<div class="image background"></div>
<div class="image butterfly1"></div>
<div class="hittest butterfly1"></div>
<div class="hittest butterfly2"></div>
<div class="hittest butterfly3"></div>

body {
  margin: 0;
}

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);
  background-position: 50%;
  background-size: cover;
}

.image,
.hittest {
  height: 100vmin;
  left: calc(50% - 68.5vmin);
  position: absolute;
  width: 137vmin;
}

.background {
  opacity: 0.5;
}

.butterfly1 {
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rgx=/^#?([a-f\d])([a-f\d])([a-f\d])$/i;const hex=hexValue.replace(rgx,(m,r,g,b)=>r+r+g+g+b+b);const rgb=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(hex);const r=parseInt(rgb[1],16);const g=parseInt(rgb[2],16);const b=parseInt(rgb[3],16);return`rgb(${r},${g},${b})`}function hslToRgb(hslValue){const hsl=/hsl\((\d+),\s*([\d.]+)%,\s*([\d.]+)%\)/g.exec(hslValue);const h=parseInt(hsl[1])/360;const s=parseInt(hsl[2])/100;const l=parseInt(hsl[3])/100;function hue2rgb(p,q,t){if(t<0)t+=1;if(t>1)t-=1;if(t<1/6)return p+(q-p)*6*t;if(t<1/2)return q;if(t<2/3)return p+(q-p)*(2/3-t)*6;return p}let r,g,b;if(s==0){r=g=b=l}else{const q=l<.5?l*(1+s):l+s-l*s;const p=2*l-q;r=hue2rgb(p,q,h+1/3);g=hue2rgb(p,q,h);b=hue2rgb(p,q,h-1/3)}return`rgb(${r*255},${g*255},${b*255})`}function colorToRgb(val){if(is.rgb(val))return val;if(is.hex(val))return hexToRgb(val);if(is.hsl(val))return hslToRgb(val)}function getUnit(val){const split=/([\+\-]?[0-9#\.]+)(%|px|pt|em|rem|in|cm|mm|ex|pc|vw|vh|deg|rad|turn)?/.exec(val);if(split)return split[2]}function getTransformUnit(propName){if(stringContains(propName,"translate"))return"px";if(stringContains(propName,"rotate")||stringContains(propName,"skew"))return"deg"}function parseFloatValue(val){return parseFloat(val)}function minMaxValue(val,min,max){return Math.min(Math.max(val,min),max)}function getFunctionValue(val,animatable){if(!is.fnc(val))return val;return val(animatable.target,animatable.id,animatable.total)}function getCSSValue(el,prop){if(prop in el.style){return getComputedStyle(el).getPropertyValue(stringToHyphens(prop))||"0"}}function getAnimationType(el,prop){if(is.dom(el)&&arrayContains(validTransforms,prop))return"transform";if(is.dom(el)&&(el.getAttribute(prop)||is.svg(el)&&el[prop]))return"attribute";if(is.dom(el)&&(prop!=="transform"&&getCSSValue(el,prop)))return"css";if(el[prop]!=null)return"object"}function getTransformValue(el,propName){const defaultUnit=getTransformUnit(propName);const defaultVal=stringContains(propName,"scale")?1:0+defaultUnit;const str=el.style.transform;if(!str)return defaultVal;let match=[];let props=[];let values=[];const rgx=/(\w+)\((.+?)\)/g;while(match=rgx.exec(str)){props.push(match[1]);values.push(match[2])}const value=values.filter((val,i)=>props[i]===propName);return arrayLength(value)?value[0]:defaultVal}function getOriginalTargetValue(target,propName){switch(getAnimationType(target,propName)){case"transform":return getTransformValue(target,propName);case"css":return getCSSValue(target,propName);case"attribute":return target.getAttribute(propName)}return target[propName]||0}function getRelativeValue(to,from){const operator=/^(\*=|\+=|-=)/.exec(to);if(!operator)return to;const x=parseFloatValue(from);const y=parseFloatValue(to.replace(operator[0],""));switch(operator[0][0]){case"+":return x+y;case"-":return x-y;case"*":return x*y}}function validateValue(val,unit){if(/polygon/.test(val))return val;if(is.col(val))return colorToRgb(val);const originalUnit=getUnit(val);const unitLess=originalUnit?val.substr(0,arrayLength(val)-arrayLength(originalUnit)):val;return unit?unitLess+unit:unitLess}function isPath(val){return is.obj(val)&&objectHas(val,"totalLength")}function setDashoffset(el){const pathLength=el.getTotalLength();el.setAttribute("stroke-dasharray",pathLength);return pathLength}function getPath(path,percent){const el=is.str(path)?selectString(path)[0]:path;const p=percent||100;return function(prop){return{el:el,property:prop,totalLength:el.getTotalLength()*(p/100)}}}function getPathProgress(path,progress){function point(offset=0){const l=progress+offset>=1?progress+offset:0;return path.el.getPointAtLength(l)}const p=point();const p0=point(-1);const p1=point(+1);switch(path.property){case"x":return p.x;case"y":return p.y;case"angle":return Math.atan2(p1.y-p0.y,p1.x-p0.x)*180/Math.PI}}function decomposeValue(val,unit){const rgx=/-?\d*\.?\d+/g;const value=validateValue(isPath(val)?val.totalLength:val,unit)+"";return{original:value,numbers:value.match(rgx)?value.match(rgx).map(Number):[0],strings:value.split(rgx)}}function recomposeValue(numbers,strings){return strings.reduce((a,b,i)=>a+numbers[i-1]+b)}function parseTargets(targets){const targetsArray=targets?flattenArray(is.arr(targets)?targets.map(toArray):toArray(targets)):[];return targetsArray.filter((item,pos,self)=>self.indexOf(item)===pos)}function getAnimatables(targets){const parsed=parseTargets(targets);return parsed.map((t,i)=>{return{target:t,id:i,total:arrayLength(parsed)}})}function normalizePropertyTweens(prop,tweenSettings){let settings=cloneObject(tweenSettings);if(is.arr(prop)){const l=arrayLength(prop);const isFromTo=l===2&&!is.obj(prop[0]);if(!isFromTo){if(!is.fnc(tweenSettings.duration))settings.duration=tweenSettings.duration/l}else{prop={value:prop}}}return toArray(prop).map((v,i)=>{const delay=!i?tweenSettings.delay:0;let obj=is.obj(v)&&!isPath(v)?v:{value:v};if(is.und(obj.delay))obj.delay=delay;return obj}).map(k=>mergeObjects(k,settings))}function getProperties(instanceSettings,tweenSettings,params){let properties=[];const settings=mergeObjects(instanceSettings,tweenSettings);for(let p in params){if(!objectHas(settings,p)&&p!=="targets"){properties.push({name:p,offset:settings["offset"],tweens:normalizePropertyTweens(params[p],tweenSettings)})}}return properties}function normalizeTweenValues(tween,animatable){let t={};for(let p in tween){let value=getFunctionValue(tween[p],animatable);if(is.arr(value)){value=value.map(v=>getFunctionValue(v,animatable));if(arrayLength(value)===1)value=value[0]}t[p]=value}t.duration=parseFloatValue(t.duration);t.delay=parseFloatValue(t.delay);return t}function normalizeEasing(val){return is.arr(val)?bezier.apply(this,val):easings[val]}function normalizeTweens(prop,animatable){let previousTween;return prop.tweens.map(t=>{let tween=normalizeTweenValues(t,animatable);const tweenValue=tween.value;const originalValue=getOriginalTargetValue(animatable.target,prop.name);const previousValue=previousTween?previousTween.to.original:originalValue;const from=is.arr(tweenValue)?tweenValue[0]:previousValue;const to=getRelativeValue(is.arr(tweenValue)?tweenValue[1]:tweenValue,from);const unit=getUnit(to)||getUnit(from)||getUnit(originalValue);tween.isPath=isPath(tweenValue);tween.from=decomposeValue(from,unit);tween.to=decomposeValue(to,unit);tween.start=previousTween?previousTween.end:prop.offset;tween.end=tween.start+tween.delay+tween.duration;tween.easing=normalizeEasing(tween.easing);tween.elasticity=(1e3-minMaxValue(tween.elasticity,1,999))/1e3;if(is.col(tween.from.original))tween.round=1;previousTween=tween;return tween})}const setTweenProgress={css:(t,p,v)=>t.style[p]=v,attribute:(t,p,v)=>{if(v.indexOf("NaN")!==-1){console.log(t)}t.setAttribute(p,v)},object:(t,p,v)=>t[p]=v,transform:(t,p,v,transforms,id)=>{if(!transforms[id])transforms[id]=[];transforms[id].push(`${p}(${v})`)}};function createAnimation(animatable,prop){const animType=getAnimationType(animatable.target,prop.name);if(animType){const tweens=normalizeTweens(prop,animatable);return{type:animType,property:prop.name,animatable:animatable,tweens:tweens,duration:tweens[arrayLength(tweens)-1].end,delay:tweens[0].delay}}}function getAnimations(animatables,properties){return flattenArray(animatables.map(animatable=>{return properties.map(prop=>{return createAnimation(animatable,prop)})})).filter(a=>!is.und(a))}function getInstanceTimings(type,animations,tweenSettings){const math=type==="delay"?Math.min:Math.max;return arrayLength(animations)?math.apply(Math,animations.map(anim=>anim[type])):tweenSettings[type]}function createNewInstance(params){const instanceSettings=replaceObjectProps(defaultInstanceSettings,params);const tweenSettings=replaceObjectProps(defaultTweenSettings,params);const animatables=getAnimatables(params.targets);const properties=getProperties(instanceSettings,tweenSettings,params);const animations=getAnimations(animatables,properties);return mergeObjects(instanceSettings,{animatables:animatables,animations:animations,duration:getInstanceTimings("duration",animations,tweenSettings),delay:getInstanceTimings("delay",animations,tweenSettings)})}let activeInstances=[];let raf=0;const engine=(()=>{function play(){raf=requestAnimationFrame(step)}function step(t){const activeLength=arrayLength(activeInstances);if(activeLength){let i=0;while(i<activeLength){if(activeInstances[i])activeInstances[i].tick(t);i++}play()}else{cancelAnimationFrame(raf);raf=0}}return play})();function anime(params={}){let now,startTime,lastTime=0;let resolve=null;function makePromise(){return window.Promise&&new Promise(_resolve=>resolve=_resolve)}let promise=makePromise();let instance=createNewInstance(params);instance.reset=function(){const direction=instance.direction;const loops=instance.loop;instance.currentTime=0;instance.progress=0;instance.paused=true;instance.began=false;instance.completed=false;instance.reversed=direction==="reverse";instance.remaining=direction==="alternate"&&loops===1?2:loops};function toggleInstanceDirection(){instance.reversed=!instance.reversed}function adjustTime(time){return instance.reversed?instance.duration-time:time}function syncInstanceChildren(insTime){const children=instance.children;for(let i=0;i<arrayLength(children);i++)children[i].seek(insTime)}function setAnimationsProgress(insTime){let i=0;let transforms={};const animations=instance.animations;while(i<arrayLength(animations)){const anim=animations[i];const animatable=anim.animatable;const tweens=anim.tweens;const tween=tweens.filter(t=>insTime<t.end)[0]||tweens[arrayLength(tweens)-1];const isPath=tween.isPath;const round=tween.round;const elapsed=minMaxValue(insTime-tween.start-tween.delay,0,tween.duration)/tween.duration;const eased=tween.easing(elapsed,tween.elasticity);const progress=recomposeValue(tween.to.numbers.map((number,p)=>{const start=isPath?0:tween.from.numbers[p];let value=start+eased*(number-start);if(isPath)value=getPathProgress(tween.value,value);if(round)value=Math.round(value*round)/round;return value}),tween.to.strings);setTweenProgress[anim.type](animatable.target,anim.property,progress,transforms,animatable.id);anim.currentValue=progress;i++}if(transforms){let id;for(id in transforms){if(!transformString){const t="transform";transformString=getCSSValue(document.body,t)?t:`-webkit-${t}`}instance.animatables[id].target.style[transformString]=transforms[id].join(" ")}}instance.currentTime=insTime;instance.progress=insTime/instance.duration*100}function setCallback(cb){if(instance[cb])instance[cb](instance)}function countIteration(){if(instance.remaining&&instance.remaining!==true){instance.remaining--}}function setInstanceProgress(engineTime){const insDuration=instance.duration;const insOffset=instance.offset;const insDelay=instance.delay;const insCurrentTime=instance.currentTime;const insReversed=instance.reversed;const insTime=minMaxValue(adjustTime(engineTime),0,insDuration);if(insTime>insOffset&&insTime<insDuration){setAnimationsProgress(insTime);if(!instance.began&&insTime>=insDelay){instance.began=true;setCallback("begin")}setCallback("run")}else{if(insTime<=insOffset&&insCurrentTime!==0){setAnimationsProgress(0);if(insReversed)countIteration()}if(insTime>=insDuration&&insCurrentTime!==insDuration){setAnimationsProgress(insDuration);if(!insReversed)countIteration()}}if(engineTime>=insDuration){if(instance.remaining){startTime=now;if(instance.direction==="alternate")toggleInstanceDirection()}else{instance.pause();resolve();promise=makePromise();if(!instance.completed){instance.completed=true;setCallback("complete")}}lastTime=0}if(instance.children)syncInstanceChildren(insTime);setCallback("update")}instance.tick=function(t){now=t;if(!startTime)startTime=now;const engineTime=(lastTime+now-startTime)*anime.speed;setInstanceProgress(engineTime)};instance.seek=function(time){setInstanceProgress(adjustTime(time))};instance.pause=function(){const i=activeInstances.indexOf(instance);if(i>-1)activeInstances.splice(i,1);instance.paused=true};instance.play=function(){if(!instance.paused)return;instance.paused=false;startTime=0;lastTime=instance.completed?0:adjustTime(instance.currentTime);activeInstances.push(instance);if(!raf)engine()};instance.reverse=function(){toggleInstanceDirection();startTime=0;lastTime=adjustTime(instance.currentTime)};instance.restart=function(){instance.pause();instance.reset();instance.play()};instance.finished=promise;instance.reset();if(instance.autoplay)instance.play();return instance}function removeTargets(targets){const targetsArray=parseTargets(targets);for(let i=arrayLength(activeInstances)-1;i>=0;i--){const instance=activeInstances[i];const animations=instance.animations;for(let a=arrayLength(animations)-1;a>=0;a--){if(arrayContains(targetsArray,animations[a].animatable.target)){animations.splice(a,1);if(!arrayLength(animations))instance.pause()}}}}function timeline(params){let tl=anime(params);tl.duration=0;tl.children=[];tl.add=function(instancesParams){toArray(instancesParams).forEach(insParams=>{const offset=insParams.offset;const tlDuration=tl.duration;insParams.autoplay=false;insParams.offset=is.und(offset)?tlDuration:getRelativeValue(offset,tlDuration);const ins=anime(insParams);if(ins.duration>tlDuration)tl.duration=ins.duration;tl.children.push(ins)});return tl};return tl}anime.version="2.0.1";anime.speed=1;anime.running=activeInstances;anime.remove=removeTargets;anime.getValue=getOriginalTargetValue;anime.path=getPath;anime.setDashoffset=setDashoffset;anime.bezier=bezier;anime.easings=easings;anime.timeline=timeline;anime.random=((min,max)=>Math.floor(Math.random()*(max-min+1))+min);return anime});

const img = document.querySelector('.image.butterfly1');
let clipPathProperty = 'clip-path';
window.addEventListener('load', function(e) {
  const style = window.getComputedStyle(img, null);
  if (style['clip-path'] === "none") {
    clipPathProperty = '-webkit-clip-path';
  }
});
let animation = null,
    animationConfig = {
      targets: img,
      duration: 500,
      easing: 'easeOutCubic'
    };

function step1() {
  animation && animation.pause();
  animationConfig[clipPathProperty] = {
    value: 'polygon(8.43% 30.1%,8.52% 31.2%,8.61% 32.3%,8.77% 33.27%,8.93% 34.24%,9.12% 35.38%,9.31% 36.52%,9.23% 37.69%,9.15% 38.86%,9.13% 39.78%,9.11% 40.7%,9.09% 41.62%,9.07% 42.54%,9.13% 43.84%,9.19% 45.14%,9.52% 46.22%,9.85% 47.3%,10.4% 48.25%,10.95% 49.2%,11.68% 49.72%,12.41% 50.24%,13.4% 50.54%,14.39% 50.84%,14.96% 50.84%,13.54% 51.36%,12.8% 51.96%,12.06% 52.56%,11.51% 53.16%,10.96% 53.76%,10.57% 54.54%,10.18% 55.32%,9.94% 56.18%,9.7% 57.04%,9.59% 58.12%,9.48% 59.2%,9.35% 60.19%,9.22% 61.18%,9.2% 62.26%,9.18% 63.34%,9.05% 64.2%,8.92% 65.06%,9.31% 65.47%,9.7% 65.88%,9.4% 66.53%,9.16% 67.27%,9.09% 68.13%,9.07% 69.08%,8.88% 69.97%,8.76% 70.73%,8.87% 71.26%,9.04% 71.67%,9.43% 71.82%,9.67% 71.49%,9.66% 70.78%,9.58% 69.98%,10.24% 70.2%,10.81% 69.98%,11.27% 70.09%,11.67% 70.09%,11.96% 69.79%,12.2% 69.38%,12.67% 68.56%,12.83% 68.38%,12.89% 67.91%,13.84% 67.82%,13.9% 66.78%,14.34% 66.52%,14.43% 66.95%,14.3% 67.38%,14.87% 67.94%,14.93% 69.06%,14.76% 69.99%,14.59% 70.92%,15.32% 71.09%,15.64% 70.79%,16.05% 71.74%,16.49% 71.91%,16.77% 71.56%,17.28% 72.73%,17.55% 73.32%,17.82% 73.91%,18.09% 74.5%,18.36% 75.09%,18.8% 75.48%,19.21% 75.48%,19.21% 74.88%,18.64% 73.76%,18.07% 72.64%,17.6% 71.56%,17.47% 70.61%,16.87% 69.79%,17.31% 69.75%,17.25% 68.61%,17.19% 67.47%,17.1% 66%,17.18% 64.65%,17.73% 63.64%,18.46% 62.75%,19.04% 62.06%,19.62% 61.37%,20.2% 60.68%,20.78% 59.99%,21.35% 59.39%,22.27% 57.62%,21.92% 60.34%,21.67% 60.86%,21.86% 61.16%,22.18% 61.07%,22.62% 59.39%,23.19% 58.01%,23.82% 55.72%,24.17% 56.84%,24.36% 56.88%,24.55% 56.36%,24.64% 53.64%,24.86% 53.08%,24.92% 52.76%,24.98% 52.44%,25.26% 52.72%,25.63% 52.75%,25.89% 52.25%,25.94% 51.63%,25.9% 51.01%,25.85% 50.49%,25.71% 49.97%,25.36% 49.53%,24.99% 49.24%,25.68% 48.44%,26.4% 47.69%,27.25% 47.08%,27.68% 46.8%,28.11% 46.52%,28.5% 46.2%,28.82% 45.88%,28.96% 45.56%,29.02% 45.24%,29.02% 44.87%,29.02% 44.5%,28.94% 44.39%,28.87% 44.34%,28.8% 44.43%,28.74% 44.58%,28.72% 44.97%,28.69% 45.36%,28.57% 45.66%,28.36% 45.92%,27.79% 46.31%,27.22% 46.7%,26.71% 47.02%,26.24% 47.36%,25.59% 47.95%,24.97% 48.55%,24.59% 49.24%,24.56% 48.85%,24.53% 48.46%,24.64% 48.31%,24.73% 48.07%,24.72% 47.86%,24.69% 47.56%,24.52% 47.19%,24.35% 46.87%,24.22% 46.85%,24.12% 46.91%,24.07% 47.04%,24.06% 47.17%,24.2% 47.43%,24.29% 47.63%,24.31% 47.84%,24.28% 47.99%,24.14% 48.23%,24.03% 48.44%,24.03% 48.71%,24.06% 48.95%,24.15% 49.34%,24.18% 49.68%,24.02% 49.79%,23.76% 49.88%,23.44% 49.98%,23.24% 49.94%,23.02% 49.34%,22.8% 48.74%,22.74% 48.29%,22.68% 47.84%,22.05% 46.05%,21.73% 45.15%,21.41% 44.25%,20.94% 43.14%,20.47% 42.03%,20% 40.92%,19.53% 39.81%,19.04% 38.83%,18.55% 37.85%,18.06% 36.87%,17.57% 35.89%,16.8% 34.62%,16.03% 33.35%,15.43% 32.68%,14.83% 32.01%,14.39% 31.97%,13.73% 31.45%,13.29% 31.49%,13.04% 31.75%,12.28% 31.17%,11.52% 30.59%,10.7% 30.2%,9.88% 29.81%,9.03% 29.81%,8.78% 29.68%)'
  };
  animation = anime(animationConfig);
}
function step2() {
  animation && animation.pause();
  animationConfig[clipPathProperty] = {
    value: 'polygon(52.72% 20.5%,52.47% 21%,52.36% 21.53%,52.36% 22.57%,52.43% 23.43%,52.5% 24.29%,52.5% 25.21%,52.41% 26.62%,52.32% 27.57%,52.23% 28.52%,52.16% 29.62%,52.09% 30.72%,52.13% 31.64%,52.26% 31.95%,52.17% 32.68%,52.17% 33.57%,52.17% 34.46%,52.16% 35.21%,52.15% 35.96%,52.14% 36.71%,52.13% 37.46%,52.17% 38.35%,52.21% 39.24%,51.54% 39.12%,50.87% 39%,50.32% 38.76%,49.77% 38.52%,48.68% 38.03%,47.92% 37.6%,47.16% 37.17%,46.19% 36.46%,46.22% 36.98%,46.47% 37.37%,47.35% 37.93%,48.36% 38.32%,49.12% 38.67%,49.7% 38.99%,50.28% 39.31%,50.63% 39.57%,50.98% 39.83%,50.76% 40.52%,50.54% 41.21%,50.32% 41.77%,50.26% 42.29%,49.5% 42.32%,48.74% 42.35%,47.98% 42.38%,47.22% 42.41%,46.33% 42.59%,45.44% 42.77%,44.55% 42.95%,43.66% 43.13%,42.89% 43.38%,42.12% 43.63%,41.35% 43.88%,40.58% 44.13%,39.94% 44.36%,39.3% 44.59%,38.66% 44.82%,38.02% 45.05%,37.24% 45.34%,36.46% 45.63%,35.68% 45.92%,34.9% 46.21%,33.94% 46.64%,32.98% 47.07%,32.47% 47.37%,32.31% 47.72%,32.31% 47.98%,32.59% 48.07%,33.51% 47.94%,34.27% 47.9%,35.34% 48.25%,36.48% 48.42%,37.62% 48.51%,38.95% 48.77%,39.87% 49.03%,40.79% 49.29%,41.37% 49.39%,41.95% 49.49%,42.53% 49.59%,43.11% 49.69%,43.8% 49.67%,44.49% 49.65%,45.34% 49.78%,45.59% 49.65%,45.4% 50.3%,45.4% 51.34%,45.37% 52.12%,45.53% 53.37%,45.81% 54.06%,46.35% 55.27%,46.76% 56.09%,47.58% 56.61%,47.99% 57.17%,48.21% 57.73%,48.68% 58.33%,49.19% 58.46%,49.46% 58.68%,49.73% 58.9%,49.92% 59.29%,50.11% 59.68%,50.3% 60.24%,50.49% 60.8%,50.87% 61.19%,51.42% 61.17%,51.97% 61.15%,52.25% 61.28%,52.44% 61.8%,52.61% 62.88%,52.7% 63.42%,52.79% 63.96%,52.9% 64.58%,53.01% 65.2%,53.12% 65.82%,53.23% 66.44%,53.58% 67.04%,53.93% 67.34%,54.12% 67.25%,54.15% 66.73%,53.99% 66.17%,53.94% 65.57%,53.89% 64.97%,54% 64.15%,54.11% 63.33%,54.27% 63.05%,54.43% 62.77%,54.71% 62.6%,54.9% 62.73%,54.9% 63.12%,54.99% 63.25%,55.27% 63.34%,55.59% 63.21%,55.62% 62.95%,55.6% 62.17%,55.58% 61.39%,55.99% 61.52%,56.27% 61.48%,56.52% 61.18%,56.68% 60.58%,56.84% 59.98%,56.93% 59.38%,57.02% 58.78%,56.93% 58.26%,56.61% 57.61%,56.89% 57.65%,56.98% 57.48%,56.95% 56.96%,56.63% 56.27%,56.46% 55.55%,56.29% 54.83%,56.12% 54.11%,55.95% 53.39%,55.98% 52.53%,56.01% 51.67%,55.73% 50.7%,55.45% 49.73%,55.31% 48.87%,55.17% 48.01%,55.03% 47.15%,54.89% 46.29%,55.62% 48.02%,56.19% 48.58%,56.41% 48.84%,56.54% 48.75%,56.57% 48.36%,56.32% 48.01%,55.78% 47.32%,55.42% 46.48%,55.06% 45.64%,54.82% 44.93%,54.58% 44.22%,54.41% 43.79%,54.24% 43.36%,54.21% 42.67%,54% 42.28%,53.79% 41.89%,53.7% 41.44%,53.61% 40.99%,53.52% 40.82%,53.8% 40.78%,54.21% 40.52%,54.3% 40.09%,54.24% 39.49%,54.18% 38.89%,54.15% 38.24%,54.28% 38.07%,54.37% 37.59%,54.27% 36.69%,54.17% 35.79%,54.07% 34.89%,53.97% 33.99%,54.19% 33.13%,54.16% 32.74%,54% 32.61%,53.84% 32.61%,53.46% 31.49%,53.46% 31.01%,53.55% 30.32%,53.46% 28.87%,53.37% 27.42%,53.28% 26.17%,53.19% 24.92%,53.22% 23.58%,53.17% 22.63%,53.12% 21.68%,52.93% 20.9%,52.87% 20.73%)'
  };
  animation = anime(animationConfig);
}
function step3() {
  animation && animation.pause();
  animationConfig[clipPathProperty] = {
    value: 'polygon(78.3% 24.1%,78.23% 24.21%,78.26% 24.39%,78.34% 24.45%,78.49% 24.51%,78.58% 24.66%,78.7% 24.98%,78.71% 25.42%,78.68% 25.88%,78.55% 26.4%,78.43% 27%,78.32% 27.67%,78.29% 28.2%,78.3% 29.21%,78.36% 29.44%,78.39% 29.9%,78.19% 29.99%,78.07% 29.82%,77.66% 29.87%,77.39% 29.79%,77.04% 29.84%,76.87% 30.07%,76.11% 30.74%,75.41% 31.78%,75.02% 32.65%,74.72% 33.28%,74.15% 33.66%,74.6% 34.38%,74.02% 34.95%,73.1% 35.64%,72.16% 36.51%,71.43% 37.53%,70.83% 38.39%,70.47% 38.94%,70.44% 39.18%,70.44% 39.47%,70.59% 39.81%,70.86% 40.02%,71.17% 40.1%,71.38% 40.04%,71.23% 40.44%,71.03% 40.85%,70.56% 41.49%,70.14% 42.3%,69.6% 43.22%,69.51% 43.69%,69.1% 44.48%,68.46% 45.59%,68.2% 46.06%,68.19% 46.21%,68.25% 46.35%,68.35% 46.46%,68.5% 46.37%,68.79% 45.91%,69.11% 45.64%,69.32% 45.79%,69.61% 45.61%,69.83% 45.38%,70.01% 45.69%,70.16% 45.72%,70.26% 45.75%,70.26% 46.07%,70.05% 46.51%,69.92% 47.24%,69.92% 47.81%,69.74% 48.36%,69.74% 48.74%,69.74% 49%,69.53% 49.52%,69.44% 49.95%,69.43% 50.47%,69.45% 50.71%,69.53% 50.88%,69.56% 51.17%,69.57% 51.86%,69.6% 52.12%,69.73% 52.36%,69.89% 52.5%,70.02% 52.5%,70.14% 52.38%,70.26% 52.35%,70.33% 52.46%,70.44% 52.63%,70.54% 52.65%,70.72% 52.56%,70.99% 52.33%,71.26% 52.22%,71.45% 52.08%,71.63% 51.85%,71.74% 51.82%,71.82% 51.9%,71.93% 52.16%,72.01% 52.36%,72.09% 52.31%,72.26% 52.11%,72.59% 52.05%,72.85% 52.07%,73.08% 52.27%,73.24% 52.48%,73.35% 52.48%,73.5% 52.48%,73.63% 52.62%,73.74% 52.62%,73.92% 52.5%,74.2% 52.3%,74.42% 51.98%,74.68% 51.48%,74.96% 51.08%,75.28% 50.81%,75.66% 50.67%,76.06% 50.62%,76.26% 50.71%,76.55% 50.82%,76.85% 50.82%,77.07% 50.71%,77.26% 50.53%,77.45% 50.18%,77.55% 50.1%,77.68% 49.92%,77.74% 49.65%,77.96% 49.34%,78.35% 49.03%,78.94% 48.97%,79.33% 48.88%,79.63% 48.62%,79.89% 48.13%,80.16% 47.31%,80.25% 47.22%,80.41% 47.31%,80.78% 47.58%,81.42% 47.93%,81.83% 48.02%,82.4% 47.99%,82.55% 48.14%,82.95% 48.22%,83.54% 48.22%,84.08% 48.14%,85.32% 48.09%,85.7% 48.04%,86.3% 47.83%,87.24% 47.68%,88.02% 47.54%,88.4% 47.42%,89.33% 47.36%,89.8% 47.15%,90.36% 47.13%,90.74% 47.07%,91.18% 46.84%,91.38% 46.93%,92.4% 46.9%,92.71% 46.76%,93.02% 46.39%,93.18% 45.87%,93.17% 45.24%,92.87% 43.41%,92.38% 42.31%,91.81% 41.16%,91.33% 40.47%,90.46% 39.34%,88.38% 37.28%,87.1% 36.27%,85.94% 35.37%,84.28% 34.31%,82.62% 33.25%,81.13% 32.5%,80.14% 32.26%,79.37% 32.04%,79.37% 31.78%,79.54% 31.67%,79.79% 31.22%,79.82% 30.72%,79.71% 30.2%,79.46% 29.7%,79.05% 29.1%,79.05% 28.88%,79.19% 28.49%,79.85% 27.63%,80.8% 26.79%,81.45% 26.14%,81.75% 25.71%,81.83% 25.36%,81.7% 24.95%,81.56% 24.73%,81.47% 24.69%,81.42% 24.75%,81.39% 24.88%,81.42% 25.01%,81.5% 25.12%,81.58% 25.4%,81.53% 25.64%,81.39% 25.88%,80.74% 26.55%,80.17% 27.09%,79.55% 27.65%,79.27% 28.08%,78.94% 28.64%,78.73% 29.14%,78.68% 29.16%,78.62% 29.14%,78.57% 29.03%,78.54% 28.17%,78.57% 27.28%,78.74% 26.48%,78.93% 25.7%,78.96% 25.01%,78.83% 24.53%,78.66% 24.25%,78.49% 24.12%)'
  };
  animation = anime(animationConfig);
}
const bf1 = document.querySelector('.butterfly1:not(.image)');
const bf2 = document.querySelector('.butterfly2');
const bf3 = document.querySelector('.butterfly3');

bf1.addEventListener('mouseenter', function(e) {
  step1();
});
bf2.addEventListener('mouseenter', function(e) {
  step2();
});
bf3.addEventListener('mouseenter', function(e) {
  step3();
});