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function(){this.reset=a,this.rotate=s,this.rotateX=n,this.rotateY=o,this.rotateZ=h,this.skew=p,this.skewFromAxis=m,this.shear=l,this.scale=f,this.setTransform=c,this.translate=d,this.transform=u,this.applyToPoint=b,this.applyToX=P,this.applyToY=x,this.applyToZ=w,this.applyToPointArray=k,this.applyToTriplePoints=M,this.applyToPointStringified=D,this.toCSS=T,this.to2dCSS=B,this.clone=v,this.cloneFromProps=A,this.equals=y,this.inversePoints=S,this.inversePoint=E,this.getInverseMatrix=C,this._t=this.transform,this.isIdentity=g,this._identity=!0,this._identityCalculated=!1,this.props=createTypedArray("float32",16),this.reset()}}();function _typeof$3(t){return _typeof$3="function"===typeof Symbol&&"symbol"===typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"===typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},_typeof$3(t)}var lottie={},standalone="__[STANDALONE]__",animationData="__[ANIMATIONDATA]__",renderer="";function setLocation(t){setLocationHref(t)}function searchAnimations(){!0===standalone?animationManager.searchAnimations(animationData,standalone,renderer):animationManager.searchAnimations()}function setSubframeRendering(t){setSubframeEnabled(t)}function setPrefix(t){setIdPrefix(t)}function loadAnimation(t){return!0===standalone&&(t.animationData=JSON.parse(animationData)),animationManager.loadAnimation(t)}function setQuality(t){if("string"===typeof t)switch(t){case"high":setDefaultCurveSegments(200);break;default:case"medium":setDefaultCurveSegments(50);break;case"low":setDefaultCurveSegments(10);break}else!isNaN(t)&&t>1&&setDefaultCurveSegments(t);getDefaultCurveSegments()>=50?roundValues(!1):roundValues(!0)}function inBrowser(){return"undefined"!==typeof navigator}function installPlugin(t,e){"expressions"===t&&setExpressionsPlugin(e)}function getFactory(t){switch(t){case"propertyFactory":return PropertyFactory;case"shapePropertyFactory":return ShapePropertyFactory;case"matrix":return 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r,i=t.length;for(r=0;re.e){r.c=!1;break}e.s<=d&&e.e>=d+n.addedLength?(this.addSegment(f[i].v[a-1],f[i].o[a-1],f[i].i[a],f[i].v[a],r,o,g),g=!1):(l=bez.getNewSegment(f[i].v[a-1],f[i].v[a],f[i].o[a-1],f[i].i[a],(e.s-d)/n.addedLength,(e.e-d)/n.addedLength,h[a-1]),this.addSegmentFromArray(l,r,o,g),g=!1,r.c=!1),d+=n.addedLength,o+=1}if(f[i].c&&h.length){if(n=h[a-1],d<=e.e){var y=h[a-1].addedLength;e.s<=d&&e.e>=d+y?(this.addSegment(f[i].v[a-1],f[i].o[a-1],f[i].i[0],f[i].v[0],r,o,g),g=!1):(l=bez.getNewSegment(f[i].v[a-1],f[i].v[0],f[i].o[a-1],f[i].i[0],(e.s-d)/y,(e.e-d)/y,h[a-1]),this.addSegmentFromArray(l,r,o,g),g=!1,r.c=!1)}else r.c=!1;d+=n.addedLength,o+=1}if(r._length&&(r.setXYAt(r.v[p][0],r.v[p][1],"i",p),r.setXYAt(r.v[r._length-1][0],r.v[r._length-1][1],"o",r._length-1)),d>e.e)break;i=this.p.keyframes[this.p.keyframes.length-1].t?(i=this.p.getValueAtTime(this.p.keyframes[this.p.keyframes.length-1].t/r,0),a=this.p.getValueAtTime((this.p.keyframes[this.p.keyframes.length-1].t-.05)/r,0)):(i=this.p.pv,a=this.p.getValueAtTime((this.p._caching.lastFrame+this.p.offsetTime-.01)/r,this.p.offsetTime));else if(this.px&&this.px.keyframes&&this.py.keyframes&&this.px.getValueAtTime&&this.py.getValueAtTime){i=[],a=[];var s=this.px,n=this.py;s._caching.lastFrame+s.offsetTime<=s.keyframes[0].t?(i[0]=s.getValueAtTime((s.keyframes[0].t+.01)/r,0),i[1]=n.getValueAtTime((n.keyframes[0].t+.01)/r,0),a[0]=s.getValueAtTime(s.keyframes[0].t/r,0),a[1]=n.getValueAtTime(n.keyframes[0].t/r,0)):s._caching.lastFrame+s.offsetTime>=s.keyframes[s.keyframes.length-1].t?(i[0]=s.getValueAtTime(s.keyframes[s.keyframes.length-1].t/r,0),i[1]=n.getValueAtTime(n.keyframes[n.keyframes.length-1].t/r,0),a[0]=s.getValueAtTime((s.keyframes[s.keyframes.length-1].t-.01)/r,0),a[1]=n.getValueAtTime((n.keyframes[n.keyframes.length-1].t-.01)/r,0)):(i=[s.pv,n.pv],a[0]=s.getValueAtTime((s._caching.lastFrame+s.offsetTime-.01)/r,s.offsetTime),a[1]=n.getValueAtTime((n._caching.lastFrame+n.offsetTime-.01)/r,n.offsetTime))}else a=t,i=a;this.v.rotate(-Math.atan2(i[1]-a[1],i[0]-a[0]))}this.data.p&&this.data.p.s?this.data.p.z?this.v.translate(this.px.v,this.py.v,-this.pz.v):this.v.translate(this.px.v,this.py.v,0):this.v.translate(this.p.v[0],this.p.v[1],-this.p.v[2])}this.frameId=this.elem.globalData.frameId}}function i(){if(!this.a.k&&(this.pre.translate(-this.a.v[0],-this.a.v[1],this.a.v[2]),this.appliedTransformations=1,!this.s.effectsSequence.length)){if(this.pre.scale(this.s.v[0],this.s.v[1],this.s.v[2]),this.appliedTransformations=2,this.sk){if(this.sk.effectsSequence.length||this.sa.effectsSequence.length)return;this.pre.skewFromAxis(-this.sk.v,this.sa.v),this.appliedTransformations=3}this.r?this.r.effectsSequence.length||(this.pre.rotate(-this.r.v),this.appliedTransformations=4):this.rz.effectsSequence.length||this.ry.effectsSequence.length||this.rx.effectsSequence.length||this.or.effectsSequence.length||(this.pre.rotateZ(-this.rz.v).rotateY(this.ry.v).rotateX(this.rx.v).rotateZ(-this.or.v[2]).rotateY(this.or.v[1]).rotateX(this.or.v[0]),this.appliedTransformations=4)}}function a(){}function s(t){this._addDynamicProperty(t),this.elem.addDynamicProperty(t),this._isDirty=!0}function n(t,e,r){if(this.elem=t,this.frameId=-1,this.propType="transform",this.data=e,this.v=new Matrix,this.pre=new Matrix,this.appliedTransformations=0,this.initDynamicPropertyContainer(r||t),e.p&&e.p.s?(this.px=PropertyFactory.getProp(t,e.p.x,0,0,this),this.py=PropertyFactory.getProp(t,e.p.y,0,0,this),e.p.z&&(this.pz=PropertyFactory.getProp(t,e.p.z,0,0,this))):this.p=PropertyFactory.getProp(t,e.p||{k:[0,0,0]},1,0,this),e.rx){if(this.rx=PropertyFactory.getProp(t,e.rx,0,degToRads,this),this.ry=PropertyFactory.getProp(t,e.ry,0,degToRads,this),this.rz=PropertyFactory.getProp(t,e.rz,0,degToRads,this),e.or.k[0].ti){var i,a=e.or.k.length;for(i=0;ii){var a=i;i=r,r=a}for(var s=quadRoots(3*t.a[e],2*t.b[e],t.c[e]),n=0;n0&&s[n]<1){var o=t.point(s[n])[e];oi&&(i=o)}return{min:r,max:i}}function intersectData(t,e,r){var i=t.boundingBox();return{cx:i.cx,cy:i.cy,width:i.width,height:i.height,bez:t,t:(e+r)/2,t1:e,t2:r}}function splitData(t){var e=t.bez.split(.5);return[intersectData(e[0],t.t1,t.t),intersectData(e[1],t.t,t.t2)]}function boxIntersect(t,e){return 2*Math.abs(t.cx-e.cx)=s||t.width<=i&&t.height<=i&&e.width<=i&&e.height<=i)a.push([t.t,e.t]);else{var n=splitData(t),o=splitData(e);intersectsImpl(n[0],o[0],r+1,i,a,s),intersectsImpl(n[0],o[1],r+1,i,a,s),intersectsImpl(n[1],o[0],r+1,i,a,s),intersectsImpl(n[1],o[1],r+1,i,a,s)}}function crossProduct(t,e){return[t[1]*e[2]-t[2]*e[1],t[2]*e[0]-t[0]*e[2],t[0]*e[1]-t[1]*e[0]]}function lineIntersection(t,e,r,i){var a=[t[0],t[1],1],s=[e[0],e[1],1],n=[r[0],r[1],1],o=[i[0],i[1],1],h=crossProduct(crossProduct(a,s),crossProduct(n,o));return floatZero(h[2])?null:[h[0]/h[2],h[1]/h[2]]}function polarOffset(t,e,r){return[t[0]+Math.cos(e)*r,t[1]-Math.sin(e)*r]}function pointDistance(t,e){return Math.hypot(t[0]-e[0],t[1]-e[1])}function pointEqual(t,e){return floatEqual(t[0],e[0])&&floatEqual(t[1],e[1])}function ZigZagModifier(){}function setPoint(t,e,r,i,a,s,n){var o=r-Math.PI/2,h=r+Math.PI/2,l=e[0]+Math.cos(r)*i*a,p=e[1]-Math.sin(r)*i*a;t.setTripleAt(l,p,l+Math.cos(o)*s,p-Math.sin(o)*s,l+Math.cos(h)*n,p-Math.sin(h)*n,t.length())}function getPerpendicularVector(t,e){var r=[e[0]-t[0],e[1]-t[1]],i=.5*-Math.PI,a=[Math.cos(i)*r[0]-Math.sin(i)*r[1],Math.sin(i)*r[0]+Math.cos(i)*r[1]];return a}function getProjectingAngle(t,e){var r=0===e?t.length()-1:e-1,i=(e+1)%t.length(),a=t.v[r],s=t.v[i],n=getPerpendicularVector(a,s);return Math.atan2(0,1)-Math.atan2(n[1],n[0])}function zigZagCorner(t,e,r,i,a,s,n){var o=getProjectingAngle(e,r),h=e.v[r%e._length],l=e.v[0===r?e._length-1:r-1],p=e.v[(r+1)%e._length],m=2===s?Math.sqrt(Math.pow(h[0]-l[0],2)+Math.pow(h[1]-l[1],2)):0,f=2===s?Math.sqrt(Math.pow(h[0]-p[0],2)+Math.pow(h[1]-p[1],2)):0;setPoint(t,e.v[r%e._length],o,n,i,f/(2*(a+1)),m/(2*(a+1)),s)}function zigZagSegment(t,e,r,i,a,s){for(var n=0;n1&&e.length>1&&(a=getIntersection(t[0],e[e.length-1]),a)?[[t[0].split(a[0])[0]],[e[e.length-1].split(a[1])[1]]]:[r,i]}function pruneIntersections(t){for(var e,r=1;r1&&(e=pruneSegmentIntersection(t[t.length-1],t[0]),t[t.length-1]=e[0],t[0]=e[1]),t}function offsetSegmentSplit(t,e){var r,i,a,s,n=t.inflectionPoints();if(0===n.length)return[offsetSegment(t,e)];if(1===n.length||floatEqual(n[1],1))return a=t.split(n[0]),r=a[0],i=a[1],[offsetSegment(r,e),offsetSegment(i,e)];a=t.split(n[0]),r=a[0];var o=(n[1]-n[0])/(1-n[0]);return a=a[1].split(o),s=a[0],i=a[1],[offsetSegment(r,e),offsetSegment(s,e),offsetSegment(i,e)]}function OffsetPathModifier(){}function getFontProperties(t){for(var e,r=t.fStyle?t.fStyle.split(" "):[],i="normal",a="normal",s=r.length,n=0;n0)r-=1,this._elements.unshift(e[r]);this.dynamicProperties.length?this.k=!0:this.getValue(!0)},RepeaterModifier.prototype.resetElements=function(t){var e,r=t.length;for(e=0;e0?Math.floor(f):Math.ceil(f),u=this.pMatrix.props,g=this.rMatrix.props,y=this.sMatrix.props;this.pMatrix.reset(),this.rMatrix.reset(),this.sMatrix.reset(),this.tMatrix.reset(),this.matrix.reset();var v,A,b=0;if(f>0){while(bd)this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!0),b-=1;c&&(this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,-c,!0),b-=c)}i=1===this.data.m?0:this._currentCopies-1,a=1===this.data.m?1:-1,s=this._currentCopies;while(s){if(e=this.elemsData[i].it,r=e[e.length-1].transform.mProps.v.props,A=r.length,e[e.length-1].transform.mProps._mdf=!0,e[e.length-1].transform.op._mdf=!0,e[e.length-1].transform.op.v=1===this._currentCopies?this.so.v:this.so.v+(this.eo.v-this.so.v)*(i/(this._currentCopies-1)),0!==b){for((0!==i&&1===a||i!==this._currentCopies-1&&-1===a)&&this.applyTransforms(this.pMatrix,this.rMatrix,this.sMatrix,this.tr,1,!1),this.matrix.transform(g[0],g[1],g[2],g[3],g[4],g[5],g[6],g[7],g[8],g[9],g[10],g[11],g[12],g[13],g[14],g[15]),this.matrix.transform(y[0],y[1],y[2],y[3],y[4],y[5],y[6],y[7],y[8],y[9],y[10],y[11],y[12],y[13],y[14],y[15]),this.matrix.transform(u[0],u[1],u[2],u[3],u[4],u[5],u[6],u[7],u[8],u[9],u[10],u[11],u[12],u[13],u[14],u[15]),v=0;v0&&i<1?[e]:[]:[e-i,e+i].filter((function(t){return t>0&&t<1}))},PolynomialBezier.prototype.split=function(t){if(t<=0)return[singlePoint(this.points[0]),this];if(t>=1)return[this,singlePoint(this.points[this.points.length-1])];var e=lerpPoint(this.points[0],this.points[1],t),r=lerpPoint(this.points[1],this.points[2],t),i=lerpPoint(this.points[2],this.points[3],t),a=lerpPoint(e,r,t),s=lerpPoint(r,i,t),n=lerpPoint(a,s,t);return[new PolynomialBezier(this.points[0],e,a,n,!0),new PolynomialBezier(n,s,i,this.points[3],!0)]},PolynomialBezier.prototype.bounds=function(){return{x:extrema(this,0),y:extrema(this,1)}},PolynomialBezier.prototype.boundingBox=function(){var t=this.bounds();return{left:t.x.min,right:t.x.max,top:t.y.min,bottom:t.y.max,width:t.x.max-t.x.min,height:t.y.max-t.y.min,cx:(t.x.max+t.x.min)/2,cy:(t.y.max+t.y.min)/2}},PolynomialBezier.prototype.intersections=function(t,e,r){void 0===e&&(e=2),void 0===r&&(r=7);var i=[];return intersectsImpl(intersectData(this,0,1),intersectData(t,0,1),0,e,i,r),i},PolynomialBezier.shapeSegment=function(t,e){var r=(e+1)%t.length();return new PolynomialBezier(t.v[e],t.o[e],t.i[r],t.v[r],!0)},PolynomialBezier.shapeSegmentInverted=function(t,e){var r=(e+1)%t.length();return new PolynomialBezier(t.v[r],t.i[r],t.o[e],t.v[e],!0)},extendPrototype([ShapeModifier],ZigZagModifier),ZigZagModifier.prototype.initModifierProperties=function(t,e){this.getValue=this.processKeys,this.amplitude=PropertyFactory.getProp(t,e.s,0,null,this),this.frequency=PropertyFactory.getProp(t,e.r,0,null,this),this.pointsType=PropertyFactory.getProp(t,e.pt,0,null,this),this._isAnimated=0!==this.amplitude.effectsSequence.length||0!==this.frequency.effectsSequence.length||0!==this.pointsType.effectsSequence.length},ZigZagModifier.prototype.processPath=function(t,e,r,i){var a=t._length,s=shapePool.newElement();if(s.c=t.c,t.c||(a-=1),0===a)return s;var n=-1,o=PolynomialBezier.shapeSegment(t,0);zigZagCorner(s,t,0,e,r,i,n);for(var h=0;h=0;s-=1)o=PolynomialBezier.shapeSegmentInverted(t,s),l.push(offsetSegmentSplit(o,e));l=pruneIntersections(l);var p=null,m=null;for(s=0;s0&&(p=!1),p){var m=createTag("style");m.setAttribute("f-forigin",i[r].fOrigin),m.setAttribute("f-origin",i[r].origin),m.setAttribute("f-family",i[r].fFamily),m.type="text/css",m.innerText="@font-face {font-family: "+i[r].fFamily+"; font-style: normal; src: url('"+i[r].fPath+"');}",e.appendChild(m)}}else if("g"===i[r].fOrigin||1===i[r].origin){for(o=document.querySelectorAll('link[f-forigin="g"], link[f-origin="1"]'),l=0;lt?!0!==this.isInRange&&(this.globalData._mdf=!0,this._mdf=!0,this.isInRange=!0,this.show()):!1!==this.isInRange&&(this.globalData._mdf=!0,this.isInRange=!1,this.hide())},renderRenderable:function(){var t,e=this.renderableComponents.length;for(t=0;t0&&(this.maskElement.setAttribute("id",g),this.element.maskedElement.setAttribute(v,"url("+getLocationHref()+"#"+g+")"),s.appendChild(this.maskElement)),this.viewData.length&&this.element.addRenderableComponent(this)}extendPrototype([DynamicPropertyContainer],GroupEffect),GroupEffect.prototype.getValue=GroupEffect.prototype.iterateDynamicProperties,GroupEffect.prototype.init=function(t,e){var r;this.data=t,this.effectElements=[],this.initDynamicPropertyContainer(e);var i,a=this.data.ef.length,s=this.data.ef;for(r=0;r.1)&&this.audio.seek(this._currentTime/this.globalData.frameRate):(this.audio.play(),this.audio.seek(this._currentTime/this.globalData.frameRate),this._isPlaying=!0))},AudioElement.prototype.show=function(){},AudioElement.prototype.hide=function(){this.audio.pause(),this._isPlaying=!1},AudioElement.prototype.pause=function(){this.audio.pause(),this._isPlaying=!1,this._canPlay=!1},AudioElement.prototype.resume=function(){this._canPlay=!0},AudioElement.prototype.setRate=function(t){this.audio.rate(t)},AudioElement.prototype.volume=function(t){this._volumeMultiplier=t,this._previousVolume=t*this._volume,this.audio.volume(this._previousVolume)},AudioElement.prototype.getBaseElement=function(){return null},AudioElement.prototype.destroy=function(){},AudioElement.prototype.sourceRectAtTime=function(){},AudioElement.prototype.initExpressions=function(){},BaseRenderer.prototype.checkLayers=function(t){var e,r,i=this.layers.length;for(this.completeLayers=!0,e=i-1;e>=0;e-=1)this.elements[e]||(r=this.layers[e],r.ip-r.st<=t-this.layers[e].st&&r.op-r.st>t-this.layers[e].st&&this.buildItem(e)),this.completeLayers=!!this.elements[e]&&this.completeLayers;this.checkPendingElements()},BaseRenderer.prototype.createItem=function(t){switch(t.ty){case 2:return this.createImage(t);case 0:return this.createComp(t);case 1:return this.createSolid(t);case 3:return this.createNull(t);case 4:return this.createShape(t);case 5:return this.createText(t);case 6:return this.createAudio(t);case 13:return this.createCamera(t);case 15:return this.createFootage(t);default:return this.createNull(t)}},BaseRenderer.prototype.createCamera=function(){throw new Error("You're using a 3d camera. Try the html renderer.")},BaseRenderer.prototype.createAudio=function(t){return new AudioElement(t,this.globalData,this)},BaseRenderer.prototype.createFootage=function(t){return new FootageElement(t,this.globalData,this)},BaseRenderer.prototype.buildAllItems=function(){var t,e=this.layers.length;for(t=0;t1&&(s+=" C"+e.o[i-1][0]+","+e.o[i-1][1]+" "+e.i[0][0]+","+e.i[0][1]+" "+e.v[0][0]+","+e.v[0][1]),r.lastPath!==s){var n="";r.elem&&(e.c&&(n=t.inv?this.solidPath+s:s),r.elem.setAttribute("d",n)),r.lastPath=s}},MaskElement.prototype.destroy=function(){this.element=null,this.globalData=null,this.maskElement=null,this.data=null,this.masksProperties=null};var filtersFactory=function(){var t={};function e(t,e){var r=createNS("filter");return r.setAttribute("id",t),!0!==e&&(r.setAttribute("filterUnits","objectBoundingBox"),r.setAttribute("x","0%"),r.setAttribute("y","0%"),r.setAttribute("width","100%"),r.setAttribute("height","100%")),r}function r(){var t=createNS("feColorMatrix");return t.setAttribute("type","matrix"),t.setAttribute("color-interpolation-filters","sRGB"),t.setAttribute("values","0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 1"),t}return t.createFilter=e,t.createAlphaToLuminanceFilter=r,t}(),featureSupport=function(){var t={maskType:!0,svgLumaHidden:!0,offscreenCanvas:"undefined"!==typeof OffscreenCanvas};return(/MSIE 10/i.test(navigator.userAgent)||/MSIE 9/i.test(navigator.userAgent)||/rv:11.0/i.test(navigator.userAgent)||/Edge\/\d./i.test(navigator.userAgent))&&(t.maskType=!1),/firefox/i.test(navigator.userAgent)&&(t.svgLumaHidden=!1),t}(),registeredEffects={},idPrefix="filter_result_";function SVGEffects(t){var e,r,i="SourceGraphic",a=t.data.ef?t.data.ef.length:0,s=createElementID(),n=filtersFactory.createFilter(s,!0),o=0;for(this.filters=[],e=0;e=0;t-=1)if(e=this.shapeModifiers[t].processShapes(this._isFirstFrame),e)break}},searchProcessedElement:function(t){var e=this.processedElements,r=0,i=e.length;while(r.01)return!1;i+=1}return!0},GradientProperty.prototype.checkCollapsable=function(){if(this.o.length/2!==this.c.length/4)return!1;if(this.data.k.k[0].s){var t=0,e=this.data.k.k.length;while(t0)h=i.transformers[u].mProps._mdf||h,d-=1,u-=1;if(h){d=y-i.styles[p].lvl,u=i.transformers.length-1;while(d>0)c=i.transformers[u].mProps.v.props,f.transform(c[0],c[1],c[2],c[3],c[4],c[5],c[6],c[7],c[8],c[9],c[10],c[11],c[12],c[13],c[14],c[15]),d-=1,u-=1}}else f=t;if(m=i.sh.paths,n=m._length,h){for(o="",s=0;s=1?v=.99:v<=-1&&(v=-.99);var A=o*v,b=Math.cos(y+e.a.v)*A+p[0],P=Math.sin(y+e.a.v)*A+p[1];h.setAttribute("fx",b),h.setAttribute("fy",P),l&&!e.g._collapsable&&(e.of.setAttribute("fx",b),e.of.setAttribute("fy",P))}}function p(t,e,r){var i=e.style,a=e.d;a&&(a._mdf||r)&&a.dashStr&&(i.pElem.setAttribute("stroke-dasharray",a.dashStr),i.pElem.setAttribute("stroke-dashoffset",a.dashoffset[0])),e.c&&(e.c._mdf||r)&&i.pElem.setAttribute("stroke","rgb("+bmFloor(e.c.v[0])+","+bmFloor(e.c.v[1])+","+bmFloor(e.c.v[2])+")"),(e.o._mdf||r)&&i.pElem.setAttribute("stroke-opacity",e.o.v),(e.w._mdf||r)&&(i.pElem.setAttribute("stroke-width",e.w.v),i.msElem&&i.msElem.setAttribute("stroke-width",e.w.v))}return r}();function SVGShapeElement(t,e,r){this.shapes=[],this.shapesData=t.shapes,this.stylesList=[],this.shapeModifiers=[],this.itemsData=[],this.processedElements=[],this.animatedContents=[],this.initElement(t,e,r),this.prevViewData=[]}function LetterProps(t,e,r,i,a,s){this.o=t,this.sw=e,this.sc=r,this.fc=i,this.m=a,this.p=s,this._mdf={o:!0,sw:!!e,sc:!!r,fc:!!i,m:!0,p:!0}}function TextProperty(t,e){this._frameId=initialDefaultFrame,this.pv="",this.v="",this.kf=!1,this._isFirstFrame=!0,this._mdf=!1,this.data=e,this.elem=t,this.comp=this.elem.comp,this.keysIndex=0,this.canResize=!1,this.minimumFontSize=1,this.effectsSequence=[],this.currentData={ascent:0,boxWidth:this.defaultBoxWidth,f:"",fStyle:"",fWeight:"",fc:"",j:"",justifyOffset:"",l:[],lh:0,lineWidths:[],ls:"",of:"",s:"",sc:"",sw:0,t:0,tr:0,sz:0,ps:null,fillColorAnim:!1,strokeColorAnim:!1,strokeWidthAnim:!1,yOffset:0,finalSize:0,finalText:[],finalLineHeight:0,__complete:!1},this.copyData(this.currentData,this.data.d.k[0].s),this.searchProperty()||this.completeTextData(this.currentData)}extendPrototype([BaseElement,TransformElement,SVGBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableDOMElement],SVGShapeElement),SVGShapeElement.prototype.initSecondaryElement=function(){},SVGShapeElement.prototype.identityMatrix=new Matrix,SVGShapeElement.prototype.buildExpressionInterface=function(){},SVGShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.layerElement,0,[],!0),this.filterUniqueShapes()},SVGShapeElement.prototype.filterUniqueShapes=function(){var t,e,r,i,a=this.shapes.length,s=this.stylesList.length,n=[],o=!1;for(r=0;r1&&o&&this.setShapesAsAnimated(n)}},SVGShapeElement.prototype.setShapesAsAnimated=function(t){var e,r=t.length;for(e=0;e=0;o-=1){if(f=this.searchProcessedElement(t[o]),f?e[o]=r[f-1]:t[o]._render=n,"fl"===t[o].ty||"st"===t[o].ty||"gf"===t[o].ty||"gs"===t[o].ty||"no"===t[o].ty)f?e[o].style.closed=!1:e[o]=this.createStyleElement(t[o],a),t[o]._render&&e[o].style.pElem.parentNode!==i&&i.appendChild(e[o].style.pElem),u.push(e[o].style);else if("gr"===t[o].ty){if(f)for(l=e[o].it.length,h=0;h1,this.kf&&this.addEffect(this.getKeyframeValue.bind(this)),this.kf},TextProperty.prototype.addEffect=function(t){this.effectsSequence.push(t),this.elem.addDynamicProperty(this)},TextProperty.prototype.getValue=function(t){if(this.elem.globalData.frameId!==this.frameId&&this.effectsSequence.length||t){this.currentData.t=this.data.d.k[this.keysIndex].s.t;var e=this.currentData,r=this.keysIndex;if(this.lock)this.setCurrentData(this.currentData);else{var i;this.lock=!0,this._mdf=!1;var a=this.effectsSequence.length,s=t||this.data.d.k[this.keysIndex].s;for(i=0;ie)break;r+=1}return this.keysIndex!==r&&(this.keysIndex=r),this.data.d.k[this.keysIndex].s},TextProperty.prototype.buildFinalText=function(t){var e,r,i=[],a=0,s=t.length,n=!1;while(a=55296&&e<=56319?(r=t.charCodeAt(a+1),r>=56320&&r<=57343?(n||FontManager.isModifier(e,r)?(i[i.length-1]+=t.substr(a,2),n=!1):i.push(t.substr(a,2)),a+=1):i.push(t.charAt(a))):e>56319?(r=t.charCodeAt(a+1),FontManager.isZeroWidthJoiner(e,r)?(n=!0,i[i.length-1]+=t.substr(a,2),a+=1):i.push(t.charAt(a))):FontManager.isZeroWidthJoiner(e)?(i[i.length-1]+=t.charAt(a),n=!0):i.push(t.charAt(a)),a+=1;return i},TextProperty.prototype.completeTextData=function(t){t.__complete=!0;var e,r,i,a,s,n,o,h=this.elem.globalData.fontManager,l=this.data,p=[],m=0,f=l.m.g,c=0,d=0,u=0,g=[],y=0,v=0,A=h.getFontByName(t.f),b=0,P=getFontProperties(A);t.fWeight=P.weight,t.fStyle=P.style,t.finalSize=t.s,t.finalText=this.buildFinalText(t.t),r=t.finalText.length,t.finalLineHeight=t.lh;var x,w=t.tr/1e3*t.finalSize;if(t.sz){var C,E,S=!0,M=t.sz[0],k=t.sz[1];while(S){E=this.buildFinalText(t.t),C=0,y=0,r=E.length,w=t.tr/1e3*t.finalSize;var D=-1;for(e=0;eM&&" "!==E[e]?(-1===D?r+=1:e=D,C+=t.finalLineHeight||1.2*t.finalSize,E.splice(e,D===e?1:0,"\r"),D=-1,y=0):(y+=b,y+=w);C+=A.ascent*t.finalSize/100,this.canResize&&t.finalSize>this.minimumFontSize&&kv?y:v,y=-2*w,a="",i=!0,u+=1):a=T,h.chars?(o=h.getCharData(T,A.fStyle,h.getFontByName(t.f).fFamily),b=i?0:o.w*t.finalSize/100):b=h.measureText(a,t.f,t.finalSize)," "===T?I+=b+w:(y+=b+w+I,I=0),p.push({l:b,an:b,add:c,n:i,anIndexes:[],val:a,line:u,animatorJustifyOffset:0}),2==f){if(c+=b,""===a||" "===a||e===r-1){""!==a&&" "!==a||(c-=b);while(d<=e)p[d].an=c,p[d].ind=m,p[d].extra=b,d+=1;m+=1,c=0}}else if(3==f){if(c+=b,""===a||e===r-1){""===a&&(c-=b);while(d<=e)p[d].an=c,p[d].ind=m,p[d].extra=b,d+=1;c=0,m+=1}}else p[m].ind=m,p[m].extra=0,m+=1;if(t.l=p,v=y>v?y:v,g.push(y),t.sz)t.boxWidth=t.sz[0],t.justifyOffset=0;else switch(t.boxWidth=v,t.j){case 1:t.justifyOffset=-t.boxWidth;break;case 2:t.justifyOffset=-t.boxWidth/2;break;default:t.justifyOffset=0}t.lineWidths=g;var B,F,V,z,L=l.a;n=L.length;var R=[];for(s=0;s0?a=this.ne.v/100:s=-this.ne.v/100,this.xe.v>0?n=1-this.xe.v/100:o=1+this.xe.v/100;var h=BezierFactory.getBezierEasing(a,s,n,o).get,l=0,p=this.finalS,m=this.finalE,f=this.data.sh;if(2===f)l=m===p?i>=m?1:0:t(0,e(.5/(m-p)+(i-p)/(m-p),1)),l=h(l);else if(3===f)l=m===p?i>=m?0:1:1-t(0,e(.5/(m-p)+(i-p)/(m-p),1)),l=h(l);else if(4===f)m===p?l=0:(l=t(0,e(.5/(m-p)+(i-p)/(m-p),1)),l<.5?l*=2:l=1-2*(l-.5)),l=h(l);else if(5===f){if(m===p)l=0;else{var c=m-p;i=e(t(0,i+.5-p),m-p);var d=-c/2+i,u=c/2;l=Math.sqrt(1-d*d/(u*u))}l=h(l)}else 6===f?(m===p?l=0:(i=e(t(0,i+.5-p),m-p),l=(1+Math.cos(Math.PI+2*Math.PI*i/(m-p)))/2),l=h(l)):(i>=r(p)&&(l=t(0,e(i-p<0?e(m,1)-(p-i):m-i,1))),l=h(l));if(100!==this.sm.v){var g=.01*this.sm.v;0===g&&(g=1e-8);var y=.5-.5*g;l1&&(l=1))}return l*this.a.v},getValue:function(t){this.iterateDynamicProperties(),this._mdf=t||this._mdf,this._currentTextLength=this.elem.textProperty.currentData.l.length||0,t&&2===this.data.r&&(this.e.v=this._currentTextLength);var e=2===this.data.r?1:100/this.data.totalChars,r=this.o.v/e,i=this.s.v/e+r,a=this.e.v/e+r;if(i>a){var s=i;i=a,a=s}this.finalS=i,this.finalE=a}},extendPrototype([DynamicPropertyContainer],i),{getTextSelectorProp:a}}();function TextAnimatorDataProperty(t,e,r){var i={propType:!1},a=PropertyFactory.getProp,s=e.a;this.a={r:s.r?a(t,s.r,0,degToRads,r):i,rx:s.rx?a(t,s.rx,0,degToRads,r):i,ry:s.ry?a(t,s.ry,0,degToRads,r):i,sk:s.sk?a(t,s.sk,0,degToRads,r):i,sa:s.sa?a(t,s.sa,0,degToRads,r):i,s:s.s?a(t,s.s,1,.01,r):i,a:s.a?a(t,s.a,1,0,r):i,o:s.o?a(t,s.o,0,.01,r):i,p:s.p?a(t,s.p,1,0,r):i,sw:s.sw?a(t,s.sw,0,0,r):i,sc:s.sc?a(t,s.sc,1,0,r):i,fc:s.fc?a(t,s.fc,1,0,r):i,fh:s.fh?a(t,s.fh,0,0,r):i,fs:s.fs?a(t,s.fs,0,.01,r):i,fb:s.fb?a(t,s.fb,0,.01,r):i,t:s.t?a(t,s.t,0,0,r):i},this.s=TextSelectorProp.getTextSelectorProp(t,e.s,r),this.s.t=e.s.t}function TextAnimatorProperty(t,e,r){this._isFirstFrame=!0,this._hasMaskedPath=!1,this._frameId=-1,this._textData=t,this._renderType=e,this._elem=r,this._animatorsData=createSizedArray(this._textData.a.length),this._pathData={},this._moreOptions={alignment:{}},this.renderedLetters=[],this.lettersChangedFlag=!1,this.initDynamicPropertyContainer(r)}function ITextElement(){}TextAnimatorProperty.prototype.searchProperties=function(){var t,e,r=this._textData.a.length,i=PropertyFactory.getProp;for(t=0;t=o+ht||!d?(v=(o+ht-l)/h.partialLength,O=c.point[0]+(h.point[0]-c.point[0])*v,N=c.point[1]+(h.point[1]-c.point[1])*v,C.translate(-P[0]*M[a].an*.005,-P[1]*L*.01),p=!1):d&&(l+=h.partialLength,m+=1,m>=d.length&&(m=0,f+=1,u[f]?d=u[f].points:b.v.c?(m=0,f=0,d=u[f].points):(l-=h.partialLength,d=null)),d&&(c=h,h=d[m],g=h.partialLength));G=M[a].an/2-M[a].add,C.translate(-G,0,0)}else G=M[a].an/2-M[a].add,C.translate(-G,0,0),C.translate(-P[0]*M[a].an*.005,-P[1]*L*.01,0);for(B=0;Bt?this.textSpans[t].span:createNS(h?"g":"text"),y<=t){if(n.setAttribute("stroke-linecap","butt"),n.setAttribute("stroke-linejoin","round"),n.setAttribute("stroke-miterlimit","4"),this.textSpans[t].span=n,h){var v=createNS("g");n.appendChild(v),this.textSpans[t].childSpan=v}this.textSpans[t].span=n,this.layerElement.appendChild(n)}n.style.display="inherit"}if(l.reset(),m&&(o[t].n&&(f=-u,c+=r.yOffset,c+=d?1:0,d=!1),this.applyTextPropertiesToMatrix(r,l,o[t].line,f,c),f+=o[t].l||0,f+=u),h){var A;if(g=this.globalData.fontManager.getCharData(r.finalText[t],i.fStyle,this.globalData.fontManager.getFontByName(r.f).fFamily),1===g.t)A=new SVGCompElement(g.data,this.globalData,this);else{var b=emptyShapeData;g.data&&g.data.shapes&&(b=this.buildShapeData(g.data,r.finalSize)),A=new SVGShapeElement(b,this.globalData,this)}if(this.textSpans[t].glyph){var P=this.textSpans[t].glyph;this.textSpans[t].childSpan.removeChild(P.layerElement),P.destroy()}this.textSpans[t].glyph=A,A._debug=!0,A.prepareFrame(0),A.renderFrame(),this.textSpans[t].childSpan.appendChild(A.layerElement),1===g.t&&this.textSpans[t].childSpan.setAttribute("transform","scale("+r.finalSize/100+","+r.finalSize/100+")")}else m&&n.setAttribute("transform","translate("+l.props[12]+","+l.props[13]+")"),n.textContent=o[t].val,n.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve")}m&&n&&n.setAttribute("d",p)}else{var x=this.textContainer,w="start";switch(r.j){case 1:w="end";break;case 2:w="middle";break;default:w="start";break}x.setAttribute("text-anchor",w),x.setAttribute("letter-spacing",u);var C=this.buildTextContents(r.finalText);for(e=C.length,c=r.ps?r.ps[1]+r.ascent:0,t=0;t=0;e-=1)(this.completeLayers||this.elements[e])&&this.elements[e].prepareFrame(t-this.layers[e].st);if(this.globalData._mdf)for(e=0;e=0;r-=1)(this.completeLayers||this.elements[r])&&(this.elements[r].prepareFrame(this.renderedFrame-this.layers[r].st),this.elements[r]._mdf&&(this._mdf=!0))}},ICompElement.prototype.renderInnerContent=function(){var t,e=this.layers.length;for(t=0;t=0;i-=1)r=t.transforms[i].transform.mProps.v.props,t.finalTransform.transform(r[0],r[1],r[2],r[3],r[4],r[5],r[6],r[7],r[8],r[9],r[10],r[11],r[12],r[13],r[14],r[15]);t._mdf=s},processSequences:function(t){var e,r=this.sequenceList.length;for(e=0;e=1){this.buffers=[];var t=this.globalData.canvasContext,e=assetLoader.createCanvas(t.canvas.width,t.canvas.height);this.buffers.push(e);var r=assetLoader.createCanvas(t.canvas.width,t.canvas.height);this.buffers.push(r),this.data.tt>=3&&!document._isProxy&&assetLoader.loadLumaCanvas()}this.canvasContext=this.globalData.canvasContext,this.transformCanvas=this.globalData.transformCanvas,this.renderableEffectsManager=new CVEffects(this)},createContent:function(){},setBlendMode:function(){var t=this.globalData;if(t.blendMode!==this.data.bm){t.blendMode=this.data.bm;var e=getBlendMode(this.data.bm);t.canvasContext.globalCompositeOperation=e}},createRenderableComponents:function(){this.maskManager=new CVMaskElement(this.data,this)},hideElement:function(){this.hidden||this.isInRange&&!this.isTransparent||(this.hidden=!0)},showElement:function(){this.isInRange&&!this.isTransparent&&(this.hidden=!1,this._isFirstFrame=!0,this.maskManager._isFirstFrame=!0)},clearCanvas:function(t){t.clearRect(this.transformCanvas.tx,this.transformCanvas.ty,this.transformCanvas.w*this.transformCanvas.sx,this.transformCanvas.h*this.transformCanvas.sy)},prepareLayer:function(){if(this.data.tt>=1){var t=this.buffers[0],e=t.getContext("2d");this.clearCanvas(e),e.drawImage(this.canvasContext.canvas,0,0),this.currentTransform=this.canvasContext.getTransform(),this.canvasContext.setTransform(1,0,0,1,0,0),this.clearCanvas(this.canvasContext),this.canvasContext.setTransform(this.currentTransform)}},exitLayer:function(){if(this.data.tt>=1){var t=this.buffers[1],e=t.getContext("2d");this.clearCanvas(e),e.drawImage(this.canvasContext.canvas,0,0),this.canvasContext.setTransform(1,0,0,1,0,0),this.clearCanvas(this.canvasContext),this.canvasContext.setTransform(this.currentTransform);var r=this.comp.getElementById("tp"in this.data?this.data.tp:this.data.ind-1);if(r.renderFrame(!0),this.canvasContext.setTransform(1,0,0,1,0,0),this.data.tt>=3&&!document._isProxy){var i=assetLoader.getLumaCanvas(this.canvasContext.canvas),a=i.getContext("2d");a.drawImage(this.canvasContext.canvas,0,0),this.clearCanvas(this.canvasContext),this.canvasContext.drawImage(i,0,0)}this.canvasContext.globalCompositeOperation=operationsMap[this.data.tt],this.canvasContext.drawImage(t,0,0),this.canvasContext.globalCompositeOperation="destination-over",this.canvasContext.drawImage(this.buffers[0],0,0),this.canvasContext.setTransform(this.currentTransform),this.canvasContext.globalCompositeOperation="source-over"}},renderFrame:function(t){if(!this.hidden&&!this.data.hd&&(1!==this.data.td||t)){this.renderTransform(),this.renderRenderable(),this.setBlendMode();var e=0===this.data.ty;this.prepareLayer(),this.globalData.renderer.save(e),this.globalData.renderer.ctxTransform(this.finalTransform.mat.props),this.globalData.renderer.ctxOpacity(this.finalTransform.mProp.o.v),this.renderInnerContent(),this.globalData.renderer.restore(e),this.exitLayer(),this.maskManager.hasMasks&&this.globalData.renderer.restore(!0),this._isFirstFrame&&(this._isFirstFrame=!1)}},destroy:function(){this.canvasContext=null,this.data=null,this.globalData=null,this.maskManager.destroy()},mHelper:new Matrix},CVBaseElement.prototype.hide=CVBaseElement.prototype.hideElement,CVBaseElement.prototype.show=CVBaseElement.prototype.showElement,CVShapeData.prototype.setAsAnimated=SVGShapeData.prototype.setAsAnimated,extendPrototype([BaseElement,TransformElement,CVBaseElement,IShapeElement,HierarchyElement,FrameElement,RenderableElement],CVShapeElement),CVShapeElement.prototype.initElement=RenderableDOMElement.prototype.initElement,CVShapeElement.prototype.transformHelper={opacity:1,_opMdf:!1},CVShapeElement.prototype.dashResetter=[],CVShapeElement.prototype.createContent=function(){this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,!0,[])},CVShapeElement.prototype.createStyleElement=function(t,e){var r={data:t,type:t.ty,preTransforms:this.transformsManager.addTransformSequence(e),transforms:[],elements:[],closed:!0===t.hd},i={};if("fl"===t.ty||"st"===t.ty?(i.c=PropertyFactory.getProp(this,t.c,1,255,this),i.c.k||(r.co="rgb("+bmFloor(i.c.v[0])+","+bmFloor(i.c.v[1])+","+bmFloor(i.c.v[2])+")")):"gf"!==t.ty&&"gs"!==t.ty||(i.s=PropertyFactory.getProp(this,t.s,1,null,this),i.e=PropertyFactory.getProp(this,t.e,1,null,this),i.h=PropertyFactory.getProp(this,t.h||{k:0},0,.01,this),i.a=PropertyFactory.getProp(this,t.a||{k:0},0,degToRads,this),i.g=new GradientProperty(this,t.g,this)),i.o=PropertyFactory.getProp(this,t.o,0,.01,this),"st"===t.ty||"gs"===t.ty){if(r.lc=lineCapEnum[t.lc||2],r.lj=lineJoinEnum[t.lj||2],1==t.lj&&(r.ml=t.ml),i.w=PropertyFactory.getProp(this,t.w,0,null,this),i.w.k||(r.wi=i.w.v),t.d){var a=new DashProperty(this,t.d,"canvas",this);i.d=a,i.d.k||(r.da=i.d.dashArray,r["do"]=i.d.dashoffset[0])}}else r.r=2===t.r?"evenodd":"nonzero";return this.stylesList.push(r),i.style=r,i},CVShapeElement.prototype.createGroupElement=function(){var t={it:[],prevViewData:[]};return t},CVShapeElement.prototype.createTransformElement=function(t){var e={transform:{opacity:1,_opMdf:!1,key:this.transformsManager.getNewKey(),op:PropertyFactory.getProp(this,t.o,0,.01,this),mProps:TransformPropertyFactory.getTransformProperty(this,t,this)}};return e},CVShapeElement.prototype.createShapeElement=function(t){var e=new CVShapeData(this,t,this.stylesList,this.transformsManager);return this.shapes.push(e),this.addShapeToModifiers(e),e},CVShapeElement.prototype.reloadShapes=function(){var t;this._isFirstFrame=!0;var e=this.itemsData.length;for(t=0;t=0;s-=1){if(h=this.searchProcessedElement(t[s]),h?e[s]=r[h-1]:t[s]._shouldRender=i,"fl"===t[s].ty||"st"===t[s].ty||"gf"===t[s].ty||"gs"===t[s].ty)h?e[s].style.closed=!1:e[s]=this.createStyleElement(t[s],d),f.push(e[s].style);else if("gr"===t[s].ty){if(h)for(o=e[s].it.length,n=0;n=0;a-=1)"tr"===e[a].ty?(s=r[a].transform,this.renderShapeTransform(t,s)):"sh"===e[a].ty||"el"===e[a].ty||"rc"===e[a].ty||"sr"===e[a].ty?this.renderPath(e[a],r[a]):"fl"===e[a].ty?this.renderFill(e[a],r[a],s):"st"===e[a].ty?this.renderStroke(e[a],r[a],s):"gf"===e[a].ty||"gs"===e[a].ty?this.renderGradientFill(e[a],r[a],s):"gr"===e[a].ty?this.renderShape(s,e[a].it,r[a].it):e[a].ty;i&&this.drawLayer()},CVShapeElement.prototype.renderStyledShape=function(t,e){if(this._isFirstFrame||e._mdf||t.transforms._mdf){var r,i,a,s=t.trNodes,n=e.paths,o=n._length;s.length=0;var h=t.transforms.finalTransform;for(a=0;a=1?m=.99:m<=-1&&(m=-.99);var f=l*m,c=Math.cos(p+e.a.v)*f+o[0],d=Math.sin(p+e.a.v)*f+o[1];i=n.createRadialGradient(c,d,0,o[0],o[1],l)}var u=t.g.p,g=e.g.c,y=1;for(s=0;so&&"xMidYMid slice"===h||na&&"meet"===o||sa&&"slice"===o)?(r-this.transformCanvas.w*(i/this.transformCanvas.h))/2*this.renderConfig.dpr:"xMax"===l&&(sa&&"slice"===o)?(r-this.transformCanvas.w*(i/this.transformCanvas.h))*this.renderConfig.dpr:0,this.transformCanvas.ty="YMid"===p&&(s>a&&"meet"===o||sa&&"meet"===o||s=0;t-=1)this.elements[t]&&this.elements[t].destroy();this.elements.length=0,this.globalData.canvasContext=null,this.animationItem.container=null,this.destroyed=!0},CanvasRendererBase.prototype.renderFrame=function(t,e){if((this.renderedFrame!==t||!0!==this.renderConfig.clearCanvas||e)&&!this.destroyed&&-1!==t){var r;this.renderedFrame=t,this.globalData.frameNum=t-this.animationItem._isFirstFrame,this.globalData.frameId+=1,this.globalData._mdf=!this.renderConfig.clearCanvas||e,this.globalData.projectInterface.currentFrame=t;var i=this.layers.length;for(this.completeLayers||this.checkLayers(t),r=0;r=0;r-=1)(this.completeLayers||this.elements[r])&&this.elements[r].renderFrame();!0!==this.renderConfig.clearCanvas&&this.restore()}}},CanvasRendererBase.prototype.buildItem=function(t){var e=this.elements;if(!e[t]&&99!==this.layers[t].ty){var r=this.createItem(this.layers[t],this,this.globalData);e[t]=r,r.initExpressions()}},CanvasRendererBase.prototype.checkPendingElements=function(){while(this.pendingElements.length){var t=this.pendingElements.pop();t.checkParenting()}},CanvasRendererBase.prototype.hide=function(){this.animationItem.container.style.display="none"},CanvasRendererBase.prototype.show=function(){this.animationItem.container.style.display="block"},extendPrototype([CanvasRendererBase,ICompElement,CVBaseElement],CVCompElement),CVCompElement.prototype.renderInnerContent=function(){var t,e=this.canvasContext;e.beginPath(),e.moveTo(0,0),e.lineTo(this.data.w,0),e.lineTo(this.data.w,this.data.h),e.lineTo(0,this.data.h),e.lineTo(0,0),e.clip();var r=this.layers.length;for(t=r-1;t>=0;t-=1)(this.completeLayers||this.elements[t])&&this.elements[t].renderFrame()},CVCompElement.prototype.destroy=function(){var t,e=this.layers.length;for(t=e-1;t>=0;t-=1)this.elements[t]&&this.elements[t].destroy();this.layers=null,this.elements=null},CVCompElement.prototype.createComp=function(t){return new CVCompElement(t,this.globalData,this)},extendPrototype([CanvasRendererBase],CanvasRenderer),CanvasRenderer.prototype.createComp=function(t){return new CVCompElement(t,this.globalData,this)},HBaseElement.prototype={checkBlendMode:function(){},initRendererElement:function(){this.baseElement=createTag(this.data.tg||"div"),this.data.hasMask?(this.svgElement=createNS("svg"),this.layerElement=createNS("g"),this.maskedElement=this.layerElement,this.svgElement.appendChild(this.layerElement),this.baseElement.appendChild(this.svgElement)):this.layerElement=this.baseElement,styleDiv(this.baseElement)},createContainerElements:function(){this.renderableEffectsManager=new CVEffects(this),this.transformedElement=this.baseElement,this.maskedElement=this.layerElement,this.data.ln&&this.layerElement.setAttribute("id",this.data.ln),this.data.cl&&this.layerElement.setAttribute("class",this.data.cl),0!==this.data.bm&&this.setBlendMode()},renderElement:function(){var t=this.transformedElement?this.transformedElement.style:{};if(this.finalTransform._matMdf){var e=this.finalTransform.mat.toCSS();t.transform=e,t.webkitTransform=e}this.finalTransform._opMdf&&(t.opacity=this.finalTransform.mProp.o.v)},renderFrame:function(){this.data.hd||this.hidden||(this.renderTransform(),this.renderRenderable(),this.renderElement(),this.renderInnerContent(),this._isFirstFrame&&(this._isFirstFrame=!1))},destroy:function(){this.layerElement=null,this.transformedElement=null,this.matteElement&&(this.matteElement=null),this.maskManager&&(this.maskManager.destroy(),this.maskManager=null)},createRenderableComponents:function(){this.maskManager=new MaskElement(this.data,this,this.globalData)},addEffects:function(){},setMatte:function(){}},HBaseElement.prototype.getBaseElement=SVGBaseElement.prototype.getBaseElement,HBaseElement.prototype.destroyBaseElement=HBaseElement.prototype.destroy,HBaseElement.prototype.buildElementParenting=BaseRenderer.prototype.buildElementParenting,extendPrototype([BaseElement,TransformElement,HBaseElement,HierarchyElement,FrameElement,RenderableDOMElement],HSolidElement),HSolidElement.prototype.createContent=function(){var t;this.data.hasMask?(t=createNS("rect"),t.setAttribute("width",this.data.sw),t.setAttribute("height",this.data.sh),t.setAttribute("fill",this.data.sc),this.svgElement.setAttribute("width",this.data.sw),this.svgElement.setAttribute("height",this.data.sh)):(t=createTag("div"),t.style.width=this.data.sw+"px",t.style.height=this.data.sh+"px",t.style.backgroundColor=this.data.sc),this.layerElement.appendChild(t)},extendPrototype([BaseElement,TransformElement,HSolidElement,SVGShapeElement,HBaseElement,HierarchyElement,FrameElement,RenderableElement],HShapeElement),HShapeElement.prototype._renderShapeFrame=HShapeElement.prototype.renderInnerContent,HShapeElement.prototype.createContent=function(){var t;if(this.baseElement.style.fontSize=0,this.data.hasMask)this.layerElement.appendChild(this.shapesContainer),t=this.svgElement;else{t=createNS("svg");var e=this.comp.data?this.comp.data:this.globalData.compSize;t.setAttribute("width",e.w),t.setAttribute("height",e.h),t.appendChild(this.shapesContainer),this.layerElement.appendChild(t)}this.searchShapes(this.shapesData,this.itemsData,this.prevViewData,this.shapesContainer,0,[],!0),this.filterUniqueShapes(),this.shapeCont=t},HShapeElement.prototype.getTransformedPoint=function(t,e){var r,i=t.length;for(r=0;r0&&o<1&&m[f].push(this.calculateF(o,t,e,r,i,f))):(h=s*s-4*n*a,h>=0&&(l=(-s+bmSqrt(h))/(2*a),l>0&&l<1&&m[f].push(this.calculateF(l,t,e,r,i,f)),p=(-s-bmSqrt(h))/(2*a),p>0&&p<1&&m[f].push(this.calculateF(p,t,e,r,i,f)))));this.shapeBoundingBox.left=bmMin.apply(null,m[0]),this.shapeBoundingBox.top=bmMin.apply(null,m[1]),this.shapeBoundingBox.right=bmMax.apply(null,m[0]),this.shapeBoundingBox.bottom=bmMax.apply(null,m[1])},HShapeElement.prototype.calculateF=function(t,e,r,i,a,s){return bmPow(1-t,3)*e[s]+3*bmPow(1-t,2)*t*r[s]+3*(1-t)*bmPow(t,2)*i[s]+bmPow(t,3)*a[s]},HShapeElement.prototype.calculateBoundingBox=function(t,e){var r,i=t.length;for(r=0;rr&&(r=a)}r*=t.mult}else r=t.v*t.mult;e.x-=r,e.xMax+=r,e.y-=r,e.yMax+=r},HShapeElement.prototype.currentBoxContains=function(t){return this.currentBBox.x<=t.x&&this.currentBBox.y<=t.y&&this.currentBBox.width+this.currentBBox.x>=t.x+t.width&&this.currentBBox.height+this.currentBBox.y>=t.y+t.height},HShapeElement.prototype.renderInnerContent=function(){if(this._renderShapeFrame(),!this.hidden&&(this._isFirstFrame||this._mdf)){var t=this.tempBoundingBox,e=999999;if(t.x=e,t.xMax=-e,t.y=e,t.yMax=-e,this.calculateBoundingBox(this.itemsData,t),t.width=t.xMax=0;t-=1){var i=this.hierarchy[t].finalTransform.mProp;this.mat.translate(-i.p.v[0],-i.p.v[1],i.p.v[2]),this.mat.rotateX(-i.or.v[0]).rotateY(-i.or.v[1]).rotateZ(i.or.v[2]),this.mat.rotateX(-i.rx.v).rotateY(-i.ry.v).rotateZ(i.rz.v),this.mat.scale(1/i.s.v[0],1/i.s.v[1],1/i.s.v[2]),this.mat.translate(i.a.v[0],i.a.v[1],i.a.v[2])}if(this.p?this.mat.translate(-this.p.v[0],-this.p.v[1],this.p.v[2]):this.mat.translate(-this.px.v,-this.py.v,this.pz.v),this.a){var a;a=this.p?[this.p.v[0]-this.a.v[0],this.p.v[1]-this.a.v[1],this.p.v[2]-this.a.v[2]]:[this.px.v-this.a.v[0],this.py.v-this.a.v[1],this.pz.v-this.a.v[2]];var s=Math.sqrt(Math.pow(a[0],2)+Math.pow(a[1],2)+Math.pow(a[2],2)),n=[a[0]/s,a[1]/s,a[2]/s],o=Math.sqrt(n[2]*n[2]+n[0]*n[0]),h=Math.atan2(n[1],o),l=Math.atan2(n[0],-n[2]);this.mat.rotateY(l).rotateX(-h)}this.mat.rotateX(-this.rx.v).rotateY(-this.ry.v).rotateZ(this.rz.v),this.mat.rotateX(-this.or.v[0]).rotateY(-this.or.v[1]).rotateZ(this.or.v[2]),this.mat.translate(this.globalData.compSize.w/2,this.globalData.compSize.h/2,0),this.mat.translate(0,0,this.pe.v);var p=!this._prevMat.equals(this.mat);if((p||this.pe._mdf)&&this.comp.threeDElements){var m,f,c;for(e=this.comp.threeDElements.length,t=0;t=t)return this.threeDElements[e].perspectiveElem;e+=1}return null},HybridRendererBase.prototype.createThreeDContainer=function(t,e){var r,i,a=createTag("div");styleDiv(a);var s=createTag("div");if(styleDiv(s),"3d"===e){r=a.style,r.width=this.globalData.compSize.w+"px",r.height=this.globalData.compSize.h+"px";var n="50% 50%";r.webkitTransformOrigin=n,r.mozTransformOrigin=n,r.transformOrigin=n,i=s.style;var o="matrix3d(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)";i.transform=o,i.webkitTransform=o}a.appendChild(s);var h={container:s,perspectiveElem:a,startPos:t,endPos:t,type:e};return this.threeDElements.push(h),h},HybridRendererBase.prototype.build3dContainers=function(){var t,e,r=this.layers.length,i="";for(t=0;t=0;t-=1)this.resizerElem.appendChild(this.threeDElements[t].perspectiveElem)},HybridRendererBase.prototype.addTo3dContainer=function(t,e){var r=0,i=this.threeDElements.length;while(rn?(t=a/this.globalData.compSize.w,e=a/this.globalData.compSize.w,r=0,i=(s-this.globalData.compSize.h*(a/this.globalData.compSize.w))/2):(t=s/this.globalData.compSize.h,e=s/this.globalData.compSize.h,r=(a-this.globalData.compSize.w*(s/this.globalData.compSize.h))/2,i=0);var h=this.resizerElem.style;h.webkitTransform="matrix3d("+t+",0,0,0,0,"+e+",0,0,0,0,1,0,"+r+","+i+",0,1)",h.transform=h.webkitTransform},HybridRendererBase.prototype.renderFrame=SVGRenderer.prototype.renderFrame,HybridRendererBase.prototype.hide=function(){this.resizerElem.style.display="none"},HybridRendererBase.prototype.show=function(){this.resizerElem.style.display="block"},HybridRendererBase.prototype.initItems=function(){if(this.buildAllItems(),this.camera)this.camera.setup();else{var t,e=this.globalData.compSize.w,r=this.globalData.compSize.h,i=this.threeDElements.length;for(t=0;t=p)t/=2,e/=2,r>>>=1;return(t+r)/e};return b.int32=function(){return 0|A.g(4)},b.quick=function(){return A.g(4)/4294967296},b["double"]=b,g(v(A.S),t),(i.pass||n||function(t,r,i,a){return a&&(a.S&&d(a,A),t.state=function(){return d(A,{})}),i?(e[o]=t,r):t})(b,f,"global"in i?i.global:this==e,i.state)}function c(t){var e,r=t.length,i=this,s=0,n=i.i=i.j=0,o=i.S=[];r||(t=[r++]);while(sr){var i=r;r=e,e=i}return Math.min(Math.max(t,e),r)}function radiansToDegrees(t){return t/degToRads}var radians_to_degrees=radiansToDegrees;function degreesToRadians(t){return t*degToRads}var degrees_to_radians=radiansToDegrees,helperLengthArray=[0,0,0,0,0,0];function length(t,e){if("number"===typeof t||t instanceof Number)return e=e||0,Math.abs(t-e);var r;e||(e=helperLengthArray);var i=Math.min(t.length,e.length),a=0;for(r=0;r.5?l/(2-n-o):l/(n+o),n){case i:e=(a-s)/l+(a1&&(r-=1),r<1/6?t+6*(e-t)*r:r<.5?e:r<2/3?t+(e-t)*(2/3-r)*6:t}function hslToRgb(t){var e,r,i,a=t[0],s=t[1],n=t[2];if(0===s)e=n,i=n,r=n;else{var o=n<.5?n*(1+s):n+s-n*s,h=2*n-o;e=hue2rgb(h,o,a+1/3),r=hue2rgb(h,o,a),i=hue2rgb(h,o,a-1/3)}return[e,r,i,t[3]]}function linear(t,e,r,i,a){if(void 0!==i&&void 0!==a||(i=e,a=r,e=0,r=1),r=r)return a;var n,o=r===e?0:(t-e)/(r-e);if(!i.length)return i+(a-i)*o;var h=i.length,l=createTypedArray("float32",h);for(n=0;n1){for(i=0;i1?e=1:e<0&&(e=0);var n=t(e);if($bm_isInstanceOfArray(a)){var o,h=a.length,l=createTypedArray("float32",h);for(o=0;odata.k[e].t&&tdata.k[e+1].t-t?(r=e+2,i=data.k[e+1].t):(r=e+1,i=data.k[e].t);break}}-1===r&&(r=e+1,i=data.k[e].t)}else r=0,i=0;var s={};return s.index=r,s.time=i/elem.comp.globalData.frameRate,s}function key(t){var e,r,i;if(!data.k.length||"number"===typeof data.k[0])throw new Error("The property has no keyframe at index "+t);t-=1,e={time:data.k[t].t/elem.comp.globalData.frameRate,value:[]};var a=Object.prototype.hasOwnProperty.call(data.k[t],"s")?data.k[t].s:data.k[t-1].e;for(i=a.length,r=0;rl.length-1)&&(e=l.length-1),a=l[l.length-1-e].t,i=p-a),"pingpong"===t){var m=Math.floor((h-a)/i);if(m%2!==0)return this.getValueAtTime((i-(h-a)%i+a)/this.comp.globalData.frameRate,0)}else{if("offset"===t){var f=this.getValueAtTime(a/this.comp.globalData.frameRate,0),c=this.getValueAtTime(p/this.comp.globalData.frameRate,0),d=this.getValueAtTime(((h-a)%i+a)/this.comp.globalData.frameRate,0),u=Math.floor((h-a)/i);if(this.pv.length){for(o=new Array(f.length),n=o.length,s=0;s=p)return this.pv;if(r?(i=e?Math.abs(this.elem.comp.globalData.frameRate*e):Math.max(0,this.elem.data.op-p),a=p+i):((!e||e>l.length-1)&&(e=l.length-1),a=l[e].t,i=a-p),"pingpong"===t){var m=Math.floor((p-h)/i);if(m%2===0)return this.getValueAtTime(((p-h)%i+p)/this.comp.globalData.frameRate,0)}else{if("offset"===t){var f=this.getValueAtTime(p/this.comp.globalData.frameRate,0),c=this.getValueAtTime(a/this.comp.globalData.frameRate,0),d=this.getValueAtTime((i-(p-h)%i+p)/this.comp.globalData.frameRate,0),u=Math.floor((p-h)/i)+1;if(this.pv.length){for(o=new Array(f.length),n=o.length,s=0;s1?(n-s)/(e-1):1,h=0,l=0;r=this.pv.length?createTypedArray("float32",this.pv.length):0;while(hn){var p=o,m=r.c&&o===h-1?0:o+1,f=(n-l)/s[o].addedLength;i=bez.getPointInSegment(r.v[p],r.v[m],r.o[p],r.i[m],f,s[o]);break}l+=s[o].addedLength,o+=1}return i||(i=r.c?[r.v[0][0],r.v[0][1]]:[r.v[r._length-1][0],r.v[r._length-1][1]]),i},vectorOnPath:function(t,e,r){1==t?t=this.v.c:0==t&&(t=.999);var i=this.pointOnPath(t,e),a=this.pointOnPath(t+.001,e),s=a[0]-i[0],n=a[1]-i[1],o=Math.sqrt(Math.pow(s,2)+Math.pow(n,2));if(0===o)return[0,0];var h="tangent"===r?[s/o,n/o]:[-n/o,s/o];return h},tangentOnPath:function(t,e){return this.vectorOnPath(t,e,"tangent")},normalOnPath:function(t,e){return this.vectorOnPath(t,e,"normal")},setGroupProperty:expressionHelpers.setGroupProperty,getValueAtTime:expressionHelpers.getStaticValueAtTime},extendPrototype([p],h),extendPrototype([p],l),l.prototype.getValueAtTime=o,l.prototype.initiateExpression=ExpressionManager.initiateExpression;var m=ShapePropertyFactory.getShapeProp;ShapePropertyFactory.getShapeProp=function(t,e,r,i,a){var s=m(t,e,r,i,a);return s.propertyIndex=e.ix,s.lock=!1,3===r?expressionHelpers.searchExpressions(t,e.pt,s):4===r&&expressionHelpers.searchExpressions(t,e.ks,s),s.k&&t.addDynamicProperty(s),s}}function initialize$1(){addPropertyDecorator()}function addDecorator(){function t(){return this.data.d.x?(this.calculateExpression=ExpressionManager.initiateExpression.bind(this)(this.elem,this.data.d,this),this.addEffect(this.getExpressionValue.bind(this)),!0):null}TextProperty.prototype.getExpressionValue=function(t,e){var r=this.calculateExpression(e);if(t.t!==r){var i={};return this.copyData(i,t),i.t=r.toString(),i.__complete=!1,i}return t},TextProperty.prototype.searchProperty=function(){var t=this.searchKeyframes(),e=this.searchExpressions();return this.kf=t||e,this.kf},TextProperty.prototype.searchExpressions=t}function initialize(){addDecorator()}function SVGComposableEffect(){}SVGComposableEffect.prototype={createMergeNode:function(t,e){var r,i,a=createNS("feMerge");for(a.setAttribute("result",t),i=0;i=p?d<0?i:a:i+c*Math.pow((s-t)/d,1/r),m[f]=n,f+=1,o+=256/(h-1);return m.join(" ")},SVGProLevelsFilter.prototype.renderFrame=function(t){if(t||this.filterManager._mdf){var e,r=this.filterManager.effectElements;this.feFuncRComposed&&(t||r[3].p._mdf||r[4].p._mdf||r[5].p._mdf||r[6].p._mdf||r[7].p._mdf)&&(e=this.getTableValue(r[3].p.v,r[4].p.v,r[5].p.v,r[6].p.v,r[7].p.v),this.feFuncRComposed.setAttribute("tableValues",e),this.feFuncGComposed.setAttribute("tableValues",e),this.feFuncBComposed.setAttribute("tableValues",e)),this.feFuncR&&(t||r[10].p._mdf||r[11].p._mdf||r[12].p._mdf||r[13].p._mdf||r[14].p._mdf)&&(e=this.getTableValue(r[10].p.v,r[11].p.v,r[12].p.v,r[13].p.v,r[14].p.v),this.feFuncR.setAttribute("tableValues",e)),this.feFuncG&&(t||r[17].p._mdf||r[18].p._mdf||r[19].p._mdf||r[20].p._mdf||r[21].p._mdf)&&(e=this.getTableValue(r[17].p.v,r[18].p.v,r[19].p.v,r[20].p.v,r[21].p.v),this.feFuncG.setAttribute("tableValues",e)),this.feFuncB&&(t||r[24].p._mdf||r[25].p._mdf||r[26].p._mdf||r[27].p._mdf||r[28].p._mdf)&&(e=this.getTableValue(r[24].p.v,r[25].p.v,r[26].p.v,r[27].p.v,r[28].p.v),this.feFuncB.setAttribute("tableValues",e)),this.feFuncA&&(t||r[31].p._mdf||r[32].p._mdf||r[33].p._mdf||r[34].p._mdf||r[35].p._mdf)&&(e=this.getTableValue(r[31].p.v,r[32].p.v,r[33].p.v,r[34].p.v,r[35].p.v),this.feFuncA.setAttribute("tableValues",e))}},extendPrototype([SVGComposableEffect],SVGDropShadowEffect),SVGDropShadowEffect.prototype.renderFrame=function(t){if(t||this.filterManager._mdf){if((t||this.filterManager.effectElements[4].p._mdf)&&this.feGaussianBlur.setAttribute("stdDeviation",this.filterManager.effectElements[4].p.v/4),t||this.filterManager.effectElements[0].p._mdf){var e=this.filterManager.effectElements[0].p.v;this.feFlood.setAttribute("flood-color",rgbToHex(Math.round(255*e[0]),Math.round(255*e[1]),Math.round(255*e[2])))}if((t||this.filterManager.effectElements[1].p._mdf)&&this.feFlood.setAttribute("flood-opacity",this.filterManager.effectElements[1].p.v/255),t||this.filterManager.effectElements[2].p._mdf||this.filterManager.effectElements[3].p._mdf){var r=this.filterManager.effectElements[3].p.v,i=(this.filterManager.effectElements[2].p.v-90)*degToRads,a=r*Math.cos(i),s=r*Math.sin(i);this.feOffset.setAttribute("dx",a),this.feOffset.setAttribute("dy",s)}}};var _svgMatteSymbols=[];function SVGMatte3Effect(t,e,r){this.initialized=!1,this.filterManager=e,this.filterElem=t,this.elem=r,r.matteElement=createNS("g"),r.matteElement.appendChild(r.layerElement),r.matteElement.appendChild(r.transformedElement),r.baseElement=r.matteElement}function SVGGaussianBlurEffect(t,e,r,i){t.setAttribute("x","-100%"),t.setAttribute("y","-100%"),t.setAttribute("width","300%"),t.setAttribute("height","300%"),this.filterManager=e;var a=createNS("feGaussianBlur");a.setAttribute("result",i),t.appendChild(a),this.feGaussianBlur=a}return SVGMatte3Effect.prototype.findSymbol=function(t){var e=0,r=_svgMatteSymbols.length;while(e((0,i.wg)(),(0,i.j4)(a.uT,{appear:"","enter-active-class":"animate__animated animate__zoomIn","leave-active-class":"animate__animated 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","e":1},{"id":"image_1","w":188,"h":176,"u":"","p":"data:image/png;base64,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