fabric/dist/index.min.js

Object model for HTML5 canvas, and SVG-to-canvas parser. Backed by jsdom and node-canvas.

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Fn=(e,t,n)=>Math.max(e,Math.min(t,n)),In=[`top`,D,de,fe,`flipX`,`flipY`,`originX`,`originY`,`angle`,`opacity`,`globalCompositeOperation`,`shadow`,`visible`,pe,me],Ln=[j,he,`strokeWidth`,`strokeDashArray`,`width`,`height`,`paintFirst`,`strokeUniform`,`strokeLineCap`,`strokeDashOffset`,`strokeLineJoin`,`strokeMiterLimit`,`backgroundColor`,`clipPath`],Rn={top:0,left:0,width:0,height:0,angle:0,flipX:!1,flipY:!1,scaleX:1,scaleY:1,minScaleLimit:0,skewX:0,skewY:0,originX:E,originY:E,strokeWidth:1,strokeUniform:!1,padding:0,opacity:1,paintFirst:j,fill:`rgb(0,0,0)`,fillRule:`nonzero`,stroke:null,strokeDashArray:null,strokeDashOffset:0,strokeLineCap:`butt`,strokeLineJoin:`miter`,strokeMiterLimit:4,globalCompositeOperation:`source-over`,backgroundColor:``,shadow:null,visible:!0,includeDefaultValues:!0,excludeFromExport:!1,objectCaching:!0,clipPath:void 0,inverted:!1,absolutePositioned:!1,centeredRotation:!0,centeredScaling:!1,dirty:!0};var zn=n({defaultEasing:()=>Hn,easeInBack:()=>ur,easeInBounce:()=>mr,easeInCirc:()=>ir,easeInCubic:()=>Un,easeInElastic:()=>sr,easeInExpo:()=>tr,easeInOutBack:()=>fr,easeInOutBounce:()=>hr,easeInOutCirc:()=>or,easeInOutCubic:()=>Gn,easeInOutElastic:()=>lr,easeInOutExpo:()=>rr,easeInOutQuad:()=>vr,easeInOutQuart:()=>Jn,easeInOutQuint:()=>Zn,easeInOutSine:()=>er,easeInQuad:()=>gr,easeInQuart:()=>Kn,easeInQuint:()=>Yn,easeInSine:()=>Qn,easeOutBack:()=>dr,easeOutBounce:()=>pr,easeOutCirc:()=>ar,easeOutCubic:()=>Wn,easeOutElastic:()=>cr,easeOutExpo:()=>nr,easeOutQuad:()=>_r,easeOutQuart:()=>qn,easeOutQuint:()=>Xn,easeOutSine:()=>$n});let Bn=(e,t,n,r)=>(e<Math.abs(t)?(e=t,r=n/4):r=t===0&&e===0?n/w*Math.asin(1):n/w*Math.asin(t/e),{a:e,c:t,p:n,s:r}),Vn=(e,t,n,r,i)=>e*2**(10*--r)*Math.sin((r*i-t)*w/n),Hn=(e,t,n,r)=>-n*Math.cos(e/r*S)+n+t,Un=(e,t,n,r)=>n*(e/r)**3+t,Wn=(e,t,n,r)=>n*((e/r-1)**3+1)+t,Gn=(e,t,n,r)=>(e/=r/2)<1?n/2*e**3+t:n/2*((e-2)**3+2)+t,Kn=(e,t,n,r)=>n*(e/=r)*e**3+t,qn=(e,t,n,r)=>-n*((e=e/r-1)*e**3-1)+t,Jn=(e,t,n,r)=>(e/=r/2)<1?n/2*e**4+t:-n/2*((e-=2)*e**3-2)+t,Yn=(e,t,n,r)=>n*(e/r)**5+t,Xn=(e,t,n,r)=>n*((e/r-1)**5+1)+t,Zn=(e,t,n,r)=>(e/=r/2)<1?n/2*e**5+t:n/2*((e-2)**5+2)+t,Qn=(e,t,n,r)=>-n*Math.cos(e/r*S)+n+t,$n=(e,t,n,r)=>n*Math.sin(e/r*S)+t,er=(e,t,n,r)=>-n/2*(Math.cos(Math.PI*e/r)-1)+t,tr=(e,t,n,r)=>e===0?t:n*2**(10*(e/r-1))+t,nr=(e,t,n,r)=>e===r?t+n:n*-(2**(-10*e/r)+1)+t,rr=(e,t,n,r)=>e===0?t:e===r?t+n:(e/=r/2)<1?n/2*2**(10*(e-1))+t:n/2*-(2**(-10*--e)+2)+t,ir=(e,t,n,r)=>-n*(Math.sqrt(1-(e/=r)*e)-1)+t,ar=(e,t,n,r)=>n*Math.sqrt(1-(e=e/r-1)*e)+t,or=(e,t,n,r)=>(e/=r/2)<1?-n/2*(Math.sqrt(1-e**2)-1)+t:n/2*(Math.sqrt(1-(e-=2)*e)+1)+t,sr=(e,t,n,r)=>{let i=n,a=0;if(e===0)return t;if((e/=r)===1)return t+n;a||(a=.3*r);let{a:o,s,p:c}=Bn(i,n,a,1.70158);return-Vn(o,s,c,e,r)+t}