=typeof n){var r=this.get(t),i=this.normal(t),e={c:r,n:i,x:r.x+i.x*n,y:r.y+i.y*n};return this._3d&&(e.z=r.z+i.z*n),e}if(this._linear){var o=this.normal(0),s=this.points.map(function(n){var r={x:n.x+t*o.x,y:n.y+t*o.y};return n.z&&i.z&&(r.z=n.z+t*o.z),r});return[new y(s)]}var u=this.reduce();return u.map(function(n){return n.scale(t)})},simple:function(){if(3===this.order){var t=h.angle(this.points[0],this.points[3],this.points[1]),n=h.angle(this.points[0],this.points[3],this.points[2]);if(t>0&&0>n||0>t&&n>0)return!1}var r=this.normal(0),i=this.normal(1),o=r.x*i.x+r.y*i.y;this._3d&&(o+=r.z*i.z);var s=e(u(o));return f/3>s},reduce:function(){var t,n,r=0,i=0,o=.01,s=[],u=[],a=this.extrema().values;for(-1===a.indexOf(0)&&(a=[0].concat(a)),-1===a.indexOf(1)&&a.push(1),r=a[0],t=1;t<a.length;t++)i=a[t],n=this.split(r,i),n._t1=r,n._t2=i,s.push(n),r=i;return s.forEach(function(t){for(r=0,i=0;1>=i;)for(i=r+o;1+o>=i;i+=o)if(n=t.split(r,i),!n.simple()){if(i-=o,e(r-i)<o)return[];n=t.split(r,i),n._t1=h.map(r,0,1,t._t1,t._t2),n._t2=h.map(i,0,1,t._t1,t._t2),u.push(n),r=i;break}1>r&&(n=t.split(r,1),n._t1=h.map(r,0,1,t._t1,t._t2),n._t2=t._t2,u.push(n))}),u},scale:function(t){var n=this.order,r=!1;if("function"==typeof t&&(r=t),r&&2===n)return this.raise().scale(r);var i=this.clockwise,e=r?r(0):t,o=r?r(1):t,s=[this.offset(0,10),this.offset(1,10)],u=h.lli4(s[0],s[0].c,s[1],s[1].c);if(!u)throw new Error("cannot scale this curve. Try reducing it first.");var f=this.points,c=[];return[0,1].forEach(function(t){var r=c[t*n]=h.copy(f[t*n]);r.x+=(t?o:e)*s[t].n.x,r.y+=(t?o:e)*s[t].n.y}.bind(this)),r?([0,1].forEach(function(e){if(2!==this.order||!e){var o=f[e+1],s={x:o.x-u.x,y:o.y-u.y},h=r?r((e+1)/n):t;r&&!i&&(h=-h);var x=a(s.x*s.x+s.y*s.y);s.x/=x,s.y/=x,c[e+1]={x:o.x+h*s.x,y:o.y+h*s.y}}}.bind(this)),new y(c)):([0,1].forEach(function(t){if(2!==this.order||!t){var r=c[t*n],i=this.derivative(t),e={x:r.x+i.x,y:r.y+i.y};c[t+1]=h.lli4(r,e,u,f[t+1])}}.bind(this)),new y(c))},outline:function(t,n,r,i){function e(t,n,r,i,e){return function(o){var s=i/r,u=(i+e)/r,a=n-t;return h.map(o,0,1,t+s*a,t+u*a)}}n="undefined"==typeof n?t:n;var o,s=this.reduce(),u=s.length,a=[],f=[],c=0,y=this.length(),p="undefined"!=typeof r&&"undefined"!=typeof i;s.forEach(function(o){_=o.length(),p?(a.push(o.scale(e(t,r,y,c,_))),f.push(o.scale(e(-n,-i,y,c,_)))):(a.push(o.scale(t)),f.push(o.scale(-n))),c+=_}),f=f.map(function(t){return o=t.points,o[3]?t.points=[o[3],o[2],o[1],o[0]]:t.points=[o[2],o[1],o[0]],t}).reverse();var l=a[0].points[0],v=a[u-1].points[a[u-1].points.length-1],d=f[u-1].points[f[u-1].points.length-1],m=f[0].points[0],g=h.makeline(d,l),z=h.makeline(v,m),b=[g].concat(a).concat([z]).concat(f),_=b.length;return new x(b)},outlineshapes:function(t,n,r){n=n||t;for(var i=this.outline(t,n).curves,e=[],o=1,s=i.length;s/2>o;o++){var u=h.makeshape(i[o],i[s-o],r);u.startcap.virtual=o>1,u.endcap.virtual=s/2-1>o,e.push(u)}return e},intersects:function(t,n){return t?t.p1&&t.p2?this.lineIntersects(t):(t instanceof y&&(t=t.reduce()),this.curveintersects(this.reduce(),t,n)):this.selfintersects(n)},lineIntersects:function(t){var n=o(t.p1.x,t.p2.x),r=o(t.p1.y,t.p2.y),i=s(t.p1.x,t.p2.x),e=s(t.p1.y,t.p2.y),u=this;return h.roots(this.points,t).filter(function(t){var o=u.get(t);return h.between(o.x,n,i)&&h.between(o.y,r,e)})},selfintersects:function(t){var n,r,i,e,o=this.reduce(),s=o.length-2,u=[];for(n=0;s>n;n++)i=o.slice(n,n+1),e=o.slice(n+2),r=this.curveintersects(i,e,t),u=u.concat(r);return u},curveintersects:function(t,n,r){var i=[];t.forEach(function(t){n.forEach(function(n){t.overlaps(n)&&i.push({left:t,right:n})})});var e=[];return i.forEach(function(t){var n=h.pairiteration(t.left,t.right,r);n.length>0&&(e=e.concat(n))}),e},arcs:function(t){t=t||.5;var n=[];return this._iterate(t,n)},_error:function(t,n,r,i){var o=(i-r)/4,s=this.get(r+o),u=this.get(i-o),a=h.dist(t,n),f=h.dist(t,s),c=h.dist(t,u);return e(f-a)+e(c-a)},_iterate:function(t,n){var r,i=0,e=1;do{r=0,e=1;var o,s,u,a,f,c=this.get(i),x=!1,y=!1,p=e,l=1,v=0;do{y=x,a=u,p=(i+e)/2,v++,o=this.get(p),s=this.get(e),u=h.getccenter(c,o,s),u.interval={start:i,end:e};var d=this._error(u,c,i,e);if(x=t>=d,f=y&&!x,f||(l=e),x){if(e>=1){l=1,a=u;break}e+=(e-i)/2}else e=p}while(!f&&r++<100);if(r>=100){console.error("arc abstraction somehow failed...");break}a=a?a:u,n.push(a),i=l}while(1>e);return n}},t.exports=y}()},function(t,n,r){"use strict";!function(){var n=Math.abs,i=Math.cos,e=Math.sin,o=Math.acos,s=Math.atan2,u=Math.sqrt,a=Math.pow,f=function(t){return 0>t?-a(-t,1/3):a(t,1/3)},c=Math.PI,h=2*c,x=c/2,y=1e-6,p={Tvalues:[-.06405689286260563,.06405689286260563,-.1911188674736163,.1911188674736163,-.3150426796961634,.3150426796961634,-.4337935076260451,.4337935076260451,-.5454214713888396,.5454214713888396,-.6480936519369755,.6480936519369755,-.7401241915785544,.7401241915785544,-.820001985973903,.820001985973903,-.8864155270044011,.8864155270044011,-.9382745520027328,.9382745520027328,-.9747285559713095,.9747285559713095,-.9951872199970213,.9951872199970213],Cvalues:[.12793819534675216,.12793819534675216,.1258374563468283,.1258374563468283,.12167047292780339,.12167047292780339,.1155056680537256,.1155056680537256,.10744427011596563,.10744427011596563,.09761865210411388,.09761865210411388,.08619016153195327,.08619016153195327,.0733464814110803,.0733464814110803,.05929858491543678,.05929858491543678,.04427743881741981,.04427743881741981,.028531388628933663,.028531388628933663,.0123412297999872,.0123412297999872],arcfn:function(t,n){var r=n(t),i=r.x*r.x+r.y*r.y;return"undefined"!=typeof r.z&&(i+=r.z*r.z),u(i)},between:function(t,n,r){return t>=n&&r>=t||p.approximately(t,n)||p.approximately(t,r)},approximately:function(t,r,i){return n(t-r)<=(i||y)},length:function(t){var n,r,i=.5,e=0,o=p.Tvalues.length;for(n=0;o>n;n++)r=i*p.Tvalues[n]+i,e+=p.Cvalues[n]*p.arcfn(r,t);return i*e},map:function(t,n,r,i,e){var o=r-n,s=e-i,u=t-n,a=u/o;return i+s*a},lerp:function(t,n,r){var i={x:n.x+t*(r.x-n.x),y:n.y+t*(r.y-n.y)};return n.z&&r.z&&(i.z=n.z+t*(r.z-n.z)),i},pointToString:function(t){var n=t.x+"/"+t.y;return"undefined"!=typeof t.z&&(n+="/"+t.z),n},pointsToString:function(t){return"["+t.map(p.pointToString).join(", ")+"]"},copy:function(t){return JSON.parse(JSON.stringify(t))},angle:function(t,n,r){var i,e=n.x-t.x,o=n.y-t.y,a=r.x-t.x,f=r.y-t.y,c=e*f-o*a,h=u(e*e+o*o),x=u(a*a+f*f);return e/=h,o/=h,a/=x,f/=x,i=e*a+o*f,s(c,i)},round:function(t,n){var r=""+t,i=r.indexOf(".");return 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<!DOCTYPE html>
<meta charset="utf-8">
<title>Spline Editor</title>
<style>
body {
font: 13px sans-serif;
position: relative;
width: 960px;
height: 500px;
}
form {
position: absolute;
bottom: 10px;
left: 10px;
}
rect {
fill: none;
pointer-events: all;
}
.line {
fill: none;
stroke-width: 13.5px;
}
.oline {
fill: none;
stroke-width: 13.5px;
}
.red { stroke: red; }
.yellow { stroke: yellow; }
.green { stroke: green; }
.orange { stroke: orange; }
.purple { stroke: purple; }
.grey { stroke: grey; }
.blue { stroke: blue; }
circle {
fill: #fff;
fill-opacity: .2;
cursor: move;
stroke-width: 1.5px;
stroke: white;
z-index: 99999;
}
.selected {
fill: #ff7f0e;
stroke: #ff7f0e;
}
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');
}
</style>
<form>
<label for="interpolate">Interpolate:</label>
<select id="interpolate"></select><br>
</form>
<script src="bezier.js"></script>
<script src="//d3js.org/d3.v3.min.js"></script>
<script src="//d3js.org/d3-path.v0.1.js"></script>
<script src="//d3js.org/d3-shape.v0.2.js"></script>
<script>
var width = 1400,
height = 392,
offsetw = 13.5;
var points = d3.range(1, 5).map(function(i) {
return [i * width / 5, 50 + Math.random() * (height - 100)];
});
var points = [[0,302],[21,299],[40,280],[47,257],[45,160],[102,121],[149,144],[169,190],[198,228],[228,237],[252,228],[271,210],[287,193],[309,186],[341,190],[364,221],[373,253],[377,285],[384,322],[424,349],[474,333],[494,296],[500,256],[493,212],[480,172],[483,130],[495,90],[523,66],[550,61],[575,73],[594,99],[605,133],[607,162],[618,192],[636,226],[663,246],[690,251],[717,244],[744,220],[758,195],[770,156],[787,118],[813,93],[839,86],[864,93],[889,117],[909,163],[919,214],[946,259],[982,293],[1011,300],[1042,294],[1067,279],[1087,248],[1106,214],[1116,174],[1133,136],[1160,106],[1202,84],[1236,94],[1279,131],[1299,175],[1307,218],[1307,269],[1310,317],[1323,357],[1339,378],[1347,388],[1347,390]];
var dragged = null,
selected = points[0];
var line = d3_shape.line().curve(d3_shape.basis);
var svg = d3.select("body").append("svg")
.attr("width", width)
.attr("height", height)
.attr("tabindex", 1);
svg.append("rect")
.attr("width", width)
.attr("height", height)
.on("mousedown", mousedown);
svg.append("path")
.datum(points)
.attr("class", "base red line")
.call(redraw);
d3.select(window)
.on("mousemove", mousemove)
.on("mouseup", mouseup)
.on("keydown", keydown);
d3.select("#interpolate")
.on("change", change)
.selectAll("option")
.data([
"basis",
"basisClosed",
"basisOpen",
"bundle",
"cardinal",
"cardinalClosed",
"cardinalOpen",
"catmullRom",
"catmullRomClosed",
"catmullRomOpen",
"linear",
"linearClosed",
"monotone",
"natural",
"step",
"stepAfter",
"stepBefore",
])
.enter().append("option")
.attr("value", function(d) { return d; })
.text(function(d) { return d; });
// return a normal vector for two points
function getNormal(x1, y1, x2, y2, n) {
var dx = x2 - x1,
dy = y2 - y1,
dist = Math.sqrt(dx*dx + dy*dy),
normdx = dx / dist,
normdy = dy / dist;
return [n * normdy, n * -normdx];
}
function acircle(r, cx, cy, klass) {
svg.append("circle")
.attr("class", klass)
.attr("r", r)
.attr("cx", cx)
.attr("cy", cy);
}
function drawCurve(crv, klass) {
var cmd = [
"M",ox+crv.points[0].x, oy+crv.points[0].y,
"C",ox+crv.points[1].x, oy+crv.points[1].y,
ox+crv.points[2].x, oy+crv.points[2].y,
ox+crv.points[3].x, oy+crv.points[3].y
].join(" ");
svg.append("path").attr("d", cmd)
.attr("class", klass);
}
// return a curve offset from `curve` by n pixels.
// Returns a 3-tuple:
// StartPoint: the start point of the offset curve
// EndPoint: the end point of the *original* curve
// Command: the SVG command for the line
function handleCurve(start, curve, n) {
var pts = start.concat(curve.slice(1)),
// Bezier js has a problem with numerical instability. Empirical testing
// suggested that more than 4 digits caused errors, so round to 4 digits
rpts = pts.map(function(n) { return Math.round(n * 10000)/10000; }),
ocurve = new Bezier(rpts),
offset = ocurve.offset(-n),
ostart = [offset[0].points[0].x, offset[0].points[0].y],
end = [curve[5], curve[6]],
cmd = "";
offset.forEach(function(crv) {
cmd += "C" + crv.points.slice(1).map(function(point) {return point.x+","+point.y }).join(',');
});
return [ostart, end, cmd];
}
// return a line offset from `line` by n pixels.
// Returns a 3-tuple:
// StartPoint: the start point of the offset line
// EndPoint: the end point of the *original* line
// Command: the SVG command for the line
function handleLine(start, line, n) {
var r = 3,
x1 = start[0],
y1 = start[1],
x2 = line[1],
y2 = line[2],
norm = getNormal(x1, y1, x2, y2, n),
o1x = x1 + norm[0],
o1y = y1 + norm[1],
o2x = x2 + norm[0],
o2y = y2 + norm[1],
cmd = "L" + [o2x,o2y].join(",");
return [[o1x, o1y], [x2, y2], cmd];
}
function drawOffset(line, n) {
// Grab all commands. This does not at all match the full spec of path commands
// (see https://developer.mozilla.org/en-US/docs/Web/SVG/Attribute/d), but it
// does seem to match d3's commands. Maybe.
var commands = line.match(/[MCL][\d\.\,\s]+/g).map(function(s) {
return [s.substring(0,1)].concat(
s.substring(1).split(",").map(parseFloat));
});
if (commands[0][0] != "M") { throw "expecting moveto"; }
var curpt = [commands[0][1], commands[0][2]];
var data = undefined;
var d = "";
for (var i=1; i < commands.length; i += 1) {
if (commands[i][0] == "C") {
data = handleCurve(curpt, commands[i], n);
}
if (commands[i][0] == "L") {
data = handleLine(curpt, commands[i], n);
}
// if we're on the first command, use its first point as the moveto
if (i == 1) {
d = "M" + data[0][0] + "," + data[0][1];
}
// then append the command it returns
d += data[2];
// and save the point where the original curve ends as the new curpt
curpt = data[1];
}
return d;
}
function redraw() {
d3.selectAll(".oline").remove();
var circle = svg.selectAll(".handle")
.data(points, function(d) { return d; });
circle.enter().append("circle")
.attr("class", "handle")
.attr("r", 1e-6)
.on("mousedown", function(d) { selected = dragged = d; redraw(); })
.transition()
.duration(750)
.ease("elastic")
.attr("r", 6.5);
circle
.classed("selected", function(d) { return d === selected; })
.attr("cx", function(d) { return d[0]; })
.attr("cy", function(d) { return d[1]; });
circle.exit().remove();
var basePath = line(svg.select(".base").datum()),
a = drawOffset(basePath, offsetw),
b = drawOffset(basePath, offsetw*2),
c = drawOffset(basePath, offsetw*3),
d = drawOffset(basePath, offsetw*4)
e = drawOffset(basePath, -offsetw),
f = drawOffset(basePath, -offsetw*2),
g = drawOffset(basePath, -offsetw*3),
h = drawOffset(basePath, -offsetw*4);
svg.append("path")
.attr("class", "yellow oline")
.attr("d", a);
svg.append("path")
.attr("class", "green oline")
.attr("d", b);
svg.append("path")
.attr("class", "orange oline")
.attr("d", c);
svg.append("path")
.attr("class", "purple oline")
.attr("d", d);
svg.append("path")
.attr("class", "grey oline")
.attr("d", e);
svg.append("path")
.attr("class", "blue oline")
.attr("d", f);
svg.append("path")
.attr("class", "green oline")
.attr("d", g);
svg.append("path")
.attr("class", "red oline")
.attr("d", h);
svg.select(".line").attr("d", line);
if (d3.event) {
d3.event.preventDefault();
d3.event.stopPropagation();
}
}
function change() {
line.curve(d3_shape[this.value]);
redraw();
}
function mousedown() {
points.push(selected = dragged = d3.mouse(svg.node()));
redraw();
}
function mousemove() {
if (!dragged) return;
var m = d3.mouse(svg.node());
dragged[0] = Math.max(0, Math.min(width, m[0]));
dragged[1] = Math.max(0, Math.min(height, m[1]));
redraw();
}
function mouseup() {
if (!dragged) return;
mousemove();
dragged = null;
}
function keydown() {
if (!selected) return;
switch (d3.event.keyCode) {
case 8: // backspace
case 46: { // delete
var i = points.indexOf(selected);
points.splice(i, 1);
selected = points.length ? points[i > 0 ? i - 1 : 0] : null;
redraw();
break;
}
}
}
</script>
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