App_win_iot_V2.0/IOTContainer/bin/Debug/www/js/855.522e9122.js

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/*!
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i=n.createCanvas?n.createCanvas():document.createElement("canvas");i.getContext&&(t._hitTestCanvas=i,t._hitTestContext=i.getContext("2d"),i.width=i.height=1),t._nextCacheID=1,e.getStage=function(){var t=this,e=n["Stage"];while(t.parent)t=t.parent;return t instanceof e?t:null};try{Object.defineProperties(e,{stage:{get:e.getStage}})}catch(s){}e.isVisible=function(){return!!(this.visible&&this.alpha>0&&0!=this.scaleX&&0!=this.scaleY)},e.draw=function(t,e){var i=this.cacheCanvas;if(e||!i)return!1;var n=this._cacheScale;return t.drawImage(i,this._cacheOffsetX+this._filterOffsetX,this._cacheOffsetY+this._filterOffsetY,i.width/n,i.height/n),!0},e.updateContext=function(e){var i=this,n=i.mask,s=i._props.matrix;n&&n.graphics&&!n.graphics.isEmpty()&&(n.getMatrix(s),e.transform(s.a,s.b,s.c,s.d,s.tx,s.ty),n.graphics.drawAsPath(e),e.clip(),s.invert(),e.transform(s.a,s.b,s.c,s.d,s.tx,s.ty)),this.getMatrix(s);var r=s.tx,o=s.ty;t._snapToPixelEnabled&&i.snapToPixel&&(r=r+(r<0?-.5:.5)|0,o=o+(o<0?-.5:.5)|0),e.transform(s.a,s.b,s.c,s.d,r,o),e.globalAlpha*=i.alpha,i.compositeOperation&&(e.globalCompositeOperation=i.compositeOperation),i.shadow&&this._applyShadow(e,i.shadow)},e.cache=function(t,e,i,s,r){r=r||1,this.cacheCanvas||(this.cacheCanvas=n.createCanvas?n.createCanvas():document.createElement("canvas")),this._cacheWidth=i,this._cacheHeight=s,this._cacheOffsetX=t,this._cacheOffsetY=e,this._cacheScale=r,this.updateCache()},e.updateCache=function(e){var i=this.cacheCanvas;if(!i)throw"cache() must be called before updateCache()";var n=this._cacheScale,s=this._cacheOffsetX*n,r=this._cacheOffsetY*n,o=this._cacheWidth,A=this._cacheHeight,a=i.getContext("2d"),h=this._getFilterBounds();s+=this._filterOffsetX=h.x,r+=this._filterOffsetY=h.y,o=Math.ceil(o*n)+h.width,A=Math.ceil(A*n)+h.height,o!=i.width||A!=i.height?(i.width=o,i.height=A):e||a.clearRect(0,0,o+1,A+1),a.save(),a.globalCompositeOperation=e,a.setTransform(n,0,0,n,-s,-r),this.draw(a,!0),this._applyFilters(),a.restore(),this.cacheID=t._nextCacheID++},e.uncache=function(){this._cacheDataURL=this.cacheCanvas=null,this.cacheID=this._cacheOffsetX=this._cacheOffsetY=this._filterOffsetX=this._filterOffsetY=0,this._cacheScale=1},e.getCacheDataURL=function(){return this.cacheCanvas?(this.cacheID!=this._cacheDataURLID&&(this._cacheDataURL=this.cacheCanvas.toDataURL()),this._cacheDataURL):null},e.localToGlobal=function(t,e,i){return this.getConcatenatedMatrix(this._props.matrix).transformPoint(t,e,i||new n.Point)},e.globalToLocal=function(t,e,i){return this.getConcatenatedMatrix(this._props.matrix).invert().transformPoint(t,e,i||new n.Point)},e.localToLocal=function(t,e,i,n){return n=this.localToGlobal(t,e,n),i.globalToLocal(n.x,n.y,n)},e.setTransform=function(t,e,i,n,s,r,o,A,a){return this.x=t||0,this.y=e||0,this.scaleX=null==i?1:i,this.scaleY=null==n?1:n,this.rotation=s||0,this.skewX=r||0,this.skewY=o||0,this.regX=A||0,this.regY=a||0,this},e.getMatrix=function(t){var e=this,i=t&&t.identity()||new n.Matrix2D;return e.transformMatrix?i.copy(e.transformMatrix):i.appendTransform(e.x,e.y,e.scaleX,e.scaleY,e.rotation,e.skewX,e.skewY,e.regX,e.regY)},e.getConcatenatedMatrix=function(t){var e=this,i=this.getMatrix(t);while(e=e.parent)i.prependMatrix(e.getMatrix(e._props.matrix));return i},e.getConcatenatedDisplayProps=function(t){t=t?t.identity():new n.DisplayProps;var e=this,i=e.getMatrix(t.matrix);do{t.prepend(e.visible,e.alpha,e.shadow,e.compositeOperation),e!=this&&i.prependMatrix(e.getMatrix(e._props.matrix))}while(e=e.parent);return t},e.hitTest=function(e,i){var n=t._hitTestContext;n.setTransform(1,0,0,1,-e,-i),this.draw(n);var s=this._testHit(n);return n.setTransform(1,0,0,1,0,0),n.clearRect(0,0,2,2),s},e.set=function(t){for(var e in t)this[e]=t[e];return this},e.getBounds=function(){if(this._bounds)return this._rectangle.copy(this._bounds);var t=this.cacheCanvas;if(t){var e=this._cacheScale;return this._rectangle.setValues(this._cacheOffsetX,this._cacheOffsetY,t.width/e,t.height/e)}return null},e.getTransformedBounds=function(){return this._getBounds()},e.setBounds=function(t,e,i,s){null==t&&(this._bounds=t),this._bounds=(this._bounds||new n.Rectangle).setValues(t,e,i,s)},e.clone=function(){return this._cloneProps(new t)},e.toString=function(){return"[DisplayObject (name="+this.name+")]"},e._cloneProps=function(t){return t.alpha=this.alpha,t.mouseEnabled=this.mouseEnabled,t.tickEnabled=this.tickEnabled,t.name=this.name,t.regX=this.regX,t.regY=this.regY,t.rotation=this.rotation,t.scaleX=this.scaleX,t.scaleY=this.scaleY,t.shadow=this.shadow,t.skewX=this.skewX,t.skewY=this.skewY,t.visible=this.visible,t.x=this.x,t.y=this.y,t.compositeOperation=this.compositeOperation,t.snapToPixel=this.snapToPixel,t.filters=null==this.filters?null:this.filters.slice(0),t.mask=this.mask,t.hitArea=this.hitArea,t.cursor=this.cursor,t._bounds=this._bounds,t},e._applyShadow=function(t,e){e=e||Shadow.identity,t.shadowColor=e.color,t.shadowOffsetX=e.offsetX,t.shadowOffsetY=e.offsetY,t.shadowBlur=e.blur},e._tick=function(t){var e=this._listeners;e&&e["tick"]&&(t.target=null,t.propagationStopped=t.immediatePropagationStopped=!1,this.dispatchEvent(t))},e._testHit=function(e){try{var i=e.getImageData(0,0,1,1).data[3]>1}catch(s){if(!t.suppressCrossDomainErrors)throw"An error has occurred. This is most likely due to security restrictions on reading canvas pixel data with local or cross-domain images."}return i},e._applyFilters=function(){if(this.filters&&0!=this.filters.length&&this.cacheCanvas)for(var t=this.filters.length,e=this.cacheCanvas.getContext("2d"),i=this.cacheCanvas.width,n=this.cacheCanvas.height,s=0;s<t;s++)this.filters[s].applyFilter(e,0,0,i,n)},e._getFilterBounds=function(t){var e,i=this.filters,n=this._rectangle.setValues(0,0,0,0);if(!i||!(e=i.length))return n;for(var s=0;s<e;s++){var r=this.filters[s];r.getBounds&&r.getBounds(n)}return n},e._getBounds=function(t,e){return this._transformBounds(this.getBounds(),t,e)},e._transformBounds=function(t,e,i){if(!t)return t;var n=t.x,s=t.y,r=t.width,o=t.height,A=this._props.matrix;A=i?A.identity():this.getMatrix(A),(n||s)&&A.appendTransform(0,0,1,1,0,0,0,-n,-s),e&&A.prependMatrix(e);var a=r*A.a,h=r*A.b,l=o*A.c,c=o*A.d,u=A.tx,f=A.ty,g=u,d=u,p=f,v=f;return(n=a+u)<g?g=n:n>d&&(d=n),(n=a+l+u)<g?g=n:n>d&&(d=n),(n=l+u)<g?g=n:n>d&&(d=n),(s=h+f)<p?p=s:s>v&&(v=s),(s=h+c+f)<p?p=s:s>v&&(v=s),(s=c+f)<p?p=s:s>v&&(v=s),t.setValues(g,p,d-g,v-p)},e._hasMouseEventListener=function(){for(var e=t._MOUSE_EVENTS,i=0,n=e.length;i<n;i++)if(this.hasEventListener(e[i]))return!0;return!!this.cursor},n.DisplayObject=n.promote(t,"EventDispatcher")}(),function(){function t(){this.DisplayObject_constructor(),this.children=[],this.mouseChildren=!0,this.tickChildren=!0}var e=n.extend(t,n.DisplayObject);e.getNumChildren=function(){return this.children.length};try{Object.defineProperties(e,{numChildren:{get:e.getNumChildren}})}catch(i){}e.initialize=t,e.isVisible=function(){var t=this.cacheCanvas||this.children.length;return!!(this.visible&&this.alpha>0&&0!=this.scaleX&&0!=this.scaleY&&t)},e.draw=function(t,e){if(this.DisplayObject_draw(t,e))return!0;for(var i=this.children.slice(),n=0,s=i.length;n<s;n++){var r=i[n];r.isVisible()&&(t.save(),r.updateContext(t),r.draw(t),t.restore())}return!0},e.addChild=function(t){if(null==t)return t;var e=arguments.length;if(e>1){for(var i=0;i<e;i++)this.addChild(arguments[i]);return arguments[e-1]}return t.parent&&t.parent.removeChild(t),t.parent=this,this.children.push(t),t.dispatchEvent("added"),t},e.addChildAt=function(t,e){var i=arguments.length,n=arguments[i-1];if(n<0||n>this.children.length)return arguments[i-2];if(i>2){for(var s=0;s<i-1;s++)this.addChildAt(arguments[s],n+s);return arguments[i-2]}return t.parent&&t.parent.removeChild(t),t.parent=this,this.children.splice(e,0,t),t.dispatchEvent("added"),t},e.removeChild=function(t){var e=arguments.length;if(e>1){for(var i=!0,s=0;s<e;s++)i=i&&this.removeChild(arguments[s]);return i}return this.removeChildAt(n.indexOf(this.children,t))},e.removeChildAt=function(t){var e=arguments.length;if(e>1){for(var i=[],n=0;n<e;n++)i[n]=arguments[n];i.sort((function(t,e){return e-t}));var s=!0;for(n=0;n<e;n++)s=s&&this.removeChildAt(i[n]);return s}if(t<0||t>this.children.length-1)return!1;var r=this.children[t];return r&&(r.parent=null),this.children.splice(t,1),r.dispatchEvent("removed"),!0},e.removeAllChildren=function(){var t=this.children;while(t.length)this.removeChildAt(0)},e.getChildAt=function(t){return this.children[t]},e.getChildByName=function(t){for(var e=this.children,i=0,n=e.length;i<n;i++)if(e[i].name==t)return e[i];return null},e.sortChildren=function(t){this.children.sort(t)},e.getChildIndex=function(t){return n.indexOf(this.children,t)},e.swapChildrenAt=function(t,e){var i=this.children,n=i[t],s=i[e];n&&s&&(i[t]=s,i[e]=n)},e.swapChildren=function(t,e){for(var i,n,s=this.children,r=0,o=s.length;r<o;r++)if(s[r]==t&&(i=r),s[r]==e&&(n=r),null!=i&&null!=n)break;r!=o&&(s[i]=e,s[n]=t)},e.setChildIndex=function(t,e){var i=this.children,n=i.length;if(!(t.parent!=this||e<0||e>=n)){for(var s=0;s<n;s++)if(i[s]==t)break;s!=n&&s!=e&&(i.splice(s,1),i.splice(e,0,t))}},e.contains=function(t){while(t){if(t==this)return!0;t=t.parent}return!1},e.hitTest=function(t,e){return null!=this.getObjectUnderPoint(t,e)},e.getObjectsUnderPoint=function(t,e,i){var n=[],s=this.localToGlobal(t,e);return this._getObjectsUnderPoint(s.x,s.y,n,i>0,1==i),n},e.getObjectUnderPoint=function(t,e,i){var n=this.localToGlobal(t,e);return this._getObjectsUnderPoint(n.x,n.y,null,i>0,1==i)},e.getBounds=function(){return this._getBounds(null,!0)},e.getTransformedBounds=function(){return this._getBounds()},e.clone=function(e){var i=this._cloneProps(new t);return e&&this._cloneChildren(i),i},e.toString=function(){return"[Container (name="+this.name+")]"},e._tick=function(t){if(this.tickChildren)for(var e=this.children.length-1;e>=0;e--){var i=this.children[e];i.tickEnabled&&i._tick&&i._tick(t)}this.DisplayObject__tick(t)},e._cloneChildren=function(t){t.children.length&&t.removeAllChildren();for(var e=t.children,i=0,n=this.children.length;i<n;i++){var s=this.children[i].clone(!0);s.parent=t,e.push(s)}},e._getObjectsUnderPoint=function(e,i,s,r,o,A){if(A=A||0,!A&&!this._testMask(this,e,i))return null;var a,h=n.DisplayObject._hitTestContext;o=o||r&&this._hasMouseEventListener();for(var l=this.children,c=l.length,u=c-1;u>=0;u--){var f=l[u],g=f.hitArea;if(f.visible&&(g||f.isVisible())&&(!r||f.mouseEnabled)&&(g||this._testMask(f,e,i)))if(!g&&f instanceof t){var d=f._getObjectsUnderPoint(e,i,s,r,o,A+1);if(!s&&d)return r&&!this.mouseChildren?this:d}else{if(r&&!o&&!f._hasMouseEventListener())continue;var p=f.getConcatenatedDisplayProps(f._props);if(a=p.matrix,g&&(a.appendMatrix(g.getMatrix(g._props.matrix)),p.alpha=g.alpha),h.globalAlpha=p.alpha,h.setTransform(a.a,a.b,a.c,a.d,a.tx-e,a.ty-i),(g||f).draw(h),!this._testHit(h))continue;if(h.setTransform(1,0,0,1,0,0),h.clearRect(0,0,2,2),!s)return r&&!this.mouseChildren?this:f;s.push(f)}}return null},e._testMask=function(t,e,i){var s=t.mask;if(!s||!s.graphics||s.graphics.isEmpty())return!0;var r=this._props.matrix,o=t.parent;r=o?o.getConcatenatedMatrix(r):r.identity(),r=s.getMatrix(s._props.matrix).prependMatrix(r);var A=n.DisplayObject._hitTestContext;return A.setTransform(r.a,r.b,r.c,r.d,r.tx-e,r.ty-i),s.graphics.drawAsPath(A),A.fillStyle="#000",A.fill(),!!this._testHit(A)&&(A.setTransform(1,0,0,1,0,0),A.clearRect(0,0,2,2),!0)},e._getBounds=function(t,e){var i=this.DisplayObject_getBounds();if(i)return this._transformBounds(i,t,e);var n=this._props.matrix;n=e?n.identity():this.getMatrix(n),t&&n.prependMatrix(t);for(var s=this.children.length,r=null,o=0;o<s;o++){var A=this.children[o];A.visible&&(i=A._getBounds(n))&&(r?r.extend(i.x,i.y,i.width,i.height):r=i.clone())}return r},n.Container=n.promote(t,"DisplayObject")}(),function(){function t(t){this.Container_constructor(),this.autoClear=!0,this.canvas="string"==typeof t?document.getElementById(t):t,this.mouseX=0,this.mouseY=0,this.drawRect=null,this.snapToPixelEnabled=!1,this.mouseInBounds=!1,this.tickOnUpdate=!0,this.mouseMoveOutside=!1,this.preventSelection=!0,this._pointerData={},this._pointerCount=0,this._primaryPointerID=null,this._mouseOverIntervalID=null,this._nextStage=null,this._prevStage=null,this.enableDOMEvents(!0)}var e=n.extend(t,n.Container);e._get_nextStage=function(){return this._nextStage},e._set_nextStage=function(t){this._nextStage&&(this._nextStage._prevStage=null),t&&(t._prevStage=this),this._nextStage=t};try{Object.defineProperties(e,{nextStage:{get:e._get_nextStage,set:e._set_nextStage}})}catch(i){}e.update=function(t){if(this.canvas&&(this.tickOnUpdate&&this.tick(t),!1!==this.dispatchEvent("drawstart",!1,!0))){n.DisplayObject._snapToPixelEnabled=this.snapToPixelEnabled;var e=this.drawRect,i=this.canvas.getContext("2d");i.setTransform(1,0,0,1,0,0),this.autoClear&&(e?i.clearRect(e.x,e.y,e.width,e.height):i.clearRect(0,0,this.canvas.width+1,this.canvas.height+1)),i.save(),this.drawRect&&(i.beginPath(),i.rect(e.x,e.y,e.width,e.height),i.clip()),this.updateContext(i),this.draw(i,!1),i.restore(),this.dispatchEvent("drawend")}},e.tick=function(t){if(this.tickEnabled&&!1!==this.dispatchEvent("tickstart",!1,!0)){var e=new n.Event("tick");if(t)for(var i in t)t.hasOwnProperty(i)&&(e[i]=t[i]);this._tick(e),this.dispatchEvent("tickend")}},e.handleEvent=function(t){"tick"==t.type&&this.update(t)},e.clear=function(){if(this.canvas){var t=this.canvas.getContext("2d");t.setTransform(1,0,0,1,0,0),t.clearRect(0,0,this.canvas.width+1,this.canvas.height+1)}},e.toDataURL=function(t,e){var i,n=this.canvas.getContext("2d"),s=this.canvas.width,r=this.canvas.height;if(t){i=n.getImageData(0,0,s,r);var o=n.globalCompositeOperation;n.globalCompositeOperation="destination-over",n.fillStyle=t,n.fillRect(0,0,s,r)}var A=this.canvas.toDataURL(e||"image/png");return t&&(n.putImageData(i,0,0),n.globalCompositeOperation=o),A},e.enableMouseOver=function(t){if(this._mouseOverIntervalID&&(clearInterval(this._mouseOverIntervalID),this._mouseOverIntervalID=null,0==t&&this._testMouseOver(!0)),null==t)t=20;else if(t<=0)return;var e=this;this._mouseOverIntervalID=setInterval((function(){e._testMouseOver()}),1e3/Math.min(50,t))},e.enableDOMEvents=function(t){null==t&&(t=!0);var e,i,n=this._eventListeners;if(!t&&n){for(e in n)i=n[e],i.t.removeEventListener(e,i.f,!1);this._eventListeners=null}else if(t&&!n&&this.canvas){var s=window.addEventListener?window:document,r=this;for(e in n=this._eventListeners={},n["mouseup"]={t:s,f:function(t){r._handleMouseUp(t)}},n["mousemove"]={t:s,f:function(t){r._handleMouseMove(t)}},n["dblclick"]={t:this.canvas,f:function(t){r._handleDoubleClick(t)}},n["mousedown"]={t:this.canvas,f:function(t){r._handleMouseDown(t)}},n)i=n[e],i.t.addEventListener(e,i.f,!1)}},e.clone=function(){throw"Stage cannot be cloned."},e.toString=function(){return"[Stage (name="+this.name+")]"},e._getElementRect=function(t){var e;try{e=t.getBoundingClientRect()}catch(h){e={top:t.offsetTop,left:t.offsetLeft,width:t.offsetWidth,height:t.offsetHeight}}var i=(window.pageXOffset||document.scrollLeft||0)-(document.clientLeft||document.body.clientLeft||0),n=(window.pageYOffset||document.scrollTop||0)-(document.clientTop||document.body.clientTop||0),s=window.getComputedStyle?getComputedStyle(t,null):t.currentStyle,r=parseInt(s.paddingLeft)+parseInt(s.borderLeftWidth),o=parseInt(s.paddingTop)+parseInt(s.borderTopWidth),A=parseInt(s.paddingRight)+parseInt(s.borderRightWidth),a=parseInt(s.paddingBottom)+parseInt(s.borderBottomWidth);return{left:e.left+i+r,right:e.right+i-A,top:e.top+n+o,bottom:e.bottom+n-a}},e._getPointerData=function(t){var e=this._pointerData[t];return e||(e=this._pointerData[t]={x:0,y:0}),e},e._handleMouseMove=function(t){t||(t=window.event),this._handlePointerMove(-1,t,t.pageX,t.pageY)},e._handlePointerMove=function(t,e,i,n,s){if((!this._prevStage||void 0!==s)&&this.canvas){var r=this._nextStage,o=this._getPointerData(t),A=o.inBounds;this._updatePointerPosition(t,e,i,n),(A||o.inBounds||this.mouseMoveOutside)&&(-1===t&&o.inBounds==!A&&this._dispatchMouseEvent(this,A?"mouseleave":"mouseenter",!1,t,o,e),this._dispatchMouseEvent(this,"stagemousemove",!1,t,o,e),this._dispatchMouseEvent(o.target,"pressmove",!0,t,o,e)),r&&r._handlePointerMove(t,e,i,n,null)}},e._updatePointerPosition=function(t,e,i,n){var s=this._getElementRect(this.canvas);i-=s.left,n-=s.top;var r=this.canvas.width,o=this.canvas.height;i/=(s.right-s.left)/r,n/=(s.bottom-s.top)/o;var A=this._getPointerData(t);(A.inBounds=i>=0&&n>=0&&i<=r-1&&n<=o-1)?(A.x=i,A.y=n):this.mouseMoveOutside&&(A.x=i<0?0:i>r-1?r-1:i,A.y=n<0?0:n>o-1?o-1:n),A.posEvtObj=e,A.rawX=i,A.rawY=n,t!==this._primaryPointerID&&-1!==t||(this.mouseX=A.x,this.mouseY=A.y,this.mouseInBounds=A.inBounds)},e._handleMouseUp=function(t){this._handlePointerUp(-1,t,!1)},e._handlePointerUp=function(t,e,i,n){var s=this._nextStage,r=this._getPointerData(t);if(!this._prevStage||void 0!==n){var o=null,A=r.target;n||!A&&!s||(o=this._getObjectsUnderPoint(r.x,r.y,null,!0)),r.down&&(this._dispatchMouseEvent(this,"stagemouseup",!1,t,r,e,o),r.down=!1),o==A&&this._dispatchMouseEvent(A,"click",!0,t,r,e),this._dispatchMouseEvent(A,"pressup",!0,t,r,e),i?(t==this._primaryPointerID&&(this._primaryPointerID=null),delete this._pointerData[t]):r.target=null,s&&s._handlePointerUp(t,e,i,n||o&&this)}},e._handleMouseDown=function(t){this._handlePointerDown(-1,t,t.pageX,t.pageY)},e._handlePointerDown=function(t,e,i,n,s){this.preventSelection&&e.preventDefault(),null!=this._primaryPointerID&&-1!==t||(this._primaryPointerID=t),null!=n&&this._updatePointerPosition(t,e,i,n);var r=null,o=this._nextStage,A=this._getPointerData(t);s||(r=A.target=this._getObjectsUnderPoint(A.x,A.y,null,!0)),A.inBounds&&(this._dispatchMouseEvent(this,"stagemousedown",!1,t,A,e,r),A.down=!0),this._dispatchMouseEvent(r,"mousedown",!0,t,A,e),o&&o._handlePointerDown(t,e,i,n,s||r&&this)},e._testMouseOver=function(t,e,i){if(!this._prevStage||void 0!==e){var n=this._nextStage;if(this._mouseOverIntervalID){var s=this._getPointerData(-1);if(s&&(t||this.mouseX!=this._mouseOverX||this.mouseY!=this._mouseOverY||!this.mouseInBounds)){var r,o,A,a=s.posEvtObj,h=i||a&&a.target==this.canvas,l=null,c=-1,u="";!e&&(t||this.mouseInBounds&&h)&&(l=this._getObjectsUnderPoint(this.mouseX,this.mouseY,null,!0),this._mouseOverX=this.mouseX,this._mouseOverY=this.mouseY);var f=this._mouseOverTarget||[],g=f[f.length-1],d=this._mouseOverTarget=[];r=l;while(r)d.unshift(r),u||(u=r.cursor),r=r.parent;for(this.canvas.style.cursor=u,!e&&i&&(i.canvas.style.cursor=u),o=0,A=d.length;o<A;o++){if(d[o]!=f[o])break;c=o}for(g!=l&&this._dispatchMouseEvent(g,"mouseout",!0,-1,s,a,l),o=f.length-1;o>c;o--)this._dispatchMouseEvent(f[o],"rollout",!1,-1,s,a,l);for(o=d.length-1;o>c;o--)this._dispatchMouseEvent(d[o],"rollover",!1,-1,s,a,g);g!=l&&this._dispatchMouseEvent(l,"mouseover",!0,-1,s,a,g),n&&n._testMouseOver(t,e||l&&this,i||h&&this)}}else n&&n._testMouseOver(t,e,i)}},e._handleDoubleClick=function(t,e){var i=null,n=this._nextStage,s=this._getPointerData(-1);e||(i=this._getObjectsUnderPoint(s.x,s.y,null,!0),this._dispatchMouseEvent(i,"dblclick",!0,-1,s,t)),n&&n._handleDoubleClick(t,e||i&&this)},e._dispatchMouseEvent=function(t,e,i,s,r,o,A){if(t&&(i||t.hasEventListener(e))){var a=new n.MouseEvent(e,i,!1,r.x,r.y,o,s,s===this._primaryPointerID||-1===s,r.rawX,r.rawY,A);t.dispatchEvent(a)}},n.Stage=n.promote(t,"Container")}(),function(){function t(t){this.DisplayObject_constructor(),"string"==typeof t?(this.image=document.createElement("img"),this.image.src=t):this.image=t,this.sourceRect=null}var e=n.extend(t,n.DisplayObject);e.initialize=t,e.isVisible=function(){var t=this.image,e=this.cacheCanvas||t&&(t.naturalWidth||t.getContext||t.readyState>=2);return!!(this.visible&&this.alpha>0&&0!=this.scaleX&&0!=this.scaleY&&e)},e.draw=function(t,e){if(this.DisplayObject_draw(t,e)||!this.image)return!0;var i=this.image,n=this.sourceRect;if(n){var s=n.x,r=n.y,o=s+n.width,A=r+n.height,a=0,h=0,l=i.width,c=i.height;s<0&&(a-=s,s=0),o>l&&(o=l),r<0&&(h-=r,r=0),A>c&&(A=c),t.drawImage(i,s,r,o-s,A-r,a,h,o-s,A-r)}else t.drawImage(i,0,0);return!0},e.getBounds=function(){var t=this.DisplayObject_getBounds();if(t)return t;var e=this.image,i=this.sourceRect||e,n=e&&(e.naturalWidth||e.getContext||e.readyState>=2);return n?this._rectangle.setValues(0,0,i.width,i.height):null},e.clone=function(){var e=new t(this.image);return this.sourceRect&&(e.sourceRect=this.sourceRect.clone()),this._cloneProps(e),e},e.toString=function(){return"[Bitmap (name="+this.name+")]"},n.Bitmap=n.promote(t,"DisplayObject")}(),function(){function t(t,e){this.DisplayObject_constructor(),this.currentFrame=0,this.currentAnimation=null,this.paused=!0,this.spriteSheet=t,this.currentAnimationFrame=0,this.framerate=0,this._animation=null,this._currentFrame=null,this._skipAdvance=!1,null!=e&&this.gotoAndPlay(e)}var e=n.extend(t,n.DisplayObject);e.initialize=t,e.isVisible=function(){var t=this.cacheCanvas||this.spriteSheet.complete;return!!(this.visible&&this.alpha>0&&0!=this.scaleX&&0!=this.scaleY&&t)},e.draw=function(t,e){if(this.DisplayObject_draw(t,e))return!0;this._normalizeFrame();var i=this.spriteSheet.getFrame(0|this._currentFrame);if(!i)return!1;var n=i.rect;return n.width&&n.height&&t.drawImage(i.image,n.x,n.y,n.width,n.height,-i.regX,-i.regY,n.width,n.height),!0},e.play=function(){this.paused=!1},e.stop=function(){this.paused=!0},e.gotoAndPlay=function(t){this.paused=!1,this._skipAdvance=!0,this._goto(t)},e.gotoAndStop=function(t){this.paused=!0,this._goto(t)},e.advance=function(t){var e=this.framerate||this.spriteSheet.framerate,i=e&&null!=t?t/(1e3/e):1;this._normalizeFrame(i)},e.getBounds=function(){return this.DisplayObject_getBounds()||this.spriteSheet.getFrameBounds(this.currentFrame,this._rectangle)},e.clone=function(){return this._cloneProps(new t(this.spriteSheet))},e.toString=function(){return"[Sprite (name="+this.name+")]"},e._cloneProps=function(t){return this.DisplayObject__cloneProps(t),t.currentFrame=this.currentFrame,t.currentAnimation=this.currentAnimation,t.paused=this.paused,t.currentAnimationFrame=this.currentAnimationFrame,t.framerate=this.framerate,t._animation=this._animation,t._currentFrame=this._currentFrame,t._skipAdvance=this._skipAdvance,t},e._tick=function(t){this.paused||(this._skipAdvance||this.advance(t&&t.delta),this._skipAdvance=!1),this.DisplayObject__tick(t)},e._normalizeFrame=function(t){t=t||0;var e,i=this._animation,n=this.paused,s=this._currentFrame;if(i){var r=i.speed||1,o=this.currentAnimationFrame;if(e=i.frames.length,o+t*r>=e){var A=i.next;if(this._dispatchAnimationEnd(i,s,n,A,e-1))return;if(A)return this._goto(A,t-(e-o)/r);this.paused=!0,o=i.frames.length-1}else o+=t*r;this.currentAnimationFrame=o,this._currentFrame=i.frames[0|o]}else if(s=this._currentFrame+=t,e=this.spriteSheet.getNumFrames(),s>=e&&e>0&&!this._dispatchAnimationEnd(i,s,n,e-1)&&(this._currentFrame-=e)>=e)return this._normalizeFrame();s=0|this._currentFrame,this.currentFrame!=s&&(this.currentFrame=s,this.dispatchEvent("change"))},e._dispatchAnimationEnd=function(t,e,i,s,r){var o=t?t.name:null;if(this.hasEventListener("animationend")){var A=new n.Event("animationend");A.name=o,A.next=s,this.dispatchEvent(A)}var a=this._animation!=t||this._currentFrame!=e;return a||i||!this.paused||(this.currentAnimationFrame=r,a=!0),a},e._goto=function(t,e){if(this.currentAnimationFrame=0,isNaN(t)){var i=this.spriteSheet.getAnimation(t);i&&(this._animation=i,this.currentAnimation=t,this._normalizeFrame(e))}else this.currentAnimation=this._animation=null,this._currentFrame=t,this._normalizeFrame()},n.Sprite=n.promote(t,"DisplayObject")}(),function(){function t(t){this.DisplayObject_constructor(),this.graphics=t||new n.Graphics}var e=n.extend(t,n.DisplayObject);e.isVisible=function(){var t=this.cacheCanvas||this.graphics&&!this.graphics.isEmpty();return!!(this.visible&&this.alpha>0&&0!=this.scaleX&&0!=this.scaleY&&t)},e.draw=function(t,e){return this.DisplayObject_draw(t,e)||this.graphics.draw(t,this),!0},e.clone=function(e){var i=e&&this.graphics?this.graphics.clone():this.graphics;return this._cloneProps(new t(i))},e.toString=function(){return"[Shape (name="+this.name+")]"},n.Shape=n.promote(t,"DisplayObject")}(),function(){function t(t,e,i){this.DisplayObject_constructor(),this.text=t,this.font=e,this.color=i,this.textAlign="left",this.textBaseline="top",this.maxWidth=null,this.outline=0,this.lineHeight=0,this.lineWidth=null}var e=n.extend(t,n.DisplayObject),i=n.createCanvas?n.createCanvas():document.createElement("canvas");i.getContext&&(t._workingContext=i.getContext("2d"),i.width=i.height=1),t.H_OFFSETS={start:0,left:0,center:-.5,end:-1,right:-1},t.V_OFFSETS={top:0,hanging:-.01,middle:-.4,alphabetic:-.8,ideographic:-.85,bottom:-1},e.isVisible=function(){var t=this.cacheCanvas||null!=this.text&&""!==this.text;return!!(this.visible&&this.alpha>0&&0!=this.scaleX&&0!=this.scaleY&&t)},e.draw=function(t,e){if(this.DisplayObject_draw(t,e))return!0;var i=this.color||"#000";return this.outline?(t.strokeStyle=i,t.lineWidth=1*this.outline):t.fillStyle=i,this._drawText(this._prepContext(t)),!0},e.getMeasuredWidth=function(){return this._getMeasuredWidth(this.text)},e.getMeasuredLineHeight=function(){return 1.2*this._getMeasuredWidth("M")},e.getMeasuredHeight=function(){return this._drawText(null,{}).height},e.getBounds=function(){var e=this.DisplayObject_getBounds();if(e)return e;if(null==this.text||""===this.text)return null;var i=this._drawText(null,{}),n=this.maxWidth&&this.maxWidth<i.width?this.maxWidth:i.width,s=n*t.H_OFFSETS[this.textAlign||"left"],r=this.lineHeight||this.getMeasuredLineHeight(),o=r*t.V_OFFSETS[this.textBaseline||"top"];return this._rectangle.setValues(s,o,n,i.height)},e.getMetrics=function(){var e={lines:[]};return e.lineHeight=this.lineHeight||this.getMeasuredLineHeight(),e.vOffset=e.lineHeight*t.V_OFFSETS[this.textBaseline||"top"],this._drawText(null,e,e.lines)},e.clone=function(){return this._cloneProps(new t(this.text,this.font,this.color))},e.toString=function(){return"[Text (text="+(this.text.length>20?this.text.substr(0,17)+"...":this.text)+")]"},e._cloneProps=function(t){return this.DisplayObject__cloneProps(t),t.textAlign=this.textAlign,t.textBaseline=this.textBaseline,t.maxWidth=this.maxWidth,t.outline=this.outline,t.lineHeight=this.lineHeight,t.lineWidth=this.lineWidth,t},e._prepContext=function(t){return t.font=this.font||"10px sans-serif",t.textAlign=this.textAlign||"left",t.textBaseline=this.textBaseline||"top",t},e._drawText=function(e,i,n){var s=!!e;s||(e=t._workingContext,e.save(),this._prepContext(e));for(var r=this.lineHeight||this.getMeasuredLineHeight(),o=0,A=0,a=String(this.text).split(/(?:\r\n|\r|\n)/),h=0,l=a.length;h<l;h++){var c=a[h],u=null;if(null!=this.lineWidth&&(u=e.measureText(c).width)>this.lineWidth){var f=c.split(/(\s)/);c=f[0],u=e.measureText(c).width;for(var g=1,d=f.length;g<d;g+=2){var p=e.measureText(f[g]+f[g+1]).width;u+p>this.lineWidth?(s&&this._drawTextLine(e,c,A*r),n&&n.push(c),u>o&&(o=u),c=f[g+1],u=e.measureText(c).width,A++):(c+=f[g]+f[g+1],u+=p)}}s&&this._drawTextLine(e,c,A*r),n&&n.push(c),i&&null==u&&(u=e.measureText(c).width),u>o&&(o=u),A++}return i&&(i.width=o,i.height=A*r),s||e.restore(),i},e._drawTextLine=function(t,e,i){this.outline?t.strokeText(e,0,i,this.maxWidth||65535):t.fillText(e,0,i,this.maxWidth||65535)},e._getMeasuredWidth=function(e){var i=t._workingContext;i.save();var n=this._prepContext(i).measureText(e).width;return i.restore(),n},n.Text=n.promote(t,"DisplayObject")}(),function(){function t(t,e){this.Container_constructor(),this.text=t||"",this.spriteSheet=e,this.lineHeight=0,this.letterSpacing=0,this.spaceWidth=0,this._oldProps={text:0,spriteSheet:0,lineHeight:0,letterSpacing:0,spaceWidth:0}}var e=n.extend(t,n.Container);t.maxPoolSize=100,t._spritePool=[],e.draw=function(t,e){this.DisplayObject_draw(t,e)||(this._updateText(),this.Container_draw(t,e))},e.getBounds=function(){return this._updateText(),this.Container_getBounds()},e.isVisible=function(){var t=this.cacheCanvas||this.spriteSheet&&this.spriteSheet.complete&&this.text;return!!(this.visible&&this.alpha>0&&0!==this.scaleX&&0!==this.scaleY&&t)},e.clone=function(){return this._cloneProps(new t(this.text,this.spriteSheet))},e.addChild=e.addChildAt=e.removeChild=e.removeChildAt=e.removeAllChildren=function(){},e._cloneProps=function(t){return this.Container__cloneProps(t),t.lineHeight=this.lineHeight,t.letterSpacing=this.letterSpacing,t.spaceWidth=this.spaceWidth,t},e._getFrameIndex=function(t,e){var i,n=e.getAnimation(t);return n||(t!=(i=t.toUpperCase())||t!=(i=t.toLowerCase())||(i=null),i&&(n=e.getAnimation(i))),n&&n.frames[0]},e._getFrame=function(t,e){var i=this._getFrameIndex(t,e);return null==i?i:e.getFrame(i)},e._getLineHeight=function(t){var e=this._getFrame("1",t)||this._getFrame("T",t)||this._getFrame("L",t)||t.getFrame(0);return e?e.rect.height:1},e._getSpaceWidth=function(t){var e=this._getFrame("1",t)||this._getFrame("l",t)||this._getFrame("e",t)||this._getFrame("a",t)||t.getFrame(0);return e?e.rect.width:1},e._updateText=function(){var e,i=0,s=0,r=this._oldProps,o=!1,A=this.spaceWidth,a=this.lineHeight,h=this.spriteSheet,l=t._spritePool,c=this.children,u=0,f=c.length;for(var g in r)r[g]!=this[g]&&(r[g]=this[g],o=!0);if(o){var d=!!this._getFrame(" ",h);d||A||(A=this._getSpaceWidth(h)),a||(a=this._getLineHeight(h));for(var p=0,v=this.text.length;p<v;p++){var m=this.text.charAt(p);if(" "!=m||d)if("\n"!=m&&"\r"!=m){var w=this._getFrameIndex(m,h);null!=w&&(u<f?e=c[u]:(c.push(e=l.length?l.pop():new n.Sprite),e.parent=this,f++),e.spriteSheet=h,e.gotoAndStop(w),e.x=i,e.y=s,u++,i+=e.getBounds().width+this.letterSpacing)}else"\r"==m&&"\n"==this.text.charAt(p+1)&&p++,i=0,s+=a;else i+=A}while(f>u)l.push(e=c.pop()),e.parent=null,f--;l.length>t.maxPoolSize&&(l.length=t.maxPoolSize)}},n.BitmapText=n.promote(t,"Container")}(),function(){function t(e,i,s,r){this.Container_constructor(),!t.inited&&t.init(),this.mode=e||t.INDEPENDENT,this.startPosition=i||0,this.loop=s,this.currentFrame=0,this.timeline=new n.Timeline(null,r,{paused:!0,position:i,useTicks:!0}),this.paused=!1,this.actionsEnabled=!0,this.autoReset=!0,this.frameBounds=this.frameBounds||null,this.framerate=null,this._synchOffset=0,this._prevPos=-1,this._prevPosition=0,this._t=0,this._managed={}}var e=n.extend(t,n.Container);t.INDEPENDENT="independent",t.SINGLE_FRAME="single",t.SYNCHED="synched",t.inited=!1,t.init=function(){t.inited||(i.install(),t.inited=!0)},e.getLabels=function(){return this.timeline.getLabels()},e.getCurrentLabel=function(){return this._updateTimeline(),this.timeline.getCurrentLabel()},e.getDuration=function(){return this.timeline.duration};try{Object.defineProperties(e,{labels:{get:e.getLabels},currentLabel:{get:e.getCurrentLabel},totalFrames:{get:e.getDuration},duration:{get:e.getDuration}})}catch(s){}function i(){throw"MovieClipPlugin cannot be instantiated."}e.initialize=t,e.isVisible=function(){return!!(this.visible&&this.alpha>0&&0!=this.scaleX&&0!=this.scaleY)},e.draw=function(t,e){return this.DisplayObject_draw(t,e)||(this._updateTimeline(),this.Container_draw(t,e)),!0},e.play=function(){this.paused=!1},e.stop=function(){this.paused=!0},e.gotoAndPlay=function(t){this.paused=!1,this._goto(t)},e.gotoAndStop=function(t){this.paused=!0,this._goto(t)},e.advance=function(e){var i=t.INDEPENDENT;if(this.mode==i){var n=this,s=n.framerate;while((n=n.parent)&&null==s)n.mode==i&&(s=n._framerate);this._framerate=s;var r=null!=s&&-1!=s&&null!=e?e/(1e3/s)+this._t:1,o=0|r;this._t=r-o;while(!this.paused&&o--)this._prevPosition=this._prevPos<0?0:this._prevPosition+1,this._updateTimeline()}},e.clone=function(){throw"MovieClip cannot be cloned."},e.toString=function(){return"[MovieClip (name="+this.name+")]"},e._tick=function(t){this.advance(t&&t.delta),this.Container__tick(t)},e._goto=function(t){var e=this.timeline.resolve(t);null!=e&&(-1==this._prevPos&&(this._prevPos=NaN),this._prevPosition=e,this._t=0,this._updateTimeline())},e._reset=function(){this._prevPos=-1,this._t=this.currentFrame=0,this.paused=!1},e._updateTimeline=function(){var e=this.timeline,i=this.mode!=t.INDEPENDENT;e.loop=null==this.loop||this.loop;var s=i?this.startPosition+(this.mode==t.SINGLE_FRAME?0:this._synchOffset):this._prevPos<0?0:this._prevPosition,r=i||!this.actionsEnabled?n.Tween.NONE:null;if(this.currentFrame=e._calcPosition(s),e.setPosition(s,r),this._prevPosition=e._prevPosition,this._prevPos!=e._prevPos){for(var o in this.currentFrame=this._prevPos=e._prevPos,this._managed)this._managed[o]=1;for(var A=e._tweens,a=0,h=A.length;a<h;a++){var l=A[a],c=l._target;if(c!=this&&!l.passive){var u=l._stepPosition;c instanceof n.DisplayObject?this._addManagedChild(c,u):this._setState(c.state,u)}}var f=this.children;for(a=f.length-1;a>=0;a--){var g=f[a].id;1==this._managed[g]&&(this.removeChildAt(a),delete this._managed[g])}}},e._setState=function(t,e){if(t)for(var i=t.length-1;i>=0;i--){var n=t[i],s=n.t,r=n.p;for(var o in r)s[o]=r[o];this._addManagedChild(s,e)}},e._addManagedChild=function(e,i){e._off||(this.addChildAt(e,0),e instanceof t&&(e._synchOffset=i,e.mode==t.INDEPENDENT&&e.autoReset&&!this._managed[e.id]&&e._reset()),this._managed[e.id]=2)},e._getBounds=function(t,e){var i=this.DisplayObject_getBounds();return i||(this._updateTimeline(),this.frameBounds&&(i=this._rectangle.copy(this.frameBounds[this.currentFrame]))),i?this._transformBounds(i,t,e):this.Container__getBounds(t,e)},n.MovieClip=n.promote(t,"Container"),i.priority=100,i.install=function(){n.Tween.installPlugin(i,["startPosition"])},i.init=function(t,e,i){return i},i.step=function(){},i.tween=function(e,i,n,s,r,o,A,a){return e.target instanceof t?1==o?r[i]:s[i]:n}}(),function(){function t(){throw"SpriteSheetUtils cannot be instantiated"}var e=n.createCanvas?n.createCanvas():document.createElement("canvas");e.getContext&&(t._workingCanvas=e,t._workingContext=e.getContext("2d"),e.width=e.height=1),t.addFlippedFrames=function(e,i,n,s){if(i||n||s){var r=0;i&&t._flip(e,++r,!0,!1),n&&t._flip(e,++r,!1,!0),s&&t._flip(e,++r,!0,!0)}},t.extractFrame=function(e,i){isNaN(i)&&(i=e.getAnimation(i).frames[0]);var n=e.getFrame(i);if(!n)return null;var s=n.rect,r=t._workingCanvas;r.width=s.width,r.height=s.height,t._workingContext.drawImage(n.image,s.x,s.y,s.width,s.height,0,0,s.width,s.height);var o=document.createElement("img");return o.src=r.toDataURL("image/png"),o},t.mergeAlpha=function(t,e,i){i||(i=n.createCanvas?n.createCanvas():document.createElement("canvas")),i.width=Math.max(e.width,t.width),i.height=Math.max(e.height,t.height);var s=i.getContext("2d");return s.save(),s.drawImage(t,0,0),s.globalCompositeOperation="destination-in",s.drawImage(e,0,0),s.restore(),i},t._flip=function(e,i,n,s){for(var r=e._images,o=t._workingCanvas,A=t._workingContext,a=r.length/i,h=0;h<a;h++){var l=r[h];l.__tmp=h,A.setTransform(1,0,0,1,0,0),A.clearRect(0,0,o.width+1,o.height+1),o.width=l.width,o.height=l.height,A.setTransform(n?-1:1,0,0,s?-1:1,n?l.width:0,s?l.height:0),A.drawImage(l,0,0);var c=document.createElement("img");c.src=o.toDataURL("image/png"),c.width=l.width,c.height=l.height,r.push(c)}var u=e._frames,f=u.length/i;for(h=0;h<f;h++){l=u[h];var g=l.rect.clone();c=r[l.image.__tmp+a*i];var d={image:c,rect:g,regX:l.regX,regY:l.regY};n&&(g.x=c.width-g.x-g.width,d.regX=g.width-l.regX),s&&(g.y=c.height-g.y-g.height,d.regY=g.height-l.regY),u.push(d)}var p="_"+(n?"h":"")+(s?"v":""),v=e._animations,m=e._data,w=v.length/i;for(h=0;h<w;h++){var B=v[h];l=m[B];var y={name:B+p,speed:l.speed,next:l.next,frames:[]};l.next&&(y.next+=p),u=l.frames;for(var x=0,C=u.length;x<C;x++)y.frames.push(u[x]+f*i);m[y.name]=y,v.push(y.name)}},n.SpriteSheetUtils=t}(),function(){function t(t){this.EventDispatcher_constructor(),this.maxWidth=2048,this.maxHeight=2048,this.spriteSheet=null,this.scale=1,this.padding=1,this.timeSlice=.3,this.progress=-1,this.framerate=t||0,this._frames=[],this._animations={},this._data=null,this._nextFrameIndex=0,this._index=0,this._timerID=null,this._scale=1}var e=n.extend(t,n.EventDispatcher);t.ERR_DIMENSIONS="frame dimensions exceed max spritesheet dimensions",t.ERR_RUNNING="a build is already running",e.addFrame=function(e,i,n,s,r){if(this._data)throw t.ERR_RUNNING;var o=i||e.bounds||e.nominalBounds;return!o&&e.getBounds&&(o=e.getBounds()),o?(n=n||1,this._frames.push({source:e,sourceRect:o,scale:n,funct:s,data:r,index:this._frames.length,height:o.height*n})-1):null},e.addAnimation=function(e,i,n,s){if(this._data)throw t.ERR_RUNNING;this._animations[e]={frames:i,next:n,speed:s}},e.addMovieClip=function(e,i,n,s,r,o){if(this._data)throw t.ERR_RUNNING;var A=e.frameBounds,a=i||e.bounds||e.nominalBounds;if(!a&&e.getBounds&&(a=e.getBounds()),a||A){var h,l,c=this._frames.length,u=e.timeline.duration;for(h=0;h<u;h++){var f=A&&A[h]?A[h]:a;this.addFrame(e,f,n,this._setupMovieClipFrame,{i:h,f:s,d:r})}var g=e.timeline._labels,d=[];for(var p in g)d.push({index:g[p],label:p});if(d.length)for(d.sort((function(t,e){return t.index-e.index})),h=0,l=d.length;h<l;h++){for(var v=d[h].label,m=c+d[h].index,w=c+(h==l-1?u:d[h+1].index),B=[],y=m;y<w;y++)B.push(y);o&&(v=o(v,e,m,w),!v)||this.addAnimation(v,B,!0)}}},e.build=function(){if(this._data)throw t.ERR_RUNNING;this._startBuild();while(this._drawNext());return this._endBuild(),this.spriteSheet},e.buildAsync=function(e){if(this._data)throw t.ERR_RUNNING;this.timeSlice=e,this._startBuild();var i=this;this._timerID=setTimeout((function(){i._run()}),50-50*Math.max(.01,Math.min(.99,this.timeSlice||.3)))},e.stopAsync=function(){clearTimeout(this._timerID),this._data=null},e.clone=function(){throw"SpriteSheetBuilder cannot be cloned."},e.toString=function(){return"[SpriteSheetBuilder]"},e._startBuild=function(){var e=this.padding||0;this.progress=0,this.spriteSheet=null,this._index=0,this._scale=this.scale;var i=[];this._data={images:[],frames:i,framerate:this.framerate,animations:this._animations};var s=this._frames.slice();if(s.sort((function(t,e){return t.height<=e.height?-1:1})),s[s.length-1].height+2*e>this.maxHeight)throw t.ERR_DIMENSIONS;var r=0,o=0,A=0;while(s.length){var a=this._fillRow(s,r,A,i,e);if(a.w>o&&(o=a.w),r+=a.h,!a.h||!s.length){var h=n.createCanvas?n.createCanvas():document.createElement("canvas");h.width=this._getSize(o,this.maxWidth),h.height=this._getSize(r,this.maxHeight),this._data.images[A]=h,a.h||(o=r=0,A++)}}},e._setupMovieClipFrame=function(t,e){var i=t.actionsEnabled;t.actionsEnabled=!1,t.gotoAndStop(e.i),t.actionsEnabled=i,e.f&&e.f(t,e.d,e.i)},e._getSize=function(t,e){var i=4;while(Math.pow(2,++i)<t);return Math.min(e,Math.pow(2,i))},e._fillRow=function(e,i,s,r,o){var A=this.maxWidth,a=this.maxHeight;i+=o;for(var h=a-i,l=o,c=0,u=e.length-1;u>=0;u--){var f=e[u],g=this._scale*f.scale,d=f.sourceRect,p=f.source,v=Math.floor(g*d.x-o),m=Math.floor(g*d.y-o),w=Math.ceil(g*d.height+2*o),B=Math.ceil(g*d.width+2*o);if(B>A)throw t.ERR_DIMENSIONS;w>h||l+B>A||(f.img=s,f.rect=new n.Rectangle(l,i,B,w),c=c||w,e.splice(u,1),r[f.index]=[l,i,B,w,s,Math.round(-v+g*p.regX-o),Math.round(-m+g*p.regY-o)],l+=B)}return{w:l,h:c}},e._endBuild=function(){this.spriteSheet=new n.SpriteSheet(this._data),this._data=null,this.progress=1,this.dispatchEvent("complete")},e._run=function(){var t=50*Math.max(.01,Math.min(.99,this.timeSlice||.3)),e=(new Date).getTime()+t,i=!1;while(e>(new Date).getTime())if(!this._drawNext()){i=!0;break}if(i)this._endBuild();else{var s=this;this._timerID=setTimeout((function(){s._run()}),50-t)}var r=this.progress=this._index/this._frames.length;if(this.hasEventListener("progress")){var o=new n.Event("progress");o.progress=r,this.dispatchEvent(o)}},e._drawNext=function(){var t=this._frames[this._index],e=t.scale*this._scale,i=t.rect,n=t.sourceRect,s=this._data.images[t.img],r=s.getContext("2d");return t.funct&&t.funct(t.source,t.data),r.save(),r.beginPath(),r.rect(i.x,i.y,i.width,i.height),r.clip(),r.translate(Math.ceil(i.x-n.x*e),Math.ceil(i.y-n.y*e)),r.scale(e,e),t.source.draw(r),r.restore(),++this._index<this._frames.length},n.SpriteSheetBuilder=n.promote(t,"EventDispatcher")}(),function(){function t(t){this.DisplayObject_constructor(),"string"==typeof t&&(t=document.getElementById(t)),this.mouseEnabled=!1;var e=t.style;e.position="absolute",e.transformOrigin=e.WebkitTransformOrigin=e.msTransformOrigin=e.MozTransformOrigin=e.OTransformOrigin="0% 0%",this.htmlElement=t,this._oldProps=null}var e=n.extend(t,n.DisplayObject);e.isVisible=function(){return null!=this.htmlElement},e.draw=function(t,e){return!0},e.cache=function(){},e.uncache=function(){},e.updateCache=function(){},e.hitTest=function(){},e.localToGlobal=function(){},e.globalToLocal=function(){},e.localToLocal=function(){},e.clone=function(){throw"DOMElement cannot be cloned."},e.toString=function(){return"[DOMElement (name="+this.name+")]"},e._tick=function(t){var e=this.getStage();e&&e.on("drawend",this._handleDrawEnd,this,!0),this.DisplayObject__tick(t)},e._handleDrawEnd=function(t){var e=this.htmlElement;if(e){var i=e.style,s=this.getConcatenatedDisplayProps(this._props),r=s.matrix,o=s.visible?"visible":"hidden";if(o!=i.visibility&&(i.visibility=o),s.visible){var A=this._oldProps,a=A&&A.matrix,h=1e4;if(!a||!a.equals(r)){var l="matrix("+(r.a*h|0)/h+","+(r.b*h|0)/h+","+(r.c*h|0)/h+","+(r.d*h|0)/h+","+(r.tx+.5|0);i.transform=i.WebkitTransform=i.OTransform=i.msTransform=l+","+(r.ty+.5|0)+")",i.MozTransform=l+"px,"+(r.ty+.5|0)+"px)",A||(A=this._oldProps=new n.DisplayProps(!0,NaN)),A.matrix.copy(r)}A.alpha!=s.alpha&&(i.opacity=""+(s.alpha*h|0)/h,A.alpha=s.alpha)}}},n.DOMElement=n.promote(t,"DisplayObject")}(),function(){function t(){}var e=t.prototype;e.getBounds=function(t){return t},e.applyFilter=function(t,e,i,n,s,r,o,A){r=r||t,null==o&&(o=e),null==A&&(A=i);try{var a=t.getImageData(e,i,n,s)}catch(h){return!1}return!!this._applyFilter(a)&&(r.putImageData(a,o,A),!0)},e.toString=function(){return"[Filter]"},e.clone=function(){return new t},e._applyFilter=function(t){return!0},n.Filter=t}(),function(){function t(t,e,i){(isNaN(t)||t<0)&&(t=0),(isNaN(e)||e<0)&&(e=0),(isNaN(i)||i<1)&&(i=1),this.blurX=0|t,this.blurY=0|e,this.quality=0|i}var e=n.extend(t,n.Filter);t.MUL_TABLE=[1,171,205,293,57,373,79,137,241,27,391,357,41,19,283,265,497,469,443,421,25,191,365,349,335,161,155,149,9,278,269,261,505,245,475,231,449,437,213,415,405,395,193,377,369,361,353,345,169,331,325,319,313,307,301,37,145,285,281,69,271,267,263,259,509,501,493,243,479,118,465,459,113,446,55,435,429,423,209,413,51,403,199,393,97,3,379,375,371,367,363,359,355,351,347,43,85,337,333,165,327,323,5,317,157,311,77,305,303,75,297,294,73,289,287,71,141,279,277,275,68,135,67,133,33,262,260,129,511,507,503,499,495,491,61,121,481,477,237,235,467,232,115,457,227,451,7,445,221,439,218,433,215,427,425,211,419,417,207,411,409,203,202,401,399,396,197,49,389,387,385,383,95,189,47,187,93,185,23,183,91,181,45,179,89,177,11,175,87,173,345,343,341,339,337,21,167,83,331,329,327,163,81,323,321,319,159,79,315,313,39,155,309,307,153,305,303,151,75,299,149,37,295,147,73,291,145,289,287,143,285,71,141,281,35,279,139,69,275,137,273,17,271,135,269,267,133,265,33,263,131,261,130,259,129,257,1],t.SHG_TABLE=[0,9,10,11,9,12,10,11,12,9,13,13,10,9,13,13,14,14,14,14,10,13,14,14,14,13,13,13,9,14,14,14,15,14,15,14,15,15,14,15,15,15,14,15,15,15,15,15,14,15,15,15,15,15,15,12,14,15,15,13,15,15,15,15,16,16,16,15,16,14,16,16,14,16,13,16,16,16,15,16,13,16,15,16,14,9,16,16,16,16,16,16,16,16,16,13,14,16,16,15,16,16,10,16,15,16,14,16,16,14,16,16,14,16,16,14,15,16,16,16,14,15,14,15,13,16,16,15,17,17,17,17,17,17,14,15,17,17,16,16,17,16,15,17,16,17,11,17,16,17,16,17,16,17,17,16,17,17,16,17,17,16,16,17,17,17,16,14,17,17,17,17,15,16,14,16,15,16,13,16,15,16,14,16,15,16,12,16,15,16,17,17,17,17,17,13,16,15,17,17,17,16,15,17,17,17,16,15,17,17,14,16,17,17,16,17,17,16,15,17,16,14,17,16,15,17,16,17,17,16,17,15,16,17,14,17,16,15,17,16,17,13,17,16,17,17,16,17,14,17,16,17,16,17,16,17,9],e.getBounds=function(t){var e=0|this.blurX,i=0|this.blurY;if(e<=0&&i<=0)return t;var s=Math.pow(this.quality,.2);return(t||new n.Rectangle).pad(e*s+1,i*s+1,e*s+1,i*s+1)},e.clone=function(){return new t(this.blurX,this.blurY,this.quality)},e.toString=function(){return"[BlurFilter]"},e._applyFilter=function(e){var i=this.blurX>>1;if(isNaN(i)||i<0)return!1;var n=this.blurY>>1;if(isNaN(n)||n<0)return!1;if(0==i&&0==n)return!1;var s=this.quality;(isNaN(s)||s<1)&&(s=1),s|=0,s>3&&(s=3),s<1&&(s=1);var r=e.data,o=0,A=0,a=0,h=0,l=0,c=0,u=0,f=0,g=0,d=0,p=0,v=0,m=0,w=0,B=0,y=i+i+1|0,x=n+n+1|0,C=0|e.width,E=0|e.height,I=C-1|0,D=E-1|0,P=i+1|0,b=n+1|0,M={r:0,b:0,g:0,a:0},O=M;for(a=1;a<y;a++)O=O.n={r:0,b:0,g:0,a:0};O.n=M;var Q={r:0,b:0,g:0,a:0},T=Q;for(a=1;a<x;a++)T=T.n={r:0,b:0,g:0,a:0};T.n=Q;var S=null,R=0|t.MUL_TABLE[i],k=0|t.SHG_TABLE[i],z=0|t.MUL_TABLE[n],L=0|t.SHG_TABLE[n];while(s-- >0){u=c=0;var H=R,G=k;for(A=E;--A>-1;){for(f=P*(v=r[0|c]),g=P*(m=r[c+1|0]),d=P*(w=r[c+2|0]),p=P*(B=r[c+3|0]),O=M,a=P;--a>-1;)O.r=v,O.g=m,O.b=w,O.a=B,O=O.n;for(a=1;a<P;a++)h=c+((I<a?I:a)<<2)|0,f+=O.r=r[h],g+=O.g=r[h+1],d+=O.b=r[h+2],p+=O.a=r[h+3],O=O.n;for(S=M,o=0;o<C;o++)r[c++]=f*H>>>G,r[c++]=g*H>>>G,r[c++]=d*H>>>G,r[c++]=p*H>>>G,h=u+((h=o+i+1)<I?h:I)<<2,f-=S.r-(S.r=r[h]),g-=S.g-(S.g=r[h+1]),d-=S.b-(S.b=r[h+2]),p-=S.a-(S.a=r[h+3]),S=S.n;u+=C}for(H=z,G=L,o=0;o<C;o++){for(c=o<<2|0,f=b*(v=r[c])|0,g=b*(m=r[c+1|0])|0,d=b*(w=r[c+2|0])|0,p=b*(B=r[c+3|0])|0,T=Q,a=0;a<b;a++)T.r=v,T.g=m,T.b=w,T.a=B,T=T.n;for(l=C,a=1;a<=n;a++)c=l+o<<2,f+=T.r=r[c],g+=T.g=r[c+1],d+=T.b=r[c+2],p+=T.a=r[c+3],T=T.n,a<D&&(l+=C);if(c=o,S=Q,s>0)for(A=0;A<E;A++)h=c<<2,r[h+3]=B=p*H>>>G,B>0?(r[h]=f*H>>>G,r[h+1]=g*H>>>G,r[h+2]=d*H>>>G):r[h]=r[h+1]=r[h+2]=0,h=o+((h=A+b)<D?h:D)*C<<2,f-=S.r-(S.r=r[h]),g-=S.g-(S.g=r[h+1]),d-=S.b-(S.b=r[h+2]),p-=S.a-(S.a=r[h+3]),S=S.n,c+=C;else for(A=0;A<E;A++)h=c<<2,r[h+3]=B=p*H>>>G,B>0?(B=255/B,r[h]=(f*H>>>G)*B,r[h+1]=(g*H>>>G)*B,r[h+2]=(d*H>>>G)*B):r[h]=r[h+1]=r[h+2]=0,h=o+((h=A+b)<D?h:D)*C<<2,f-=S.r-(S.r=r[h]),g-=S.g-(S.g=r[h+1]),d-=S.b-(S.b=r[h+2]),p-=S.a-(S.a=r[h+3]),S=S.n,c+=C}}return!0},n.BlurFilter=n.promote(t,"Filter")}(),function(){function t(t){this.alphaMap=t,this._alphaMap=null,this._mapData=null}var e=n.extend(t,n.Filter);e.clone=function(){var e=new t(this.alphaMap);return e._alphaMap=this._alphaMap,e._mapData=this._mapData,e},e.toString=function(){return"[AlphaMapFilter]"},e._applyFilter=function(t){if(!this.alphaMap)return!0;if(!this._prepAlphaMap())return!1;for(var e=t.data,i=this._mapData,n=0,s=e.length;n<s;n+=4)e[n+3]=i[n]||0;return!0},e._prepAlphaMap=function(){if(!this.alphaMap)return!1;if(this.alphaMap==this._alphaMap&&this._mapData)return!0;this._mapData=null;var t,e=this._alphaMap=this.alphaMap,i=e;e instanceof HTMLCanvasElement?t=i.getContext("2d"):(i=n.createCanvas?n.createCanvas():document.createElement("canvas"),i.width=e.width,i.height=e.height,t=i.getContext("2d"),t.drawImage(e,0,0));try{var s=t.getImageData(0,0,e.width,e.height)}catch(r){return!1}return this._mapData=s.data,!0},n.AlphaMapFilter=n.promote(t,"Filter")}(),function(){function t(t){this.mask=t}var e=n.extend(t,n.Filter);e.applyFilter=function(t,e,i,n,s,r,o,A){return!this.mask||(r=r||t,null==o&&(o=e),null==A&&(A=i),r.save(),t==r&&(r.globalCompositeOperation="destination-in",r.drawImage(this.mask,o,A),r.restore(),!0))},e.clone=function(){return new t(this.mask)},e.toString=function(){return"[AlphaMaskFilter]"},n.AlphaMaskFilter=n.promote(t,"Filter")}(),function(){function t(t,e,i,n,s,r,o,A){this.redMultiplier=null!=t?t:1,this.greenMultiplier=null!=e?e:1,this.blueMultiplier=null!=i?i:1,this.alphaMultiplier=null!=n?n:1,this.redOffset=s||0,this.greenOffset=r||0,this.blueOffset=o||0,this.alphaOffset=A||0}var e=n.extend(t,n.Filter);e.toString=function(){return"[ColorFilter]"},e.clone=function(){return new t(this.redMultiplier,this.greenMultiplier,this.blueMultiplier,this.alphaMultiplier,this.redOffset,this.greenOffset,this.blueOffset,this.alphaOffset)},e._applyFilter=function(t){for(var e=t.data,i=e.length,n=0;n<i;n+=4)e[n]=e[n]*this.redMultiplier+this.redOffset,e[n+1]=e[n+1]*this.greenMultiplier+this.greenOffset,e[n+2]=e[n+2]*this.blueMultiplier+this.blueOffset,e[n+3]=e[n+3]*this.alphaMultiplier+this.alphaOffset;return!0},n.ColorFilter=n.promote(t,"Filter")}(),function(){function t(t,e,i,n){this.setColor(t,e,i,n)}var 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e=[],i=0,n=this._loadQueueBackup.length;i<n;i++)e.push(this._loadQueueBackup[i].getItem());this.loadManifest(e,!1)},e.installPlugin=function(t){if(null!=t&&null!=t.getPreloadHandlers){this._plugins.push(t);var e=t.getPreloadHandlers();if(e.scope=t,null!=e.types)for(var i=0,n=e.types.length;i<n;i++)this._typeCallbacks[e.types[i]]=e;if(null!=e.extensions)for(i=0,n=e.extensions.length;i<n;i++)this._extensionCallbacks[e.extensions[i]]=e}},e.setMaxConnections=function(t){this._maxConnections=t,!this._paused&&this._loadQueue.length>0&&this._loadNext()},e.loadFile=function(t,e,i){if(null!=t)this._addItem(t,null,i),!1!==e?this.setPaused(!1):this.setPaused(!0);else{var s=new n.ErrorEvent("PRELOAD_NO_FILE");this._sendError(s)}},e.loadManifest=function(t,e,s){var r=null,o=null;if(Array.isArray(t)){if(0==t.length){var A=new n.ErrorEvent("PRELOAD_MANIFEST_EMPTY");return void this._sendError(A)}r=t}else if("string"===typeof t)r=[{src:t,type:i.MANIFEST}];else{if("object"!=typeof t){A=new n.ErrorEvent("PRELOAD_MANIFEST_NULL");return void this._sendError(A)}if(void 0!==t.src){if(null==t.type)t.type=i.MANIFEST;else if(t.type!=i.MANIFEST){var A=new n.ErrorEvent("PRELOAD_MANIFEST_TYPE");this._sendError(A)}r=[t]}else void 0!==t.manifest&&(r=t.manifest,o=t.path)}for(var a=0,h=r.length;a<h;a++)this._addItem(r[a],o,s);!1!==e?this.setPaused(!1):this.setPaused(!0)},e.load=function(){this.setPaused(!1)},e.getItem=function(t){return this._loadItemsById[t]||this._loadItemsBySrc[t]},e.getResult=function(t,e){var i=this._loadItemsById[t]||this._loadItemsBySrc[t];if(null==i)return null;var n=i.id;return e&&this._loadedRawResults[n]?this._loadedRawResults[n]:this._loadedResults[n]},e.getItems=function(t){var e=[];for(var i in this._loadItemsById){var n=this._loadItemsById[i],s=this.getResult(i);!0===t&&null==s||e.push({item:n,result:s,rawResult:this.getResult(i,!0)})}return 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a=n.RequestUtils.parseURI(s.src);a.extension&&(s.ext=a.extension),null==s.type&&(s.type=n.RequestUtils.getTypeByExtension(s.ext));var h=s.src;if(!a.absolute&&!a.relative)if(e){r=e;A=n.RequestUtils.parseURI(e);h=e+h,null==o||A.absolute||A.relative||(r=o+r)}else null!=o&&(r=o);s.src=r+s.src}s.path=r,void 0!==s.id&&null!==s.id&&""!==s.id||(s.id=h);var l=this._typeCallbacks[s.type]||this._extensionCallbacks[s.ext];if(l){var c=l.callback.call(l.scope,s,this);if(!1===c)return null;!0===c||null!=c&&(s._loader=c),a=n.RequestUtils.parseURI(s.src),null!=a.extension&&(s.ext=a.extension)}return this._loadItemsById[s.id]=s,this._loadItemsBySrc[s.src]=s,null==s.crossOrigin&&(s.crossOrigin=this._crossOrigin),s},e._createLoader=function(t){if(null!=t._loader)return t._loader;for(var e=this.preferXHR,i=0;i<this._availableLoaders.length;i++){var n=this._availableLoaders[i];if(n&&n.canLoadItem(t))return new n(t,e)}return null},e._loadNext=function(){if(!this._paused){this._loadStartWasDispatched||(this._sendLoadStart(),this._loadStartWasDispatched=!0),this._numItems==this._numItemsLoaded?(this.loaded=!0,this._sendComplete(),this.next&&this.next.load&&this.next.load()):this.loaded=!1;for(var t=0;t<this._loadQueue.length;t++){if(this._currentLoads.length>=this._maxConnections)break;var e=this._loadQueue[t];this._canStartLoad(e)&&(this._loadQueue.splice(t,1),t--,this._loadItem(e))}}},e._loadItem=function(t){t.on("fileload",this._handleFileLoad,this),t.on("progress",this._handleProgress,this),t.on("complete",this._handleFileComplete,this),t.on("error",this._handleError,this),t.on("fileerror",this._handleFileError,this),this._currentLoads.push(t),this._sendFileStart(t.getItem()),t.load()},e._handleFileLoad=function(t){t.target=null,this.dispatchEvent(t)},e._handleFileError=function(t){var e=new n.ErrorEvent("FILE_LOAD_ERROR",null,t.item);this._sendError(e)},e._handleError=function(t){var e=t.target;this._numItemsLoaded++,this._finishOrderedItem(e,!0),this._updateProgress();var i=new n.ErrorEvent("FILE_LOAD_ERROR",null,e.getItem());this._sendError(i),this.stopOnError?this.setPaused(!0):(this._removeLoadItem(e),this._cleanLoadItem(e),this._loadNext())},e._handleFileComplete=function(t){var e=t.target,i=e.getItem(),n=e.getResult();this._loadedResults[i.id]=n;var s=e.getResult(!0);null!=s&&s!==n&&(this._loadedRawResults[i.id]=s),this._saveLoadedItems(e),this._removeLoadItem(e),this._finishOrderedItem(e)||this._processFinishedLoad(i,e),this._cleanLoadItem(e)},e._saveLoadedItems=function(t){var e=t.getLoadedItems();if(null!==e)for(var i=0;i<e.length;i++){var n=e[i].item;this._loadItemsBySrc[n.src]=n,this._loadItemsById[n.id]=n,this._loadedResults[n.id]=e[i].result,this._loadedRawResults[n.id]=e[i].rawResult}},e._finishOrderedItem=function(t,e){var i=t.getItem();if(this.maintainScriptOrder&&i.type==n.LoadQueue.JAVASCRIPT||i.maintainOrder){t instanceof n.JavaScriptLoader&&(this._currentlyLoadingScript=!1);var s=n.indexOf(this._scriptOrder,i);return-1!=s&&(this._loadedScripts[s]=!0===e||i,this._checkScriptLoadOrder(),!0)}return!1},e._checkScriptLoadOrder=function(){for(var t=this._loadedScripts.length,e=0;e<t;e++){var i=this._loadedScripts[e];if(null===i)break;if(!0!==i){var s=this._loadedResults[i.id];i.type==n.LoadQueue.JAVASCRIPT&&n.DomUtils.appendToHead(s);var r=i._loader;this._processFinishedLoad(i,r),this._loadedScripts[e]=!0}}},e._processFinishedLoad=function(t,e){if(this._numItemsLoaded++,!this.maintainScriptOrder&&t.type==n.LoadQueue.JAVASCRIPT){var i=e.getTag();n.DomUtils.appendToHead(i)}this._updateProgress(),this._sendFileComplete(t,e),this._loadNext()},e._canStartLoad=function(t){if(!this.maintainScriptOrder||t.preferXHR)return!0;var e=t.getItem();if(e.type!=n.LoadQueue.JAVASCRIPT)return!0;if(this._currentlyLoadingScript)return!1;var i=this._scriptOrder.indexOf(e),s=0;while(s<i){var r=this._loadedScripts[s];if(null==r)return!1;s++}return this._currentlyLoadingScript=!0,!0},e._removeLoadItem=function(t){for(var e=this._currentLoads.length,i=0;i<e;i++)if(this._currentLoads[i]==t){this._currentLoads.splice(i,1);break}},e._cleanLoadItem=function(t){var e=t.getItem();e&&delete e._loader},e._handleProgress=function(t){var e=t.target;this._sendFileProgress(e.getItem(),e.progress),this._updateProgress()},e._updateProgress=function(){var t=this._numItemsLoaded/this._numItems,e=this._numItems-this._numItemsLoaded;if(e>0){for(var i=0,n=0,s=this._currentLoads.length;n<s;n++)i+=this._currentLoads[n].progress;t+=i/e*(e/this._numItems)}this._lastProgress!=t&&(this._sendProgress(t),this._lastProgress=t)},e._disposeItem=function(t){delete this._loadedResults[t.id],delete this._loadedRawResults[t.id],delete this._loadItemsById[t.id],delete this._loadItemsBySrc[t.src]},e._sendFileProgress=function(t,e){if(!this._isCanceled()&&!this._paused&&this.hasEventListener("fileprogress")){var i=new n.Event("fileprogress");i.progress=e,i.loaded=e,i.total=1,i.item=t,this.dispatchEvent(i)}},e._sendFileComplete=function(t,e){if(!this._isCanceled()&&!this._paused){var i=new n.Event("fileload");i.loader=e,i.item=t,i.result=this._loadedResults[t.id],i.rawResult=this._loadedRawResults[t.id],t.completeHandler&&t.completeHandler(i),this.hasEventListener("fileload")&&this.dispatchEvent(i)}},e._sendFileStart=function(t){var e=new n.Event("filestart");e.item=t,this.hasEventListener("filestart")&&this.dispatchEvent(e)},e.toString=function(){return"[PreloadJS LoadQueue]"},n.LoadQueue=n.promote(t,"AbstractLoader")}(),function(){function t(t){this.AbstractLoader_constructor(t,!0,n.AbstractLoader.TEXT)}n.extend(t,n.AbstractLoader);var e=t;e.canLoadItem=function(t){return t.type==n.AbstractLoader.TEXT},n.TextLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t){this.AbstractLoader_constructor(t,!0,n.AbstractLoader.BINARY),this.on("initialize",this._updateXHR,this)}var e=n.extend(t,n.AbstractLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.BINARY},e._updateXHR=function(t){t.loader.setResponseType("arraybuffer")},n.BinaryLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t,e){this.AbstractLoader_constructor(t,e,n.AbstractLoader.CSS),this.resultFormatter=this._formatResult,this._tagSrcAttribute="href",this._tag=e?document.createElement("style"):document.createElement("link"),this._tag.rel="stylesheet",this._tag.type="text/css"}var e=n.extend(t,n.AbstractLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.CSS},e._formatResult=function(t){if(this._preferXHR){var e=t.getTag();if(e.styleSheet)e.styleSheet.cssText=t.getResult(!0);else{var i=document.createTextNode(t.getResult(!0));e.appendChild(i)}}else e=this._tag;return n.DomUtils.appendToHead(e),e},n.CSSLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t,e){this.AbstractLoader_constructor(t,e,n.AbstractLoader.IMAGE),this.resultFormatter=this._formatResult,this._tagSrcAttribute="src",n.RequestUtils.isImageTag(t)?this._tag=t:n.RequestUtils.isImageTag(t.src)?this._tag=t.src:n.RequestUtils.isImageTag(t.tag)&&(this._tag=t.tag),null!=this._tag?this._preferXHR=!1:this._tag=document.createElement("img"),this.on("initialize",this._updateXHR,this)}var e=n.extend(t,n.AbstractLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.IMAGE},e.load=function(){if(""!=this._tag.src&&this._tag.complete)this._sendComplete();else{var t=this._item.crossOrigin;1==t&&(t="Anonymous"),null==t||n.RequestUtils.isLocal(this._item.src)||(this._tag.crossOrigin=t),this.AbstractLoader_load()}},e._updateXHR=function(t){t.loader.mimeType="text/plain; charset=x-user-defined-binary",t.loader.setResponseType&&t.loader.setResponseType("blob")},e._formatResult=function(t){return this._formatImage},e._formatImage=function(t,e){var i=this._tag,s=window.URL||window.webkitURL;if(this._preferXHR)if(s){var r=s.createObjectURL(this.getResult(!0));i.src=r,i.addEventListener("load",this._cleanUpURL,!1),i.addEventListener("error",this._cleanUpURL,!1)}else i.src=this._item.src;else;i.complete?t(i):(i.onload=n.proxy((function(){t(this._tag)}),this),i.onerror=n.proxy((function(){e(_this._tag)}),this))},e._cleanUpURL=function(t){var e=window.URL||window.webkitURL;e.revokeObjectURL(t.target.src)},n.ImageLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t,e){this.AbstractLoader_constructor(t,e,n.AbstractLoader.JAVASCRIPT),this.resultFormatter=this._formatResult,this._tagSrcAttribute="src",this.setTag(document.createElement("script"))}var e=n.extend(t,n.AbstractLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.JAVASCRIPT},e._formatResult=function(t){var e=t.getTag();return this._preferXHR&&(e.text=t.getResult(!0)),e},n.JavaScriptLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t){this.AbstractLoader_constructor(t,!0,n.AbstractLoader.JSON),this.resultFormatter=this._formatResult}var e=n.extend(t,n.AbstractLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.JSON},e._formatResult=function(t){var e=null;try{e=n.DataUtils.parseJSON(t.getResult(!0))}catch(s){var i=new n.ErrorEvent("JSON_FORMAT",null,s);return this._sendError(i),s}return e},n.JSONLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t){this.AbstractLoader_constructor(t,!1,n.AbstractLoader.JSONP),this.setTag(document.createElement("script")),this.getTag().type="text/javascript"}var e=n.extend(t,n.AbstractLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.JSONP},e.cancel=function(){this.AbstractLoader_cancel(),this._dispose()},e.load=function(){if(null==this._item.callback)throw new Error("callback is required for loading JSONP requests.");if(null!=window[this._item.callback])throw new Error("JSONP callback '"+this._item.callback+"' already exists on window. You need to specify a different callback or re-name the current one.");window[this._item.callback]=n.proxy(this._handleLoad,this),window.document.body.appendChild(this._tag),this._loadTimeout=setTimeout(n.proxy(this._handleTimeout,this),this._item.loadTimeout),this._tag.src=this._item.src},e._handleLoad=function(t){this._result=this._rawResult=t,this._sendComplete(),this._dispose()},e._handleTimeout=function(){this._dispose(),this.dispatchEvent(new n.ErrorEvent("timeout"))},e._dispose=function(){window.document.body.removeChild(this._tag),delete window[this._item.callback],clearTimeout(this._loadTimeout)},n.JSONPLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t){this.AbstractLoader_constructor(t,null,n.AbstractLoader.MANIFEST),this.plugins=null,this._manifestQueue=null}var e=n.extend(t,n.AbstractLoader),i=t;i.MANIFEST_PROGRESS=.25,i.canLoadItem=function(t){return t.type==n.AbstractLoader.MANIFEST},e.load=function(){this.AbstractLoader_load()},e._createRequest=function(){var t=this._item.callback;this._request=null!=t?new n.JSONPLoader(this._item):new n.JSONLoader(this._item)},e.handleEvent=function(t){switch(t.type){case"complete":return this._rawResult=t.target.getResult(!0),this._result=t.target.getResult(),this._sendProgress(i.MANIFEST_PROGRESS),void this._loadManifest(this._result);case"progress":return t.loaded*=i.MANIFEST_PROGRESS,this.progress=t.loaded/t.total,(isNaN(this.progress)||this.progress==1/0)&&(this.progress=0),void this._sendProgress(t)}this.AbstractLoader_handleEvent(t)},e.destroy=function(){this.AbstractLoader_destroy(),this._manifestQueue.close()},e._loadManifest=function(t){if(t&&t.manifest){var e=this._manifestQueue=new n.LoadQueue;e.on("fileload",this._handleManifestFileLoad,this),e.on("progress",this._handleManifestProgress,this),e.on("complete",this._handleManifestComplete,this,!0),e.on("error",this._handleManifestError,this,!0);for(var i=0,s=this.plugins.length;i<s;i++)e.installPlugin(this.plugins[i]);e.loadManifest(t)}else this._sendComplete()},e._handleManifestFileLoad=function(t){t.target=null,this.dispatchEvent(t)},e._handleManifestComplete=function(t){this._loadedItems=this._manifestQueue.getItems(!0),this._sendComplete()},e._handleManifestProgress=function(t){this.progress=t.progress*(1-i.MANIFEST_PROGRESS)+i.MANIFEST_PROGRESS,this._sendProgress(this.progress)},e._handleManifestError=function(t){var e=new n.Event("fileerror");e.item=t.data,this.dispatchEvent(e)},n.ManifestLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t,e){this.AbstractMediaLoader_constructor(t,e,n.AbstractLoader.SOUND),n.RequestUtils.isAudioTag(t)||n.RequestUtils.isAudioTag(t.src)?this._tag=t:n.RequestUtils.isAudioTag(t.tag)&&(this._tag=n.RequestUtils.isAudioTag(t)?t:t.src),null!=this._tag&&(this._preferXHR=!1)}var e=n.extend(t,n.AbstractMediaLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.SOUND},e._createTag=function(t){var e=document.createElement("audio");return e.autoplay=!1,e.preload="none",e.src=t,e},n.SoundLoader=n.promote(t,"AbstractMediaLoader")}(),function(){function t(t,e){this.AbstractMediaLoader_constructor(t,e,n.AbstractLoader.VIDEO),n.RequestUtils.isVideoTag(t)||n.RequestUtils.isVideoTag(t.src)?(this.setTag(n.RequestUtils.isVideoTag(t)?t:t.src),this._preferXHR=!1):this.setTag(this._createTag())}var e=n.extend(t,n.AbstractMediaLoader),i=t;e._createTag=function(){return document.createElement("video")},i.canLoadItem=function(t){return t.type==n.AbstractLoader.VIDEO},n.VideoLoader=n.promote(t,"AbstractMediaLoader")}(),function(){function t(t,e){this.AbstractLoader_constructor(t,e,n.AbstractLoader.SPRITESHEET),this._manifestQueue=null}var e=n.extend(t,n.AbstractLoader),i=t;i.SPRITESHEET_PROGRESS=.25,i.canLoadItem=function(t){return t.type==n.AbstractLoader.SPRITESHEET},e.destroy=function(){this.AbstractLoader_destroy,this._manifestQueue.close()},e._createRequest=function(){var t=this._item.callback;this._request=null!=t?new n.JSONPLoader(this._item):new n.JSONLoader(this._item)},e.handleEvent=function(t){switch(t.type){case"complete":return this._rawResult=t.target.getResult(!0),this._result=t.target.getResult(),this._sendProgress(i.SPRITESHEET_PROGRESS),void this._loadManifest(this._result);case"progress":return t.loaded*=i.SPRITESHEET_PROGRESS,this.progress=t.loaded/t.total,(isNaN(this.progress)||this.progress==1/0)&&(this.progress=0),void this._sendProgress(t)}this.AbstractLoader_handleEvent(t)},e._loadManifest=function(t){if(t&&t.images){var e=this._manifestQueue=new n.LoadQueue(this._preferXHR,this._item.path,this._item.crossOrigin);e.on("complete",this._handleManifestComplete,this,!0),e.on("fileload",this._handleManifestFileLoad,this),e.on("progress",this._handleManifestProgress,this),e.on("error",this._handleManifestError,this,!0),e.loadManifest(t.images)}},e._handleManifestFileLoad=function(t){var e=t.result;if(null!=e){var i=this.getResult().images,n=i.indexOf(t.item.src);i[n]=e}},e._handleManifestComplete=function(t){this._result=new n.SpriteSheet(this._result),this._loadedItems=this._manifestQueue.getItems(!0),this._sendComplete()},e._handleManifestProgress=function(t){this.progress=t.progress*(1-i.SPRITESHEET_PROGRESS)+i.SPRITESHEET_PROGRESS,this._sendProgress(this.progress)},e._handleManifestError=function(t){var e=new n.Event("fileerror");e.item=t.data,this.dispatchEvent(e)},n.SpriteSheetLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t,e){this.AbstractLoader_constructor(t,e,n.AbstractLoader.SVG),this.resultFormatter=this._formatResult,this._tagSrcAttribute="data",e?this.setTag(document.createElement("svg")):(this.setTag(document.createElement("object")),this.getTag().type="image/svg+xml")}var e=n.extend(t,n.AbstractLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.SVG},e._formatResult=function(t){var e=n.DataUtils.parseXML(t.getResult(!0),"text/xml"),i=t.getTag();return!this._preferXHR&&document.body.contains(i)&&document.body.removeChild(i),null!=e.documentElement?(i.appendChild(e.documentElement),i.style.visibility="visible",i):e},n.SVGLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t){this.AbstractLoader_constructor(t,!0,n.AbstractLoader.XML),this.resultFormatter=this._formatResult}var e=n.extend(t,n.AbstractLoader),i=t;i.canLoadItem=function(t){return t.type==n.AbstractLoader.XML},e._formatResult=function(t){return n.DataUtils.parseXML(t.getResult(!0),"text/xml")},n.XMLLoader=n.promote(t,"AbstractLoader")}(),function(){var t=n.SoundJS=n.SoundJS||{};t.version="0.6.2",t.buildDate="Thu, 26 Nov 2015 20:44:31 GMT"}(),n.indexOf=function(t,e){for(var i=0,n=t.length;i<n;i++)if(e===t[i])return i;return-1},function(){n.proxy=function(t,e){var i=Array.prototype.slice.call(arguments,2);return function(){return t.apply(e,Array.prototype.slice.call(arguments,0).concat(i))}}}(),function(){function t(){throw"BrowserDetect cannot be instantiated"}var e=t.agent=window.navigator.userAgent;t.isWindowPhone=e.indexOf("IEMobile")>-1||e.indexOf("Windows Phone")>-1,t.isFirefox=e.indexOf("Firefox")>-1,t.isOpera=null!=window.opera,t.isChrome=e.indexOf("Chrome")>-1,t.isIOS=(e.indexOf("iPod")>-1||e.indexOf("iPhone")>-1||e.indexOf("iPad")>-1)&&!t.isWindowPhone,t.isAndroid=e.indexOf("Android")>-1&&!t.isWindowPhone,t.isBlackberry=e.indexOf("Blackberry")>-1,n.BrowserDetect=t}(),function(){var t=function(){this.interrupt=null,this.delay=null,this.offset=null,this.loop=null,this.volume=null,this.pan=null,this.startTime=null,this.duration=null},e=t.prototype={},i=t;i.create=function(t){if(t instanceof i||t instanceof Object){var e=new n.PlayPropsConfig;return e.set(t),e}throw new Error("Type not recognized.")},e.set=function(t){for(var e in t)this[e]=t[e];return this},e.toString=function(){return"[PlayPropsConfig]"},n.PlayPropsConfig=i}(),function(){function t(){throw"Sound cannot be instantiated"}var e=t;function i(t,e){this.init(t,e)}e.INTERRUPT_ANY="any",e.INTERRUPT_EARLY="early",e.INTERRUPT_LATE="late",e.INTERRUPT_NONE="none",e.PLAY_INITED="playInited",e.PLAY_SUCCEEDED="playSucceeded",e.PLAY_INTERRUPTED="playInterrupted",e.PLAY_FINISHED="playFinished",e.PLAY_FAILED="playFailed",e.SUPPORTED_EXTENSIONS=["mp3","ogg","opus","mpeg","wav","m4a","mp4","aiff","wma","mid"],e.EXTENSION_MAP={m4a:"mp4"},e.FILE_PATTERN=/^(?:(\w+:)\/{2}(\w+(?:\.\w+)*\/?))?([/.]*?(?:[^?]+)?\/)?((?:[^/?]+)\.(\w+))(?:\?(\S+)?)?$/,e.defaultInterruptBehavior=e.INTERRUPT_NONE,e.alternateExtensions=[],e.activePlugin=null,e._masterVolume=1,Object.defineProperty(e,"volume",{get:function(){return this._masterVolume},set:function(t){if(null==Number(t))return!1;if(t=Math.max(0,Math.min(1,t)),e._masterVolume=t,!this.activePlugin||!this.activePlugin.setVolume||!this.activePlugin.setVolume(t))for(var i=this._instances,n=0,s=i.length;n<s;n++)i[n].setMasterVolume(t)}}),e._masterMute=!1,Object.defineProperty(e,"muted",{get:function(){return this._masterMute},set:function(t){if(null==t)return!1;if(this._masterMute=t,!this.activePlugin||!this.activePlugin.setMute||!this.activePlugin.setMute(t))for(var e=this._instances,i=0,n=e.length;i<n;i++)e[i].setMasterMute(t);return!0}}),Object.defineProperty(e,"capabilities",{get:function(){return null==e.activePlugin?null:e.activePlugin._capabilities},set:function(t){return!1}}),e._pluginsRegistered=!1,e._lastID=0,e._instances=[],e._idHash={},e._preloadHash={},e._defaultPlayPropsHash={},e.addEventListener=null,e.removeEventListener=null,e.removeAllEventListeners=null,e.dispatchEvent=null,e.hasEventListener=null,e._listeners=null,n.EventDispatcher.initialize(e),e.getPreloadHandlers=function(){return{callback:n.proxy(e.initLoad,e),types:["sound"],extensions:e.SUPPORTED_EXTENSIONS}},e._handleLoadComplete=function(t){var i=t.target.getItem().src;if(e._preloadHash[i])for(var s=0,r=e._preloadHash[i].length;s<r;s++){var o=e._preloadHash[i][s];if(e._preloadHash[i][s]=!0,e.hasEventListener("fileload")){t=new n.Event("fileload");t.src=o.src,t.id=o.id,t.data=o.data,t.sprite=o.sprite,e.dispatchEvent(t)}}},e._handleLoadError=function(t){var i=t.target.getItem().src;if(e._preloadHash[i])for(var s=0,r=e._preloadHash[i].length;s<r;s++){var o=e._preloadHash[i][s];if(e._preloadHash[i][s]=!1,e.hasEventListener("fileerror")){t=new n.Event("fileerror");t.src=o.src,t.id=o.id,t.data=o.data,t.sprite=o.sprite,e.dispatchEvent(t)}}},e._registerPlugin=function(t){return!!t.isSupported()&&(e.activePlugin=new t,!0)},e.registerPlugins=function(t){e._pluginsRegistered=!0;for(var i=0,n=t.length;i<n;i++)if(e._registerPlugin(t[i]))return!0;return!1},e.initializeDefaultPlugins=function(){return null!=e.activePlugin||!e._pluginsRegistered&&!!e.registerPlugins([n.WebAudioPlugin,n.HTMLAudioPlugin])},e.isReady=function(){return null!=e.activePlugin},e.getCapabilities=function(){return null==e.activePlugin?null:e.activePlugin._capabilities},e.getCapability=function(t){return null==e.activePlugin?null:e.activePlugin._capabilities[t]},e.initLoad=function(t){return e._registerSound(t)},e._registerSound=function(t){if(!e.initializeDefaultPlugins())return!1;var s;if(t.src instanceof Object?(s=e._parseSrc(t.src),s.src=t.path+s.src):s=e._parsePath(t.src),null==s)return!1;t.src=s.src,t.type="sound";var r=t.data,o=null;if(null!=r&&(isNaN(r.channels)?isNaN(r)||(o=parseInt(r)):o=parseInt(r.channels),r.audioSprite))for(var A,a=r.audioSprite.length;a--;)A=r.audioSprite[a],e._idHash[A.id]={src:t.src,startTime:parseInt(A.startTime),duration:parseInt(A.duration)},A.defaultPlayProps&&(e._defaultPlayPropsHash[A.id]=n.PlayPropsConfig.create(A.defaultPlayProps));null!=t.id&&(e._idHash[t.id]={src:t.src});var h=e.activePlugin.register(t);return i.create(t.src,o),null!=r&&isNaN(r)?t.data.channels=o||i.maxPerChannel():t.data=o||i.maxPerChannel(),h.type&&(t.type=h.type),t.defaultPlayProps&&(e._defaultPlayPropsHash[t.src]=n.PlayPropsConfig.create(t.defaultPlayProps)),h},e.registerSound=function(t,i,s,r,o){var A={src:t,id:i,data:s,defaultPlayProps:o};t instanceof Object&&t.src&&(r=i,A=t),A=n.LoadItem.create(A),A.path=r,null==r||A.src instanceof Object||(A.src=r+t);var a=e._registerSound(A);if(!a)return!1;if(e._preloadHash[A.src]||(e._preloadHash[A.src]=[]),e._preloadHash[A.src].push(A),1==e._preloadHash[A.src].length)a.on("complete",n.proxy(this._handleLoadComplete,this)),a.on("error",n.proxy(this._handleLoadError,this)),e.activePlugin.preload(a);else if(1==e._preloadHash[A.src][0])return!0;return A},e.registerSounds=function(t,e){var i=[];t.path&&(e?e+=t.path:e=t.path,t=t.manifest);for(var s=0,r=t.length;s<r;s++)i[s]=n.Sound.registerSound(t[s].src,t[s].id,t[s].data,e,t[s].defaultPlayProps);return i},e.removeSound=function(t,n){if(null==e.activePlugin)return!1;var s;if(t instanceof Object&&t.src&&(t=t.src),t instanceof Object?s=e._parseSrc(t):(t=e._getSrcById(t).src,s=e._parsePath(t)),null==s)return!1;for(var r in t=s.src,null!=n&&(t=n+t),e._idHash)e._idHash[r].src==t&&delete e._idHash[r];return i.removeSrc(t),delete e._preloadHash[t],e.activePlugin.removeSound(t),!0},e.removeSounds=function(t,e){var i=[];t.path&&(e?e+=t.path:e=t.path,t=t.manifest);for(var s=0,r=t.length;s<r;s++)i[s]=n.Sound.removeSound(t[s].src,e);return i},e.removeAllSounds=function(){e._idHash={},e._preloadHash={},i.removeAll(),e.activePlugin&&e.activePlugin.removeAllSounds()},e.loadComplete=function(t){if(!e.isReady())return!1;var i=e._parsePath(t);return t=i?e._getSrcById(i.src).src:e._getSrcById(t).src,void 0!=e._preloadHash[t]&&1==e._preloadHash[t][0]},e._parsePath=function(t){"string"!=typeof t&&(t=t.toString());var i=t.match(e.FILE_PATTERN);if(null==i)return!1;var n=i[4],s=i[5],r=e.capabilities,o=0;while(!r[s])if(s=e.alternateExtensions[o++],o>e.alternateExtensions.length)return null;t=t.replace("."+i[5],"."+s);var A={name:n,src:t,extension:s};return A},e._parseSrc=function(t){var i={name:void 0,src:void 0,extension:void 0},n=e.capabilities;for(var s in t)if(t.hasOwnProperty(s)&&n[s]){i.src=t[s],i.extension=s;break}if(!i.src)return!1;var r=i.src.lastIndexOf("/");return i.name=-1!=r?i.src.slice(r+1):i.src,i},e.play=function(t,i,s,r,o,A,a,h,l){var c;c=i instanceof Object||i instanceof n.PlayPropsConfig?n.PlayPropsConfig.create(i):n.PlayPropsConfig.create({interrupt:i,delay:s,offset:r,loop:o,volume:A,pan:a,startTime:h,duration:l});var u=e.createInstance(t,c.startTime,c.duration),f=e._playInstance(u,c);return f||u._playFailed(),u},e.createInstance=function(t,s,r){if(!e.initializeDefaultPlugins())return new n.DefaultSoundInstance(t,s,r);var o=e._defaultPlayPropsHash[t];t=e._getSrcById(t);var A=e._parsePath(t.src),a=null;return null!=A&&null!=A.src?(i.create(A.src),null==s&&(s=t.startTime),a=e.activePlugin.create(A.src,s,r||t.duration),o=o||e._defaultPlayPropsHash[A.src],o&&a.applyPlayProps(o)):a=new n.DefaultSoundInstance(t,s,r),a.uniqueId=e._lastID++,a},e.stop=function(){for(var t=this._instances,e=t.length;e--;)t[e].stop()},e.setVolume=function(t){if(null==Number(t))return!1;if(t=Math.max(0,Math.min(1,t)),e._masterVolume=t,!this.activePlugin||!this.activePlugin.setVolume||!this.activePlugin.setVolume(t))for(var i=this._instances,n=0,s=i.length;n<s;n++)i[n].setMasterVolume(t)},e.getVolume=function(){return this._masterVolume},e.setMute=function(t){if(null==t)return!1;if(this._masterMute=t,!this.activePlugin||!this.activePlugin.setMute||!this.activePlugin.setMute(t))for(var e=this._instances,i=0,n=e.length;i<n;i++)e[i].setMasterMute(t);return!0},e.getMute=function(){return this._masterMute},e.setDefaultPlayProps=function(t,i){t=e._getSrcById(t),e._defaultPlayPropsHash[e._parsePath(t.src).src]=n.PlayPropsConfig.create(i)},e.getDefaultPlayProps=function(t){return t=e._getSrcById(t),e._defaultPlayPropsHash[e._parsePath(t.src).src]},e._playInstance=function(t,i){var n=e._defaultPlayPropsHash[t.src]||{};if(null==i.interrupt&&(i.interrupt=n.interrupt||e.defaultInterruptBehavior),null==i.delay&&(i.delay=n.delay||0),null==i.offset&&(i.offset=t.getPosition()),null==i.loop&&(i.loop=t.loop),null==i.volume&&(i.volume=t.volume),null==i.pan&&(i.pan=t.pan),0==i.delay){var s=e._beginPlaying(t,i);if(!s)return!1}else{var r=setTimeout((function(){e._beginPlaying(t,i)}),i.delay);t.delayTimeoutId=r}return this._instances.push(t),!0},e._beginPlaying=function(t,e){if(!i.add(t,e.interrupt))return!1;var s=t._beginPlaying(e);if(!s){var r=n.indexOf(this._instances,t);return r>-1&&this._instances.splice(r,1),!1}return!0},e._getSrcById=function(t){return e._idHash[t]||{src:t}},e._playFinished=function(t){i.remove(t);var e=n.indexOf(this._instances,t);e>-1&&this._instances.splice(e,1)},n.Sound=t,i.channels={},i.create=function(t,e){var n=i.get(t);return null==n&&(i.channels[t]=new i(t,e),!0)},i.removeSrc=function(t){var e=i.get(t);return null!=e&&(e._removeAll(),delete i.channels[t],!0)},i.removeAll=function(){for(var t in i.channels)i.channels[t]._removeAll();i.channels={}},i.add=function(t,e){var n=i.get(t.src);return null!=n&&n._add(t,e)},i.remove=function(t){var e=i.get(t.src);return null!=e&&(e._remove(t),!0)},i.maxPerChannel=function(){return s.maxDefault},i.get=function(t){return i.channels[t]};var s=i.prototype;s.constructor=i,s.src=null,s.max=null,s.maxDefault=100,s.length=0,s.init=function(t,e){this.src=t,this.max=e||this.maxDefault,-1==this.max&&(this.max=this.maxDefault),this._instances=[]},s._get=function(t){return this._instances[t]},s._add=function(t,e){return!!this._getSlot(e,t)&&(this._instances.push(t),this.length++,!0)},s._remove=function(t){var e=n.indexOf(this._instances,t);return-1!=e&&(this._instances.splice(e,1),this.length--,!0)},s._removeAll=function(){for(var t=this.length-1;t>=0;t--)this._instances[t].stop()},s._getSlot=function(e,i){var n,s;if(e!=t.INTERRUPT_NONE&&(s=this._get(0),null==s))return!0;for(var r=0,o=this.max;r<o;r++){if(n=this._get(r),null==n)return!0;if(n.playState==t.PLAY_FINISHED||n.playState==t.PLAY_INTERRUPTED||n.playState==t.PLAY_FAILED){s=n;break}e!=t.INTERRUPT_NONE&&((e==t.INTERRUPT_EARLY&&n.getPosition()<s.getPosition()||e==t.INTERRUPT_LATE&&n.getPosition()>s.getPosition())&&(s=n))}return null!=s&&(s._interrupt(),this._remove(s),!0)},s.toString=function(){return"[Sound SoundChannel]"}}(),function(){var t=function(t,e,i,n){this.EventDispatcher_constructor(),this.src=t,this.uniqueId=-1,this.playState=null,this.delayTimeoutId=null,this._volume=1,Object.defineProperty(this,"volume",{get:this.getVolume,set:this.setVolume}),this._pan=0,Object.defineProperty(this,"pan",{get:this.getPan,set:this.setPan}),this._startTime=Math.max(0,e||0),Object.defineProperty(this,"startTime",{get:this.getStartTime,set:this.setStartTime}),this._duration=Math.max(0,i||0),Object.defineProperty(this,"duration",{get:this.getDuration,set:this.setDuration}),this._playbackResource=null,Object.defineProperty(this,"playbackResource",{get:this.getPlaybackResource,set:this.setPlaybackResource}),!1!==n&&!0!==n&&this.setPlaybackResource(n),this._position=0,Object.defineProperty(this,"position",{get:this.getPosition,set:this.setPosition}),this._loop=0,Object.defineProperty(this,"loop",{get:this.getLoop,set:this.setLoop}),this._muted=!1,Object.defineProperty(this,"muted",{get:this.getMuted,set:this.setMuted}),this._paused=!1,Object.defineProperty(this,"paused",{get:this.getPaused,set:this.setPaused})},e=n.extend(t,n.EventDispatcher);e.play=function(t,e,i,s,r,o){var A;return A=t instanceof Object||t instanceof n.PlayPropsConfig?n.PlayPropsConfig.create(t):n.PlayPropsConfig.create({interrupt:t,delay:e,offset:i,loop:s,volume:r,pan:o}),this.playState==n.Sound.PLAY_SUCCEEDED?(this.applyPlayProps(A),void(this._paused&&this.setPaused(!1))):(this._cleanUp(),n.Sound._playInstance(this,A),this)},e.stop=function(){return this._position=0,this._paused=!1,this._handleStop(),this._cleanUp(),this.playState=n.Sound.PLAY_FINISHED,this},e.destroy=function(){this._cleanUp(),this.src=null,this.playbackResource=null,this.removeAllEventListeners()},e.applyPlayProps=function(t){return null!=t.offset&&this.setPosition(t.offset),null!=t.loop&&this.setLoop(t.loop),null!=t.volume&&this.setVolume(t.volume),null!=t.pan&&this.setPan(t.pan),null!=t.startTime&&(this.setStartTime(t.startTime),this.setDuration(t.duration)),this},e.toString=function(){return"[AbstractSoundInstance]"},e.getPaused=function(){return this._paused},e.setPaused=function(t){if((!0===t||!1===t)&&this._paused!=t&&(1!=t||this.playState==n.Sound.PLAY_SUCCEEDED))return this._paused=t,t?this._pause():this._resume(),clearTimeout(this.delayTimeoutId),this},e.setVolume=function(t){return t==this._volume||(this._volume=Math.max(0,Math.min(1,t)),this._muted||this._updateVolume()),this},e.getVolume=function(){return this._volume},e.setMuted=function(t){if(!0===t||!1===t)return this._muted=t,this._updateVolume(),this},e.getMuted=function(){return this._muted},e.setPan=function(t){return t==this._pan||(this._pan=Math.max(-1,Math.min(1,t)),this._updatePan()),this},e.getPan=function(){return this._pan},e.getPosition=function(){return this._paused||this.playState!=n.Sound.PLAY_SUCCEEDED||(this._position=this._calculateCurrentPosition()),this._position},e.setPosition=function(t){return this._position=Math.max(0,t),this.playState==n.Sound.PLAY_SUCCEEDED&&this._updatePosition(),this},e.getStartTime=function(){return this._startTime},e.setStartTime=function(t){return t==this._startTime||(this._startTime=Math.max(0,t||0),this._updateStartTime()),this},e.getDuration=function(){return this._duration},e.setDuration=function(t){return t==this._duration||(this._duration=Math.max(0,t||0),this._updateDuration()),this},e.setPlaybackResource=function(t){return this._playbackResource=t,0==this._duration&&this._setDurationFromSource(),this},e.getPlaybackResource=function(){return this._playbackResource},e.getLoop=function(){return this._loop},e.setLoop=function(t){null!=this._playbackResource&&(0!=this._loop&&0==t?this._removeLooping(t):0==this._loop&&0!=t&&this._addLooping(t)),this._loop=t},e._sendEvent=function(t){var e=new n.Event(t);this.dispatchEvent(e)},e._cleanUp=function(){clearTimeout(this.delayTimeoutId),this._handleCleanUp(),this._paused=!1,n.Sound._playFinished(this)},e._interrupt=function(){this._cleanUp(),this.playState=n.Sound.PLAY_INTERRUPTED,this._sendEvent("interrupted")},e._beginPlaying=function(t){return this.setPosition(t.offset),this.setLoop(t.loop),this.setVolume(t.volume),this.setPan(t.pan),null!=t.startTime&&(this.setStartTime(t.startTime),this.setDuration(t.duration)),null!=this._playbackResource&&this._position<this._duration?(this._paused=!1,this._handleSoundReady(),this.playState=n.Sound.PLAY_SUCCEEDED,this._sendEvent("succeeded"),!0):(this._playFailed(),!1)},e._playFailed=function(){this._cleanUp(),this.playState=n.Sound.PLAY_FAILED,this._sendEvent("failed")},e._handleSoundComplete=function(t){if(this._position=0,0!=this._loop)return this._loop--,this._handleLoop(),void this._sendEvent("loop");this._cleanUp(),this.playState=n.Sound.PLAY_FINISHED,this._sendEvent("complete")},e._handleSoundReady=function(){},e._updateVolume=function(){},e._updatePan=function(){},e._updateStartTime=function(){},e._updateDuration=function(){},e._setDurationFromSource=function(){},e._calculateCurrentPosition=function(){},e._updatePosition=function(){},e._removeLooping=function(t){},e._addLooping=function(t){},e._pause=function(){},e._resume=function(){},e._handleStop=function(){},e._handleCleanUp=function(){},e._handleLoop=function(){},n.AbstractSoundInstance=n.promote(t,"EventDispatcher"),n.DefaultSoundInstance=n.AbstractSoundInstance}(),function(){var t=function(){this._capabilities=null,this._loaders={},this._audioSources={},this._soundInstances={},this._volume=1,this._loaderClass,this._soundInstanceClass},e=t.prototype;t._capabilities=null,t.isSupported=function(){return!0},e.register=function(t){var e=this._loaders[t.src];return e&&!e.canceled?this._loaders[t.src]:(this._audioSources[t.src]=!0,this._soundInstances[t.src]=[],e=new this._loaderClass(t),e.on("complete",this._handlePreloadComplete,this),this._loaders[t.src]=e,e)},e.preload=function(t){t.on("error",this._handlePreloadError,this),t.load()},e.isPreloadStarted=function(t){return null!=this._audioSources[t]},e.isPreloadComplete=function(t){return!(null==this._audioSources[t]||1==this._audioSources[t])},e.removeSound=function(t){if(this._soundInstances[t]){for(var e=this._soundInstances[t].length;e--;){var i=this._soundInstances[t][e];i.destroy()}delete this._soundInstances[t],delete this._audioSources[t],this._loaders[t]&&this._loaders[t].destroy(),delete this._loaders[t]}},e.removeAllSounds=function(){for(var t in this._audioSources)this.removeSound(t)},e.create=function(t,e,i){this.isPreloadStarted(t)||this.preload(this.register(t));var n=new this._soundInstanceClass(t,e,i,this._audioSources[t]);return this._soundInstances[t].push(n),n},e.setVolume=function(t){return this._volume=t,this._updateVolume(),!0},e.getVolume=function(){return this._volume},e.setMute=function(t){return this._updateVolume(),!0},e.toString=function(){return"[AbstractPlugin]"},e._handlePreloadComplete=function(t){var e=t.target.getItem().src;this._audioSources[e]=t.result;for(var i=0,n=this._soundInstances[e].length;i<n;i++){var s=this._soundInstances[e][i];s.setPlaybackResource(this._audioSources[e])}},e._handlePreloadError=function(t){},e._updateVolume=function(){},n.AbstractPlugin=t}(),function(){function t(t){this.AbstractLoader_constructor(t,!0,n.AbstractLoader.SOUND)}var e=n.extend(t,n.AbstractLoader);t.context=null,e.toString=function(){return"[WebAudioLoader]"},e._createRequest=function(){this._request=new n.XHRRequest(this._item,!1),this._request.setResponseType("arraybuffer")},e._sendComplete=function(e){t.context.decodeAudioData(this._rawResult,n.proxy(this._handleAudioDecoded,this),n.proxy(this._sendError,this))},e._handleAudioDecoded=function(t){this._result=t,this.AbstractLoader__sendComplete()},n.WebAudioLoader=n.promote(t,"AbstractLoader")}(),function(){function t(t,e,s,r){this.AbstractSoundInstance_constructor(t,e,s,r),this.gainNode=i.context.createGain(),this.panNode=i.context.createPanner(),this.panNode.panningModel=i._panningModel,this.panNode.connect(this.gainNode),this._updatePan(),this.sourceNode=null,this._soundCompleteTimeout=null,this._sourceNodeNext=null,this._playbackStartTime=0,this._endedHandler=n.proxy(this._handleSoundComplete,this)}var e=n.extend(t,n.AbstractSoundInstance),i=t;i.context=null,i._scratchBuffer=null,i.destinationNode=null,i._panningModel="equalpower",e.destroy=function(){this.AbstractSoundInstance_destroy(),this.panNode.disconnect(0),this.panNode=null,this.gainNode.disconnect(0),this.gainNode=null},e.toString=function(){return"[WebAudioSoundInstance]"},e._updatePan=function(){this.panNode.setPosition(this._pan,0,-.5)},e._removeLooping=function(t){this._sourceNodeNext=this._cleanUpAudioNode(this._sourceNodeNext)},e._addLooping=function(t){this.playState==n.Sound.PLAY_SUCCEEDED&&(this._sourceNodeNext=this._createAndPlayAudioNode(this._playbackStartTime,0))},e._setDurationFromSource=function(){this._duration=1e3*this.playbackResource.duration},e._handleCleanUp=function(){this.sourceNode&&this.playState==n.Sound.PLAY_SUCCEEDED&&(this.sourceNode=this._cleanUpAudioNode(this.sourceNode),this._sourceNodeNext=this._cleanUpAudioNode(this._sourceNodeNext)),0!=this.gainNode.numberOfOutputs&&this.gainNode.disconnect(0),clearTimeout(this._soundCompleteTimeout),this._playbackStartTime=0},e._cleanUpAudioNode=function(t){if(t){t.stop(0),t.disconnect(0);try{t.buffer=i._scratchBuffer}catch(e){}t=null}return t},e._handleSoundReady=function(t){this.gainNode.connect(i.destinationNode);var e=.001*this._duration,n=.001*this._position;n>e&&(n=e),this.sourceNode=this._createAndPlayAudioNode(i.context.currentTime-e,n),this._playbackStartTime=this.sourceNode.startTime-n,this._soundCompleteTimeout=setTimeout(this._endedHandler,1e3*(e-n)),0!=this._loop&&(this._sourceNodeNext=this._createAndPlayAudioNode(this._playbackStartTime,0))},e._createAndPlayAudioNode=function(t,e){var n=i.context.createBufferSource();n.buffer=this.playbackResource,n.connect(this.panNode);var s=.001*this._duration;return n.startTime=t+s,n.start(n.startTime,e+.001*this._startTime,s-e),n},e._pause=function(){this._position=1e3*(i.context.currentTime-this._playbackStartTime),this.sourceNode=this._cleanUpAudioNode(this.sourceNode),this._sourceNodeNext=this._cleanUpAudioNode(this._sourceNodeNext),0!=this.gainNode.numberOfOutputs&&this.gainNode.disconnect(0),clearTimeout(this._soundCompleteTimeout)},e._resume=function(){this._handleSoundReady()},e._updateVolume=function(){var t=this._muted?0:this._volume;t!=this.gainNode.gain.value&&(this.gainNode.gain.value=t)},e._calculateCurrentPosition=function(){return 1e3*(i.context.currentTime-this._playbackStartTime)},e._updatePosition=function(){this.sourceNode=this._cleanUpAudioNode(this.sourceNode),this._sourceNodeNext=this._cleanUpAudioNode(this._sourceNodeNext),clearTimeout(this._soundCompleteTimeout),this._paused||this._handleSoundReady()},e._handleLoop=function(){this._cleanUpAudioNode(this.sourceNode),this.sourceNode=this._sourceNodeNext,this._playbackStartTime=this.sourceNode.startTime,this._sourceNodeNext=this._createAndPlayAudioNode(this._playbackStartTime,0),this._soundCompleteTimeout=setTimeout(this._endedHandler,this._duration)},e._updateDuration=function(){this.playState==n.Sound.PLAY_SUCCEEDED&&(this._pause(),this._resume())},n.WebAudioSoundInstance=n.promote(t,"AbstractSoundInstance")}(),function(){function t(){this.AbstractPlugin_constructor(),this._panningModel=i._panningModel,this.context=i.context,this.dynamicsCompressorNode=this.context.createDynamicsCompressor(),this.dynamicsCompressorNode.connect(this.context.destination),this.gainNode=this.context.createGain(),this.gainNode.connect(this.dynamicsCompressorNode),n.WebAudioSoundInstance.destinationNode=this.gainNode,this._capabilities=i._capabilities,this._loaderClass=n.WebAudioLoader,this._soundInstanceClass=n.WebAudioSoundInstance,this._addPropsToClasses()}var e=n.extend(t,n.AbstractPlugin),i=t;i._capabilities=null,i._panningModel="equalpower",i.context=null,i._scratchBuffer=null,i._unlocked=!1,i.isSupported=function(){var t=n.BrowserDetect.isIOS||n.BrowserDetect.isAndroid||n.BrowserDetect.isBlackberry;return!("file:"==location.protocol&&!t&&!this._isFileXHRSupported())&&(i._generateCapabilities(),null!=i.context)},i.playEmptySound=function(){if(null!=i.context){var t=i.context.createBufferSource();t.buffer=i._scratchBuffer,t.connect(i.context.destination),t.start(0,0,0)}},i._isFileXHRSupported=function(){var t=!0,e=new XMLHttpRequest;try{e.open("GET","WebAudioPluginTest.fail",!1)}catch(i){return t=!1,t}e.onerror=function(){t=!1},e.onload=function(){t=404==this.status||200==this.status||0==this.status&&""!=this.response};try{e.send()}catch(i){t=!1}return t},i._generateCapabilities=function(){if(null==i._capabilities){var t=document.createElement("audio");if(null==t.canPlayType)return null;if(null==i.context)if(window.AudioContext)i.context=new AudioContext;else{if(!window.webkitAudioContext)return null;i.context=new webkitAudioContext}null==i._scratchBuffer&&(i._scratchBuffer=i.context.createBuffer(1,1,22050)),i._compatibilitySetUp(),"ontouchstart"in window&&"running"!=i.context.state&&(i._unlock(),document.addEventListener("mousedown",i._unlock,!0),document.addEventListener("touchend",i._unlock,!0)),i._capabilities={panning:!0,volume:!0,tracks:-1};for(var e=n.Sound.SUPPORTED_EXTENSIONS,s=n.Sound.EXTENSION_MAP,r=0,o=e.length;r<o;r++){var A=e[r],a=s[A]||A;i._capabilities[A]="no"!=t.canPlayType("audio/"+A)&&""!=t.canPlayType("audio/"+A)||"no"!=t.canPlayType("audio/"+a)&&""!=t.canPlayType("audio/"+a)}i.context.destination.numberOfChannels<2&&(i._capabilities.panning=!1)}},i._compatibilitySetUp=function(){if(i._panningModel="equalpower",!i.context.createGain){i.context.createGain=i.context.createGainNode;var t=i.context.createBufferSource();t.__proto__.start=t.__proto__.noteGrainOn,t.__proto__.stop=t.__proto__.noteOff,i._panningModel=0}},i._unlock=function(){i._unlocked||(i.playEmptySound(),"running"==i.context.state&&(document.removeEventListener("mousedown",i._unlock,!0),document.removeEventListener("touchend",i._unlock,!0),i._unlocked=!0))},e.toString=function(){return"[WebAudioPlugin]"},e._addPropsToClasses=function(){var t=this._soundInstanceClass;t.context=this.context,t._scratchBuffer=i._scratchBuffer,t.destinationNode=this.gainNode,t._panningModel=this._panningModel,this._loaderClass.context=this.context},e._updateVolume=function(){var t=n.Sound._masterMute?0:this._volume;t!=this.gainNode.gain.value&&(this.gainNode.gain.value=t)},n.WebAudioPlugin=n.promote(t,"AbstractPlugin")}(),function(){function t(){throw"HTMLAudioTagPool cannot be instantiated"}var e=t;function i(t){this._tags=[]}e._tags={},e._tagPool=new i,e._tagUsed={},e.get=function(t){var i=e._tags[t];return null==i?(i=e._tags[t]=e._tagPool.get(),i.src=t):e._tagUsed[t]?(i=e._tagPool.get(),i.src=t):e._tagUsed[t]=!0,i},e.set=function(t,i){i==e._tags[t]?e._tagUsed[t]=!1:e._tagPool.set(i)},e.remove=function(t){var i=e._tags[t];return null!=i&&(e._tagPool.set(i),delete e._tags[t],delete e._tagUsed[t],!0)},e.getDuration=function(t){var i=e._tags[t];return null!=i&&i.duration?1e3*i.duration:0},n.HTMLAudioTagPool=t;var s=i.prototype;s.constructor=i,s.get=function(){var t;return t=0==this._tags.length?this._createTag():this._tags.pop(),null==t.parentNode&&document.body.appendChild(t),t},s.set=function(t){var e=n.indexOf(this._tags,t);-1==e&&(this._tags.src=null,this._tags.push(t))},s.toString=function(){return"[TagPool]"},s._createTag=function(){var t=document.createElement("audio");return t.autoplay=!1,t.preload="none",t}}(),function(){function t(t,e,i,s){this.AbstractSoundInstance_constructor(t,e,i,s),this._audioSpriteStopTime=null,this._delayTimeoutId=null,this._endedHandler=n.proxy(this._handleSoundComplete,this),this._readyHandler=n.proxy(this._handleTagReady,this),this._stalledHandler=n.proxy(this._playFailed,this),this._audioSpriteEndHandler=n.proxy(this._handleAudioSpriteLoop,this),this._loopHandler=n.proxy(this._handleSoundComplete,this),i?this._audioSpriteStopTime=.001*(e+i):this._duration=n.HTMLAudioTagPool.getDuration(this.src)}var e=n.extend(t,n.AbstractSoundInstance);e.setMasterVolume=function(t){this._updateVolume()},e.setMasterMute=function(t){this._updateVolume()},e.toString=function(){return"[HTMLAudioSoundInstance]"},e._removeLooping=function(){null!=this._playbackResource&&(this._playbackResource.loop=!1,this._playbackResource.removeEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1))},e._addLooping=function(){null==this._playbackResource||this._audioSpriteStopTime||(this._playbackResource.addEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1),this._playbackResource.loop=!0)},e._handleCleanUp=function(){var t=this._playbackResource;if(null!=t){t.pause(),t.loop=!1,t.removeEventListener(n.HTMLAudioPlugin._AUDIO_ENDED,this._endedHandler,!1),t.removeEventListener(n.HTMLAudioPlugin._AUDIO_READY,this._readyHandler,!1),t.removeEventListener(n.HTMLAudioPlugin._AUDIO_STALLED,this._stalledHandler,!1),t.removeEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1),t.removeEventListener(n.HTMLAudioPlugin._TIME_UPDATE,this._audioSpriteEndHandler,!1);try{t.currentTime=this._startTime}catch(e){}n.HTMLAudioTagPool.set(this.src,t),this._playbackResource=null}},e._beginPlaying=function(t){return this._playbackResource=n.HTMLAudioTagPool.get(this.src),this.AbstractSoundInstance__beginPlaying(t)},e._handleSoundReady=function(t){if(4!==this._playbackResource.readyState){var e=this._playbackResource;return e.addEventListener(n.HTMLAudioPlugin._AUDIO_READY,this._readyHandler,!1),e.addEventListener(n.HTMLAudioPlugin._AUDIO_STALLED,this._stalledHandler,!1),e.preload="auto",void e.load()}this._updateVolume(),this._playbackResource.currentTime=.001*(this._startTime+this._position),this._audioSpriteStopTime?this._playbackResource.addEventListener(n.HTMLAudioPlugin._TIME_UPDATE,this._audioSpriteEndHandler,!1):(this._playbackResource.addEventListener(n.HTMLAudioPlugin._AUDIO_ENDED,this._endedHandler,!1),0!=this._loop&&(this._playbackResource.addEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1),this._playbackResource.loop=!0)),this._playbackResource.play()},e._handleTagReady=function(t){this._playbackResource.removeEventListener(n.HTMLAudioPlugin._AUDIO_READY,this._readyHandler,!1),this._playbackResource.removeEventListener(n.HTMLAudioPlugin._AUDIO_STALLED,this._stalledHandler,!1),this._handleSoundReady()},e._pause=function(){this._playbackResource.pause()},e._resume=function(){this._playbackResource.play()},e._updateVolume=function(){if(null!=this._playbackResource){var t=this._muted||n.Sound._masterMute?0:this._volume*n.Sound._masterVolume;t!=this._playbackResource.volume&&(this._playbackResource.volume=t)}},e._calculateCurrentPosition=function(){return 1e3*this._playbackResource.currentTime-this._startTime},e._updatePosition=function(){this._playbackResource.removeEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1),this._playbackResource.addEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._handleSetPositionSeek,!1);try{this._playbackResource.currentTime=.001*(this._position+this._startTime)}catch(t){this._handleSetPositionSeek(null)}},e._handleSetPositionSeek=function(t){null!=this._playbackResource&&(this._playbackResource.removeEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._handleSetPositionSeek,!1),this._playbackResource.addEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1))},e._handleAudioSpriteLoop=function(t){this._playbackResource.currentTime<=this._audioSpriteStopTime||(this._playbackResource.pause(),0==this._loop?this._handleSoundComplete(null):(this._position=0,this._loop--,this._playbackResource.currentTime=.001*this._startTime,this._paused||this._playbackResource.play(),this._sendEvent("loop")))},e._handleLoop=function(t){0==this._loop&&(this._playbackResource.loop=!1,this._playbackResource.removeEventListener(n.HTMLAudioPlugin._AUDIO_SEEKED,this._loopHandler,!1))},e._updateStartTime=function(){this._audioSpriteStopTime=.001*(this._startTime+this._duration),this.playState==n.Sound.PLAY_SUCCEEDED&&(this._playbackResource.removeEventListener(n.HTMLAudioPlugin._AUDIO_ENDED,this._endedHandler,!1),this._playbackResource.addEventListener(n.HTMLAudioPlugin._TIME_UPDATE,this._audioSpriteEndHandler,!1))},e._updateDuration=function(){this._audioSpriteStopTime=.001*(this._startTime+this._duration),this.playState==n.Sound.PLAY_SUCCEEDED&&(this._playbackResource.removeEventListener(n.HTMLAudioPlugin._AUDIO_ENDED,this._endedHandler,!1),this._playbackResource.addEventListener(n.HTMLAudioPlugin._TIME_UPDATE,this._audioSpriteEndHandler,!1))},e._setDurationFromSource=function(){this._duration=n.HTMLAudioTagPool.getDuration(this.src),this._playbackResource=null},n.HTMLAudioSoundInstance=n.promote(t,"AbstractSoundInstance")}(),function(){function t(){this.AbstractPlugin_constructor(),this.defaultNumChannels=2,this._capabilities=i._capabilities,this._loaderClass=n.SoundLoader,this._soundInstanceClass=n.HTMLAudioSoundInstance}var e=n.extend(t,n.AbstractPlugin),i=t;i.MAX_INSTANCES=30,i._AUDIO_READY="canplaythrough",i._AUDIO_ENDED="ended",i._AUDIO_SEEKED="seeked",i._AUDIO_STALLED="stalled",i._TIME_UPDATE="timeupdate",i._capabilities=null,i.isSupported=function(){return i._generateCapabilities(),null!=i._capabilities},i._generateCapabilities=function(){if(null==i._capabilities){var t=document.createElement("audio");if(null==t.canPlayType)return null;i._capabilities={panning:!1,volume:!0,tracks:-1};for(var e=n.Sound.SUPPORTED_EXTENSIONS,s=n.Sound.EXTENSION_MAP,r=0,o=e.length;r<o;r++){var A=e[r],a=s[A]||A;i._capabilities[A]="no"!=t.canPlayType("audio/"+A)&&""!=t.canPlayType("audio/"+A)||"no"!=t.canPlayType("audio/"+a)&&""!=t.canPlayType("audio/"+a)}}},e.register=function(t){var e=n.HTMLAudioTagPool.get(t.src),i=this.AbstractPlugin_register(t);return i.setTag(e),i},e.removeSound=function(t){this.AbstractPlugin_removeSound(t),n.HTMLAudioTagPool.remove(t)},e.create=function(t,e,i){var n=this.AbstractPlugin_create(t,e,i);return n.setPlaybackResource(null),n},e.toString=function(){return"[HTMLAudioPlugin]"},e.setVolume=e.getVolume=e.setMute=null,n.HTMLAudioPlugin=n.promote(t,"AbstractPlugin")}(),function(){function t(e,i,s){this.ignoreGlobalPause=!1,this.loop=!1,this.duration=0,this.pluginData=s||{},this.target=e,this.position=null,this.passive=!1,this._paused=!1,this._curQueueProps={},this._initQueueProps={},this._steps=[],this._actions=[],this._prevPosition=0,this._stepPosition=0,this._prevPos=-1,this._target=e,this._useTicks=!1,this._inited=!1,this._registered=!1,i&&(this._useTicks=i.useTicks,this.ignoreGlobalPause=i.ignoreGlobalPause,this.loop=i.loop,i.onChange&&this.addEventListener("change",i.onChange),i.override&&t.removeTweens(e)),i&&i.paused?this._paused=!0:n.Tween._register(this,!0),i&&null!=i.position&&this.setPosition(i.position,t.NONE)}var e=n.extend(t,n.EventDispatcher);t.NONE=0,t.LOOP=1,t.REVERSE=2,t.IGNORE={},t._tweens=[],t._plugins={},t.get=function(e,i,n,s){return s&&t.removeTweens(e),new t(e,i,n)},t.tick=function(e,i){for(var n=t._tweens.slice(),s=n.length-1;s>=0;s--){var r=n[s];i&&!r.ignoreGlobalPause||r._paused||r.tick(r._useTicks?1:e)}},t.handleEvent=function(t){"tick"==t.type&&this.tick(t.delta,t.paused)},t.removeTweens=function(e){if(e.tweenjs_count){for(var i=t._tweens,n=i.length-1;n>=0;n--){var s=i[n];s._target==e&&(s._paused=!0,i.splice(n,1))}e.tweenjs_count=0}},t.removeAllTweens=function(){for(var e=t._tweens,i=0,n=e.length;i<n;i++){var s=e[i];s._paused=!0,s.target&&(s.target.tweenjs_count=0)}e.length=0},t.hasActiveTweens=function(e){return e?null!=e.tweenjs_count&&!!e.tweenjs_count:t._tweens&&!!t._tweens.length},t.installPlugin=function(e,i){var n=e.priority;null==n&&(e.priority=n=0);for(var s=0,r=i.length,o=t._plugins;s<r;s++){var A=i[s];if(o[A]){for(var a=o[A],h=0,l=a.length;h<l;h++)if(n<a[h].priority)break;o[A].splice(h,0,e)}else o[A]=[e]}},t._register=function(e,i){var s=e._target,r=t._tweens;if(i&&!e._registered)s&&(s.tweenjs_count=s.tweenjs_count?s.tweenjs_count+1:1),r.push(e),!t._inited&&n.Ticker&&(n.Ticker.addEventListener("tick",t),t._inited=!0);else if(!i&&e._registered){s&&s.tweenjs_count--;var o=r.length;while(o--)if(r[o]==e){r.splice(o,1);break}}e._registered=i},e.wait=function(t,e){if(null==t||t<=0)return this;var i=this._cloneProps(this._curQueueProps);return this._addStep({d:t,p0:i,e:this._linearEase,p1:i,v:e})},e.to=function(t,e,i){return(isNaN(e)||e<0)&&(e=0),this._addStep({d:e||0,p0:this._cloneProps(this._curQueueProps),e:i,p1:this._cloneProps(this._appendQueueProps(t))})},e.call=function(t,e,i){return this._addAction({f:t,p:e||[this],o:i||this._target})},e.set=function(t,e){return this._addAction({f:this._set,o:this,p:[t,e||this._target]})},e.play=function(t){return t||(t=this),this.call(t.setPaused,[!1],t)},e.pause=function(t){return t||(t=this),this.call(t.setPaused,[!0],t)},e.setPosition=function(t,e){t<0&&(t=0),null==e&&(e=1);var i=t,n=!1;if(i>=this.duration&&(this.loop?i%=this.duration:(i=this.duration,n=!0)),i==this._prevPos)return n;var s=this._prevPos;if(this.position=this._prevPos=i,this._prevPosition=t,this._target)if(n)this._updateTargetProps(null,1);else if(this._steps.length>0){for(var r=0,o=this._steps.length;r<o;r++)if(this._steps[r].t>i)break;var A=this._steps[r-1];this._updateTargetProps(A,(this._stepPosition=i-A.t)/A.d)}return 0!=e&&this._actions.length>0&&(this._useTicks?this._runActions(i,i):1==e&&i<s?(s!=this.duration&&this._runActions(s,this.duration),this._runActions(0,i,!0)):this._runActions(s,i)),n&&this.setPaused(!0),this.dispatchEvent("change"),n},e.tick=function(t){this._paused||this.setPosition(this._prevPosition+t)},e.setPaused=function(e){return this._paused===!!e||(this._paused=!!e,t._register(this,!e)),this},e.w=e.wait,e.t=e.to,e.c=e.call,e.s=e.set,e.toString=function(){return"[Tween]"},e.clone=function(){throw"Tween can not be cloned."},e._updateTargetProps=function(e,i){var n,s,r,o,A,a;if(e||1!=i){if(this.passive=!!e.v,this.passive)return;e.e&&(i=e.e(i,0,1,1)),n=e.p0,s=e.p1}else this.passive=!1,n=s=this._curQueueProps;for(var h in this._initQueueProps){null==(o=n[h])&&(n[h]=o=this._initQueueProps[h]),null==(A=s[h])&&(s[h]=A=o),r=o==A||0==i||1==i||"number"!=typeof o?1==i?A:o:o+(A-o)*i;var l=!1;if(a=t._plugins[h])for(var c=0,u=a.length;c<u;c++){var f=a[c].tween(this,h,r,n,s,i,!!e&&n==s,!e);f==t.IGNORE?l=!0:r=f}l||(this._target[h]=r)}},e._runActions=function(t,e,i){var n=t,s=e,r=-1,o=this._actions.length,A=1;t>e&&(n=e,s=t,r=o,o=A=-1);while((r+=A)!=o){var a=this._actions[r],h=a.t;(h==s||h>n&&h<s||i&&h==t)&&a.f.apply(a.o,a.p)}},e._appendQueueProps=function(e){var i,n,s,r,o;for(var A in e)if(void 0===this._initQueueProps[A]){if(n=this._target[A],i=t._plugins[A])for(s=0,r=i.length;s<r;s++)n=i[s].init(this,A,n);this._initQueueProps[A]=this._curQueueProps[A]=void 0===n?null:n}else n=this._curQueueProps[A];for(var A in 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/*!
 * VERSION: 1.20.5
 * DATE: 2018-05-21
 * UPDATES AND DOCS AT: http://greensock.com
 *
 * @license Copyright (c) 2008-2018, GreenSock. All rights reserved.
 * This work is subject to the terms at http://greensock.com/standard-license or for
 * Club GreenSock members, the software agreement that was issued with your membership.
 *
 * @author: Jack Doyle, jack@greensock.com
 */
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s;for(s in"string"===typeof e&&(s=e,e={},e[s]=i),e)if(i=e[s],e.hasOwnProperty(s))switch(s){case"isStatic":n.setStatic(t,i);break;case"isSleeping":o.set(t,i);break;case"mass":n.setMass(t,i);break;case"density":n.setDensity(t,i);break;case"inertia":n.setInertia(t,i);break;case"vertices":n.setVertices(t,i);break;case"position":n.setPosition(t,i);break;case"angle":n.setAngle(t,i);break;case"velocity":n.setVelocity(t,i);break;case"angularVelocity":n.setAngularVelocity(t,i);break;case"parts":n.setParts(t,i);break;default:t[s]=i}},n.setStatic=function(t,e){for(var i=0;i<t.parts.length;i++){var 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c=t.parts[l];s.scale(c.vertices,e,i,r),c.axes=h.fromVertices(c.vertices),c.area=s.area(c.vertices),n.setMass(c,t.density*c.area),s.translate(c.vertices,{x:-c.position.x,y:-c.position.y}),n.setInertia(c,n._inertiaScale*s.inertia(c.vertices,c.mass)),s.translate(c.vertices,{x:c.position.x,y:c.position.y}),l>0&&(o+=c.area,A+=c.inertia),c.position.x=r.x+(c.position.x-r.x)*e,c.position.y=r.y+(c.position.y-r.y)*i,a.update(c.bounds,c.vertices,t.velocity)}t.parts.length>1&&(t.area=o,t.isStatic||(n.setMass(t,t.density*o),n.setInertia(t,A))),t.circleRadius&&(e===i?t.circleRadius*=e:t.circleRadius=null)},n.update=function(t,e,i,n){var 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o=t.composites[r];n.setModified(o,e,i,s)}},n.add=function(t,e){var i=[].concat(e);s.trigger(t,"beforeAdd",{object:e});for(var o=0;o<i.length;o++){var A=i[o];switch(A.type){case"body":if(A.parent!==A){r.warn("Composite.add: skipped adding a compound body part (you must add its parent instead)");break}n.addBody(t,A);break;case"constraint":n.addConstraint(t,A);break;case"composite":n.addComposite(t,A);break;case"mouseConstraint":n.addConstraint(t,A.constraint);break}}return s.trigger(t,"afterAdd",{object:e}),t},n.remove=function(t,e,i){var r=[].concat(e);s.trigger(t,"beforeRemove",{object:e});for(var o=0;o<r.length;o++){var A=r[o];switch(A.type){case"body":n.removeBody(t,A,i);break;case"constraint":n.removeConstraint(t,A,i);break;case"composite":n.removeComposite(t,A,i);break;case"mouseConstraint":n.removeConstraint(t,A.constraint);break}}return s.trigger(t,"afterRemove",{object:e}),t},n.addComposite=function(t,e){return t.composites.push(e),e.parent=t,n.setModified(t,!0,!0,!1),t},n.removeComposite=function(t,e,i){var s=r.indexOf(t.composites,e);if(-1!==s&&(n.removeCompositeAt(t,s),n.setModified(t,!0,!0,!1)),i)for(var o=0;o<t.composites.length;o++)n.removeComposite(t.composites[o],e,!0);return t},n.removeCompositeAt=function(t,e){return t.composites.splice(e,1),n.setModified(t,!0,!0,!1),t},n.addBody=function(t,e){return t.bodies.push(e),n.setModified(t,!0,!0,!1),t},n.removeBody=function(t,e,i){var s=r.indexOf(t.bodies,e);if(-1!==s&&(n.removeBodyAt(t,s),n.setModified(t,!0,!0,!1)),i)for(var o=0;o<t.composites.length;o++)n.removeBody(t.composites[o],e,!0);return t},n.removeBodyAt=function(t,e){return t.bodies.splice(e,1),n.setModified(t,!0,!0,!1),t},n.addConstraint=function(t,e){return t.constraints.push(e),n.setModified(t,!0,!0,!1),t},n.removeConstraint=function(t,e,i){var s=r.indexOf(t.constraints,e);if(-1!==s&&n.removeConstraintAt(t,s),i)for(var o=0;o<t.composites.length;o++)n.removeConstraint(t.composites[o],e,!0);return t},n.removeConstraintAt=function(t,e){return t.constraints.splice(e,1),n.setModified(t,!0,!0,!1),t},n.clear=function(t,e,i){if(i)for(var s=0;s<t.composites.length;s++)n.clear(t.composites[s],e,!0);return e?t.bodies=t.bodies.filter((function(t){return t.isStatic})):t.bodies.length=0,t.constraints.length=0,t.composites.length=0,n.setModified(t,!0,!0,!1),t},n.allBodies=function(t){for(var e=[].concat(t.bodies),i=0;i<t.composites.length;i++)e=e.concat(n.allBodies(t.composites[i]));return e},n.allConstraints=function(t){for(var e=[].concat(t.constraints),i=0;i<t.composites.length;i++)e=e.concat(n.allConstraints(t.composites[i]));return e},n.allComposites=function(t){for(var e=[].concat(t.composites),i=0;i<t.composites.length;i++)e=e.concat(n.allComposites(t.composites[i]));return e},n.get=function(t,e,i){var s,r;switch(i){case"body":s=n.allBodies(t);break;case"constraint":s=n.allConstraints(t);break;case"composite":s=n.allComposites(t).concat(t);break}return s?(r=s.filter((function(t){return t.id.toString()===e.toString()})),0===r.length?null:r[0]):null},n.move=function(t,e,i){return n.remove(t,e),n.add(i,e),t},n.rebase=function(t){for(var e=n.allBodies(t).concat(n.allConstraints(t)).concat(n.allComposites(t)),i=0;i<e.length;i++)e[i].id=r.nextId();return n.setModified(t,!0,!0,!1),t},n.translate=function(t,e,i){for(var s=i?n.allBodies(t):t.bodies,r=0;r<s.length;r++)A.translate(s[r],e);return n.setModified(t,!0,!0,!1),t},n.rotate=function(t,e,i,s){for(var r=Math.cos(e),o=Math.sin(e),a=s?n.allBodies(t):t.bodies,h=0;h<a.length;h++){var l=a[h],c=l.position.x-i.x,u=l.position.y-i.y;A.setPosition(l,{x:i.x+(c*r-u*o),y:i.y+(c*o+u*r)}),A.rotate(l,e)}return n.setModified(t,!0,!0,!1),t},n.scale=function(t,e,i,s,r){for(var o=r?n.allBodies(t):t.bodies,a=0;a<o.length;a++){var h=o[a],l=h.position.x-s.x,c=h.position.y-s.y;A.setPosition(h,{x:s.x+l*e,y:s.y+c*i}),A.scale(h,e,i)}return n.setModified(t,!0,!0,!1),t},n.bounds=function(t){for(var e=n.allBodies(t),i=[],s=0;s<e.length;s+=1){var r=e[s];i.push(r.bounds.min,r.bounds.max)}return o.create(i)}})()},{"../core/Common":14,"../core/Events":16,"../geometry/Bounds":26,"./Body":1}],3:[function(t,e,i){var n={};e.exports=n;var s=t("./Composite"),r=(t("../constraint/Constraint"),t("../core/Common"));(function(){n.create=function(t){var e=s.create(),i={label:"World",gravity:{x:0,y:1,scale:.001},bounds:{min:{x:-1/0,y:-1/0},max:{x:1/0,y:1/0}}};return r.extend(e,i,t)}})()},{"../constraint/Constraint":12,"../core/Common":14,"./Composite":2}],4:[function(t,e,i){var n={};e.exports=n,function(){n.create=function(t){return{id:n.id(t),vertex:t,normalImpulse:0,tangentImpulse:0}},n.id=function(t){return t.body.id+"_"+t.index}}()},{}],5:[function(t,e,i){var n={};e.exports=n;var s=t("./SAT"),r=t("./Pair"),o=t("../geometry/Bounds");(function(){n.collisions=function(t,e){for(var i=[],A=e.pairs.table,a=0;a<t.length;a++){var h=t[a][0],l=t[a][1];if((!h.isStatic&&!h.isSleeping||!l.isStatic&&!l.isSleeping)&&(n.canCollide(h.collisionFilter,l.collisionFilter)&&o.overlaps(h.bounds,l.bounds)))for(var c=h.parts.length>1?1:0;c<h.parts.length;c++)for(var u=h.parts[c],f=l.parts.length>1?1:0;f<l.parts.length;f++){var g=l.parts[f];if(u===h&&g===l||o.overlaps(u.bounds,g.bounds)){var d,p=r.id(u,g),v=A[p];d=v&&v.isActive?v.collision:null;var m=s.collides(u,g,d);m.collided&&i.push(m)}}}return i},n.canCollide=function(t,e){return t.group===e.group&&0!==t.group?t.group>0:0!==(t.mask&e.category)&&0!==(e.mask&t.category)}})()},{"../geometry/Bounds":26,"./Pair":7,"./SAT":11}],6:[function(t,e,i){var n={};e.exports=n;var s=t("./Pair"),r=t("./Detector"),o=t("../core/Common");(function(){n.create=function(t){var e={controller:n,detector:r.collisions,buckets:{},pairs:{},pairsList:[],bucketWidth:48,bucketHeight:48};return o.extend(e,t)},n.update=function(t,e,i,s){var r,o,A,a,h,l=i.world,c=t.buckets,u=!1;for(r=0;r<e.length;r++){var f=e[r];if((!f.isSleeping||s)&&!(f.bounds.max.x<l.bounds.min.x||f.bounds.min.x>l.bounds.max.x||f.bounds.max.y<l.bounds.min.y||f.bounds.min.y>l.bounds.max.y)){var g=n._getRegion(t,f);if(!f.region||g.id!==f.region.id||s){f.region&&!s||(f.region=g);var d=n._regionUnion(g,f.region);for(o=d.startCol;o<=d.endCol;o++)for(A=d.startRow;A<=d.endRow;A++){h=n._getBucketId(o,A),a=c[h];var p=o>=g.startCol&&o<=g.endCol&&A>=g.startRow&&A<=g.endRow,v=o>=f.region.startCol&&o<=f.region.endCol&&A>=f.region.startRow&&A<=f.region.endRow;!p&&v&&v&&a&&n._bucketRemoveBody(t,a,f),(f.region===g||p&&!v||s)&&(a||(a=n._createBucket(c,h)),n._bucketAddBody(t,a,f))}f.region=g,u=!0}}}u&&(t.pairsList=n._createActivePairsList(t))},n.clear=function(t){t.buckets={},t.pairs={},t.pairsList=[]},n._regionUnion=function(t,e){var i=Math.min(t.startCol,e.startCol),s=Math.max(t.endCol,e.endCol),r=Math.min(t.startRow,e.startRow),o=Math.max(t.endRow,e.endRow);return n._createRegion(i,s,r,o)},n._getRegion=function(t,e){var i=e.bounds,s=Math.floor(i.min.x/t.bucketWidth),r=Math.floor(i.max.x/t.bucketWidth),o=Math.floor(i.min.y/t.bucketHeight),A=Math.floor(i.max.y/t.bucketHeight);return n._createRegion(s,r,o,A)},n._createRegion=function(t,e,i,n){return{id:t+","+e+","+i+","+n,startCol:t,endCol:e,startRow:i,endRow:n}},n._getBucketId=function(t,e){return"C"+t+"R"+e},n._createBucket=function(t,e){var i=t[e]=[];return i},n._bucketAddBody=function(t,e,i){for(var n=0;n<e.length;n++){var r=e[n];if(!(i.id===r.id||i.isStatic&&r.isStatic)){var o=s.id(i,r),A=t.pairs[o];A?A[2]+=1:t.pairs[o]=[i,r,1]}}e.push(i)},n._bucketRemoveBody=function(t,e,i){e.splice(o.indexOf(e,i),1);for(var n=0;n<e.length;n++){var r=e[n],A=s.id(i,r),a=t.pairs[A];a&&(a[2]-=1)}},n._createActivePairsList=function(t){var e,i,n=[];e=o.keys(t.pairs);for(var s=0;s<e.length;s++)i=t.pairs[e[s]],i[2]>0?n.push(i):delete t.pairs[e[s]];return n}})()},{"../core/Common":14,"./Detector":5,"./Pair":7}],7:[function(t,e,i){var n={};e.exports=n;var s=t("./Contact");(function(){n.create=function(t,e){var i=t.bodyA,s=t.bodyB,r=t.parentA,o=t.parentB,A={id:n.id(i,s),bodyA:i,bodyB:s,contacts:{},activeContacts:[],separation:0,isActive:!0,isSensor:i.isSensor||s.isSensor,timeCreated:e,timeUpdated:e,inverseMass:r.inverseMass+o.inverseMass,friction:Math.min(r.friction,o.friction),frictionStatic:Math.max(r.frictionStatic,o.frictionStatic),restitution:Math.max(r.restitution,o.restitution),slop:Math.max(r.slop,o.slop)};return n.update(A,t,e),A},n.update=function(t,e,i){var r=t.contacts,o=e.supports,A=t.activeContacts,a=e.parentA,h=e.parentB;if(t.collision=e,t.inverseMass=a.inverseMass+h.inverseMass,t.friction=Math.min(a.friction,h.friction),t.frictionStatic=Math.max(a.frictionStatic,h.frictionStatic),t.restitution=Math.max(a.restitution,h.restitution),t.slop=Math.max(a.slop,h.slop),A.length=0,e.collided){for(var l=0;l<o.length;l++){var c=o[l],u=s.id(c),f=r[u];f?A.push(f):A.push(r[u]=s.create(c))}t.separation=e.depth,n.setActive(t,!0,i)}else!0===t.isActive&&n.setActive(t,!1,i)},n.setActive=function(t,e,i){e?(t.isActive=!0,t.timeUpdated=i):(t.isActive=!1,t.activeContacts.length=0)},n.id=function(t,e){return t.id<e.id?"A"+t.id+"B"+e.id:"A"+e.id+"B"+t.id}})()},{"./Contact":4}],8:[function(t,e,i){var n={};e.exports=n;var s=t("./Pair"),r=t("../core/Common");(function(){n._pairMaxIdleLife=1e3,n.create=function(t){return r.extend({table:{},list:[],collisionStart:[],collisionActive:[],collisionEnd:[]},t)},n.update=function(t,e,i){var n,o,A,a,h=t.list,l=t.table,c=t.collisionStart,u=t.collisionEnd,f=t.collisionActive,g=[];for(c.length=0,u.length=0,f.length=0,a=0;a<e.length;a++)n=e[a],n.collided&&(o=s.id(n.bodyA,n.bodyB),g.push(o),A=l[o],A?(A.isActive?f.push(A):c.push(A),s.update(A,n,i)):(A=s.create(n,i),l[o]=A,c.push(A),h.push(A)));for(a=0;a<h.length;a++)A=h[a],A.isActive&&-1===r.indexOf(g,A.id)&&(s.setActive(A,!1,i),u.push(A))},n.removeOld=function(t,e){var i,s,r,o,A=t.list,a=t.table,h=[];for(o=0;o<A.length;o++)i=A[o],s=i.collision,s.bodyA.isSleeping||s.bodyB.isSleeping?i.timeUpdated=e:e-i.timeUpdated>n._pairMaxIdleLife&&h.push(o);for(o=0;o<h.length;o++)r=h[o]-o,i=A[r],delete a[i.id],A.splice(r,1)},n.clear=function(t){return t.table={},t.list.length=0,t.collisionStart.length=0,t.collisionActive.length=0,t.collisionEnd.length=0,t}})()},{"../core/Common":14,"./Pair":7}],9:[function(t,e,i){var n={};e.exports=n;var s=t("../geometry/Vector"),r=t("./SAT"),o=t("../geometry/Bounds"),A=t("../factory/Bodies"),a=t("../geometry/Vertices");(function(){n.collides=function(t,e){for(var i=[],n=0;n<e.length;n++){var s=e[n];if(o.overlaps(s.bounds,t.bounds))for(var A=1===s.parts.length?0:1;A<s.parts.length;A++){var a=s.parts[A];if(o.overlaps(a.bounds,t.bounds)){var h=r.collides(a,t);if(h.collided){i.push(h);break}}}}return i},n.ray=function(t,e,i,r){r=r||1e-100;for(var o=s.angle(e,i),a=s.magnitude(s.sub(e,i)),h=.5*(i.x+e.x),l=.5*(i.y+e.y),c=A.rectangle(h,l,a,r,{angle:o}),u=n.collides(c,t),f=0;f<u.length;f+=1){var g=u[f];g.body=g.bodyB=g.bodyA}return u},n.region=function(t,e,i){for(var n=[],s=0;s<t.length;s++){var r=t[s],A=o.overlaps(r.bounds,e);(A&&!i||!A&&i)&&n.push(r)}return n},n.point=function(t,e){for(var i=[],n=0;n<t.length;n++){var s=t[n];if(o.contains(s.bounds,e))for(var r=1===s.parts.length?0:1;r<s.parts.length;r++){var A=s.parts[r];if(o.contains(A.bounds,e)&&a.contains(A.vertices,e)){i.push(s);break}}}return i}})()},{"../factory/Bodies":23,"../geometry/Bounds":26,"../geometry/Vector":28,"../geometry/Vertices":29,"./SAT":11}],10:[function(t,e,i){var n={};e.exports=n;var s=t("../geometry/Vertices"),r=t("../geometry/Vector"),o=t("../core/Common"),A=t("../geometry/Bounds");(function(){n._restingThresh=4,n._restingThreshTangent=6,n._positionDampen=.9,n._positionWarming=.8,n._frictionNormalMultiplier=5,n.preSolvePosition=function(t){var e,i,n;for(e=0;e<t.length;e++)i=t[e],i.isActive&&(n=i.activeContacts.length,i.collision.parentA.totalContacts+=n,i.collision.parentB.totalContacts+=n)},n.solvePosition=function(t,e){var i,s,o,A,a,h,l,c,u,f=r._temp[0],g=r._temp[1],d=r._temp[2],p=r._temp[3];for(i=0;i<t.length;i++)s=t[i],s.isActive&&!s.isSensor&&(o=s.collision,A=o.parentA,a=o.parentB,h=o.normal,l=r.sub(r.add(a.positionImpulse,a.position,f),r.add(A.positionImpulse,r.sub(a.position,o.penetration,g),d),p),s.separation=r.dot(h,l));for(i=0;i<t.length;i++)s=t[i],s.isActive&&!s.isSensor&&(o=s.collision,A=o.parentA,a=o.parentB,h=o.normal,u=(s.separation-s.slop)*e,(A.isStatic||a.isStatic)&&(u*=2),A.isStatic||A.isSleeping||(c=n._positionDampen/A.totalContacts,A.positionImpulse.x+=h.x*u*c,A.positionImpulse.y+=h.y*u*c),a.isStatic||a.isSleeping||(c=n._positionDampen/a.totalContacts,a.positionImpulse.x-=h.x*u*c,a.positionImpulse.y-=h.y*u*c))},n.postSolvePosition=function(t){for(var e=0;e<t.length;e++){var i=t[e];if(i.totalContacts=0,0!==i.positionImpulse.x||0!==i.positionImpulse.y){for(var o=0;o<i.parts.length;o++){var a=i.parts[o];s.translate(a.vertices,i.positionImpulse),A.update(a.bounds,a.vertices,i.velocity),a.position.x+=i.positionImpulse.x,a.position.y+=i.positionImpulse.y}i.positionPrev.x+=i.positionImpulse.x,i.positionPrev.y+=i.positionImpulse.y,r.dot(i.positionImpulse,i.velocity)<0?(i.positionImpulse.x=0,i.positionImpulse.y=0):(i.positionImpulse.x*=n._positionWarming,i.positionImpulse.y*=n._positionWarming)}}},n.preSolveVelocity=function(t){var e,i,n,s,o,A,a,h,l,c,u,f,g,d,p=r._temp[0],v=r._temp[1];for(e=0;e<t.length;e++)if(n=t[e],n.isActive&&!n.isSensor)for(s=n.activeContacts,o=n.collision,A=o.parentA,a=o.parentB,h=o.normal,l=o.tangent,i=0;i<s.length;i++)c=s[i],u=c.vertex,f=c.normalImpulse,g=c.tangentImpulse,0===f&&0===g||(p.x=h.x*f+l.x*g,p.y=h.y*f+l.y*g,A.isStatic||A.isSleeping||(d=r.sub(u,A.position,v),A.positionPrev.x+=p.x*A.inverseMass,A.positionPrev.y+=p.y*A.inverseMass,A.anglePrev+=r.cross(d,p)*A.inverseInertia),a.isStatic||a.isSleeping||(d=r.sub(u,a.position,v),a.positionPrev.x-=p.x*a.inverseMass,a.positionPrev.y-=p.y*a.inverseMass,a.anglePrev-=r.cross(d,p)*a.inverseInertia))},n.solveVelocity=function(t,e){for(var i=e*e,s=r._temp[0],A=r._temp[1],a=r._temp[2],h=r._temp[3],l=r._temp[4],c=r._temp[5],u=0;u<t.length;u++){var f=t[u];if(f.isActive&&!f.isSensor){var g=f.collision,d=g.parentA,p=g.parentB,v=g.normal,m=g.tangent,w=f.activeContacts,B=1/w.length;d.velocity.x=d.position.x-d.positionPrev.x,d.velocity.y=d.position.y-d.positionPrev.y,p.velocity.x=p.position.x-p.positionPrev.x,p.velocity.y=p.position.y-p.positionPrev.y,d.angularVelocity=d.angle-d.anglePrev,p.angularVelocity=p.angle-p.anglePrev;for(var y=0;y<w.length;y++){var x=w[y],C=x.vertex,E=r.sub(C,d.position,A),I=r.sub(C,p.position,a),D=r.add(d.velocity,r.mult(r.perp(E),d.angularVelocity),h),P=r.add(p.velocity,r.mult(r.perp(I),p.angularVelocity),l),b=r.sub(D,P,c),M=r.dot(v,b),O=r.dot(m,b),Q=Math.abs(O),T=o.sign(O),S=(1+f.restitution)*M,R=o.clamp(f.separation+M,0,1)*n._frictionNormalMultiplier,k=O,z=1/0;Q>f.friction*f.frictionStatic*R*i&&(z=Q,k=o.clamp(f.friction*T*i,-z,z));var L=r.cross(E,v),H=r.cross(I,v),G=B/(d.inverseMass+p.inverseMass+d.inverseInertia*L*L+p.inverseInertia*H*H);if(S*=G,k*=G,M<0&&M*M>n._restingThresh*i)x.normalImpulse=0;else{var F=x.normalImpulse;x.normalImpulse=Math.min(x.normalImpulse+S,0),S=x.normalImpulse-F}if(O*O>n._restingThreshTangent*i)x.tangentImpulse=0;else{var Y=x.tangentImpulse;x.tangentImpulse=o.clamp(x.tangentImpulse+k,-z,z),k=x.tangentImpulse-Y}s.x=v.x*S+m.x*k,s.y=v.y*S+m.y*k,d.isStatic||d.isSleeping||(d.positionPrev.x+=s.x*d.inverseMass,d.positionPrev.y+=s.y*d.inverseMass,d.anglePrev+=r.cross(E,s)*d.inverseInertia),p.isStatic||p.isSleeping||(p.positionPrev.x-=s.x*p.inverseMass,p.positionPrev.y-=s.y*p.inverseMass,p.anglePrev-=r.cross(I,s)*p.inverseInertia)}}}}})()},{"../core/Common":14,"../geometry/Bounds":26,"../geometry/Vector":28,"../geometry/Vertices":29}],11:[function(t,e,i){var n={};e.exports=n;var s=t("../geometry/Vertices"),r=t("../geometry/Vector");(function(){n.collides=function(t,e,i){var o,A,a,h,l=!1;if(i){var c=t.parent,u=e.parent,f=c.speed*c.speed+c.angularSpeed*c.angularSpeed+u.speed*u.speed+u.angularSpeed*u.angularSpeed;l=i&&i.collided&&f<.2,h=i}else h={collided:!1,bodyA:t,bodyB:e};if(i&&l){var g=h.axisBody,d=g===t?e:t,p=[g.axes[i.axisNumber]];if(a=n._overlapAxes(g.vertices,d.vertices,p),h.reused=!0,a.overlap<=0)return h.collided=!1,h}else{if(o=n._overlapAxes(t.vertices,e.vertices,t.axes),o.overlap<=0)return h.collided=!1,h;if(A=n._overlapAxes(e.vertices,t.vertices,e.axes),A.overlap<=0)return h.collided=!1,h;o.overlap<A.overlap?(a=o,h.axisBody=t):(a=A,h.axisBody=e),h.axisNumber=a.axisNumber}h.bodyA=t.id<e.id?t:e,h.bodyB=t.id<e.id?e:t,h.collided=!0,h.depth=a.overlap,h.parentA=h.bodyA.parent,h.parentB=h.bodyB.parent,t=h.bodyA,e=h.bodyB,r.dot(a.axis,r.sub(e.position,t.position))<0?h.normal={x:a.axis.x,y:a.axis.y}:h.normal={x:-a.axis.x,y:-a.axis.y},h.tangent=r.perp(h.normal),h.penetration=h.penetration||{},h.penetration.x=h.normal.x*h.depth,h.penetration.y=h.normal.y*h.depth;var v=n._findSupports(t,e,h.normal),m=[];if(s.contains(t.vertices,v[0])&&m.push(v[0]),s.contains(t.vertices,v[1])&&m.push(v[1]),m.length<2){var w=n._findSupports(e,t,r.neg(h.normal));s.contains(e.vertices,w[0])&&m.push(w[0]),m.length<2&&s.contains(e.vertices,w[1])&&m.push(w[1])}return m.length<1&&(m=[v[0]]),h.supports=m,h},n._overlapAxes=function(t,e,i){for(var s,o,A=r._temp[0],a=r._temp[1],h={overlap:Number.MAX_VALUE},l=0;l<i.length;l++){if(o=i[l],n._projectToAxis(A,t,o),n._projectToAxis(a,e,o),s=Math.min(A.max-a.min,a.max-A.min),s<=0)return h.overlap=s,h;s<h.overlap&&(h.overlap=s,h.axis=o,h.axisNumber=l)}return h},n._projectToAxis=function(t,e,i){for(var n=r.dot(e[0],i),s=n,o=1;o<e.length;o+=1){var A=r.dot(e[o],i);A>s?s=A:A<n&&(n=A)}t.min=n,t.max=s},n._findSupports=function(t,e,i){for(var n,s,o,A,a=Number.MAX_VALUE,h=r._temp[0],l=e.vertices,c=t.position,u=0;u<l.length;u++)s=l[u],h.x=s.x-c.x,h.y=s.y-c.y,n=-r.dot(i,h),n<a&&(a=n,o=s);var f=o.index-1>=0?o.index-1:l.length-1;s=l[f],h.x=s.x-c.x,h.y=s.y-c.y,a=-r.dot(i,h),A=s;var g=(o.index+1)%l.length;return s=l[g],h.x=s.x-c.x,h.y=s.y-c.y,n=-r.dot(i,h),n<a&&(A=s),[o,A]}})()},{"../geometry/Vector":28,"../geometry/Vertices":29}],12:[function(t,e,i){var n={};e.exports=n;var s=t("../geometry/Vertices"),r=t("../geometry/Vector"),o=t("../core/Sleeping"),A=t("../geometry/Bounds"),a=t("../geometry/Axes"),h=t("../core/Common");(function(){n._warming=.4,n._torqueDampen=1,n._minLength=1e-6,n.create=function(t){var e=t;e.bodyA&&!e.pointA&&(e.pointA={x:0,y:0}),e.bodyB&&!e.pointB&&(e.pointB={x:0,y:0});var i=e.bodyA?r.add(e.bodyA.position,e.pointA):e.pointA,n=e.bodyB?r.add(e.bodyB.position,e.pointB):e.pointB,s=r.magnitude(r.sub(i,n));e.length="undefined"!==typeof e.length?e.length:s,e.id=e.id||h.nextId(),e.label=e.label||"Constraint",e.type="constraint",e.stiffness=e.stiffness||(e.length>0?1:.7),e.damping=e.damping||0,e.angularStiffness=e.angularStiffness||0,e.angleA=e.bodyA?e.bodyA.angle:e.angleA,e.angleB=e.bodyB?e.bodyB.angle:e.angleB,e.plugin={};var o={visible:!0,lineWidth:2,strokeStyle:"#ffffff",type:"line",anchors:!0};return 0===e.length&&e.stiffness>.1?(o.type="pin",o.anchors=!1):e.stiffness<.9&&(o.type="spring"),e.render=h.extend(o,e.render),e},n.preSolveAll=function(t){for(var e=0;e<t.length;e+=1){var i=t[e],n=i.constraintImpulse;i.isStatic||0===n.x&&0===n.y&&0===n.angle||(i.position.x+=n.x,i.position.y+=n.y,i.angle+=n.angle)}},n.solveAll=function(t,e){for(var i=0;i<t.length;i+=1){var s=t[i],r=!s.bodyA||s.bodyA&&s.bodyA.isStatic,o=!s.bodyB||s.bodyB&&s.bodyB.isStatic;(r||o)&&n.solve(t[i],e)}for(i=0;i<t.length;i+=1)s=t[i],r=!s.bodyA||s.bodyA&&s.bodyA.isStatic,o=!s.bodyB||s.bodyB&&s.bodyB.isStatic,r||o||n.solve(t[i],e)},n.solve=function(t,e){var i=t.bodyA,s=t.bodyB,o=t.pointA,A=t.pointB;if(i||s){i&&!i.isStatic&&(r.rotate(o,i.angle-t.angleA,o),t.angleA=i.angle),s&&!s.isStatic&&(r.rotate(A,s.angle-t.angleB,A),t.angleB=s.angle);var a=o,h=A;if(i&&(a=r.add(i.position,o)),s&&(h=r.add(s.position,A)),a&&h){var l=r.sub(a,h),c=r.magnitude(l);c<n._minLength&&(c=n._minLength);var u,f,g,d,p,v=(c-t.length)/c,m=t.stiffness<1?t.stiffness*e:t.stiffness,w=r.mult(l,v*m),B=(i?i.inverseMass:0)+(s?s.inverseMass:0),y=(i?i.inverseInertia:0)+(s?s.inverseInertia:0),x=B+y;if(t.damping){var C=r.create();g=r.div(l,c),p=r.sub(s&&r.sub(s.position,s.positionPrev)||C,i&&r.sub(i.position,i.positionPrev)||C),d=r.dot(g,p)}i&&!i.isStatic&&(f=i.inverseMass/B,i.constraintImpulse.x-=w.x*f,i.constraintImpulse.y-=w.y*f,i.position.x-=w.x*f,i.position.y-=w.y*f,t.damping&&(i.positionPrev.x-=t.damping*g.x*d*f,i.positionPrev.y-=t.damping*g.y*d*f),u=r.cross(o,w)/x*n._torqueDampen*i.inverseInertia*(1-t.angularStiffness),i.constraintImpulse.angle-=u,i.angle-=u),s&&!s.isStatic&&(f=s.inverseMass/B,s.constraintImpulse.x+=w.x*f,s.constraintImpulse.y+=w.y*f,s.position.x+=w.x*f,s.position.y+=w.y*f,t.damping&&(s.positionPrev.x+=t.damping*g.x*d*f,s.positionPrev.y+=t.damping*g.y*d*f),u=r.cross(A,w)/x*n._torqueDampen*s.inverseInertia*(1-t.angularStiffness),s.constraintImpulse.angle+=u,s.angle+=u)}}},n.postSolveAll=function(t){for(var e=0;e<t.length;e++){var i=t[e],h=i.constraintImpulse;if(!(i.isStatic||0===h.x&&0===h.y&&0===h.angle)){o.set(i,!1);for(var l=0;l<i.parts.length;l++){var c=i.parts[l];s.translate(c.vertices,h),l>0&&(c.position.x+=h.x,c.position.y+=h.y),0!==h.angle&&(s.rotate(c.vertices,h.angle,i.position),a.rotate(c.axes,h.angle),l>0&&r.rotateAbout(c.position,h.angle,i.position,c.position)),A.update(c.bounds,c.vertices,i.velocity)}h.angle*=n._warming,h.x*=n._warming,h.y*=n._warming}}}})()},{"../core/Common":14,"../core/Sleeping":22,"../geometry/Axes":25,"../geometry/Bounds":26,"../geometry/Vector":28,"../geometry/Vertices":29}],13:[function(t,e,i){var n={};e.exports=n;var s=t("../geometry/Vertices"),r=t("../core/Sleeping"),o=t("../core/Mouse"),A=t("../core/Events"),a=t("../collision/Detector"),h=t("./Constraint"),l=t("../body/Composite"),c=t("../core/Common"),u=t("../geometry/Bounds");(function(){n.create=function(t,e){var i=(t?t.mouse:null)||(e?e.mouse:null);i||(t&&t.render&&t.render.canvas?i=o.create(t.render.canvas):e&&e.element?i=o.create(e.element):(i=o.create(),c.warn("MouseConstraint.create: options.mouse was undefined, options.element was undefined, may not function as expected")));var s=h.create({label:"Mouse Constraint",pointA:i.position,pointB:{x:0,y:0},length:.01,stiffness:.1,angularStiffness:1,render:{strokeStyle:"#90EE90",lineWidth:3}}),r={type:"mouseConstraint",mouse:i,element:null,body:null,constraint:s,collisionFilter:{category:1,mask:4294967295,group:0}},a=c.extend(r,e);return A.on(t,"beforeUpdate",(function(){var e=l.allBodies(t.world);n.update(a,e),n._triggerEvents(a)})),a},n.update=function(t,e){var i=t.mouse,n=t.constraint,o=t.body;if(0===i.button){if(n.bodyB)r.set(n.bodyB,!1),n.pointA=i.position;else for(var h=0;h<e.length;h++)if(o=e[h],u.contains(o.bounds,i.position)&&a.canCollide(o.collisionFilter,t.collisionFilter))for(var l=o.parts.length>1?1:0;l<o.parts.length;l++){var c=o.parts[l];if(s.contains(c.vertices,i.position)){n.pointA=i.position,n.bodyB=t.body=o,n.pointB={x:i.position.x-o.position.x,y:i.position.y-o.position.y},n.angleB=o.angle,r.set(o,!1),A.trigger(t,"startdrag",{mouse:i,body:o});break}}}else n.bodyB=t.body=null,n.pointB=null,o&&A.trigger(t,"enddrag",{mouse:i,body:o})},n._triggerEvents=function(t){var e=t.mouse,i=e.sourceEvents;i.mousemove&&A.trigger(t,"mousemove",{mouse:e}),i.mousedown&&A.trigger(t,"mousedown",{mouse:e}),i.mouseup&&A.trigger(t,"mouseup",{mouse:e}),o.clearSourceEvents(e)}})()},{"../body/Composite":2,"../collision/Detector":5,"../core/Common":14,"../core/Events":16,"../core/Mouse":19,"../core/Sleeping":22,"../geometry/Bounds":26,"../geometry/Vertices":29,"./Constraint":12}],14:[function(t,e,n){(function(i){var n={};e.exports=n,function(){n._nextId=0,n._seed=0,n._nowStartTime=+new Date,n.extend=function(t,e){var i,s;"boolean"===typeof e?(i=2,s=e):(i=1,s=!0);for(var r=i;r<arguments.length;r++){var o=arguments[r];if(o)for(var A in o)s&&o[A]&&o[A].constructor===Object?t[A]&&t[A].constructor!==Object?t[A]=o[A]:(t[A]=t[A]||{},n.extend(t[A],s,o[A])):t[A]=o[A]}return t},n.clone=function(t,e){return n.extend({},e,t)},n.keys=function(t){if(Object.keys)return Object.keys(t);var e=[];for(var i in t)e.push(i);return e},n.values=function(t){var e=[];if(Object.keys){for(var i=Object.keys(t),n=0;n<i.length;n++)e.push(t[i[n]]);return e}for(var s in t)e.push(t[s]);return e},n.get=function(t,e,i,n){e=e.split(".").slice(i,n);for(var s=0;s<e.length;s+=1)t=t[e[s]];return t},n.set=function(t,e,i,s,r){var o=e.split(".").slice(s,r);return n.get(t,e,0,-1)[o[o.length-1]]=i,i},n.shuffle=function(t){for(var e=t.length-1;e>0;e--){var i=Math.floor(n.random()*(e+1)),s=t[e];t[e]=t[i],t[i]=s}return t},n.choose=function(t){return t[Math.floor(n.random()*t.length)]},n.isElement=function(t){return"undefined"!==typeof HTMLElement?t instanceof HTMLElement:!!(t&&t.nodeType&&t.nodeName)},n.isArray=function(t){return"[object Array]"===Object.prototype.toString.call(t)},n.isFunction=function(t){return"function"===typeof t},n.isPlainObject=function(t){return"object"===typeof t&&t.constructor===Object},n.isString=function(t){return"[object String]"===toString.call(t)},n.clamp=function(t,e,i){return t<e?e:t>i?i:t},n.sign=function(t){return t<0?-1:1},n.now=function(){if(window.performance){if(window.performance.now)return window.performance.now();if(window.performance.webkitNow)return window.performance.webkitNow()}return new Date-n._nowStartTime},n.random=function(t,i){return t="undefined"!==typeof t?t:0,i="undefined"!==typeof i?i:1,t+e()*(i-t)};var e=function(){return n._seed=(9301*n._seed+49297)%233280,n._seed/233280};n.colorToNumber=function(t){return t=t.replace("#",""),3==t.length&&(t=t.charAt(0)+t.charAt(0)+t.charAt(1)+t.charAt(1)+t.charAt(2)+t.charAt(2)),parseInt(t,16)},n.logLevel=1,n.log=function(){console&&n.logLevel>0&&n.logLevel<=3&&console.log.apply(console,["matter-js:"].concat(Array.prototype.slice.call(arguments)))},n.info=function(){console&&n.logLevel>0&&n.logLevel<=2&&console.info.apply(console,["matter-js:"].concat(Array.prototype.slice.call(arguments)))},n.warn=function(){console&&n.logLevel>0&&n.logLevel<=3&&console.warn.apply(console,["matter-js:"].concat(Array.prototype.slice.call(arguments)))},n.nextId=function(){return n._nextId++},n.indexOf=function(t,e){if(t.indexOf)return t.indexOf(e);for(var i=0;i<t.length;i++)if(t[i]===e)return i;return-1},n.map=function(t,e){if(t.map)return t.map(e);for(var i=[],n=0;n<t.length;n+=1)i.push(e(t[n]));return i},n.topologicalSort=function(t){var e=[],i=[],s=[];for(var r in t)i[r]||s[r]||n._topologicalSort(r,i,s,t,e);return e},n._topologicalSort=function(t,e,i,s,r){var o=s[t]||[];i[t]=!0;for(var A=0;A<o.length;A+=1){var a=o[A];i[a]||(e[a]||n._topologicalSort(a,e,i,s,r))}i[t]=!1,e[t]=!0,r.push(t)},n.chain=function(){for(var t=[],e=0;e<arguments.length;e+=1){var i=arguments[e];i._chained?t.push.apply(t,i._chained):t.push(i)}var n=function(){for(var e,i=new Array(arguments.length),n=0,s=arguments.length;n<s;n++)i[n]=arguments[n];for(n=0;n<t.length;n+=1){var r=t[n].apply(e,i);"undefined"!==typeof r&&(e=r)}return e};return n._chained=t,n},n.chainPathBefore=function(t,e,i){return n.set(t,e,n.chain(i,n.get(t,e)))},n.chainPathAfter=function(t,e,i){return n.set(t,e,n.chain(n.get(t,e),i))},n._requireGlobal=function(e,n){var s="undefined"!==typeof window?window[e]:"undefined"!==typeof i?i[e]:null;return s||t(n)}}()}).call(this,"undefined"!==typeof i.g?i.g:"undefined"!==typeof self?self:"undefined"!==typeof window?window:{})},{}],15:[function(t,e,i){var n={};e.exports=n;var s=t("../body/World"),r=t("./Sleeping"),o=t("../collision/Resolver"),A=t("../render/Render"),a=t("../collision/Pairs"),h=(t("./Metrics"),t("../collision/Grid")),l=t("./Events"),c=t("../body/Composite"),u=t("../constraint/Constraint"),f=t("./Common"),g=t("../body/Body");(function(){n.create=function(t,e){e=f.isElement(t)?e:t,t=f.isElement(t)?t:null,e=e||{},(t||e.render)&&f.warn("Engine.create: engine.render is deprecated (see docs)");var i={positionIterations:6,velocityIterations:4,constraintIterations:2,enableSleeping:!1,events:[],plugin:{},timing:{timestamp:0,timeScale:1},broadphase:{controller:h}},n=f.extend(i,e);if(t||n.render){var r={element:t,controller:A};n.render=f.extend(r,n.render)}return n.render&&n.render.controller&&(n.render=n.render.controller.create(n.render)),n.render&&(n.render.engine=n),n.world=e.world||s.create(n.world),n.pairs=a.create(),n.broadphase=n.broadphase.controller.create(n.broadphase),n.metrics=n.metrics||{extended:!1},n},n.update=function(t,e,i){e=e||1e3/60,i=i||1;var s,A=t.world,h=t.timing,f=t.broadphase,g=[];h.timestamp+=e*h.timeScale;var d={timestamp:h.timestamp};l.trigger(t,"beforeUpdate",d);var p=c.allBodies(A),v=c.allConstraints(A);for(t.enableSleeping&&r.update(p,h.timeScale),n._bodiesApplyGravity(p,A.gravity),n._bodiesUpdate(p,e,h.timeScale,i,A.bounds),u.preSolveAll(p),s=0;s<t.constraintIterations;s++)u.solveAll(v,h.timeScale);u.postSolveAll(p),f.controller?(A.isModified&&f.controller.clear(f),f.controller.update(f,p,t,A.isModified),g=f.pairsList):g=p,A.isModified&&c.setModified(A,!1,!1,!0);var m=f.detector(g,t),w=t.pairs,B=h.timestamp;for(a.update(w,m,B),a.removeOld(w,B),t.enableSleeping&&r.afterCollisions(w.list,h.timeScale),w.collisionStart.length>0&&l.trigger(t,"collisionStart",{pairs:w.collisionStart}),o.preSolvePosition(w.list),s=0;s<t.positionIterations;s++)o.solvePosition(w.list,h.timeScale);for(o.postSolvePosition(p),u.preSolveAll(p),s=0;s<t.constraintIterations;s++)u.solveAll(v,h.timeScale);for(u.postSolveAll(p),o.preSolveVelocity(w.list),s=0;s<t.velocityIterations;s++)o.solveVelocity(w.list,h.timeScale);return w.collisionActive.length>0&&l.trigger(t,"collisionActive",{pairs:w.collisionActive}),w.collisionEnd.length>0&&l.trigger(t,"collisionEnd",{pairs:w.collisionEnd}),n._bodiesClearForces(p),l.trigger(t,"afterUpdate",d),t},n.merge=function(t,e){if(f.extend(t,e),e.world){t.world=e.world,n.clear(t);for(var i=c.allBodies(t.world),s=0;s<i.length;s++){var o=i[s];r.set(o,!1),o.id=f.nextId()}}},n.clear=function(t){var e=t.world;a.clear(t.pairs);var i=t.broadphase;if(i.controller){var n=c.allBodies(e);i.controller.clear(i),i.controller.update(i,n,t,!0)}},n._bodiesClearForces=function(t){for(var e=0;e<t.length;e++){var i=t[e];i.force.x=0,i.force.y=0,i.torque=0}},n._bodiesApplyGravity=function(t,e){var i="undefined"!==typeof e.scale?e.scale:.001;if((0!==e.x||0!==e.y)&&0!==i)for(var n=0;n<t.length;n++){var s=t[n];s.isStatic||s.isSleeping||(s.force.y+=s.mass*e.y*i,s.force.x+=s.mass*e.x*i)}},n._bodiesUpdate=function(t,e,i,n,s){for(var r=0;r<t.length;r++){var o=t[r];o.isStatic||o.isSleeping||g.update(o,e,i,n)}}})()},{"../body/Body":1,"../body/Composite":2,"../body/World":3,"../collision/Grid":6,"../collision/Pairs":8,"../collision/Resolver":10,"../constraint/Constraint":12,"../render/Render":31,"./Common":14,"./Events":16,"./Metrics":18,"./Sleeping":22}],16:[function(t,e,i){var n={};e.exports=n;var s=t("./Common");(function(){n.on=function(t,e,i){for(var n,s=e.split(" 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n,s,r=e.getBoundingClientRect(),o=document.documentElement||document.body.parentNode||document.body,A=void 0!==window.pageXOffset?window.pageXOffset:o.scrollLeft,a=void 0!==window.pageYOffset?window.pageYOffset:o.scrollTop,h=t.changedTouches;return h?(n=h[0].pageX-r.left-A,s=h[0].pageY-r.top-a):(n=t.pageX-r.left-A,s=t.pageY-r.top-a),{x:n/(e.clientWidth/(e.width||e.clientWidth)*i),y:s/(e.clientHeight/(e.height||e.clientHeight)*i)}}})()},{"../core/Common":14}],20:[function(t,e,i){var n={};e.exports=n;var s=t("./Common");(function(){n._registry={},n.register=function(t){if(n.isPlugin(t)||s.warn("Plugin.register:",n.toString(t),"does not implement all required fields."),t.name in n._registry){var e=n._registry[t.name],i=n.versionParse(t.version).number,r=n.versionParse(e.version).number;i>r?(s.warn("Plugin.register:",n.toString(e),"was upgraded to",n.toString(t)),n._registry[t.name]=t):i<r?s.warn("Plugin.register:",n.toString(e),"can not be downgraded 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n={};e.exports=n;var s=t("./Events");(function(){n._motionWakeThreshold=.18,n._motionSleepThreshold=.08,n._minBias=.9,n.update=function(t,e){for(var i=e*e*e,s=0;s<t.length;s++){var r=t[s],o=r.speed*r.speed+r.angularSpeed*r.angularSpeed;if(0===r.force.x&&0===r.force.y){var A=Math.min(r.motion,o),a=Math.max(r.motion,o);r.motion=n._minBias*A+(1-n._minBias)*a,r.sleepThreshold>0&&r.motion<n._motionSleepThreshold*i?(r.sleepCounter+=1,r.sleepCounter>=r.sleepThreshold&&n.set(r,!0)):r.sleepCounter>0&&(r.sleepCounter-=1)}else n.set(r,!1)}},n.afterCollisions=function(t,e){for(var i=e*e*e,s=0;s<t.length;s++){var r=t[s];if(r.isActive){var o=r.collision,A=o.bodyA.parent,a=o.bodyB.parent;if(!(A.isSleeping&&a.isSleeping||A.isStatic||a.isStatic)&&(A.isSleeping||a.isSleeping)){var h=A.isSleeping&&!A.isStatic?A:a,l=h===A?a:A;!h.isStatic&&l.motion>n._motionWakeThreshold*i&&n.set(h,!1)}}}},n.set=function(t,e){var 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f,g,d,p,v,m,w,B,y;for(s||(s=o._requireGlobal("decomp","poly-decomp")),n=n||{},g=[],l="undefined"!==typeof l&&l,c="undefined"!==typeof c?c:.01,u="undefined"!==typeof u?u:10,s||o.warn("Bodies.fromVertices: poly-decomp.js required. 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c=h[l-1],u=h[l],f=c.bounds.max.y-c.bounds.min.y,g=c.bounds.max.x-c.bounds.min.x,d=u.bounds.max.y-u.bounds.min.y,p=u.bounds.max.x-u.bounds.min.x,v={bodyA:c,pointA:{x:g*e,y:f*i},bodyB:u,pointB:{x:p*n,y:d*A}},m=o.extend(v,a);s.addConstraint(t,r.create(m))}return t.label+=" Chain",t},n.mesh=function(t,e,i,n,A){var a,h,l,c,u,f=t.bodies;for(a=0;a<i;a++){for(h=1;h<e;h++)l=f[h-1+a*e],c=f[h+a*e],s.addConstraint(t,r.create(o.extend({bodyA:l,bodyB:c},A)));if(a>0)for(h=0;h<e;h++)l=f[h+(a-1)*e],c=f[h+a*e],s.addConstraint(t,r.create(o.extend({bodyA:l,bodyB:c},A))),n&&h>0&&(u=f[h-1+(a-1)*e],s.addConstraint(t,r.create(o.extend({bodyA:u,bodyB:c},A)))),n&&h<e-1&&(u=f[h+1+(a-1)*e],s.addConstraint(t,r.create(o.extend({bodyA:u,bodyB:c},A))))}return t.label+=" Mesh",t},n.pyramid=function(t,e,i,s,r,o,a){return n.stack(t,e,i,s,r,o,(function(e,n,o,h,l,c){var u=Math.min(s,Math.ceil(i/2)),f=l?l.bounds.max.x-l.bounds.min.x:0;if(!(h>u)){h=u-h;var g=h,d=i-1-h;if(!(o<g||o>d)){1===c&&A.translate(l,{x:(o+(i%2===1?1:-1))*f,y:0});var p=l?o*f:0;return a(t+p+o*r,n,o,h,l,c)}}}))},n.newtonsCradle=function(t,e,i,n,o){for(var A=s.create({label:"Newtons Cradle"}),h=0;h<i;h++){var l=1.9,c=a.circle(t+h*(n*l),e+o,n,{inertia:1/0,restitution:1,friction:0,frictionAir:1e-4,slop:1}),u=r.create({pointA:{x:t+h*(n*l),y:e},bodyB:c});s.addBody(A,c),s.addConstraint(A,u)}return A},n.car=function(t,e,i,n,o){var h=A.nextGroup(!0),l=20,c=.5*-i+l,u=.5*i-l,f=0,g=s.create({label:"Car"}),d=a.rectangle(t,e,i,n,{collisionFilter:{group:h},chamfer:{radius:.5*n},density:2e-4}),p=a.circle(t+c,e+f,o,{collisionFilter:{group:h},friction:.8}),v=a.circle(t+u,e+f,o,{collisionFilter:{group:h},friction:.8}),m=r.create({bodyB:d,pointB:{x:c,y:f},bodyA:p,stiffness:1,length:0}),w=r.create({bodyB:d,pointB:{x:u,y:f},bodyA:v,stiffness:1,length:0});return s.addBody(g,d),s.addBody(g,p),s.addBody(g,v),s.addConstraint(g,m),s.addConstraint(g,w),g},n.softBody=function(t,e,i,s,r,A,h,l,c,u){c=o.extend({inertia:1/0},c),u=o.extend({stiffness:.2,render:{type:"line",anchors:!1}},u);var f=n.stack(t,e,i,s,r,A,(function(t,e){return a.circle(t,e,l,c)}));return n.mesh(f,i,s,h,u),f.label="Soft Body",f}})()},{"../body/Body":1,"../body/Composite":2,"../constraint/Constraint":12,"../core/Common":14,"./Bodies":23}],25:[function(t,e,i){var n={};e.exports=n;var s=t("../geometry/Vector"),r=t("../core/Common");(function(){n.fromVertices=function(t){for(var e={},i=0;i<t.length;i++){var n=(i+1)%t.length,o=s.normalise({x:t[n].y-t[i].y,y:t[i].x-t[n].x}),A=0===o.y?1/0:o.x/o.y;A=A.toFixed(3).toString(),e[A]=o}return r.values(e)},n.rotate=function(t,e){if(0!==e)for(var i=Math.cos(e),n=Math.sin(e),s=0;s<t.length;s++){var r,o=t[s];r=o.x*i-o.y*n,o.y=o.x*n+o.y*i,o.x=r}}})()},{"../core/Common":14,"../geometry/Vector":28}],26:[function(t,e,i){var n={};e.exports=n,function(){n.create=function(t){var e={min:{x:0,y:0},max:{x:0,y:0}};return t&&n.update(e,t),e},n.update=function(t,e,i){t.min.x=1/0,t.max.x=-1/0,t.min.y=1/0,t.max.y=-1/0;for(var n=0;n<e.length;n++){var s=e[n];s.x>t.max.x&&(t.max.x=s.x),s.x<t.min.x&&(t.min.x=s.x),s.y>t.max.y&&(t.max.y=s.y),s.y<t.min.y&&(t.min.y=s.y)}i&&(i.x>0?t.max.x+=i.x:t.min.x+=i.x,i.y>0?t.max.y+=i.y:t.min.y+=i.y)},n.contains=function(t,e){return e.x>=t.min.x&&e.x<=t.max.x&&e.y>=t.min.y&&e.y<=t.max.y},n.overlaps=function(t,e){return t.min.x<=e.max.x&&t.max.x>=e.min.x&&t.max.y>=e.min.y&&t.min.y<=e.max.y},n.translate=function(t,e){t.min.x+=e.x,t.max.x+=e.x,t.min.y+=e.y,t.max.y+=e.y},n.shift=function(t,e){var i=t.max.x-t.min.x,n=t.max.y-t.min.y;t.min.x=e.x,t.max.x=e.x+i,t.min.y=e.y,t.max.y=e.y+n}}()},{}],27:[function(t,e,i){var n={};e.exports=n;t("../geometry/Bounds");var s=t("../core/Common");(function(){n.pathToVertices=function(t,e){"undefined"===typeof window||"SVGPathSeg"in window||s.warn("Svg.pathToVertices: SVGPathSeg not defined, a polyfill is required.");var i,r,o,A,a,h,l,c,u,f,g,d,p=[],v=0,m=0,w=0;e=e||15;var B=function(t,e,i){var n=i%2===1&&i>1;if(!u||t!=u.x||e!=u.y){u&&n?(g=u.x,d=u.y):(g=0,d=0);var s={x:g+t,y:d+e};!n&&u||(u=s),p.push(s),m=g+t,w=d+e}},y=function(t){var e=t.pathSegTypeAsLetter.toUpperCase();if("Z"!==e){switch(e){case"M":case"L":case"T":case"C":case"S":case"Q":m=t.x,w=t.y;break;case"H":m=t.x;break;case"V":w=t.y;break}B(m,w,t.pathSegType)}};for(n._svgPathToAbsolute(t),o=t.getTotalLength(),h=[],i=0;i<t.pathSegList.numberOfItems;i+=1)h.push(t.pathSegList.getItem(i));l=h.concat();while(v<o){if(f=t.getPathSegAtLength(v),a=h[f],a!=c){while(l.length&&l[0]!=a)y(l.shift());c=a}switch(a.pathSegTypeAsLetter.toUpperCase()){case"C":case"T":case"S":case"Q":case"A":A=t.getPointAtLength(v),B(A.x,A.y,0);break}v+=e}for(i=0,r=l.length;i<r;++i)y(l[i]);return p},n._svgPathToAbsolute=function(t){for(var e,i,n,s,r,o,A=t.pathSegList,a=0,h=0,l=A.numberOfItems,c=0;c<l;++c){var u=A.getItem(c),f=u.pathSegTypeAsLetter;if(/[MLHVCSQTA]/.test(f))"x"in u&&(a=u.x),"y"in u&&(h=u.y);else switch("x1"in u&&(n=a+u.x1),"x2"in u&&(r=a+u.x2),"y1"in u&&(s=h+u.y1),"y2"in u&&(o=h+u.y2),"x"in u&&(a+=u.x),"y"in u&&(h+=u.y),f){case"m":A.replaceItem(t.createSVGPathSegMovetoAbs(a,h),c);break;case"l":A.replaceItem(t.createSVGPathSegLinetoAbs(a,h),c);break;case"h":A.replaceItem(t.createSVGPathSegLinetoHorizontalAbs(a),c);break;case"v":A.replaceItem(t.createSVGPathSegLinetoVerticalAbs(h),c);break;case"c":A.replaceItem(t.createSVGPathSegCurvetoCubicAbs(a,h,n,s,r,o),c);break;case"s":A.replaceItem(t.createSVGPathSegCurvetoCubicSmoothAbs(a,h,r,o),c);break;case"q":A.replaceItem(t.createSVGPathSegCurvetoQuadraticAbs(a,h,n,s),c);break;case"t":A.replaceItem(t.createSVGPathSegCurvetoQuadraticSmoothAbs(a,h),c);break;case"a":A.replaceItem(t.createSVGPathSegArcAbs(a,h,u.r1,u.r2,u.angle,u.largeArcFlag,u.sweepFlag),c);break;case"z":case"Z":a=e,h=i;break}"M"!=f&&"m"!=f||(e=a,i=h)}}})()},{"../core/Common":14,"../geometry/Bounds":26}],28:[function(t,e,i){var n={};e.exports=n,function(){n.create=function(t,e){return{x:t||0,y:e||0}},n.clone=function(t){return{x:t.x,y:t.y}},n.magnitude=function(t){return Math.sqrt(t.x*t.x+t.y*t.y)},n.magnitudeSquared=function(t){return t.x*t.x+t.y*t.y},n.rotate=function(t,e,i){var n=Math.cos(e),s=Math.sin(e);i||(i={});var r=t.x*n-t.y*s;return i.y=t.x*s+t.y*n,i.x=r,i},n.rotateAbout=function(t,e,i,n){var s=Math.cos(e),r=Math.sin(e);n||(n={});var o=i.x+((t.x-i.x)*s-(t.y-i.y)*r);return n.y=i.y+((t.x-i.x)*r+(t.y-i.y)*s),n.x=o,n},n.normalise=function(t){var e=n.magnitude(t);return 0===e?{x:0,y:0}:{x:t.x/e,y:t.y/e}},n.dot=function(t,e){return t.x*e.x+t.y*e.y},n.cross=function(t,e){return t.x*e.y-t.y*e.x},n.cross3=function(t,e,i){return(e.x-t.x)*(i.y-t.y)-(e.y-t.y)*(i.x-t.x)},n.add=function(t,e,i){return i||(i={}),i.x=t.x+e.x,i.y=t.y+e.y,i},n.sub=function(t,e,i){return i||(i={}),i.x=t.x-e.x,i.y=t.y-e.y,i},n.mult=function(t,e){return{x:t.x*e,y:t.y*e}},n.div=function(t,e){return{x:t.x/e,y:t.y/e}},n.perp=function(t,e){return e=!0===e?-1:1,{x:e*-t.y,y:e*t.x}},n.neg=function(t){return{x:-t.x,y:-t.y}},n.angle=function(t,e){return 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i,n,r=0,o=0,A=t,a=0;a<A.length;a++)n=(a+1)%A.length,i=Math.abs(s.cross(A[n],A[a])),r+=i*(s.dot(A[n],A[n])+s.dot(A[n],A[a])+s.dot(A[a],A[a])),o+=i;return e/6*(r/o)},n.translate=function(t,e,i){var n;if(i)for(n=0;n<t.length;n++)t[n].x+=e.x*i,t[n].y+=e.y*i;else for(n=0;n<t.length;n++)t[n].x+=e.x,t[n].y+=e.y;return t},n.rotate=function(t,e,i){if(0!==e){for(var n=Math.cos(e),s=Math.sin(e),r=0;r<t.length;r++){var o=t[r],A=o.x-i.x,a=o.y-i.y;o.x=i.x+(A*n-a*s),o.y=i.y+(A*s+a*n)}return t}},n.contains=function(t,e){for(var i=0;i<t.length;i++){var n=t[i],s=t[(i+1)%t.length];if((e.x-n.x)*(s.y-n.y)+(e.y-n.y)*(n.x-s.x)>0)return!1}return!0},n.scale=function(t,e,i,r){if(1===e&&1===i)return t;var o,A;r=r||n.centre(t);for(var a=0;a<t.length;a++)o=t[a],A=s.sub(o,r),t[a].x=r.x+A.x*e,t[a].y=r.y+A.y*i;return t},n.chamfer=function(t,e,i,n,o){e="number"===typeof e?[e]:e||[8],i="undefined"!==typeof i?i:-1,n=n||2,o=o||14;for(var A=[],a=0;a<t.length;a++){var h=t[a-1>=0?a-1:t.length-1],l=t[a],c=t[(a+1)%t.length],u=e[a<e.length?a:e.length-1];if(0!==u){var f=s.normalise({x:l.y-h.y,y:h.x-l.x}),g=s.normalise({x:c.y-l.y,y:l.x-c.x}),d=Math.sqrt(2*Math.pow(u,2)),p=s.mult(r.clone(f),u),v=s.normalise(s.mult(s.add(f,g),.5)),m=s.sub(l,s.mult(v,d)),w=i;-1===i&&(w=1.75*Math.pow(u,.32)),w=r.clamp(w,n,o),w%2===1&&(w+=1);for(var B=Math.acos(s.dot(f,g)),y=B/w,x=0;x<w;x++)A.push(s.add(s.rotate(p,y*x),m))}else A.push(l)}return A},n.clockwiseSort=function(t){var e=n.mean(t);return t.sort((function(t,i){return s.angle(e,t)-s.angle(e,i)})),t},n.isConvex=function(t){var e,i,n,s,r=0,o=t.length;if(o<3)return null;for(e=0;e<o;e++)if(i=(e+1)%o,n=(e+2)%o,s=(t[i].x-t[e].x)*(t[n].y-t[i].y),s-=(t[i].y-t[e].y)*(t[n].x-t[i].x),s<0?r|=1:s>0&&(r|=2),3===r)return!1;return 0!==r||null},n.hull=function(t){var e,i,n=[],r=[];for(t=t.slice(0),t.sort((function(t,e){var i=t.x-e.x;return 0!==i?i:t.y-e.y})),i=0;i<t.length;i+=1){e=t[i];while(r.length>=2&&s.cross3(r[r.length-2],r[r.length-1],e)<=0)r.pop();r.push(e)}for(i=t.length-1;i>=0;i-=1){e=t[i];while(n.length>=2&&s.cross3(n[n.length-2],n[n.length-1],e)<=0)n.pop();n.push(e)}return n.pop(),r.pop(),n.concat(r)}})()},{"../core/Common":14,"../geometry/Vector":28}],30:[function(t,e,i){var n=e.exports=t("../core/Matter");n.Body=t("../body/Body"),n.Composite=t("../body/Composite"),n.World=t("../body/World"),n.Contact=t("../collision/Contact"),n.Detector=t("../collision/Detector"),n.Grid=t("../collision/Grid"),n.Pairs=t("../collision/Pairs"),n.Pair=t("../collision/Pair"),n.Query=t("../collision/Query"),n.Resolver=t("../collision/Resolver"),n.SAT=t("../collision/SAT"),n.Constraint=t("../constraint/Constraint"),n.MouseConstraint=t("../constraint/MouseConstraint"),n.Common=t("../core/Common"),n.Engine=t("../core/Engine"),n.Events=t("../core/Events"),n.Mouse=t("../core/Mouse"),n.Runner=t("../core/Runner"),n.Sleeping=t("../core/Sleeping"),n.Plugin=t("../core/Plugin"),n.Bodies=t("../factory/Bodies"),n.Composites=t("../factory/Composites"),n.Axes=t("../geometry/Axes"),n.Bounds=t("../geometry/Bounds"),n.Svg=t("../geometry/Svg"),n.Vector=t("../geometry/Vector"),n.Vertices=t("../geometry/Vertices"),n.Render=t("../render/Render"),n.RenderPixi=t("../render/RenderPixi"),n.World.add=n.Composite.add,n.World.remove=n.Composite.remove,n.World.addComposite=n.Composite.addComposite,n.World.addBody=n.Composite.addBody,n.World.addConstraint=n.Composite.addConstraint,n.World.clear=n.Composite.clear,n.Engine.run=n.Runner.run},{"../body/Body":1,"../body/Composite":2,"../body/World":3,"../collision/Contact":4,"../collision/Detector":5,"../collision/Grid":6,"../collision/Pair":7,"../collision/Pairs":8,"../collision/Query":9,"../collision/Resolver":10,"../collision/SAT":11,"../constraint/Constraint":12,"../constraint/MouseConstraint":13,"../core/Common":14,"../core/Engine":15,"../core/Events":16,"../core/Matter":17,"../core/Metrics":18,"../core/Mouse":19,"../core/Plugin":20,"../core/Runner":21,"../core/Sleeping":22,"../factory/Bodies":23,"../factory/Composites":24,"../geometry/Axes":25,"../geometry/Bounds":26,"../geometry/Svg":27,"../geometry/Vector":28,"../geometry/Vertices":29,"../render/Render":31,"../render/RenderPixi":32}],31:[function(t,e,i){var n={};e.exports=n;var s=t("../core/Common"),r=t("../body/Composite"),o=t("../geometry/Bounds"),A=t("../core/Events"),a=t("../collision/Grid"),h=t("../geometry/Vector"),l=t("../core/Mouse");(function(){var t,e;"undefined"!==typeof window&&(t=window.requestAnimationFrame||window.webkitRequestAnimationFrame||window.mozRequestAnimationFrame||window.msRequestAnimationFrame||function(t){window.setTimeout((function(){t(s.now())}),1e3/60)},e=window.cancelAnimationFrame||window.mozCancelAnimationFrame||window.webkitCancelAnimationFrame||window.msCancelAnimationFrame),n.create=function(t){var e={controller:n,engine:null,element:null,canvas:null,mouse:null,frameRequestId:null,options:{width:800,height:600,pixelRatio:1,background:"#18181d",wireframeBackground:"#0f0f13",hasBounds:!!t.bounds,enabled:!0,wireframes:!0,showSleeping:!0,showDebug:!1,showBroadphase:!1,showBounds:!1,showVelocity:!1,showCollisions:!1,showSeparations:!1,showAxes:!1,showPositions:!1,showAngleIndicator:!1,showIds:!1,showShadows:!1,showVertexNumbers:!1,showConvexHulls:!1,showInternalEdges:!1,showMousePosition:!1}},r=s.extend(e,t);return r.canvas&&(r.canvas.width=r.options.width||r.canvas.width,r.canvas.height=r.options.height||r.canvas.height),r.mouse=t.mouse,r.engine=t.engine,r.canvas=r.canvas||i(r.options.width,r.options.height),r.context=r.canvas.getContext("2d"),r.textures={},r.bounds=r.bounds||{min:{x:0,y:0},max:{x:r.canvas.width,y:r.canvas.height}},1!==r.options.pixelRatio&&n.setPixelRatio(r,r.options.pixelRatio),s.isElement(r.element)?r.element.appendChild(r.canvas):r.canvas.parentNode||s.log("Render.create: options.element was undefined, render.canvas was created but not appended","warn"),r},n.run=function(e){(function i(s){e.frameRequestId=t(i),n.world(e)})()},n.stop=function(t){e(t.frameRequestId)},n.setPixelRatio=function(t,e){var i=t.options,n=t.canvas;"auto"===e&&(e=c(n)),i.pixelRatio=e,n.setAttribute("data-pixel-ratio",e),n.width=i.width*e,n.height=i.height*e,n.style.width=i.width+"px",n.style.height=i.height+"px",t.context.scale(e,e)},n.lookAt=function(t,e,i,n){n="undefined"===typeof n||n,e=s.isArray(e)?e:[e],i=i||{x:0,y:0};for(var r={min:{x:1/0,y:1/0},max:{x:-1/0,y:-1/0}},o=0;o<e.length;o+=1){var A=e[o],a=A.bounds?A.bounds.min:A.min||A.position||A,h=A.bounds?A.bounds.max:A.max||A.position||A;a&&h&&(a.x<r.min.x&&(r.min.x=a.x),h.x>r.max.x&&(r.max.x=h.x),a.y<r.min.y&&(r.min.y=a.y),h.y>r.max.y&&(r.max.y=h.y))}var c=r.max.x-r.min.x+2*i.x,u=r.max.y-r.min.y+2*i.y,f=t.canvas.height,g=t.canvas.width,d=g/f,p=c/u,v=1,m=1;p>d?m=p/d:v=d/p,t.options.hasBounds=!0,t.bounds.min.x=r.min.x,t.bounds.max.x=r.min.x+c*v,t.bounds.min.y=r.min.y,t.bounds.max.y=r.min.y+u*m,n&&(t.bounds.min.x+=.5*c-c*v*.5,t.bounds.max.x+=.5*c-c*v*.5,t.bounds.min.y+=.5*u-u*m*.5,t.bounds.max.y+=.5*u-u*m*.5),t.bounds.min.x-=i.x,t.bounds.max.x-=i.x,t.bounds.min.y-=i.y,t.bounds.max.y-=i.y,t.mouse&&(l.setScale(t.mouse,{x:(t.bounds.max.x-t.bounds.min.x)/t.canvas.width,y:(t.bounds.max.y-t.bounds.min.y)/t.canvas.height}),l.setOffset(t.mouse,t.bounds.min))},n.startViewTransform=function(t){var e=t.bounds.max.x-t.bounds.min.x,i=t.bounds.max.y-t.bounds.min.y,n=e/t.options.width,s=i/t.options.height;t.context.scale(1/n,1/s),t.context.translate(-t.bounds.min.x,-t.bounds.min.y)},n.endViewTransform=function(t){t.context.setTransform(t.options.pixelRatio,0,0,t.options.pixelRatio,0,0)},n.world=function(t){var e,i=t.engine,s=i.world,c=t.canvas,u=t.context,g=t.options,d=r.allBodies(s),p=r.allConstraints(s),v=g.wireframes?g.wireframeBackground:g.background,m=[],w=[],B={timestamp:i.timing.timestamp};if(A.trigger(t,"beforeRender",B),t.currentBackground!==v&&f(t,v),u.globalCompositeOperation="source-in",u.fillStyle="transparent",u.fillRect(0,0,c.width,c.height),u.globalCompositeOperation="source-over",g.hasBounds){for(e=0;e<d.length;e++){var y=d[e];o.overlaps(y.bounds,t.bounds)&&m.push(y)}for(e=0;e<p.length;e++){var x=p[e],C=x.bodyA,E=x.bodyB,I=x.pointA,D=x.pointB;C&&(I=h.add(C.position,x.pointA)),E&&(D=h.add(E.position,x.pointB)),I&&D&&((o.contains(t.bounds,I)||o.contains(t.bounds,D))&&w.push(x))}n.startViewTransform(t),t.mouse&&(l.setScale(t.mouse,{x:(t.bounds.max.x-t.bounds.min.x)/t.canvas.width,y:(t.bounds.max.y-t.bounds.min.y)/t.canvas.height}),l.setOffset(t.mouse,t.bounds.min))}else w=p,m=d;!g.wireframes||i.enableSleeping&&g.showSleeping?n.bodies(t,m,u):(g.showConvexHulls&&n.bodyConvexHulls(t,m,u),n.bodyWireframes(t,m,u)),g.showBounds&&n.bodyBounds(t,m,u),(g.showAxes||g.showAngleIndicator)&&n.bodyAxes(t,m,u),g.showPositions&&n.bodyPositions(t,m,u),g.showVelocity&&n.bodyVelocity(t,m,u),g.showIds&&n.bodyIds(t,m,u),g.showSeparations&&n.separations(t,i.pairs.list,u),g.showCollisions&&n.collisions(t,i.pairs.list,u),g.showVertexNumbers&&n.vertexNumbers(t,m,u),g.showMousePosition&&n.mousePosition(t,t.mouse,u),n.constraints(w,u),g.showBroadphase&&i.broadphase.controller===a&&n.grid(t,i.broadphase,u),g.showDebug&&n.debug(t,u),g.hasBounds&&n.endViewTransform(t),A.trigger(t,"afterRender",B)},n.debug=function(t,e){var i=e,n=t.engine,s=n.world,o=n.metrics,A=t.options,a=(r.allBodies(s),"    ");if(n.timing.timestamp-(t.debugTimestamp||0)>=500){var h="";o.timing&&(h+="fps: "+Math.round(o.timing.fps)+a),t.debugString=h,t.debugTimestamp=n.timing.timestamp}if(t.debugString){i.font="12px Arial",A.wireframes?i.fillStyle="rgba(255,255,255,0.5)":i.fillStyle="rgba(0,0,0,0.5)";for(var l=t.debugString.split("\n"),c=0;c<l.length;c++)i.fillText(l[c],50,50+18*c)}},n.constraints=function(t,e){for(var i=e,n=0;n<t.length;n++){var r=t[n];if(r.render.visible&&r.pointA&&r.pointB){var o,A,a=r.bodyA,l=r.bodyB;if(o=a?h.add(a.position,r.pointA):r.pointA,"pin"===r.render.type)i.beginPath(),i.arc(o.x,o.y,3,0,2*Math.PI),i.closePath();else{if(A=l?h.add(l.position,r.pointB):r.pointB,i.beginPath(),i.moveTo(o.x,o.y),"spring"===r.render.type)for(var c,u=h.sub(A,o),f=h.perp(h.normalise(u)),g=Math.ceil(s.clamp(r.length/5,12,20)),d=1;d<g;d+=1)c=d%2===0?1:-1,i.lineTo(o.x+u.x*(d/g)+f.x*c*4,o.y+u.y*(d/g)+f.y*c*4);i.lineTo(A.x,A.y)}r.render.lineWidth&&(i.lineWidth=r.render.lineWidth,i.strokeStyle=r.render.strokeStyle,i.stroke()),r.render.anchors&&(i.fillStyle=r.render.strokeStyle,i.beginPath(),i.arc(o.x,o.y,3,0,2*Math.PI),i.arc(A.x,A.y,3,0,2*Math.PI),i.closePath(),i.fill())}}},n.bodyShadows=function(t,e,i){for(var n=i,s=(t.engine,0);s<e.length;s++){var r=e[s];if(r.render.visible){if(r.circleRadius)n.beginPath(),n.arc(r.position.x,r.position.y,r.circleRadius,0,2*Math.PI),n.closePath();else{n.beginPath(),n.moveTo(r.vertices[0].x,r.vertices[0].y);for(var o=1;o<r.vertices.length;o++)n.lineTo(r.vertices[o].x,r.vertices[o].y);n.closePath()}var A=r.position.x-.5*t.options.width,a=r.position.y-.2*t.options.height,h=Math.abs(A)+Math.abs(a);n.shadowColor="rgba(0,0,0,0.15)",n.shadowOffsetX=.05*A,n.shadowOffsetY=.05*a,n.shadowBlur=1+12*Math.min(1,h/1e3),n.fill(),n.shadowColor=null,n.shadowOffsetX=null,n.shadowOffsetY=null,n.shadowBlur=null}}},n.bodies=function(t,e,i){var n,s,r,o,A=i,a=(t.engine,t.options),h=a.showInternalEdges||!a.wireframes;for(r=0;r<e.length;r++)if(n=e[r],n.render.visible)for(o=n.parts.length>1?1:0;o<n.parts.length;o++)if(s=n.parts[o],s.render.visible){if(a.showSleeping&&n.isSleeping?A.globalAlpha=.5*s.render.opacity:1!==s.render.opacity&&(A.globalAlpha=s.render.opacity),s.render.sprite&&s.render.sprite.texture&&!a.wireframes){var l=s.render.sprite,c=u(t,l.texture);A.translate(s.position.x,s.position.y),A.rotate(s.angle),A.drawImage(c,c.width*-l.xOffset*l.xScale,c.height*-l.yOffset*l.yScale,c.width*l.xScale,c.height*l.yScale),A.rotate(-s.angle),A.translate(-s.position.x,-s.position.y)}else{if(s.circleRadius)A.beginPath(),A.arc(s.position.x,s.position.y,s.circleRadius,0,2*Math.PI);else{A.beginPath(),A.moveTo(s.vertices[0].x,s.vertices[0].y);for(var f=1;f<s.vertices.length;f++)!s.vertices[f-1].isInternal||h?A.lineTo(s.vertices[f].x,s.vertices[f].y):A.moveTo(s.vertices[f].x,s.vertices[f].y),s.vertices[f].isInternal&&!h&&A.moveTo(s.vertices[(f+1)%s.vertices.length].x,s.vertices[(f+1)%s.vertices.length].y);A.lineTo(s.vertices[0].x,s.vertices[0].y),A.closePath()}a.wireframes?(A.lineWidth=1,A.strokeStyle="#bbb",A.stroke()):(A.fillStyle=s.render.fillStyle,s.render.lineWidth&&(A.lineWidth=s.render.lineWidth,A.strokeStyle=s.render.strokeStyle,A.stroke()),A.fill())}A.globalAlpha=1}},n.bodyWireframes=function(t,e,i){var n,s,r,o,A,a=i,h=t.options.showInternalEdges;for(a.beginPath(),r=0;r<e.length;r++)if(n=e[r],n.render.visible)for(A=n.parts.length>1?1:0;A<n.parts.length;A++){for(s=n.parts[A],a.moveTo(s.vertices[0].x,s.vertices[0].y),o=1;o<s.vertices.length;o++)!s.vertices[o-1].isInternal||h?a.lineTo(s.vertices[o].x,s.vertices[o].y):a.moveTo(s.vertices[o].x,s.vertices[o].y),s.vertices[o].isInternal&&!h&&a.moveTo(s.vertices[(o+1)%s.vertices.length].x,s.vertices[(o+1)%s.vertices.length].y);a.lineTo(s.vertices[0].x,s.vertices[0].y)}a.lineWidth=1,a.strokeStyle="#bbb",a.stroke()},n.bodyConvexHulls=function(t,e,i){var n,s,r,o=i;for(o.beginPath(),s=0;s<e.length;s++)if(n=e[s],n.render.visible&&1!==n.parts.length){for(o.moveTo(n.vertices[0].x,n.vertices[0].y),r=1;r<n.vertices.length;r++)o.lineTo(n.vertices[r].x,n.vertices[r].y);o.lineTo(n.vertices[0].x,n.vertices[0].y)}o.lineWidth=1,o.strokeStyle="rgba(255,255,255,0.2)",o.stroke()},n.vertexNumbers=function(t,e,i){var n,s,r,o=i;for(n=0;n<e.length;n++){var A=e[n].parts;for(r=A.length>1?1:0;r<A.length;r++){var a=A[r];for(s=0;s<a.vertices.length;s++)o.fillStyle="rgba(255,255,255,0.2)",o.fillText(n+"_"+s,a.position.x+.8*(a.vertices[s].x-a.position.x),a.position.y+.8*(a.vertices[s].y-a.position.y))}}},n.mousePosition=function(t,e,i){var n=i;n.fillStyle="rgba(255,255,255,0.8)",n.fillText(e.position.x+"  "+e.position.y,e.position.x+5,e.position.y-5)},n.bodyBounds=function(t,e,i){var n=i,s=(t.engine,t.options);n.beginPath();for(var r=0;r<e.length;r++){var o=e[r];if(o.render.visible)for(var A=e[r].parts,a=A.length>1?1:0;a<A.length;a++){var h=A[a];n.rect(h.bounds.min.x,h.bounds.min.y,h.bounds.max.x-h.bounds.min.x,h.bounds.max.y-h.bounds.min.y)}}s.wireframes?n.strokeStyle="rgba(255,255,255,0.08)":n.strokeStyle="rgba(0,0,0,0.1)",n.lineWidth=1,n.stroke()},n.bodyAxes=function(t,e,i){var n,s,r,o,A=i,a=(t.engine,t.options);for(A.beginPath(),s=0;s<e.length;s++){var h=e[s],l=h.parts;if(h.render.visible)if(a.showAxes)for(r=l.length>1?1:0;r<l.length;r++)for(n=l[r],o=0;o<n.axes.length;o++){var c=n.axes[o];A.moveTo(n.position.x,n.position.y),A.lineTo(n.position.x+20*c.x,n.position.y+20*c.y)}else for(r=l.length>1?1:0;r<l.length;r++)for(n=l[r],o=0;o<n.axes.length;o++)A.moveTo(n.position.x,n.position.y),A.lineTo((n.vertices[0].x+n.vertices[n.vertices.length-1].x)/2,(n.vertices[0].y+n.vertices[n.vertices.length-1].y)/2)}a.wireframes?(A.strokeStyle="indianred",A.lineWidth=1):(A.strokeStyle="rgba(255, 255, 255, 0.4)",A.globalCompositeOperation="overlay",A.lineWidth=2),A.stroke(),A.globalCompositeOperation="source-over"},n.bodyPositions=function(t,e,i){var n,s,r,o,A=i,a=(t.engine,t.options);for(A.beginPath(),r=0;r<e.length;r++)if(n=e[r],n.render.visible)for(o=0;o<n.parts.length;o++)s=n.parts[o],A.arc(s.position.x,s.position.y,3,0,2*Math.PI,!1),A.closePath();for(a.wireframes?A.fillStyle="indianred":A.fillStyle="rgba(0,0,0,0.5)",A.fill(),A.beginPath(),r=0;r<e.length;r++)n=e[r],n.render.visible&&(A.arc(n.positionPrev.x,n.positionPrev.y,2,0,2*Math.PI,!1),A.closePath());A.fillStyle="rgba(255,165,0,0.8)",A.fill()},n.bodyVelocity=function(t,e,i){var n=i;n.beginPath();for(var s=0;s<e.length;s++){var r=e[s];r.render.visible&&(n.moveTo(r.position.x,r.position.y),n.lineTo(r.position.x+2*(r.position.x-r.positionPrev.x),r.position.y+2*(r.position.y-r.positionPrev.y)))}n.lineWidth=3,n.strokeStyle="cornflowerblue",n.stroke()},n.bodyIds=function(t,e,i){var n,s,r=i;for(n=0;n<e.length;n++)if(e[n].render.visible){var o=e[n].parts;for(s=o.length>1?1:0;s<o.length;s++){var A=o[s];r.font="12px Arial",r.fillStyle="rgba(255,255,255,0.5)",r.fillText(A.id,A.position.x+10,A.position.y-10)}}},n.collisions=function(t,e,i){var n,s,r,o,A=i,a=t.options;for(A.beginPath(),r=0;r<e.length;r++)if(n=e[r],n.isActive)for(s=n.collision,o=0;o<n.activeContacts.length;o++){var h=n.activeContacts[o],l=h.vertex;A.rect(l.x-1.5,l.y-1.5,3.5,3.5)}for(a.wireframes?A.fillStyle="rgba(255,255,255,0.7)":A.fillStyle="orange",A.fill(),A.beginPath(),r=0;r<e.length;r++)if(n=e[r],n.isActive&&(s=n.collision,n.activeContacts.length>0)){var c=n.activeContacts[0].vertex.x,u=n.activeContacts[0].vertex.y;2===n.activeContacts.length&&(c=(n.activeContacts[0].vertex.x+n.activeContacts[1].vertex.x)/2,u=(n.activeContacts[0].vertex.y+n.activeContacts[1].vertex.y)/2),s.bodyB===s.supports[0].body||!0===s.bodyA.isStatic?A.moveTo(c-8*s.normal.x,u-8*s.normal.y):A.moveTo(c+8*s.normal.x,u+8*s.normal.y),A.lineTo(c,u)}a.wireframes?A.strokeStyle="rgba(255,165,0,0.7)":A.strokeStyle="orange",A.lineWidth=1,A.stroke()},n.separations=function(t,e,i){var n,s,r,o,A,a=i,h=t.options;for(a.beginPath(),A=0;A<e.length;A++)if(n=e[A],n.isActive){s=n.collision,r=s.bodyA,o=s.bodyB;var l=1;o.isStatic||r.isStatic||(l=.5),o.isStatic&&(l=0),a.moveTo(o.position.x,o.position.y),a.lineTo(o.position.x-s.penetration.x*l,o.position.y-s.penetration.y*l),l=1,o.isStatic||r.isStatic||(l=.5),r.isStatic&&(l=0),a.moveTo(r.position.x,r.position.y),a.lineTo(r.position.x+s.penetration.x*l,r.position.y+s.penetration.y*l)}h.wireframes?a.strokeStyle="rgba(255,165,0,0.5)":a.strokeStyle="orange",a.stroke()},n.grid=function(t,e,i){var n=i,r=t.options;r.wireframes?n.strokeStyle="rgba(255,180,0,0.1)":n.strokeStyle="rgba(255,180,0,0.5)",n.beginPath();for(var o=s.keys(e.buckets),A=0;A<o.length;A++){var a=o[A];if(!(e.buckets[a].length<2)){var h=a.split(/C|R/);n.rect(.5+parseInt(h[1],10)*e.bucketWidth,.5+parseInt(h[2],10)*e.bucketHeight,e.bucketWidth,e.bucketHeight)}}n.lineWidth=1,n.stroke()},n.inspector=function(t,e){t.engine;var i,n=t.selected,s=t.render,r=s.options;if(r.hasBounds){var o=s.bounds.max.x-s.bounds.min.x,A=s.bounds.max.y-s.bounds.min.y,a=o/s.options.width,h=A/s.options.height;e.scale(1/a,1/h),e.translate(-s.bounds.min.x,-s.bounds.min.y)}for(var l=0;l<n.length;l++){var c=n[l].data;switch(e.translate(.5,.5),e.lineWidth=1,e.strokeStyle="rgba(255,165,0,0.9)",e.setLineDash([1,2]),c.type){case"body":i=c.bounds,e.beginPath(),e.rect(Math.floor(i.min.x-3),Math.floor(i.min.y-3),Math.floor(i.max.x-i.min.x+6),Math.floor(i.max.y-i.min.y+6)),e.closePath(),e.stroke();break;case"constraint":var u=c.pointA;c.bodyA&&(u=c.pointB),e.beginPath(),e.arc(u.x,u.y,10,0,2*Math.PI),e.closePath(),e.stroke();break}e.setLineDash([]),e.translate(-.5,-.5)}null!==t.selectStart&&(e.translate(.5,.5),e.lineWidth=1,e.strokeStyle="rgba(255,165,0,0.6)",e.fillStyle="rgba(255,165,0,0.1)",i=t.selectBounds,e.beginPath(),e.rect(Math.floor(i.min.x),Math.floor(i.min.y),Math.floor(i.max.x-i.min.x),Math.floor(i.max.y-i.min.y)),e.closePath(),e.stroke(),e.fill(),e.translate(-.5,-.5)),r.hasBounds&&e.setTransform(1,0,0,1,0,0)};var i=function(t,e){var i=document.createElement("canvas");return i.width=t,i.height=e,i.oncontextmenu=function(){return!1},i.onselectstart=function(){return!1},i},c=function(t){var e=t.getContext("2d"),i=window.devicePixelRatio||1,n=e.webkitBackingStorePixelRatio||e.mozBackingStorePixelRatio||e.msBackingStorePixelRatio||e.oBackingStorePixelRatio||e.backingStorePixelRatio||1;return i/n},u=function(t,e){var i=t.textures[e];return i||(i=t.textures[e]=new Image,i.src=e,i)},f=function(t,e){var i=e;/(jpg|gif|png)$/.test(e)&&(i="url("+e+")"),t.canvas.style.background=i,t.canvas.style.backgroundSize="contain",t.currentBackground=e}})()},{"../body/Composite":2,"../collision/Grid":6,"../core/Common":14,"../core/Events":16,"../core/Mouse":19,"../geometry/Bounds":26,"../geometry/Vector":28}],32:[function(t,e,i){var n={};e.exports=n;var s=t("../geometry/Bounds"),r=t("../body/Composite"),o=t("../core/Common"),A=t("../core/Events"),a=t("../geometry/Vector");(function(){var t,e;"undefined"!==typeof window&&(t=window.requestAnimationFrame||window.webkitRequestAnimationFrame||window.mozRequestAnimationFrame||window.msRequestAnimationFrame||function(t){window.setTimeout((function(){t(o.now())}),1e3/60)},e=window.cancelAnimationFrame||window.mozCancelAnimationFrame||window.webkitCancelAnimationFrame||window.msCancelAnimationFrame),n.create=function(t){o.warn("RenderPixi.create: Matter.RenderPixi is deprecated (see docs)");var e={controller:n,engine:null,element:null,frameRequestId:null,canvas:null,renderer:null,container:null,spriteContainer:null,pixiOptions:null,options:{width:800,height:600,background:"#fafafa",wireframeBackground:"#222",hasBounds:!1,enabled:!0,wireframes:!0,showSleeping:!0,showDebug:!1,showBroadphase:!1,showBounds:!1,showVelocity:!1,showCollisions:!1,showAxes:!1,showPositions:!1,showAngleIndicator:!1,showIds:!1,showShadows:!1}},i=o.extend(e,t),s=!i.options.wireframes&&"transparent"===i.options.background;return i.pixiOptions=i.pixiOptions||{view:i.canvas,transparent:s,antialias:!0,backgroundColor:t.background},i.mouse=t.mouse,i.engine=t.engine,i.renderer=i.renderer||new PIXI.WebGLRenderer(i.options.width,i.options.height,i.pixiOptions),i.container=i.container||new PIXI.Container,i.spriteContainer=i.spriteContainer||new PIXI.Container,i.canvas=i.canvas||i.renderer.view,i.bounds=i.bounds||{min:{x:0,y:0},max:{x:i.options.width,y:i.options.height}},A.on(i.engine,"beforeUpdate",(function(){n.clear(i)})),i.textures={},i.sprites={},i.primitives={},i.container.addChild(i.spriteContainer),o.isElement(i.element)?i.element.appendChild(i.canvas):o.warn('No "render.element" passed, "render.canvas" was not inserted into document.'),i.canvas.oncontextmenu=function(){return!1},i.canvas.onselectstart=function(){return!1},i},n.run=function(e){(function i(s){e.frameRequestId=t(i),n.world(e)})()},n.stop=function(t){e(t.frameRequestId)},n.clear=function(t){var e=t.container,i=t.spriteContainer;while(e.children[0])e.removeChild(e.children[0]);while(i.children[0])i.removeChild(i.children[0]);var n=t.sprites["bg-0"];t.textures={},t.sprites={},t.primitives={},t.sprites["bg-0"]=n,n&&e.addChildAt(n,0),t.container.addChild(t.spriteContainer),t.currentBackground=null,e.scale.set(1,1),e.position.set(0,0)},n.setBackground=function(t,e){if(t.currentBackground!==e){var i=e.indexOf&&-1!==e.indexOf("#"),n=t.sprites["bg-0"];if(i){var s=o.colorToNumber(e);t.renderer.backgroundColor=s,n&&t.container.removeChild(n)}else if(!n){var r=l(t,e);n=t.sprites["bg-0"]=new PIXI.Sprite(r),n.position.x=0,n.position.y=0,t.container.addChildAt(n,0)}t.currentBackground=e}},n.world=function(t){var e,i=t.engine,o=i.world,A=t.renderer,h=t.container,l=t.options,c=r.allBodies(o),u=r.allConstraints(o),f=[];l.wireframes?n.setBackground(t,l.wireframeBackground):n.setBackground(t,l.background);var g=t.bounds.max.x-t.bounds.min.x,d=t.bounds.max.y-t.bounds.min.y,p=g/t.options.width,v=d/t.options.height;if(l.hasBounds){for(e=0;e<c.length;e++){var m=c[e];m.render.sprite.visible=s.overlaps(m.bounds,t.bounds)}for(e=0;e<u.length;e++){var w=u[e],B=w.bodyA,y=w.bodyB,x=w.pointA,C=w.pointB;B&&(x=a.add(B.position,w.pointA)),y&&(C=a.add(y.position,w.pointB)),x&&C&&((s.contains(t.bounds,x)||s.contains(t.bounds,C))&&f.push(w))}h.scale.set(1/p,1/v),h.position.set(-t.bounds.min.x*(1/p),-t.bounds.min.y*(1/v))}else f=u;for(e=0;e<c.length;e++)n.body(t,c[e]);for(e=0;e<f.length;e++)n.constraint(t,f[e]);A.render(h)},n.constraint=function(t,e){t.engine;var i=e.bodyA,n=e.bodyB,s=e.pointA,r=e.pointB,A=t.container,a=e.render,h="c-"+e.id,l=t.primitives[h];l||(l=t.primitives[h]=new PIXI.Graphics),a.visible&&e.pointA&&e.pointB?(-1===o.indexOf(A.children,l)&&A.addChild(l),l.clear(),l.beginFill(0,0),l.lineStyle(a.lineWidth,o.colorToNumber(a.strokeStyle),1),i?l.moveTo(i.position.x+s.x,i.position.y+s.y):l.moveTo(s.x,s.y),n?l.lineTo(n.position.x+r.x,n.position.y+r.y):l.lineTo(r.x,r.y),l.endFill()):l.clear()},n.body=function(t,e){t.engine;var n=e.render;if(n.visible)if(n.sprite&&n.sprite.texture){var s="b-"+e.id,r=t.sprites[s],A=t.spriteContainer;r||(r=t.sprites[s]=i(t,e)),-1===o.indexOf(A.children,r)&&A.addChild(r),r.position.x=e.position.x,r.position.y=e.position.y,r.rotation=e.angle,r.scale.x=n.sprite.xScale||1,r.scale.y=n.sprite.yScale||1}else{var a="b-"+e.id,l=t.primitives[a],c=t.container;l||(l=t.primitives[a]=h(t,e),l.initialAngle=e.angle),-1===o.indexOf(c.children,l)&&c.addChild(l),l.position.x=e.position.x,l.position.y=e.position.y,l.rotation=e.angle-l.initialAngle}};var i=function(t,e){var i=e.render,n=i.sprite.texture,s=l(t,n),r=new PIXI.Sprite(s);return r.anchor.x=e.render.sprite.xOffset,r.anchor.y=e.render.sprite.yOffset,r},h=function(t,e){var i,n=e.render,s=t.options,r=new PIXI.Graphics,A=o.colorToNumber(n.fillStyle),a=o.colorToNumber(n.strokeStyle),h=o.colorToNumber(n.strokeStyle),l=o.colorToNumber("#bbb"),c=o.colorToNumber("#CD5C5C");r.clear();for(var u=e.parts.length>1?1:0;u<e.parts.length;u++){i=e.parts[u],s.wireframes?(r.beginFill(0,0),r.lineStyle(1,l,1)):(r.beginFill(A,1),r.lineStyle(n.lineWidth,a,1)),r.moveTo(i.vertices[0].x-e.position.x,i.vertices[0].y-e.position.y);for(var f=1;f<i.vertices.length;f++)r.lineTo(i.vertices[f].x-e.position.x,i.vertices[f].y-e.position.y);r.lineTo(i.vertices[0].x-e.position.x,i.vertices[0].y-e.position.y),r.endFill(),(s.showAngleIndicator||s.showAxes)&&(r.beginFill(0,0),s.wireframes?r.lineStyle(1,c,1):r.lineStyle(1,h),r.moveTo(i.position.x-e.position.x,i.position.y-e.position.y),r.lineTo((i.vertices[0].x+i.vertices[i.vertices.length-1].x)/2-e.position.x,(i.vertices[0].y+i.vertices[i.vertices.length-1].y)/2-e.position.y),r.endFill())}return r},l=function(t,e){var i=t.textures[e];return i||(i=t.textures[e]=PIXI.Texture.fromImage(e)),i}})()},{"../body/Composite":2,"../core/Common":14,"../core/Events":16,"../geometry/Bounds":26,"../geometry/Vector":28}]},{},[30])(30)}))},6600:function(t,e,i){i(7658),i(541),i(3767),i(8585),i(8696),i(2801),function(e,i){t.exports=i()}(0,(function(){return function(t){var e={};function i(n){if(e[n])return e[n].exports;var s=e[n]={i:n,l:!1,exports:{}};return t[n].call(s.exports,s,s.exports,i),s.l=!0,s.exports}return i.m=t,i.c=e,i.d=function(t,e,n){i.o(t,e)||Object.defineProperty(t,e,{enumerable:!0,get:n})},i.r=function(t){"undefined"!==typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(t,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(t,"__esModule",{value:!0})},i.t=function(t,e){if(1&e&&(t=i(t)),8&e)return t;if(4&e&&"object"===typeof t&&t&&t.__esModule)return t;var n=Object.create(null);if(i.r(n),Object.defineProperty(n,"default",{enumerable:!0,value:t}),2&e&&"string"!=typeof t)for(var s in t)i.d(n,s,function(e){return t[e]}.bind(null,s));return n},i.n=function(t){var e=t&&t.__esModule?function(){return t["default"]}:function(){return t};return i.d(e,"a",e),e},i.o=function(t,e){return Object.prototype.hasOwnProperty.call(t,e)},i.p="",i(i.s=1526)}([function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
function i(t){return!!t.get&&"function"===typeof t.get||!!t.set&&"function"===typeof t.set}function n(t,e,n){var s=n?t[e]:Object.getOwnPropertyDescriptor(t,e);return!n&&s.value&&"object"===typeof s.value&&(s=s.value),!(!s||!i(s))&&("undefined"===typeof s.enumerable&&(s.enumerable=!0),"undefined"===typeof s.configurable&&(s.configurable=!0),s)}function s(t,e){var i=Object.getOwnPropertyDescriptor(t,e);return!!i&&(i.value&&"object"===typeof i.value&&(i=i.value),!1===i.configurable)}function r(t,e,i,r){for(var o in e)if(e.hasOwnProperty(o)){var a=n(e,o,i);if(!1!==a){var h=r||t;if(s(h.prototype,o)){if(A.ignoreFinals)continue;throw new Error("cannot override final property '"+o+"', set Class.ignoreFinals = true to skip")}Object.defineProperty(t.prototype,o,a)}else t.prototype[o]=e[o]}}function o(t,e){if(e){Array.isArray(e)||(e=[e]);for(var i=0;i<e.length;i++)r(t,e[i].prototype||e[i])}}function A(t){var e,i;if(t||(t={}),t.initialize){if("function"!==typeof t.initialize)throw new Error("initialize must be a function");e=t.initialize,delete t.initialize}else if(t.Extends){var n=t.Extends;e=function(){n.apply(this,arguments)}}else e=function(){};t.Extends?(e.prototype=Object.create(t.Extends.prototype),e.prototype.constructor=e,i=t.Extends,delete t.Extends):e.prototype.constructor=e;var s=null;return t.Mixins&&(s=t.Mixins,delete t.Mixins),o(e,s),r(e,t,!0,i),e}A.extend=r,A.mixin=o,A.ignoreFinals=!1,t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(){};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=typeof t;return t&&"number"!==n&&"string"!==n&&t.hasOwnProperty(e)&&void 0!==t[e]?t[e]:i};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(125),r=new n({initialize:function(t,e){this.x=0,this.y=0,"object"===typeof t?(this.x=t.x||0,this.y=t.y||0):(void 0===e&&(e=t),this.x=t||0,this.y=e||0)},clone:function(){return new r(this.x,this.y)},copy:function(t){return this.x=t.x||0,this.y=t.y||0,this},setFromObject:function(t){return this.x=t.x||0,this.y=t.y||0,this},set:function(t,e){return void 0===e&&(e=t),this.x=t,this.y=e,this},setTo:function(t,e){return this.set(t,e)},setToPolar:function(t,e){return null==e&&(e=1),this.x=Math.cos(t)*e,this.y=Math.sin(t)*e,this},equals:function(t){return this.x===t.x&&this.y===t.y},fuzzyEquals:function(t,e){return s(this.x,t.x,e)&&s(this.y,t.y,e)},angle:function(){var t=Math.atan2(this.y,this.x);return t<0&&(t+=2*Math.PI),t},setAngle:function(t){return this.setToPolar(t,this.length())},add:function(t){return this.x+=t.x,this.y+=t.y,this},subtract:function(t){return this.x-=t.x,this.y-=t.y,this},multiply:function(t){return this.x*=t.x,this.y*=t.y,this},scale:function(t){return isFinite(t)?(this.x*=t,this.y*=t):(this.x=0,this.y=0),this},divide:function(t){return this.x/=t.x,this.y/=t.y,this},negate:function(){return this.x=-this.x,this.y=-this.y,this},distance:function(t){var e=t.x-this.x,i=t.y-this.y;return Math.sqrt(e*e+i*i)},distanceSq:function(t){var e=t.x-this.x,i=t.y-this.y;return e*e+i*i},length:function(){var t=this.x,e=this.y;return Math.sqrt(t*t+e*e)},setLength:function(t){return this.normalize().scale(t)},lengthSq:function(){var t=this.x,e=this.y;return t*t+e*e},normalize:function(){var t=this.x,e=this.y,i=t*t+e*e;return i>0&&(i=1/Math.sqrt(i),this.x=t*i,this.y=e*i),this},normalizeRightHand:function(){var t=this.x;return this.x=-1*this.y,this.y=t,this},normalizeLeftHand:function(){var t=this.x;return this.x=this.y,this.y=-1*t,this},dot:function(t){return this.x*t.x+this.y*t.y},cross:function(t){return this.x*t.y-this.y*t.x},lerp:function(t,e){void 0===e&&(e=0);var i=this.x,n=this.y;return this.x=i+e*(t.x-i),this.y=n+e*(t.y-n),this},transformMat3:function(t){var e=this.x,i=this.y,n=t.val;return this.x=n[0]*e+n[3]*i+n[6],this.y=n[1]*e+n[4]*i+n[7],this},transformMat4:function(t){var e=this.x,i=this.y,n=t.val;return this.x=n[0]*e+n[4]*i+n[12],this.y=n[1]*e+n[5]*i+n[13],this},reset:function(){return this.x=0,this.y=0,this},limit:function(t){var e=this.length();return e&&e>t&&this.scale(t/e),this},reflect:function(t){return t=t.clone().normalize(),this.subtract(t.scale(2*this.dot(t)))},mirror:function(t){return this.reflect(t).negate()},rotate:function(t){var e=Math.cos(t),i=Math.sin(t);return this.set(e*this.x-i*this.y,i*this.x+e*this.y)}});r.ZERO=new r,r.RIGHT=new r(1,0),r.LEFT=new r(-1,0),r.UP=new r(0,-1),r.DOWN=new r(0,1),r.ONE=new r(1,1),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(56),r=new n({initialize:function(t,e){void 0===t&&(t=0),void 0===e&&(e=t),this.type=s.POINT,this.x=t,this.y=e},setTo:function(t,e){return void 0===t&&(t=0),void 0===e&&(e=t),this.x=t,this.y=e,this}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(24),r=i(20),o=new n({initialize:function(t){this.scene=t,this.systems=t.sys,this.events=t.sys.events,this.displayList,this.updateList,this.events.once(r.BOOT,this.boot,this),this.events.on(r.START,this.start,this)},boot:function(){this.displayList=this.systems.displayList,this.updateList=this.systems.updateList,this.events.once(r.DESTROY,this.destroy,this)},start:function(){this.events.once(r.SHUTDOWN,this.shutdown,this)},existing:function(t){return(t.renderCanvas||t.renderWebGL)&&this.displayList.add(t),t.preUpdate&&this.updateList.add(t),t},shutdown:function(){this.events.off(r.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.events.off(r.START,this.start,this),this.scene=null,this.systems=null,this.events=null,this.displayList=null,this.updateList=null}});o.register=function(t,e){o.prototype.hasOwnProperty(t)||(o.prototype[t]=e)},o.remove=function(t){o.prototype.hasOwnProperty(t)&&delete o.prototype[t]},s.register("GameObjectFactory",o,"add"),t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(t&&"number"!==typeof t){if(t.hasOwnProperty(e))return t[e];if(-1!==e.indexOf(".")){for(var n=e.split("."),s=t,r=i,o=0;o<n.length;o++){if(!s.hasOwnProperty(n[o])){r=i;break}r=s[n[o]],s=s[n[o]]}return r}return i}return i};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){if("object"!==typeof t||t.nodeType||t===t.window)return!1;try{if(t.constructor&&!{}.hasOwnProperty.call(t.constructor.prototype,"isPrototypeOf"))return!1}catch(e){return!1}return!0};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={},n={install:function(t){for(var e in i)t[e]=i[e]},register:function(t,e){i[t]=e},destroy:function(){i={}}};t.exports=n},function(t,e,i){"use strict";var n=Object.prototype.hasOwnProperty,s="~";function r(){}function o(t,e,i){this.fn=t,this.context=e,this.once=i||!1}function A(t,e,i,n,r){if("function"!==typeof i)throw new TypeError("The listener must be a function");var A=new o(i,n||t,r),a=s?s+e:e;return t._events[a]?t._events[a].fn?t._events[a]=[t._events[a],A]:t._events[a].push(A):(t._events[a]=A,t._eventsCount++),t}function a(t,e){0===--t._eventsCount?t._events=new r:delete t._events[e]}function h(){this._events=new r,this._eventsCount=0}Object.create&&(r.prototype=Object.create(null),(new r).__proto__||(s=!1)),h.prototype.eventNames=function(){var t,e,i=[];if(0===this._eventsCount)return i;for(e in t=this._events)n.call(t,e)&&i.push(s?e.slice(1):e);return Object.getOwnPropertySymbols?i.concat(Object.getOwnPropertySymbols(t)):i},h.prototype.listeners=function(t){var e=s?s+t:t,i=this._events[e];if(!i)return[];if(i.fn)return[i.fn];for(var n=0,r=i.length,o=new Array(r);n<r;n++)o[n]=i[n].fn;return o},h.prototype.listenerCount=function(t){var e=s?s+t:t,i=this._events[e];return i?i.fn?1:i.length:0},h.prototype.emit=function(t,e,i,n,r,o){var A=s?s+t:t;if(!this._events[A])return!1;var a,h,l=this._events[A],c=arguments.length;if(l.fn){switch(l.once&&this.removeListener(t,l.fn,void 0,!0),c){case 1:return l.fn.call(l.context),!0;case 2:return l.fn.call(l.context,e),!0;case 3:return l.fn.call(l.context,e,i),!0;case 4:return l.fn.call(l.context,e,i,n),!0;case 5:return l.fn.call(l.context,e,i,n,r),!0;case 6:return l.fn.call(l.context,e,i,n,r,o),!0}for(h=1,a=new Array(c-1);h<c;h++)a[h-1]=arguments[h];l.fn.apply(l.context,a)}else{var u,f=l.length;for(h=0;h<f;h++)switch(l[h].once&&this.removeListener(t,l[h].fn,void 0,!0),c){case 1:l[h].fn.call(l[h].context);break;case 2:l[h].fn.call(l[h].context,e);break;case 3:l[h].fn.call(l[h].context,e,i);break;case 4:l[h].fn.call(l[h].context,e,i,n);break;default:if(!a)for(u=1,a=new Array(c-1);u<c;u++)a[u-1]=arguments[u];l[h].fn.apply(l[h].context,a)}}return!0},h.prototype.on=function(t,e,i){return A(this,t,e,i,!1)},h.prototype.once=function(t,e,i){return A(this,t,e,i,!0)},h.prototype.removeListener=function(t,e,i,n){var r=s?s+t:t;if(!this._events[r])return this;if(!e)return a(this,r),this;var o=this._events[r];if(o.fn)o.fn!==e||n&&!o.once||i&&o.context!==i||a(this,r);else{for(var A=0,h=[],l=o.length;A<l;A++)(o[A].fn!==e||n&&!o[A].once||i&&o[A].context!==i)&&h.push(o[A]);h.length?this._events[r]=1===h.length?h[0]:h:a(this,r)}return this},h.prototype.removeAllListeners=function(t){var e;return t?(e=s?s+t:t,this._events[e]&&a(this,e)):(this._events=new r,this._eventsCount=0),this},h.prototype.off=h.prototype.removeListener,h.prototype.addListener=h.prototype.on,h.prefixed=s,h.EventEmitter=h,t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(57),r=i(171),o=i(306),A=i(56),a=i(47),h=i(174),l=new n({initialize:function(t,e,i,n){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),this.type=A.RECTANGLE,this.x=t,this.y=e,this.width=i,this.height=n},contains:function(t,e){return s(this,t,e)},getPoint:function(t,e){return r(this,t,e)},getPoints:function(t,e,i){return o(this,t,e,i)},getRandomPoint:function(t){return h(this,t)},setTo:function(t,e,i,n){return this.x=t,this.y=e,this.width=i,this.height=n,this},setEmpty:function(){return this.setTo(0,0,0,0)},setPosition:function(t,e){return void 0===e&&(e=t),this.x=t,this.y=e,this},setSize:function(t,e){return void 0===e&&(e=t),this.width=t,this.height=e,this},isEmpty:function(){return this.width<=0||this.height<=0},getLineA:function(t){return void 0===t&&(t=new a),t.setTo(this.x,this.y,this.right,this.y),t},getLineB:function(t){return void 0===t&&(t=new a),t.setTo(this.right,this.y,this.right,this.bottom),t},getLineC:function(t){return void 0===t&&(t=new a),t.setTo(this.right,this.bottom,this.x,this.bottom),t},getLineD:function(t){return void 0===t&&(t=new a),t.setTo(this.x,this.bottom,this.x,this.y),t},left:{get:function(){return this.x},set:function(t){t>=this.right?this.width=0:this.width=this.right-t,this.x=t}},right:{get:function(){return this.x+this.width},set:function(t){t<=this.x?this.width=0:this.width=t-this.x}},top:{get:function(){return this.y},set:function(t){t>=this.bottom?this.height=0:this.height=this.bottom-t,this.y=t}},bottom:{get:function(){return this.y+this.height},set:function(t){t<=this.y?this.height=0:this.height=t-this.y}},centerX:{get:function(){return this.x+this.width/2},set:function(t){this.x=t-this.width/2}},centerY:{get:function(){return this.y+this.height/2},set:function(t){this.y=t-this.height/2}}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Alpha:i(607),AlphaSingle:i(303),BlendMode:i(304),ComputedSize:i(608),Crop:i(609),Depth:i(305),Flip:i(610),GetBounds:i(611),Mask:i(309),Origin:i(632),PathFollower:i(633),Pipeline:i(167),ScrollFactor:i(312),Size:i(634),Texture:i(635),TextureCrop:i(636),Tint:i(637),ToJSON:i(176),Transform:i(313),TransformMatrix:i(25),Visible:i(314)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @author       Matthew Groves <@doormat>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
function i(t){for(var e="",i=0;i<t;++i)i>0&&(e+="\nelse "),i<t-1&&(e+="if(test == "+i+".0){}");return e}t.exports={getTintFromFloats:function(t,e,i,n){var s=255&(255*t|0),r=255&(255*e|0),o=255&(255*i|0),A=255&(255*n|0);return(A<<24|s<<16|r<<8|o)>>>0},getTintAppendFloatAlpha:function(t,e){var i=255&(255*e|0);return(i<<24|t)>>>0},getTintAppendFloatAlphaAndSwap:function(t,e){var i=255&(t>>16|0),n=255&(t>>8|0),s=255&(0|t),r=255&(255*e|0);return(r<<24|s<<16|n<<8|i)>>>0},getFloatsFromUintRGB:function(t){var e=255&(t>>16|0),i=255&(t>>8|0),n=255&(0|t);return[e/255,i/255,n/255]},checkShaderMax:function(t,e){e&&-1!==e||(e=t.getParameter(t.MAX_TEXTURE_IMAGE_UNITS));var n=t.createShader(t.FRAGMENT_SHADER),s=["precision mediump float;","void main(void){","float test = 0.1;","%forloop%","gl_FragColor = vec4(0.0);","}"].join("\n");while(1){var r=s.replace(/%forloop%/gi,i(e));if(t.shaderSource(n,r),t.compileShader(n),t.getShaderParameter(n,t.COMPILE_STATUS))break;e=e/2|0}return e},parseFragmentShaderMaxTextures:function(t,e){if(!t)return"";for(var i="",n=0;n<e;n++)n>0&&(i+="\n\telse "),n<e-1&&(i+="if (outTexId < "+n+".5)"),i+="\n\t{",i+="\n\t\ttexture = texture2D(uMainSampler["+n+"], outTexCoord);",i+="\n\t}";return t=t.replace(/%count%/gi,e.toString()),t.replace(/%forloop%/gi,i)}}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(193),s=i(6),r=function(t,e,i){var r=s(t,e,null);if(null===r)return i;if(Array.isArray(r))return n.RND.pick(r);if("object"===typeof r){if(r.hasOwnProperty("randInt"))return n.RND.integerInRange(r.randInt[0],r.randInt[1]);if(r.hasOwnProperty("randFloat"))return n.RND.realInRange(r.randFloat[0],r.randFloat[1])}else if("function"===typeof r)return r(e);return r};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={PI2:2*Math.PI,TAU:.5*Math.PI,EPSILON:1e-6,DEG_TO_RAD:Math.PI/180,RAD_TO_DEG:180/Math.PI,RND:null,MIN_SAFE_INTEGER:Number.MIN_SAFE_INTEGER||-9007199254740991,MAX_SAFE_INTEGER:Number.MAX_SAFE_INTEGER||9007199254740991};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(176),r=i(101),o=i(9),A=i(76),a=i(20),h=new n({Extends:o,initialize:function(t,e){o.call(this),this.scene=t,this.displayList=null,this.type=e,this.state=0,this.parentContainer=null,this.name="",this.active=!0,this.tabIndex=-1,this.data=null,this.renderFlags=15,this.cameraFilter=0,this.input=null,this.body=null,this.ignoreDestroy=!1,this.on(A.ADDED_TO_SCENE,this.addedToScene,this),this.on(A.REMOVED_FROM_SCENE,this.removedFromScene,this),t.sys.queueDepthSort()},setActive:function(t){return this.active=t,this},setName:function(t){return this.name=t,this},setState:function(t){return this.state=t,this},setDataEnabled:function(){return this.data||(this.data=new r(this)),this},setData:function(t,e){return this.data||(this.data=new r(this)),this.data.set(t,e),this},incData:function(t,e){return this.data||(this.data=new r(this)),this.data.inc(t,e),this},toggleData:function(t){return this.data||(this.data=new r(this)),this.data.toggle(t),this},getData:function(t){return this.data||(this.data=new r(this)),this.data.get(t)},setInteractive:function(t,e,i){return this.scene.sys.input.enable(this,t,e,i),this},disableInteractive:function(){return this.input&&(this.input.enabled=!1),this},removeInteractive:function(){return this.scene.sys.input.clear(this),this.input=void 0,this},addedToScene:function(){},removedFromScene:function(){},update:function(){},toJSON:function(){return s(this)},willRender:function(t){return!(h.RENDER_MASK!==this.renderFlags||0!==this.cameraFilter&&this.cameraFilter&t.id)},getIndexList:function(){var t=this,e=this.parentContainer,i=[];while(e){if(i.unshift(e.getIndex(t)),t=e,!e.parentContainer)break;e=e.parentContainer}return this.displayList?i.unshift(this.displayList.getIndex(t)):i.unshift(this.scene.sys.displayList.getIndex(t)),i},addToDisplayList:function(t){return void 0===t&&(t=this.scene.sys.displayList),this.displayList&&this.displayList!==t&&this.removeFromDisplayList(),t.exists(this)||(this.displayList=t,t.add(this,!0),t.queueDepthSort(),this.emit(A.ADDED_TO_SCENE,this,this.scene),t.events.emit(a.ADDED_TO_SCENE,this,this.scene)),this},addToUpdateList:function(){return this.scene&&this.preUpdate&&this.scene.sys.updateList.add(this),this},removeFromDisplayList:function(){var t=this.displayList||this.scene.sys.displayList;return t.exists(this)&&(t.remove(this,!0),t.queueDepthSort(),this.displayList=null,this.emit(A.REMOVED_FROM_SCENE,this,this.scene),t.events.emit(a.REMOVED_FROM_SCENE,this,this.scene)),this},removeFromUpdateList:function(){return this.scene&&this.preUpdate&&this.scene.sys.updateList.remove(this),this},destroy:function(){this.scene&&!this.ignoreDestroy&&(this.preDestroy&&this.preDestroy.call(this),this.emit(A.DESTROY,this),this.removeAllListeners(),this.postPipelines&&this.resetPostPipeline(!0),this.removeFromDisplayList(),this.removeFromUpdateList(),this.input&&(this.scene.sys.input.clear(this),this.input=void 0),this.data&&(this.data.destroy(),this.data=void 0),this.body&&(this.body.destroy(),this.body=void 0),this.active=!1,this.visible=!1,this.scene=void 0,this.parentContainer=void 0)}});h.RENDER_MASK=15,t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(24),r=i(20),o=new n({initialize:function(t){this.scene=t,this.systems=t.sys,this.events=t.sys.events,this.displayList,this.updateList,this.events.once(r.BOOT,this.boot,this),this.events.on(r.START,this.start,this)},boot:function(){this.displayList=this.systems.displayList,this.updateList=this.systems.updateList,this.events.once(r.DESTROY,this.destroy,this)},start:function(){this.events.once(r.SHUTDOWN,this.shutdown,this)},shutdown:function(){this.events.off(r.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.events.off(r.START,this.start,this),this.scene=null,this.systems=null,this.events=null,this.displayList=null,this.updateList=null}});o.register=function(t,e){o.prototype.hasOwnProperty(t)||(o.prototype[t]=e)},o.remove=function(t){o.prototype.hasOwnProperty(t)&&delete o.prototype[t]},s.register("GameObjectCreator",o,"make"),t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(7),s=function(){var t,e,i,r,o,A,a=arguments[0]||{},h=1,l=arguments.length,c=!1;for("boolean"===typeof a&&(c=a,a=arguments[1]||{},h=2),l===h&&(a=this,--h);h<l;h++)if(null!=(t=arguments[h]))for(e in t)i=a[e],r=t[e],a!==r&&(c&&r&&(n(r)||(o=Array.isArray(r)))?(o?(o=!1,A=i&&Array.isArray(i)?i:[]):A=i&&n(i)?i:{},a[e]=s(c,A,r)):void 0!==r&&(a[e]=r));return a};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return Math.max(e,Math.min(i,t))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(25),s=new n,r=new n,o=new n,A={camera:s,sprite:r,calc:o},a=function(t,e,i){var n=s,a=r,h=o;return a.applyITRS(t.x,t.y,t.rotation,t.scaleX,t.scaleY),n.copyFrom(e.matrix),i?(n.multiplyWithOffset(i,-e.scrollX*t.scrollFactorX,-e.scrollY*t.scrollFactorY),a.e=t.x,a.f=t.y):(a.e-=e.scrollX*t.scrollFactorX,a.f-=e.scrollY*t.scrollFactorY),n.multiply(a,h),A};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ADDED_TO_SCENE:i(656),BOOT:i(657),CREATE:i(658),DESTROY:i(659),PAUSE:i(660),POST_UPDATE:i(661),PRE_RENDER:i(662),PRE_UPDATE:i(663),READY:i(664),REMOVED_FROM_SCENE:i(665),RENDER:i(666),RESUME:i(667),SHUTDOWN:i(668),SLEEP:i(669),START:i(670),TRANSITION_COMPLETE:i(671),TRANSITION_INIT:i(672),TRANSITION_OUT:i(673),TRANSITION_START:i(674),TRANSITION_WAKE:i(675),UPDATE:i(676),WAKE:i(677)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={LOADER_IDLE:0,LOADER_LOADING:1,LOADER_PROCESSING:2,LOADER_COMPLETE:3,LOADER_SHUTDOWN:4,LOADER_DESTROYED:5,FILE_PENDING:10,FILE_LOADING:11,FILE_LOADED:12,FILE_FAILED:13,FILE_PROCESSING:14,FILE_ERRORED:16,FILE_COMPLETE:17,FILE_DESTROYED:18,FILE_POPULATED:19};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BLUR:i(612),BOOT:i(613),CONTEXT_LOST:i(614),CONTEXT_RESTORED:i(615),DESTROY:i(616),FOCUS:i(617),HIDDEN:i(618),PAUSE:i(619),POST_RENDER:i(620),POST_STEP:i(621),PRE_RENDER:i(622),PRE_STEP:i(623),READY:i(624),RESUME:i(625),STEP:i(626),VISIBLE:i(627)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(95),o=i(2),A=i(155),a=i(240),h=i(517),l=i(156),c=new n({initialize:function(t,e){this.loader=t,this.cache=o(e,"cache",!1),this.type=o(e,"type",!1),this.key=o(e,"key",!1);var i=this.key;if(t.prefix&&""!==t.prefix&&(this.key=t.prefix+i),!this.type||!this.key)throw new Error("Invalid Loader."+this.type+" key");var n=o(e,"url");void 0===n?n=t.path+i+"."+o(e,"extension",""):"string"!==typeof n||n.match(/^(?:blob:|data:|http:\/\/|https:\/\/|\/\/)/)||(n=t.path+n),this.url=n,this.src="",this.xhrSettings=l(o(e,"responseType",void 0)),o(e,"xhrSettings",!1)&&(this.xhrSettings=a(this.xhrSettings,o(e,"xhrSettings",{}))),this.xhrLoader=null,this.state="function"===typeof this.url?s.FILE_POPULATED:s.FILE_PENDING,this.bytesTotal=0,this.bytesLoaded=-1,this.percentComplete=-1,this.crossOrigin=void 0,this.data=void 0,this.config=o(e,"config",{}),this.multiFile,this.linkFile},setLink:function(t){this.linkFile=t,t.linkFile=this},resetXHR:function(){this.xhrLoader&&(this.xhrLoader.onload=void 0,this.xhrLoader.onerror=void 0,this.xhrLoader.onprogress=void 0)},load:function(){this.state===s.FILE_POPULATED?this.loader.nextFile(this,!0):(this.state=s.FILE_LOADING,this.src=A(this,this.loader.baseURL),0===this.src.indexOf("data:")?console.warn("Local data URIs are not supported: "+this.key):this.xhrLoader=h(this,this.loader.xhr))},onLoad:function(t,e){var i=t.responseURL&&0===t.responseURL.indexOf("file://")&&0===e.target.status,n=!(e.target&&200!==e.target.status)||i;4===t.readyState&&t.status>=400&&t.status<=599&&(n=!1),this.state=s.FILE_LOADED,this.resetXHR(),this.loader.nextFile(this,n)},onError:function(){this.resetXHR(),this.loader.nextFile(this,!1)},onProgress:function(t){t.lengthComputable&&(this.bytesLoaded=t.loaded,this.bytesTotal=t.total,this.percentComplete=Math.min(this.bytesLoaded/this.bytesTotal,1),this.loader.emit(r.FILE_PROGRESS,this,this.percentComplete))},onProcess:function(){this.state=s.FILE_PROCESSING,this.onProcessComplete()},onProcessComplete:function(){this.state=s.FILE_COMPLETE,this.multiFile&&this.multiFile.onFileComplete(this),this.loader.fileProcessComplete(this)},onProcessError:function(){this.state=s.FILE_ERRORED,this.multiFile&&this.multiFile.onFileFailed(this),this.loader.fileProcessComplete(this)},hasCacheConflict:function(){return this.cache&&this.cache.exists(this.key)},addToCache:function(){this.cache&&this.cache.add(this.key,this.data),this.pendingDestroy()},pendingDestroy:function(t){void 0===t&&(t=this.data);var e=this.key,i=this.type;this.loader.emit(r.FILE_COMPLETE,e,i,t),this.loader.emit(r.FILE_KEY_COMPLETE+i+"-"+e,e,i,t),this.loader.flagForRemoval(this)},destroy:function(){this.loader=null,this.cache=null,this.xhrSettings=null,this.multiFile=null,this.linkFile=null,this.data=null}});c.createObjectURL=function(t,e,i){if("function"===typeof URL)t.src=URL.createObjectURL(e);else{var n=new FileReader;n.onload=function(){t.removeAttribute("crossOrigin"),t.src="data:"+(e.type||i)+";base64,"+n.result.split(",")[1]},n.onerror=t.onerror,n.readAsDataURL(e)}},c.revokeObjectURL=function(t){"function"===typeof URL&&URL.revokeObjectURL(t.src)},t.exports=c},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={},n={},s={register:function(t,e,n,s){void 0===s&&(s=!1),i[t]={plugin:e,mapping:n,custom:s}},registerCustom:function(t,e,i,s){n[t]={plugin:e,mapping:i,data:s}},hasCore:function(t){return i.hasOwnProperty(t)},hasCustom:function(t){return n.hasOwnProperty(t)},getCore:function(t){return i[t]},getCustom:function(t){return n[t]},getCustomClass:function(t){return n.hasOwnProperty(t)?n[t].plugin:null},remove:function(t){i.hasOwnProperty(t)&&delete i[t]},removeCustom:function(t){n.hasOwnProperty(t)&&delete n[t]},destroyCorePlugins:function(){for(var t in i)i.hasOwnProperty(t)&&delete i[t]},destroyCustomPlugins:function(){for(var t in n)n.hasOwnProperty(t)&&delete n[t]}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(14),r=i(3),o=new n({initialize:function(t,e,i,n,s,r){void 0===t&&(t=1),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=1),void 0===s&&(s=0),void 0===r&&(r=0),this.matrix=new Float32Array([t,e,i,n,s,r,0,0,1]),this.decomposedMatrix={translateX:0,translateY:0,scaleX:1,scaleY:1,rotation:0}},a:{get:function(){return this.matrix[0]},set:function(t){this.matrix[0]=t}},b:{get:function(){return this.matrix[1]},set:function(t){this.matrix[1]=t}},c:{get:function(){return this.matrix[2]},set:function(t){this.matrix[2]=t}},d:{get:function(){return this.matrix[3]},set:function(t){this.matrix[3]=t}},e:{get:function(){return this.matrix[4]},set:function(t){this.matrix[4]=t}},f:{get:function(){return this.matrix[5]},set:function(t){this.matrix[5]=t}},tx:{get:function(){return this.matrix[4]},set:function(t){this.matrix[4]=t}},ty:{get:function(){return this.matrix[5]},set:function(t){this.matrix[5]=t}},rotation:{get:function(){return Math.acos(this.a/this.scaleX)*(Math.atan(-this.c/this.a)<0?-1:1)}},rotationNormalized:{get:function(){var t=this.matrix,e=t[0],i=t[1],n=t[2],r=t[3];return e||i?i>0?Math.acos(e/this.scaleX):-Math.acos(e/this.scaleX):n||r?s.TAU-(r>0?Math.acos(-n/this.scaleY):-Math.acos(n/this.scaleY)):0}},scaleX:{get:function(){return Math.sqrt(this.a*this.a+this.b*this.b)}},scaleY:{get:function(){return Math.sqrt(this.c*this.c+this.d*this.d)}},loadIdentity:function(){var t=this.matrix;return t[0]=1,t[1]=0,t[2]=0,t[3]=1,t[4]=0,t[5]=0,this},translate:function(t,e){var i=this.matrix;return i[4]=i[0]*t+i[2]*e+i[4],i[5]=i[1]*t+i[3]*e+i[5],this},scale:function(t,e){var i=this.matrix;return i[0]*=t,i[1]*=t,i[2]*=e,i[3]*=e,this},rotate:function(t){var e=Math.sin(t),i=Math.cos(t),n=this.matrix,s=n[0],r=n[1],o=n[2],A=n[3];return n[0]=s*i+o*e,n[1]=r*i+A*e,n[2]=s*-e+o*i,n[3]=r*-e+A*i,this},multiply:function(t,e){var i=this.matrix,n=t.matrix,s=i[0],r=i[1],o=i[2],A=i[3],a=i[4],h=i[5],l=n[0],c=n[1],u=n[2],f=n[3],g=n[4],d=n[5],p=void 0===e?this:e;return p.a=l*s+c*o,p.b=l*r+c*A,p.c=u*s+f*o,p.d=u*r+f*A,p.e=g*s+d*o+a,p.f=g*r+d*A+h,p},multiplyWithOffset:function(t,e,i){var n=this.matrix,s=t.matrix,r=n[0],o=n[1],A=n[2],a=n[3],h=n[4],l=n[5],c=e*r+i*A+h,u=e*o+i*a+l,f=s[0],g=s[1],d=s[2],p=s[3],v=s[4],m=s[5];return n[0]=f*r+g*A,n[1]=f*o+g*a,n[2]=d*r+p*A,n[3]=d*o+p*a,n[4]=v*r+m*A+c,n[5]=v*o+m*a+u,this},transform:function(t,e,i,n,s,r){var o=this.matrix,A=o[0],a=o[1],h=o[2],l=o[3],c=o[4],u=o[5];return o[0]=t*A+e*h,o[1]=t*a+e*l,o[2]=i*A+n*h,o[3]=i*a+n*l,o[4]=s*A+r*h+c,o[5]=s*a+r*l+u,this},transformPoint:function(t,e,i){void 0===i&&(i={x:0,y:0});var n=this.matrix,s=n[0],r=n[1],o=n[2],A=n[3],a=n[4],h=n[5];return i.x=t*s+e*o+a,i.y=t*r+e*A+h,i},invert:function(){var t=this.matrix,e=t[0],i=t[1],n=t[2],s=t[3],r=t[4],o=t[5],A=e*s-i*n;return t[0]=s/A,t[1]=-i/A,t[2]=-n/A,t[3]=e/A,t[4]=(n*o-s*r)/A,t[5]=-(e*o-i*r)/A,this},copyFrom:function(t){var e=this.matrix;return e[0]=t.a,e[1]=t.b,e[2]=t.c,e[3]=t.d,e[4]=t.e,e[5]=t.f,this},copyFromArray:function(t){var e=this.matrix;return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],this},copyToContext:function(t){var e=this.matrix;return t.transform(e[0],e[1],e[2],e[3],e[4],e[5]),t},setToContext:function(t){var e=this.matrix;return t.setTransform(e[0],e[1],e[2],e[3],e[4],e[5]),t},copyToArray:function(t){var e=this.matrix;return void 0===t?t=[e[0],e[1],e[2],e[3],e[4],e[5]]:(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[4]=e[4],t[5]=e[5]),t},setTransform:function(t,e,i,n,s,r){var o=this.matrix;return o[0]=t,o[1]=e,o[2]=i,o[3]=n,o[4]=s,o[5]=r,this},decomposeMatrix:function(){var t=this.decomposedMatrix,e=this.matrix,i=e[0],n=e[1],s=e[2],r=e[3],o=i*r-n*s;if(t.translateX=e[4],t.translateY=e[5],i||n){var A=Math.sqrt(i*i+n*n);t.rotation=n>0?Math.acos(i/A):-Math.acos(i/A),t.scaleX=A,t.scaleY=o/A}else if(s||r){var a=Math.sqrt(s*s+r*r);t.rotation=.5*Math.PI-(r>0?Math.acos(-s/a):-Math.acos(s/a)),t.scaleX=o/a,t.scaleY=a}else t.rotation=0,t.scaleX=0,t.scaleY=0;return t},applyITRS:function(t,e,i,n,s){var r=this.matrix,o=Math.sin(i),A=Math.cos(i);return r[4]=t,r[5]=e,r[0]=A*n,r[1]=o*n,r[2]=-o*s,r[3]=A*s,this},applyInverse:function(t,e,i){void 0===i&&(i=new r);var n=this.matrix,s=n[0],o=n[1],A=n[2],a=n[3],h=n[4],l=n[5],c=1/(s*a+A*-o);return i.x=a*c*t+-A*c*e+(l*A-h*a)*c,i.y=s*c*e+-o*c*t+(-l*s+h*o)*c,i},getX:function(t,e){return t*this.a+e*this.c+this.e},getY:function(t,e){return t*this.b+e*this.d+this.f},getXRound:function(t,e,i){var n=this.getX(t,e);return i&&(n=Math.round(n)),n},getYRound:function(t,e,i){var n=this.getY(t,e);return i&&(n=Math.round(n)),n},getCSSMatrix:function(){var t=this.matrix;return"matrix("+t[0]+","+t[1]+","+t[2]+","+t[3]+","+t[4]+","+t[5]+")"},destroy:function(){this.matrix=null,this.decomposedMatrix=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(2),s=function(t,e,i,s,r,o){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=o.width),void 0===s&&(s=o.height),r||(r={});var A=n(r,"isNotEmpty",!1),a=n(r,"isColliding",!1),h=n(r,"hasInterestingFace",!1);t<0&&(i+=t,t=0),e<0&&(s+=e,e=0),t+i>o.width&&(i=Math.max(o.width-t,0)),e+s>o.height&&(s=Math.max(o.height-e,0));for(var l=[],c=e;c<e+s;c++)for(var u=t;u<t+i;u++){var f=o.data[c][u];if(null!==f){if(A&&-1===f.index)continue;if(a&&!f.collides)continue;if(h&&!f.hasInterestingFace)continue;l.push(f)}}return l};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s,r){var o;void 0===n&&(n=0),void 0===s&&(s=0),void 0===r&&(r=1);var A=0,a=t.length;if(1===r)for(o=s;o<a;o++)t[o][e]=i+A*n,A++;else for(o=s;o>=0;o--)t[o][e]=i+A*n,A++;return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(35),s=i(13),r=function(t,e,i){e.x=s(i,"x",0),e.y=s(i,"y",0),e.depth=s(i,"depth",0),e.flipX=s(i,"flipX",!1),e.flipY=s(i,"flipY",!1);var r=s(i,"scale",null);"number"===typeof r?e.setScale(r):null!==r&&(e.scaleX=s(r,"x",1),e.scaleY=s(r,"y",1));var o=s(i,"scrollFactor",null);"number"===typeof o?e.setScrollFactor(o):null!==o&&(e.scrollFactorX=s(o,"x",1),e.scrollFactorY=s(o,"y",1)),e.rotation=s(i,"rotation",0);var A=s(i,"angle",null);null!==A&&(e.angle=A),e.alpha=s(i,"alpha",1);var a=s(i,"origin",null);if("number"===typeof a)e.setOrigin(a);else if(null!==a){var h=s(a,"x",.5),l=s(a,"y",.5);e.setOrigin(h,l)}e.blendMode=s(i,"blendMode",n.NORMAL),e.visible=s(i,"visible",!0);var c=s(i,"add",!0);return c&&t.sys.displayList.add(e),e.preUpdate&&t.sys.updateList.add(e),e};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ORTHOGONAL:0,ISOMETRIC:1,STAGGERED:2,HEXAGONAL:3}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=function(t,e,i,s,r){var o=s.alpha*i.alpha;if(o<=0)return!1;var A=n(i,s,r).calc;return e.globalCompositeOperation=t.blendModes[i.blendMode],e.globalAlpha=o,e.save(),A.setToContext(e),e.imageSmoothingEnabled=!(!t.antialias||i.frame&&i.frame.source.scaleMode),!0};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(33),s=i(192),r=[],o=!1,A=function(){var t=function(t,e,i,a,h){var l;void 0===e&&(e=1),void 0===i&&(i=1),void 0===a&&(a=n.CANVAS),void 0===h&&(h=!1);var c=A(a);return null===c?(c={parent:t,canvas:document.createElement("canvas"),type:a},a===n.CANVAS&&r.push(c),l=c.canvas):(c.parent=t,l=c.canvas),h&&(c.parent=l),l.width=e,l.height=i,o&&a===n.CANVAS&&s.disable(l.getContext("2d")),l},e=function(e,i,s){return t(e,i,s,n.CANVAS)},i=function(e,i,s){return t(e,i,s,n.WEBGL)},A=function(t){if(void 0===t&&(t=n.CANVAS),t===n.WEBGL)return null;for(var e=0;e<r.length;e++){var i=r[e];if(!i.parent&&i.type===t)return i}return null},a=function(t){var e=t instanceof HTMLCanvasElement;r.forEach((function(i){(e&&i.canvas===t||!e&&i.parent===t)&&(i.parent=null,i.canvas.width=1,i.canvas.height=1)}))},h=function(){var t=0;return r.forEach((function(e){e.parent&&t++})),t},l=function(){return r.length-h()},c=function(){o=!0},u=function(){o=!1};return{create2D:e,create:t,createWebGL:i,disableSmoothing:c,enableSmoothing:u,first:A,free:l,pool:r,remove:a,total:h}};t.exports=A()},function(t,e){var i={};t.exports=i,function(){i._nextId=0,i._seed=0,i._nowStartTime=+new Date,i.extend=function(t,e){var n,s;"boolean"===typeof e?(n=2,s=e):(n=1,s=!0);for(var r=n;r<arguments.length;r++){var o=arguments[r];if(o)for(var A in o)s&&o[A]&&o[A].constructor===Object?t[A]&&t[A].constructor!==Object?t[A]=o[A]:(t[A]=t[A]||{},i.extend(t[A],s,o[A])):t[A]=o[A]}return t},i.clone=function(t,e){return i.extend({},e,t)},i.keys=function(t){if(Object.keys)return Object.keys(t);var e=[];for(var i in t)e.push(i);return e},i.values=function(t){var e=[];if(Object.keys){for(var i=Object.keys(t),n=0;n<i.length;n++)e.push(t[i[n]]);return e}for(var s in t)e.push(t[s]);return e},i.get=function(t,e,i,n){e=e.split(".").slice(i,n);for(var s=0;s<e.length;s+=1)t=t[e[s]];return t},i.set=function(t,e,n,s,r){var o=e.split(".").slice(s,r);return i.get(t,e,0,-1)[o[o.length-1]]=n,n},i.shuffle=function(t){for(var e=t.length-1;e>0;e--){var n=Math.floor(i.random()*(e+1)),s=t[e];t[e]=t[n],t[n]=s}return t},i.choose=function(t){return t[Math.floor(i.random()*t.length)]},i.isElement=function(t){return"undefined"!==typeof HTMLElement?t instanceof HTMLElement:!!(t&&t.nodeType&&t.nodeName)},i.isArray=function(t){return"[object Array]"===Object.prototype.toString.call(t)},i.isFunction=function(t){return"function"===typeof t},i.isPlainObject=function(t){return"object"===typeof t&&t.constructor===Object},i.isString=function(t){return"[object String]"===Object.prototype.toString.call(t)},i.clamp=function(t,e,i){return t<e?e:t>i?i:t},i.sign=function(t){return t<0?-1:1},i.now=function(){if("undefined"!==typeof window&&window.performance){if(window.performance.now)return window.performance.now();if(window.performance.webkitNow)return window.performance.webkitNow()}return new Date-i._nowStartTime},i.random=function(e,i){return e="undefined"!==typeof e?e:0,i="undefined"!==typeof i?i:1,e+t()*(i-e)};var t=function(){return i._seed=(9301*i._seed+49297)%233280,i._seed/233280};i.colorToNumber=function(t){return t=t.replace("#",""),3==t.length&&(t=t.charAt(0)+t.charAt(0)+t.charAt(1)+t.charAt(1)+t.charAt(2)+t.charAt(2)),parseInt(t,16)},i.logLevel=1,i.log=function(){console&&i.logLevel>0&&i.logLevel<=3&&console.log.apply(console,["matter-js:"].concat(Array.prototype.slice.call(arguments)))},i.info=function(){console&&i.logLevel>0&&i.logLevel<=2&&console.info.apply(console,["matter-js:"].concat(Array.prototype.slice.call(arguments)))},i.warn=function(){console&&i.logLevel>0&&i.logLevel<=3&&console.warn.apply(console,["matter-js:"].concat(Array.prototype.slice.call(arguments)))},i.nextId=function(){return i._nextId++},i.indexOf=function(t,e){if(t.indexOf)return t.indexOf(e);for(var i=0;i<t.length;i++)if(t[i]===e)return i;return-1},i.map=function(t,e){if(t.map)return t.map(e);for(var i=[],n=0;n<t.length;n+=1)i.push(e(t[n]));return i},i.topologicalSort=function(t){var e=[],n=[],s=[];for(var r in t)n[r]||s[r]||i._topologicalSort(r,n,s,t,e);return e},i._topologicalSort=function(t,e,n,s,r){var o=s[t]||[];n[t]=!0;for(var A=0;A<o.length;A+=1){var a=o[A];n[a]||(e[a]||i._topologicalSort(a,e,n,s,r))}n[t]=!1,e[t]=!0,r.push(t)},i.chain=function(){for(var t=[],e=0;e<arguments.length;e+=1){var i=arguments[e];i._chained?t.push.apply(t,i._chained):t.push(i)}var n=function(){for(var e,i=new Array(arguments.length),n=0,s=arguments.length;n<s;n++)i[n]=arguments[n];for(n=0;n<t.length;n+=1){var r=t[n].apply(e,i);"undefined"!==typeof r&&(e=r)}return e};return n._chained=t,n},i.chainPathBefore=function(t,e,n){return i.set(t,e,i.chain(n,i.get(t,e)))},i.chainPathAfter=function(t,e,n){return i.set(t,e,i.chain(i.get(t,e),n))}}()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={VERSION:"3.54.0",BlendModes:i(35),ScaleModes:i(168),AUTO:0,CANVAS:1,WEBGL:2,HEADLESS:3,FOREVER:-1,NONE:4,UP:5,DOWN:6,LEFT:7,RIGHT:8};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(15),o=i(47),A=i(67),a=new n({Extends:r,Mixins:[s.AlphaSingle,s.BlendMode,s.Depth,s.GetBounds,s.Mask,s.Origin,s.Pipeline,s.ScrollFactor,s.Transform,s.Visible],initialize:function(t,e,i){void 0===e&&(e="Shape"),r.call(this,t,e),this.geom=i,this.pathData=[],this.pathIndexes=[],this.fillColor=16777215,this.fillAlpha=1,this.strokeColor=16777215,this.strokeAlpha=1,this.lineWidth=1,this.isFilled=!1,this.isStroked=!1,this.closePath=!0,this._tempLine=new o,this.width=0,this.height=0,this.initPipeline(A.GRAPHICS_PIPELINE)},setFillStyle:function(t,e){return void 0===e&&(e=1),void 0===t?this.isFilled=!1:(this.fillColor=t,this.fillAlpha=e,this.isFilled=!0),this},setStrokeStyle:function(t,e,i){return void 0===i&&(i=1),void 0===t?this.isStroked=!1:(this.lineWidth=t,this.strokeColor=e,this.strokeAlpha=i,this.isStroked=!0),this},setClosePath:function(t){return this.closePath=t,this},setSize:function(t,e){return this.width=t,this.height=e,this},setDisplaySize:function(t,e){return this.displayWidth=t,this.displayHeight=e,this},preDestroy:function(){this.geom=null,this._tempLine=null,this.pathData=[],this.pathIndexes=[]},displayWidth:{get:function(){return this.scaleX*this.width},set:function(t){this.scaleX=t/this.width}},displayHeight:{get:function(){return this.scaleY*this.height},set:function(t){this.scaleY=t/this.height}}});t.exports=a},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={SKIP_CHECK:-1,NORMAL:0,ADD:1,MULTIPLY:2,SCREEN:3,OVERLAY:4,DARKEN:5,LIGHTEN:6,COLOR_DODGE:7,COLOR_BURN:8,HARD_LIGHT:9,SOFT_LIGHT:10,DIFFERENCE:11,EXCLUSION:12,HUE:13,SATURATION:14,COLOR:15,LUMINOSITY:16,ERASE:17,SOURCE_IN:18,SOURCE_OUT:19,SOURCE_ATOP:20,DESTINATION_OVER:21,DESTINATION_IN:22,DESTINATION_OUT:23,DESTINATION_ATOP:24,LIGHTER:25,COPY:26,XOR:27}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=function(t){return t*n.DEG_TO_RAD};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={DESTROY:i(743),FADE_IN_COMPLETE:i(744),FADE_IN_START:i(745),FADE_OUT_COMPLETE:i(746),FADE_OUT_START:i(747),FLASH_COMPLETE:i(748),FLASH_START:i(749),FOLLOW_UPDATE:i(750),PAN_COMPLETE:i(751),PAN_START:i(752),POST_RENDER:i(753),PRE_RENDER:i(754),ROTATE_COMPLETE:i(755),ROTATE_START:i(756),SHAKE_COMPLETE:i(757),SHAKE_START:i(758),ZOOM_COMPLETE:i(759),ZOOM_START:i(760)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(103),r=i(328),o=i(188),A=i(329),a=new n({initialize:function(t,e,i,n){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=255),this.r=0,this.g=0,this.b=0,this.a=255,this._h=0,this._s=0,this._v=0,this._locked=!1,this.gl=[0,0,0,1],this._color=0,this._color32=0,this._rgba="",this.setTo(t,e,i,n)},transparent:function(){return this._locked=!0,this.red=0,this.green=0,this.blue=0,this.alpha=0,this._locked=!1,this.update(!0)},setTo:function(t,e,i,n,s){return void 0===n&&(n=255),void 0===s&&(s=!0),this._locked=!0,this.red=t,this.green=e,this.blue=i,this.alpha=n,this._locked=!1,this.update(s)},setGLTo:function(t,e,i,n){return void 0===n&&(n=1),this._locked=!0,this.redGL=t,this.greenGL=e,this.blueGL=i,this.alphaGL=n,this._locked=!1,this.update(!0)},setFromRGB:function(t){return this._locked=!0,this.red=t.r,this.green=t.g,this.blue=t.b,t.hasOwnProperty("a")&&(this.alpha=t.a),this._locked=!1,this.update(!0)},setFromHSV:function(t,e,i){return o(t,e,i,this)},update:function(t){if(void 0===t&&(t=!1),this._locked)return this;var e=this.r,i=this.g,n=this.b,o=this.a;return this._color=s(e,i,n),this._color32=r(e,i,n,o),this._rgba="rgba("+e+","+i+","+n+","+o/255+")",t&&A(e,i,n,this),this},updateHSV:function(){var t=this.r,e=this.g,i=this.b;return A(t,e,i,this),this},clone:function(){return new a(this.r,this.g,this.b,this.a)},gray:function(t){return this.setTo(t,t,t)},random:function(t,e){void 0===t&&(t=0),void 0===e&&(e=255);var i=Math.floor(t+Math.random()*(e-t)),n=Math.floor(t+Math.random()*(e-t)),s=Math.floor(t+Math.random()*(e-t));return this.setTo(i,n,s)},randomGray:function(t,e){void 0===t&&(t=0),void 0===e&&(e=255);var i=Math.floor(t+Math.random()*(e-t));return this.setTo(i,i,i)},saturate:function(t){return this.s+=t/100,this},desaturate:function(t){return this.s-=t/100,this},lighten:function(t){return this.v+=t/100,this},darken:function(t){return this.v-=t/100,this},brighten:function(t){var e=this.r,i=this.g,n=this.b;return e=Math.max(0,Math.min(255,e-Math.round(-t/100*255))),i=Math.max(0,Math.min(255,i-Math.round(-t/100*255))),n=Math.max(0,Math.min(255,n-Math.round(-t/100*255))),this.setTo(e,i,n)},color:{get:function(){return this._color}},color32:{get:function(){return this._color32}},rgba:{get:function(){return this._rgba}},redGL:{get:function(){return this.gl[0]},set:function(t){this.gl[0]=Math.min(Math.abs(t),1),this.r=Math.floor(255*this.gl[0]),this.update(!0)}},greenGL:{get:function(){return this.gl[1]},set:function(t){this.gl[1]=Math.min(Math.abs(t),1),this.g=Math.floor(255*this.gl[1]),this.update(!0)}},blueGL:{get:function(){return this.gl[2]},set:function(t){this.gl[2]=Math.min(Math.abs(t),1),this.b=Math.floor(255*this.gl[2]),this.update(!0)}},alphaGL:{get:function(){return this.gl[3]},set:function(t){this.gl[3]=Math.min(Math.abs(t),1),this.a=Math.floor(255*this.gl[3]),this.update()}},red:{get:function(){return this.r},set:function(t){t=Math.floor(Math.abs(t)),this.r=Math.min(t,255),this.gl[0]=t/255,this.update(!0)}},green:{get:function(){return this.g},set:function(t){t=Math.floor(Math.abs(t)),this.g=Math.min(t,255),this.gl[1]=t/255,this.update(!0)}},blue:{get:function(){return this.b},set:function(t){t=Math.floor(Math.abs(t)),this.b=Math.min(t,255),this.gl[2]=t/255,this.update(!0)}},alpha:{get:function(){return this.a},set:function(t){t=Math.floor(Math.abs(t)),this.a=Math.min(t,255),this.gl[3]=t/255,this.update()}},h:{get:function(){return this._h},set:function(t){this._h=t,o(t,this._s,this._v,this)}},s:{get:function(){return this._s},set:function(t){this._s=t,o(this._h,t,this._v,this)}},v:{get:function(){return this._v},set:function(t){this._v=t,o(this._h,this._s,t,this)}}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i){this.x=0,this.y=0,this.z=0,"object"===typeof t?(this.x=t.x||0,this.y=t.y||0,this.z=t.z||0):(this.x=t||0,this.y=e||0,this.z=i||0)},up:function(){return this.x=0,this.y=1,this.z=0,this},min:function(t){return this.x=Math.min(this.x,t.x),this.y=Math.min(this.y,t.y),this.z=Math.min(this.z,t.z),this},max:function(t){return this.x=Math.max(this.x,t.x),this.y=Math.max(this.y,t.y),this.z=Math.max(this.z,t.z),this},clone:function(){return new s(this.x,this.y,this.z)},addVectors:function(t,e){return this.x=t.x+e.x,this.y=t.y+e.y,this.z=t.z+e.z,this},crossVectors:function(t,e){var i=t.x,n=t.y,s=t.z,r=e.x,o=e.y,A=e.z;return this.x=n*A-s*o,this.y=s*r-i*A,this.z=i*o-n*r,this},equals:function(t){return this.x===t.x&&this.y===t.y&&this.z===t.z},copy:function(t){return this.x=t.x,this.y=t.y,this.z=t.z||0,this},set:function(t,e,i){return"object"===typeof t?(this.x=t.x||0,this.y=t.y||0,this.z=t.z||0):(this.x=t||0,this.y=e||0,this.z=i||0),this},setFromMatrixPosition:function(t){return this.fromArray(t.val,12)},setFromMatrixColumn:function(t,e){return this.fromArray(t.val,4*e)},fromArray:function(t,e){return void 0===e&&(e=0),this.x=t[e],this.y=t[e+1],this.z=t[e+2],this},add:function(t){return this.x+=t.x,this.y+=t.y,this.z+=t.z||0,this},addScalar:function(t){return this.x+=t,this.y+=t,this.z+=t,this},addScale:function(t,e){return this.x+=t.x*e,this.y+=t.y*e,this.z+=t.z*e||0,this},subtract:function(t){return this.x-=t.x,this.y-=t.y,this.z-=t.z||0,this},multiply:function(t){return this.x*=t.x,this.y*=t.y,this.z*=t.z||1,this},scale:function(t){return isFinite(t)?(this.x*=t,this.y*=t,this.z*=t):(this.x=0,this.y=0,this.z=0),this},divide:function(t){return this.x/=t.x,this.y/=t.y,this.z/=t.z||1,this},negate:function(){return this.x=-this.x,this.y=-this.y,this.z=-this.z,this},distance:function(t){var e=t.x-this.x,i=t.y-this.y,n=t.z-this.z||0;return Math.sqrt(e*e+i*i+n*n)},distanceSq:function(t){var e=t.x-this.x,i=t.y-this.y,n=t.z-this.z||0;return e*e+i*i+n*n},length:function(){var t=this.x,e=this.y,i=this.z;return Math.sqrt(t*t+e*e+i*i)},lengthSq:function(){var t=this.x,e=this.y,i=this.z;return t*t+e*e+i*i},normalize:function(){var t=this.x,e=this.y,i=this.z,n=t*t+e*e+i*i;return n>0&&(n=1/Math.sqrt(n),this.x=t*n,this.y=e*n,this.z=i*n),this},dot:function(t){return this.x*t.x+this.y*t.y+this.z*t.z},cross:function(t){var e=this.x,i=this.y,n=this.z,s=t.x,r=t.y,o=t.z;return this.x=i*o-n*r,this.y=n*s-e*o,this.z=e*r-i*s,this},lerp:function(t,e){void 0===e&&(e=0);var i=this.x,n=this.y,s=this.z;return this.x=i+e*(t.x-i),this.y=n+e*(t.y-n),this.z=s+e*(t.z-s),this},applyMatrix3:function(t){var e=this.x,i=this.y,n=this.z,s=t.val;return this.x=s[0]*e+s[3]*i+s[6]*n,this.y=s[1]*e+s[4]*i+s[7]*n,this.z=s[2]*e+s[5]*i+s[8]*n,this},applyMatrix4:function(t){var e=this.x,i=this.y,n=this.z,s=t.val,r=1/(s[3]*e+s[7]*i+s[11]*n+s[15]);return this.x=(s[0]*e+s[4]*i+s[8]*n+s[12])*r,this.y=(s[1]*e+s[5]*i+s[9]*n+s[13])*r,this.z=(s[2]*e+s[6]*i+s[10]*n+s[14])*r,this},transformMat3:function(t){var e=this.x,i=this.y,n=this.z,s=t.val;return this.x=e*s[0]+i*s[3]+n*s[6],this.y=e*s[1]+i*s[4]+n*s[7],this.z=e*s[2]+i*s[5]+n*s[8],this},transformMat4:function(t){var e=this.x,i=this.y,n=this.z,s=t.val;return this.x=s[0]*e+s[4]*i+s[8]*n+s[12],this.y=s[1]*e+s[5]*i+s[9]*n+s[13],this.z=s[2]*e+s[6]*i+s[10]*n+s[14],this},transformCoordinates:function(t){var e=this.x,i=this.y,n=this.z,s=t.val,r=e*s[0]+i*s[4]+n*s[8]+s[12],o=e*s[1]+i*s[5]+n*s[9]+s[13],A=e*s[2]+i*s[6]+n*s[10]+s[14],a=e*s[3]+i*s[7]+n*s[11]+s[15];return this.x=r/a,this.y=o/a,this.z=A/a,this},transformQuat:function(t){var e=this.x,i=this.y,n=this.z,s=t.x,r=t.y,o=t.z,A=t.w,a=A*e+r*n-o*i,h=A*i+o*e-s*n,l=A*n+s*i-r*e,c=-s*e-r*i-o*n;return this.x=a*A+c*-s+h*-o-l*-r,this.y=h*A+c*-r+l*-s-a*-o,this.z=l*A+c*-o+a*-r-h*-s,this},project:function(t){var e=this.x,i=this.y,n=this.z,s=t.val,r=s[0],o=s[1],A=s[2],a=s[3],h=s[4],l=s[5],c=s[6],u=s[7],f=s[8],g=s[9],d=s[10],p=s[11],v=s[12],m=s[13],w=s[14],B=s[15],y=1/(e*a+i*u+n*p+B);return this.x=(e*r+i*h+n*f+v)*y,this.y=(e*o+i*l+n*g+m)*y,this.z=(e*A+i*c+n*d+w)*y,this},projectViewMatrix:function(t,e){return this.applyMatrix4(t).applyMatrix4(e)},unprojectViewMatrix:function(t,e){return this.applyMatrix4(t).applyMatrix4(e)},unproject:function(t,e){var i=t.x,n=t.y,s=t.z,r=t.w,o=this.x-i,A=r-this.y-1-n,a=this.z;return this.x=2*o/s-1,this.y=2*A/r-1,this.z=2*a-1,this.project(e)},reset:function(){return this.x=0,this.y=0,this.z=0,this}});s.ZERO=new s,s.RIGHT=new s(1,0,0),s.LEFT=new s(-1,0,0),s.UP=new s(0,-1,0),s.DOWN=new s(0,1,0),s.FORWARD=new s(0,0,1),s.BACK=new s(0,0,-1),s.ONE=new s(1,1,1),t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={CSV:0,TILED_JSON:1,ARRAY_2D:2,WELTMEISTER:3}},function(t,e,i){var n={};t.exports=n;var s=i(63),r=i(84),o=i(165),A=i(32),a=i(85),h=i(271);(function(){n._inertiaScale=4,n._nextCollidingGroupId=1,n._nextNonCollidingGroupId=-1,n._nextCategory=1,n.create=function(e){var i={id:A.nextId(),type:"body",label:"Body",parts:[],plugin:{},angle:0,vertices:null,position:{x:0,y:0},force:{x:0,y:0},torque:0,positionImpulse:{x:0,y:0},previousPositionImpulse:{x:0,y:0},constraintImpulse:{x:0,y:0,angle:0},totalContacts:0,speed:0,angularSpeed:0,velocity:{x:0,y:0},angularVelocity:0,isSensor:!1,isStatic:!1,isSleeping:!1,motion:0,sleepThreshold:60,density:.001,restitution:0,friction:.1,frictionStatic:.5,frictionAir:.01,collisionFilter:{category:1,mask:4294967295,group:0},slop:.05,timeScale:1,events:null,bounds:null,chamfer:null,circleRadius:0,positionPrev:null,anglePrev:0,parent:null,axes:null,area:0,mass:0,inverseMass:0,inertia:0,inverseInertia:0,_original:null,render:{visible:!0,opacity:1,sprite:{xOffset:0,yOffset:0},fillColor:null,fillOpacity:null,lineColor:null,lineOpacity:null,lineThickness:null},gameObject:null,scale:{x:1,y:1},centerOfMass:{x:0,y:0},centerOffset:{x:0,y:0},gravityScale:{x:1,y:1},ignoreGravity:!1,ignorePointer:!1,onCollideCallback:null,onCollideEndCallback:null,onCollideActiveCallback:null,onCollideWith:{}};!e.hasOwnProperty("position")&&e.hasOwnProperty("vertices")?e.position=s.centre(e.vertices):e.hasOwnProperty("vertices")||(i.vertices=s.fromPath("L 0 0 L 40 0 L 40 40 L 0 40"));var n=A.extend(i,e);return t(n,e),n.setOnCollideWith=function(t,e){return e?this.onCollideWith[t.id]=e:delete this.onCollideWith[t.id],this},n},n.nextGroup=function(t){return t?n._nextNonCollidingGroupId--:n._nextCollidingGroupId++},n.nextCategory=function(){return n._nextCategory=n._nextCategory<<1,n._nextCategory};var t=function(t,e){e=e||{},n.set(t,{bounds:t.bounds||a.create(t.vertices),positionPrev:t.positionPrev||r.clone(t.position),anglePrev:t.anglePrev||t.angle,vertices:t.vertices,parts:t.parts||[t],isStatic:t.isStatic,isSleeping:t.isSleeping,parent:t.parent||t});var i=t.bounds;if(s.rotate(t.vertices,t.angle,t.position),h.rotate(t.axes,t.angle),a.update(i,t.vertices,t.velocity),n.set(t,{axes:e.axes||t.axes,area:e.area||t.area,mass:e.mass||t.mass,inertia:e.inertia||t.inertia}),1===t.parts.length){var o=t.centerOfMass,A=t.centerOffset,l=i.max.x-i.min.x,c=i.max.y-i.min.y;o.x=-(i.min.x-t.position.x)/l,o.y=-(i.min.y-t.position.y)/c,A.x=l*o.x,A.y=c*o.y}};n.set=function(t,e,i){var s;for(s in"string"===typeof e&&(s=e,e={},e[s]=i),e)if(Object.prototype.hasOwnProperty.call(e,s))switch(i=e[s],s){case"isStatic":n.setStatic(t,i);break;case"isSleeping":o.set(t,i);break;case"mass":n.setMass(t,i);break;case"density":n.setDensity(t,i);break;case"inertia":n.setInertia(t,i);break;case"vertices":n.setVertices(t,i);break;case"position":n.setPosition(t,i);break;case"angle":n.setAngle(t,i);break;case"velocity":n.setVelocity(t,i);break;case"angularVelocity":n.setAngularVelocity(t,i);break;case"parts":n.setParts(t,i);break;case"centre":n.setCentre(t,i);break;default:t[s]=i}},n.setStatic=function(t,e){for(var i=0;i<t.parts.length;i++){var n=t.parts[i];n.isStatic=e,e?(n._original={restitution:n.restitution,friction:n.friction,mass:n.mass,inertia:n.inertia,density:n.density,inverseMass:n.inverseMass,inverseInertia:n.inverseInertia},n.restitution=0,n.friction=1,n.mass=n.inertia=n.density=1/0,n.inverseMass=n.inverseInertia=0,n.positionPrev.x=n.position.x,n.positionPrev.y=n.position.y,n.anglePrev=n.angle,n.angularVelocity=0,n.speed=0,n.angularSpeed=0,n.motion=0):n._original&&(n.restitution=n._original.restitution,n.friction=n._original.friction,n.mass=n._original.mass,n.inertia=n._original.inertia,n.density=n._original.density,n.inverseMass=n._original.inverseMass,n.inverseInertia=n._original.inverseInertia,n._original=null)}},n.setMass=function(t,e){var i=t.inertia/(t.mass/6);t.inertia=i*(e/6),t.inverseInertia=1/t.inertia,t.mass=e,t.inverseMass=1/t.mass,t.density=t.mass/t.area},n.setDensity=function(t,e){n.setMass(t,e*t.area),t.density=e},n.setInertia=function(t,e){t.inertia=e,t.inverseInertia=1/t.inertia},n.setVertices=function(t,e){e[0].body===t?t.vertices=e:t.vertices=s.create(e,t),t.axes=h.fromVertices(t.vertices),t.area=s.area(t.vertices),n.setMass(t,t.density*t.area);var i=s.centre(t.vertices);s.translate(t.vertices,i,-1),n.setInertia(t,n._inertiaScale*s.inertia(t.vertices,t.mass)),s.translate(t.vertices,t.position),a.update(t.bounds,t.vertices,t.velocity)},n.setParts=function(t,e,i){var r;for(e=e.slice(0),t.parts.length=0,t.parts.push(t),t.parent=t,r=0;r<e.length;r++){var o=e[r];o!==t&&(o.parent=t,t.parts.push(o))}if(1!==t.parts.length){if(i="undefined"===typeof i||i,i){var A=[];for(r=0;r<e.length;r++)A=A.concat(e[r].vertices);s.clockwiseSort(A);var h=s.hull(A),l=s.centre(h);n.setVertices(t,h),s.translate(t.vertices,l)}var c=n._totalProperties(t),u=c.centre.x,f=c.centre.y,g=t.bounds,d=t.centerOfMass,p=t.centerOffset;a.update(g,t.vertices,t.velocity),d.x=-(g.min.x-u)/(g.max.x-g.min.x),d.y=-(g.min.y-f)/(g.max.y-g.min.y),p.x=u,p.y=f,t.area=c.area,t.parent=t,t.position.x=u,t.position.y=f,t.positionPrev.x=u,t.positionPrev.y=f,n.setMass(t,c.mass),n.setInertia(t,c.inertia),n.setPosition(t,c.centre)}},n.setCentre=function(t,e,i){i?(t.positionPrev.x+=e.x,t.positionPrev.y+=e.y,t.position.x+=e.x,t.position.y+=e.y):(t.positionPrev.x=e.x-(t.position.x-t.positionPrev.x),t.positionPrev.y=e.y-(t.position.y-t.positionPrev.y),t.position.x=e.x,t.position.y=e.y)},n.setPosition=function(t,e){var i=r.sub(e,t.position);t.positionPrev.x+=i.x,t.positionPrev.y+=i.y;for(var n=0;n<t.parts.length;n++){var o=t.parts[n];o.position.x+=i.x,o.position.y+=i.y,s.translate(o.vertices,i),a.update(o.bounds,o.vertices,t.velocity)}},n.setAngle=function(t,e){var i=e-t.angle;t.anglePrev+=i;for(var n=0;n<t.parts.length;n++){var o=t.parts[n];o.angle+=i,s.rotate(o.vertices,i,t.position),h.rotate(o.axes,i),a.update(o.bounds,o.vertices,t.velocity),n>0&&r.rotateAbout(o.position,i,t.position,o.position)}},n.setVelocity=function(t,e){t.positionPrev.x=t.position.x-e.x,t.positionPrev.y=t.position.y-e.y,t.velocity.x=e.x,t.velocity.y=e.y,t.speed=r.magnitude(t.velocity)},n.setAngularVelocity=function(t,e){t.anglePrev=t.angle-e,t.angularVelocity=e,t.angularSpeed=Math.abs(t.angularVelocity)},n.translate=function(t,e){n.setPosition(t,r.add(t.position,e))},n.rotate=function(t,e,i){if(i){var s=Math.cos(e),r=Math.sin(e),o=t.position.x-i.x,A=t.position.y-i.y;n.setPosition(t,{x:i.x+(o*s-A*r),y:i.y+(o*r+A*s)}),n.setAngle(t,t.angle+e)}else n.setAngle(t,t.angle+e)},n.scale=function(t,e,i,r){var o=0,A=0;r=r||t.position;for(var l=0;l<t.parts.length;l++){var c=t.parts[l];c.scale.x=e,c.scale.y=i,s.scale(c.vertices,e,i,r),c.axes=h.fromVertices(c.vertices),c.area=s.area(c.vertices),n.setMass(c,t.density*c.area),s.translate(c.vertices,{x:-c.position.x,y:-c.position.y}),n.setInertia(c,n._inertiaScale*s.inertia(c.vertices,c.mass)),s.translate(c.vertices,{x:c.position.x,y:c.position.y}),l>0&&(o+=c.area,A+=c.inertia),c.position.x=r.x+(c.position.x-r.x)*e,c.position.y=r.y+(c.position.y-r.y)*i,a.update(c.bounds,c.vertices,t.velocity)}t.parts.length>1&&(t.area=o,t.isStatic||(n.setMass(t,t.density*o),n.setInertia(t,A))),t.circleRadius&&(e===i?t.circleRadius*=e:t.circleRadius=null)},n.update=function(t,e,i,n){var o=Math.pow(e*i*t.timeScale,2),A=1-t.frictionAir*i*t.timeScale,l=t.position.x-t.positionPrev.x,c=t.position.y-t.positionPrev.y;t.velocity.x=l*A*n+t.force.x/t.mass*o,t.velocity.y=c*A*n+t.force.y/t.mass*o,t.positionPrev.x=t.position.x,t.positionPrev.y=t.position.y,t.position.x+=t.velocity.x,t.position.y+=t.velocity.y,t.angularVelocity=(t.angle-t.anglePrev)*A*n+t.torque/t.inertia*o,t.anglePrev=t.angle,t.angle+=t.angularVelocity,t.speed=r.magnitude(t.velocity),t.angularSpeed=Math.abs(t.angularVelocity);for(var u=0;u<t.parts.length;u++){var f=t.parts[u];s.translate(f.vertices,t.velocity),u>0&&(f.position.x+=t.velocity.x,f.position.y+=t.velocity.y),0!==t.angularVelocity&&(s.rotate(f.vertices,t.angularVelocity,t.position),h.rotate(f.axes,t.angularVelocity),u>0&&r.rotateAbout(f.position,t.angularVelocity,t.position,f.position)),a.update(f.bounds,f.vertices,t.velocity)}},n.applyForce=function(t,e,i){t.force.x+=i.x,t.force.y+=i.y;var n={x:e.x-t.position.x,y:e.y-t.position.y};t.torque+=n.x*i.y-n.y*i.x},n._totalProperties=function(t){for(var e={mass:0,area:0,inertia:0,centre:{x:0,y:0}},i=1===t.parts.length?0:1;i<t.parts.length;i++){var n=t.parts[i],s=n.mass!==1/0?n.mass:1;e.mass+=s,e.area+=n.area,e.inertia+=n.inertia,e.centre=r.add(e.centre,r.mult(n.position,s))}return e.centre=r.div(e.centre,e.mass),e}})()},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.y+t.height-t.height*t.originY};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.x-t.width*t.originX};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.x+t.width-t.width*t.originX};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.y-t.height*t.originY};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s,r){var o;void 0===n&&(n=0),void 0===s&&(s=0),void 0===r&&(r=1);var A=0,a=t.length;if(1===r)for(o=s;o<a;o++)t[o][e]+=i+A*n,A++;else for(o=s;o>=0;o--)t[o][e]+=i+A*n,A++;return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(307),r=i(172),o=i(56),A=i(173),a=i(3),h=new n({initialize:function(t,e,i,n){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),this.type=o.LINE,this.x1=t,this.y1=e,this.x2=i,this.y2=n},getPoint:function(t,e){return s(this,t,e)},getPoints:function(t,e,i){return r(this,t,e,i)},getRandomPoint:function(t){return A(this,t)},setTo:function(t,e,i,n){return void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),this.x1=t,this.y1=e,this.x2=i,this.y2=n,this},getPointA:function(t){return void 0===t&&(t=new a),t.set(this.x1,this.y1),t},getPointB:function(t){return void 0===t&&(t=new a),t.set(this.x2,this.y2),t},left:{get:function(){return Math.min(this.x1,this.x2)},set:function(t){this.x1<=this.x2?this.x1=t:this.x2=t}},right:{get:function(){return Math.max(this.x1,this.x2)},set:function(t){this.x1>this.x2?this.x1=t:this.x2=t}},top:{get:function(){return Math.min(this.y1,this.y2)},set:function(t){this.y1<=this.y2?this.y1=t:this.y2=t}},bottom:{get:function(){return Math.max(this.y1,this.y2)},set:function(t){this.y1>this.y2?this.y1=t:this.y2=t}}});t.exports=h},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=i||e.fillColor,r=n||e.fillAlpha,o=(16711680&s)>>>16,A=(65280&s)>>>8,a=255&s;t.fillStyle="rgba("+o+","+A+","+a+","+r+")"};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i,n){var s=[];n.forEach((function(t){t&&s.push(t)})),this.loader=t,this.type=e,this.key=i,this.multiKeyIndex=t.multiKeyIndex++,this.files=s,this.complete=!1,this.pending=s.length,this.failed=0,this.config={},this.baseURL=t.baseURL,this.path=t.path,this.prefix=t.prefix;for(var r=0;r<s.length;r++)s[r].multiFile=this},isReadyToProcess:function(){return 0===this.pending&&0===this.failed&&!this.complete},addToMultiFile:function(t){return this.files.push(t),t.multiFile=this,this.pending++,this.complete=!1,this},onFileComplete:function(t){var e=this.files.indexOf(t);-1!==e&&this.pending--},onFileFailed:function(t){var e=this.files.indexOf(t);-1!==e&&this.failed++}});t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=t-i,r=e-n;return Math.sqrt(s*s+r*r)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BOOT:i(922),DESTROY:i(923),DRAG_END:i(924),DRAG_ENTER:i(925),DRAG:i(926),DRAG_LEAVE:i(927),DRAG_OVER:i(928),DRAG_START:i(929),DROP:i(930),GAME_OUT:i(931),GAME_OVER:i(932),GAMEOBJECT_DOWN:i(933),GAMEOBJECT_DRAG_END:i(934),GAMEOBJECT_DRAG_ENTER:i(935),GAMEOBJECT_DRAG:i(936),GAMEOBJECT_DRAG_LEAVE:i(937),GAMEOBJECT_DRAG_OVER:i(938),GAMEOBJECT_DRAG_START:i(939),GAMEOBJECT_DROP:i(940),GAMEOBJECT_MOVE:i(941),GAMEOBJECT_OUT:i(942),GAMEOBJECT_OVER:i(943),GAMEOBJECT_POINTER_DOWN:i(944),GAMEOBJECT_POINTER_MOVE:i(945),GAMEOBJECT_POINTER_OUT:i(946),GAMEOBJECT_POINTER_OVER:i(947),GAMEOBJECT_POINTER_UP:i(948),GAMEOBJECT_POINTER_WHEEL:i(949),GAMEOBJECT_UP:i(950),GAMEOBJECT_WHEEL:i(951),MANAGER_BOOT:i(952),MANAGER_PROCESS:i(953),MANAGER_UPDATE:i(954),POINTER_DOWN:i(955),POINTER_DOWN_OUTSIDE:i(956),POINTER_MOVE:i(957),POINTER_OUT:i(958),POINTER_OVER:i(959),POINTER_UP:i(960),POINTER_UP_OUTSIDE:i(961),POINTER_WHEEL:i(962),POINTERLOCK_CHANGE:i(963),PRE_UPDATE:i(964),SHUTDOWN:i(965),START:i(966),UPDATE:i(967)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.y=e+t.height*t.originY,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x=e+t.width*t.originX,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x=e-t.width+t.width*t.originX,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.y=e-t.height+t.height*t.originY,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={CIRCLE:0,ELLIPSE:1,LINE:2,POINT:3,POLYGON:4,RECTANGLE:5,TRIANGLE:6};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return!(t.width<=0||t.height<=0)&&(t.x<=e&&t.x+t.width>=e&&t.y<=i&&t.y+t.height>=i)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(175),r=i(9),o=i(374),A=i(2),a=i(69),h=i(92),l=i(142),c=i(12),u=i(375),f=new n({Extends:r,initialize:function(t){r.call(this);var e=t.game,i=e.renderer,n=i.gl;this.name=A(t,"name","WebGLPipeline"),this.game=e,this.renderer=i,this.manager,this.gl=n,this.view=e.canvas,this.width=0,this.height=0,this.vertexCount=0,this.vertexCapacity=0,this.vertexData,this.vertexBuffer,this.topology=A(t,"topology",n.TRIANGLES),this.bytes,this.vertexViewF32,this.vertexViewU32,this.active=!0,this.currentUnit=0,this.forceZero=A(t,"forceZero",!1),this.hasBooted=!1,this.isPostFX=!1,this.renderTargets=[],this.currentRenderTarget,this.shaders=[],this.currentShader,this.projectionMatrix,this.projectionWidth=0,this.projectionHeight=0,this.config=t,this.glReset=!1},boot:function(){var t,e=this.gl,i=this.config,n=this.renderer;this.isPostFX||(this.projectionMatrix=(new a).identity());var s=this.renderTargets,r=A(i,"renderTarget",!1);"boolean"===typeof r&&r&&(r=1);var c=n.width,u=n.height;if("number"===typeof r)for(t=0;t<r;t++)s.push(new l(n,c,u,1,0,!0));else if(Array.isArray(r))for(t=0;t<r.length;t++){var f=A(r[t],"scale",1),g=A(r[t],"minFilter",0),d=A(r[t],"autoClear",1);s.push(new l(n,c,u,f,g,d))}s.length&&(this.currentRenderTarget=s[0]),this.setShadersFromConfig(i);var p=this.shaders,v=0;for(t=0;t<p.length;t++)p[t].vertexSize>v&&(v=p[t].vertexSize);var m=A(i,"batchSize",n.config.batchSize);this.vertexCapacity=6*m;var w=new ArrayBuffer(this.vertexCapacity*v);this.vertexData=w,this.bytes=new Uint8Array(w),this.vertexViewF32=new Float32Array(w),this.vertexViewU32=new Uint32Array(w);var B=A(i,"vertices",null);for(B?(this.vertexViewF32.set(B),this.vertexBuffer=n.createVertexBuffer(w,e.STATIC_DRAW)):this.vertexBuffer=n.createVertexBuffer(w.byteLength,e.DYNAMIC_DRAW),this.setVertexBuffer(),t=p.length-1;t>=0;t--)p[t].rebind();this.hasBooted=!0,n.on(h.RESIZE,this.resize,this),n.on(h.PRE_RENDER,this.onPreRender,this),n.on(h.RENDER,this.onRender,this),n.on(h.POST_RENDER,this.onPostRender,this),this.emit(o.BOOT,this),this.onBoot()},onBoot:function(){},onResize:function(){},setShader:function(t,e){var i=this.renderer;if(t!==this.currentShader||i.currentProgram!==this.currentShader.program){this.flush(),i.resetTextures();var n=this.setVertexBuffer();n&&!e&&(e=!0),t.bind(e,!1),this.currentShader=t}return this},getShaderByName:function(t){for(var e=this.shaders,i=0;i<e.length;i++)if(e[i].name===t)return e[i]},setShadersFromConfig:function(t){var e,i=this.shaders,n=this.renderer;for(e=0;e<i.length;e++)i[e].destroy();var r="vertShader",o="fragShader",a="attributes",h=A(t,r,null),l=c.parseFragmentShaderMaxTextures(A(t,o,null),n.maxTextures),f=A(t,a,null),g=A(t,"shaders",[]),d=g.length;if(0===d)h&&l&&(this.shaders=[new u(this,"default",h,l,s(f))]);else{var p=[];for(e=0;e<d;e++){var v=g[e],m=A(v,"name","default"),w=A(v,r,h),B=c.parseFragmentShaderMaxTextures(A(v,o,l),n.maxTextures),y=A(v,a,f);w&&B&&p.push(new u(this,m,w,B,s(y)))}this.shaders=p}return 0===this.shaders.length?console.warn("Pipeline: "+this.name+" - Invalid shader config"):this.currentShader=this.shaders[0],this},setGameObject:function(t,e){return void 0===e&&(e=t.frame),this.currentUnit=this.renderer.setTextureSource(e.source),this.currentUnit},shouldFlush:function(t){return void 0===t&&(t=0),this.vertexCount+t>this.vertexCapacity},resize:function(t,e){t===this.width&&e===this.height||this.flush(),this.width=t,this.height=e;for(var i=this.renderTargets,n=0;n<i.length;n++)i[n].resize(t,e);return this.setProjectionMatrix(t,e),this.emit(o.RESIZE,t,e,this),this.onResize(t,e),this},setProjectionMatrix:function(t,e){var i=this.projectionMatrix;if(!i)return this;this.projectionWidth=t,this.projectionHeight=e,i.ortho(0,t,e,0,-1e3,1e3);for(var n=this.shaders,s="uProjectionMatrix",r=0;r<n.length;r++){var o=n[r];o.hasUniform(s)&&(o.resetUniform(s),o.setMatrix4fv(s,!1,i.val,o))}return this},updateProjectionMatrix:function(){if(this.projectionMatrix){var t=this.renderer.projectionWidth,e=this.renderer.projectionHeight;this.projectionWidth===t&&this.projectionHeight===e||this.setProjectionMatrix(t,e)}},bind:function(t){if(void 0===t&&(t=this.currentShader),this.glReset)return this.rebind(t);var e=this.setVertexBuffer();return t.bind(e),this.currentShader=t,this.emit(o.BIND,this,t),this.onActive(t),this},rebind:function(t){this.setVertexBuffer();for(var e=this.shaders,i=e.length-1;i>=0;i--){var n=e[i].rebind();t&&n!==t||(this.currentShader=n)}return this.emit(o.REBIND,this.currentShader),this.onActive(this.currentShader),this.onRebind(),this.glReset=!1,this},setVertexBuffer:function(){var t=this.gl,e=this.vertexBuffer;return t.getParameter(t.ARRAY_BUFFER_BINDING)!==e&&(t.bindBuffer(t.ARRAY_BUFFER,e),!0)},preBatch:function(t){return this.currentRenderTarget&&this.currentRenderTarget.bind(),this.onPreBatch(t),this},postBatch:function(t){return this.onDraw(this.currentRenderTarget),this.onPostBatch(t),this},onDraw:function(){},unbind:function(){this.currentRenderTarget&&this.currentRenderTarget.unbind()},flush:function(t){if(void 0===t&&(t=!1),this.vertexCount>0){this.emit(o.BEFORE_FLUSH,this,t),this.onBeforeFlush(t);var e=this.gl,i=this.vertexCount,n=this.currentShader.vertexSize;this.active&&(this.setVertexBuffer(),i===this.vertexCapacity?e.bufferData(e.ARRAY_BUFFER,this.vertexData,e.DYNAMIC_DRAW):e.bufferSubData(e.ARRAY_BUFFER,0,this.bytes.subarray(0,i*n)),e.drawArrays(this.topology,0,i)),this.vertexCount=0,this.emit(o.AFTER_FLUSH,this,t),this.onAfterFlush(t)}return this},onActive:function(){},onBind:function(){},onRebind:function(){},onBatch:function(){},onPreBatch:function(){},onPostBatch:function(){},onPreRender:function(){},onRender:function(){},onPostRender:function(){},onBeforeFlush:function(){},onAfterFlush:function(){},batchVert:function(t,e,i,n,s,r,o){var A=this.vertexViewF32,a=this.vertexViewU32,h=this.vertexCount*this.currentShader.vertexComponentCount-1;A[++h]=t,A[++h]=e,A[++h]=i,A[++h]=n,A[++h]=s,A[++h]=r,a[++h]=o,this.vertexCount++},batchQuad:function(t,e,i,n,s,r,o,A,a,h,l,c,u,f,g,d,p,v,m,w){void 0===w&&(w=this.currentUnit);var B=!1;return this.shouldFlush(6)&&(this.flush(),B=!0,w=this.setTexture2D(m)),this.batchVert(e,i,h,l,w,v,f),this.batchVert(n,s,h,u,w,v,d),this.batchVert(r,o,c,u,w,v,p),this.batchVert(e,i,h,l,w,v,f),this.batchVert(r,o,c,u,w,v,p),this.batchVert(A,a,c,l,w,v,g),this.onBatch(t),B},batchTri:function(t,e,i,n,s,r,o,A,a,h,l,c,u,f,g,d,p){void 0===p&&(p=this.currentUnit);var v=!1;return this.shouldFlush(3)&&(this.flush(),v=!0,p=this.setTexture2D(d)),this.batchVert(e,i,A,a,p,g,c),this.batchVert(n,s,A,l,p,g,u),this.batchVert(r,o,h,l,p,g,f),this.onBatch(t),v},drawFillRect:function(t,e,i,n,s,r,o,A){void 0===o&&(o=this.renderer.whiteTexture.glTexture),void 0===A&&(A=!0),t=Math.floor(t),e=Math.floor(e);var a=Math.floor(t+i),h=Math.floor(e+n),l=this.setTexture2D(o),u=c.getTintAppendFloatAlphaAndSwap(s,r),f=0,g=0,d=1,p=1;A&&(g=1,p=0),this.batchQuad(null,t,e,t,h,a,h,a,e,f,g,d,p,u,u,u,u,0,o,l)},setTexture2D:function(t){return void 0===t&&(t=this.renderer.whiteTexture.glTexture),this.currentUnit=this.renderer.setTexture2D(t),this.currentUnit},bindTexture:function(t,e){void 0===e&&(e=0);var i=this.gl;return i.activeTexture(i.TEXTURE0+e),i.bindTexture(i.TEXTURE_2D,t),this},bindRenderTarget:function(t,e){return this.bindTexture(t.texture,e)},setTime:function(t){return this.set1f(t,this.game.loop.getDuration()),this},set1f:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set1f(t,e),this},set2f:function(t,e,i,n){return void 0===n&&(n=this.currentShader),n.set2f(t,e,i),this},set3f:function(t,e,i,n,s){return void 0===s&&(s=this.currentShader),s.set3f(t,e,i,n),this},set4f:function(t,e,i,n,s,r){return void 0===r&&(r=this.currentShader),r.set4f(t,e,i,n,s),this},set1fv:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set1fv(t,e),this},set2fv:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set2fv(t,e),this},set3fv:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set3fv(t,e),this},set4fv:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set4fv(t,e),this},set1iv:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set1iv(t,e),this},set2iv:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set2iv(t,e),this},set3iv:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set3iv(t,e),this},set4iv:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set4iv(t,e),this},set1i:function(t,e,i){return void 0===i&&(i=this.currentShader),i.set1i(t,e),this},set2i:function(t,e,i,n){return void 0===n&&(n=this.currentShader),n.set2i(t,e,i),this},set3i:function(t,e,i,n,s){return void 0===s&&(s=this.currentShader),s.set3i(t,e,i,n),this},set4i:function(t,e,i,n,s,r){return void 0===r&&(r=this.currentShader),r.set4i(t,e,i,n,s),this},setMatrix2fv:function(t,e,i,n){return void 0===n&&(n=this.currentShader),n.setMatrix2fv(t,e,i),this},setMatrix3fv:function(t,e,i,n){return void 0===n&&(n=this.currentShader),n.setMatrix3fv(t,e,i),this},setMatrix4fv:function(t,e,i,n){return void 0===n&&(n=this.currentShader),n.setMatrix4fv(t,e,i),this},destroy:function(){var t;this.emit(o.DESTROY,this);var e=this.shaders;for(t=0;t<e.length;t++)e[t].destroy();var i=this.renderTargets;for(t=0;t<i.length;t++)i[t].destroy();this.gl.deleteBuffer(this.vertexBuffer);var n=this.renderer;return n.off(h.RESIZE,this.resize,this),n.off(h.PRE_RENDER,this.onPreRender,this),n.off(h.RENDER,this.onRender,this),n.off(h.POST_RENDER,this.onPostRender,this),this.removeAllListeners(),this.game=null,this.renderer=null,this.manager=null,this.gl=null,this.view=null,this.shaders=null,this.renderTargets=null,this.bytes=null,this.vertexViewF32=null,this.vertexViewU32=null,this.vertexData=null,this.vertexBuffer=null,this.currentShader=null,this.currentRenderTarget=null,this}});t.exports=f},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=i||e.strokeColor,r=n||e.strokeAlpha,o=(16711680&s)>>>16,A=(65280&s)>>>8,a=255&s;t.strokeStyle="rgba("+o+","+A+","+a+","+r+")",t.lineWidth=e.lineWidth};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(6),h=i(7),l=new n({Extends:r,initialize:function(t,e,i,n,o){var l="json";if(h(e)){var c=e;e=A(c,"key"),i=A(c,"url"),n=A(c,"xhrSettings"),l=A(c,"extension",l),o=A(c,"dataKey",o)}var u={type:"json",cache:t.cacheManager.json,extension:l,responseType:"text",key:e,url:i,xhrSettings:n,config:o};r.call(this,t,u),h(i)&&(this.data=o?a(i,o):i,this.state=s.FILE_POPULATED)},onProcess:function(){if(this.state!==s.FILE_POPULATED){this.state=s.FILE_PROCESSING;try{var t=JSON.parse(this.xhrLoader.responseText)}catch(i){throw console.warn("Invalid JSON: "+this.key),this.onProcessError(),i}var e=this.config;this.data="string"===typeof e?a(t,e,t):t}this.onProcessComplete()}});o.register("json",(function(t,e,i,n){if(Array.isArray(t))for(var s=0;s<t.length;s++)this.addFile(new l(this,t[s]));else this.addFile(new l(this,t,e,n,i));return this})),t.exports=l},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={DYNAMIC_BODY:0,STATIC_BODY:1,GROUP:2,TILEMAPLAYER:3,FACING_NONE:10,FACING_UP:11,FACING_DOWN:12,FACING_LEFT:13,FACING_RIGHT:14};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(158),s=i(26),r=function(t,e,i,r,o){for(var A=null,a=null,h=null,l=null,c=s(t,e,i,r,null,o),u=0;u<c.length;u++){var f=c[u];f&&(f.collides?(A=n(f.x,f.y-1,!0,o),a=n(f.x,f.y+1,!0,o),h=n(f.x-1,f.y,!0,o),l=n(f.x+1,f.y,!0,o),f.faceTop=!A||!A.collides,f.faceBottom=!a||!a.collides,f.faceLeft=!h||!h.collides,f.faceRight=!l||!l.collides):f.resetFaces())}};t.exports=r},function(t,e,i){var n={};t.exports=n;var s=i(84),r=i(32);(function(){n.create=function(t,e){for(var i=[],n=0;n<t.length;n++){var s=t[n],r={x:s.x,y:s.y,index:n,body:e,isInternal:!1,contact:null,offset:null};r.contact={vertex:r,normalImpulse:0,tangentImpulse:0},i.push(r)}return i},n.fromPath=function(t,e){var i=/L?\s*([-\d.e]+)[\s,]*([-\d.e]+)*/gi,s=[];return t.replace(i,(function(t,e,i){s.push({x:parseFloat(e),y:parseFloat(i)})})),n.create(s,e)},n.centre=function(t){for(var e,i,r,o=n.area(t,!0),A={x:0,y:0},a=0;a<t.length;a++)r=(a+1)%t.length,e=s.cross(t[a],t[r]),i=s.mult(s.add(t[a],t[r]),e),A=s.add(A,i);return s.div(A,6*o)},n.mean=function(t){for(var e={x:0,y:0},i=0;i<t.length;i++)e.x+=t[i].x,e.y+=t[i].y;return s.div(e,t.length)},n.area=function(t,e){for(var i=0,n=t.length-1,s=0;s<t.length;s++)i+=(t[n].x-t[s].x)*(t[n].y+t[s].y),n=s;return e?i/2:Math.abs(i)/2},n.inertia=function(t,e){for(var i,n,r=0,o=0,A=t,a=0;a<A.length;a++)n=(a+1)%A.length,i=Math.abs(s.cross(A[n],A[a])),r+=i*(s.dot(A[n],A[n])+s.dot(A[n],A[a])+s.dot(A[a],A[a])),o+=i;return e/6*(r/o)},n.translate=function(t,e,i){var n;if(i)for(n=0;n<t.length;n++)t[n].x+=e.x*i,t[n].y+=e.y*i;else for(n=0;n<t.length;n++)t[n].x+=e.x,t[n].y+=e.y;return t},n.rotate=function(t,e,i){if(0!==e){for(var n=Math.cos(e),s=Math.sin(e),r=0;r<t.length;r++){var o=t[r],A=o.x-i.x,a=o.y-i.y;o.x=i.x+(A*n-a*s),o.y=i.y+(A*s+a*n)}return t}},n.contains=function(t,e){for(var i=0;i<t.length;i++){var n=t[i],s=t[(i+1)%t.length];if((e.x-n.x)*(s.y-n.y)+(e.y-n.y)*(n.x-s.x)>0)return!1}return!0},n.scale=function(t,e,i,r){if(1===e&&1===i)return t;var o,A;r=r||n.centre(t);for(var a=0;a<t.length;a++)o=t[a],A=s.sub(o,r),t[a].x=r.x+A.x*e,t[a].y=r.y+A.y*i;return t},n.chamfer=function(t,e,i,n,o){e="number"===typeof e?[e]:e||[8],i="undefined"!==typeof i?i:-1,n=n||2,o=o||14;for(var A=[],a=0;a<t.length;a++){var h=t[a-1>=0?a-1:t.length-1],l=t[a],c=t[(a+1)%t.length],u=e[a<e.length?a:e.length-1];if(0!==u){var f=s.normalise({x:l.y-h.y,y:h.x-l.x}),g=s.normalise({x:c.y-l.y,y:l.x-c.x}),d=Math.sqrt(2*Math.pow(u,2)),p=s.mult(r.clone(f),u),v=s.normalise(s.mult(s.add(f,g),.5)),m=s.sub(l,s.mult(v,d)),w=i;-1===i&&(w=1.75*Math.pow(u,.32)),w=r.clamp(w,n,o),w%2===1&&(w+=1);for(var B=Math.acos(s.dot(f,g)),y=B/w,x=0;x<w;x++)A.push(s.add(s.rotate(p,y*x),m))}else A.push(l)}return A},n.clockwiseSort=function(t){var e=n.mean(t);return t.sort((function(t,i){return s.angle(e,t)-s.angle(e,i)})),t},n.isConvex=function(t){var e,i,n,s,r=0,o=t.length;if(o<3)return null;for(e=0;e<o;e++)if(i=(e+1)%o,n=(e+2)%o,s=(t[i].x-t[e].x)*(t[n].y-t[i].y),s-=(t[i].y-t[e].y)*(t[n].x-t[i].x),s<0?r|=1:s>0&&(r|=2),3===r)return!1;return 0!==r||null},n.hull=function(t){var e,i,n=[],r=[];for(t=t.slice(0),t.sort((function(t,e){var i=t.x-e.x;return 0!==i?i:t.y-e.y})),i=0;i<t.length;i+=1){e=t[i];while(r.length>=2&&s.cross3(r[r.length-2],r[r.length-1],e)<=0)r.pop();r.push(e)}for(i=t.length-1;i>=0;i-=1){e=t[i];while(n.length>=2&&s.cross3(n[n.length-2],n[n.length-1],e)<=0)n.pop();n.push(e)}return n.pop(),r.pop(),n.concat(r)}})()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(65),r=i(300),o=i(301),A=i(56),a=i(170),h=new n({initialize:function(t,e,i){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),this.type=A.CIRCLE,this.x=t,this.y=e,this._radius=i,this._diameter=2*i},contains:function(t,e){return s(this,t,e)},getPoint:function(t,e){return r(this,t,e)},getPoints:function(t,e,i){return o(this,t,e,i)},getRandomPoint:function(t){return a(this,t)},setTo:function(t,e,i){return this.x=t,this.y=e,this._radius=i,this._diameter=2*i,this},setEmpty:function(){return this._radius=0,this._diameter=0,this},setPosition:function(t,e){return void 0===e&&(e=t),this.x=t,this.y=e,this},isEmpty:function(){return this._radius<=0},radius:{get:function(){return this._radius},set:function(t){this._radius=t,this._diameter=2*t}},diameter:{get:function(){return this._diameter},set:function(t){this._diameter=t,this._radius=.5*t}},left:{get:function(){return this.x-this._radius},set:function(t){this.x=t+this._radius}},right:{get:function(){return this.x+this._radius},set:function(t){this.x=t-this._radius}},top:{get:function(){return this.y-this._radius},set:function(t){this.y=t+this._radius}},bottom:{get:function(){return this.y+this._radius},set:function(t){this.y=t-this._radius}}});t.exports=h},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(t.radius>0&&e>=t.left&&e<=t.right&&i>=t.top&&i<=t.bottom){var n=(t.x-e)*(t.x-e),s=(t.y-i)*(t.y-i);return n+s<=t.radius*t.radius}return!1};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return Math.sqrt((t.x2-t.x1)*(t.x2-t.x1)+(t.y2-t.y1)*(t.y2-t.y1))};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={BITMAPMASK_PIPELINE:"BitmapMaskPipeline",LIGHT_PIPELINE:"Light2D",POINTLIGHT_PIPELINE:"PointLightPipeline",SINGLE_PIPELINE:"SinglePipeline",MULTI_PIPELINE:"MultiPipeline",ROPE_PIPELINE:"RopePipeline",GRAPHICS_PIPELINE:"GraphicsPipeline",POSTFX_PIPELINE:"PostFXPipeline",UTILITY_PIPELINE:"UtilityPipeline"};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=i-e;return e+((t-e)%n+n)%n};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(39),r=1e-6,o=new n({initialize:function(t){this.val=new Float32Array(16),t?this.copy(t):this.identity()},clone:function(){return new o(this)},set:function(t){return this.copy(t)},setValues:function(t,e,i,n,s,r,o,A,a,h,l,c,u,f,g,d){var p=this.val;return p[0]=t,p[1]=e,p[2]=i,p[3]=n,p[4]=s,p[5]=r,p[6]=o,p[7]=A,p[8]=a,p[9]=h,p[10]=l,p[11]=c,p[12]=u,p[13]=f,p[14]=g,p[15]=d,this},copy:function(t){var e=t.val;return this.setValues(e[0],e[1],e[2],e[3],e[4],e[5],e[6],e[7],e[8],e[9],e[10],e[11],e[12],e[13],e[14],e[15])},fromArray:function(t){return this.setValues(t[0],t[1],t[2],t[3],t[4],t[5],t[6],t[7],t[8],t[9],t[10],t[11],t[12],t[13],t[14],t[15])},zero:function(){return this.setValues(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0)},transform:function(t,e,i){var n=A.fromQuat(i),s=n.val,r=e.x,o=e.y,a=e.z;return this.setValues(s[0]*r,s[1]*r,s[2]*r,0,s[4]*o,s[5]*o,s[6]*o,0,s[8]*a,s[9]*a,s[10]*a,0,t.x,t.y,t.z,1)},xyz:function(t,e,i){this.identity();var n=this.val;return n[12]=t,n[13]=e,n[14]=i,this},scaling:function(t,e,i){this.zero();var n=this.val;return n[0]=t,n[5]=e,n[10]=i,n[15]=1,this},identity:function(){return this.setValues(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1)},transpose:function(){var t=this.val,e=t[1],i=t[2],n=t[3],s=t[6],r=t[7],o=t[11];return t[1]=t[4],t[2]=t[8],t[3]=t[12],t[4]=e,t[6]=t[9],t[7]=t[13],t[8]=i,t[9]=s,t[11]=t[14],t[12]=n,t[13]=r,t[14]=o,this},getInverse:function(t){return this.copy(t),this.invert()},invert:function(){var t=this.val,e=t[0],i=t[1],n=t[2],s=t[3],r=t[4],o=t[5],A=t[6],a=t[7],h=t[8],l=t[9],c=t[10],u=t[11],f=t[12],g=t[13],d=t[14],p=t[15],v=e*o-i*r,m=e*A-n*r,w=e*a-s*r,B=i*A-n*o,y=i*a-s*o,x=n*a-s*A,C=h*g-l*f,E=h*d-c*f,I=h*p-u*f,D=l*d-c*g,P=l*p-u*g,b=c*p-u*d,M=v*b-m*P+w*D+B*I-y*E+x*C;return M?(M=1/M,this.setValues((o*b-A*P+a*D)*M,(n*P-i*b-s*D)*M,(g*x-d*y+p*B)*M,(c*y-l*x-u*B)*M,(A*I-r*b-a*E)*M,(e*b-n*I+s*E)*M,(d*w-f*x-p*m)*M,(h*x-c*w+u*m)*M,(r*P-o*I+a*C)*M,(i*I-e*P-s*C)*M,(f*y-g*w+p*v)*M,(l*w-h*y-u*v)*M,(o*E-r*D-A*C)*M,(e*D-i*E+n*C)*M,(g*m-f*B-d*v)*M,(h*B-l*m+c*v)*M)):this},adjoint:function(){var t=this.val,e=t[0],i=t[1],n=t[2],s=t[3],r=t[4],o=t[5],A=t[6],a=t[7],h=t[8],l=t[9],c=t[10],u=t[11],f=t[12],g=t[13],d=t[14],p=t[15];return this.setValues(o*(c*p-u*d)-l*(A*p-a*d)+g*(A*u-a*c),-(i*(c*p-u*d)-l*(n*p-s*d)+g*(n*u-s*c)),i*(A*p-a*d)-o*(n*p-s*d)+g*(n*a-s*A),-(i*(A*u-a*c)-o*(n*u-s*c)+l*(n*a-s*A)),-(r*(c*p-u*d)-h*(A*p-a*d)+f*(A*u-a*c)),e*(c*p-u*d)-h*(n*p-s*d)+f*(n*u-s*c),-(e*(A*p-a*d)-r*(n*p-s*d)+f*(n*a-s*A)),e*(A*u-a*c)-r*(n*u-s*c)+h*(n*a-s*A),r*(l*p-u*g)-h*(o*p-a*g)+f*(o*u-a*l),-(e*(l*p-u*g)-h*(i*p-s*g)+f*(i*u-s*l)),e*(o*p-a*g)-r*(i*p-s*g)+f*(i*a-s*o),-(e*(o*u-a*l)-r*(i*u-s*l)+h*(i*a-s*o)),-(r*(l*d-c*g)-h*(o*d-A*g)+f*(o*c-A*l)),e*(l*d-c*g)-h*(i*d-n*g)+f*(i*c-n*l),-(e*(o*d-A*g)-r*(i*d-n*g)+f*(i*A-n*o)),e*(o*c-A*l)-r*(i*c-n*l)+h*(i*A-n*o))},determinant:function(){var t=this.val,e=t[0],i=t[1],n=t[2],s=t[3],r=t[4],o=t[5],A=t[6],a=t[7],h=t[8],l=t[9],c=t[10],u=t[11],f=t[12],g=t[13],d=t[14],p=t[15],v=e*o-i*r,m=e*A-n*r,w=e*a-s*r,B=i*A-n*o,y=i*a-s*o,x=n*a-s*A,C=h*g-l*f,E=h*d-c*f,I=h*p-u*f,D=l*d-c*g,P=l*p-u*g,b=c*p-u*d;return v*b-m*P+w*D+B*I-y*E+x*C},multiply:function(t){var e=this.val,i=e[0],n=e[1],s=e[2],r=e[3],o=e[4],A=e[5],a=e[6],h=e[7],l=e[8],c=e[9],u=e[10],f=e[11],g=e[12],d=e[13],p=e[14],v=e[15],m=t.val,w=m[0],B=m[1],y=m[2],x=m[3];return e[0]=w*i+B*o+y*l+x*g,e[1]=w*n+B*A+y*c+x*d,e[2]=w*s+B*a+y*u+x*p,e[3]=w*r+B*h+y*f+x*v,w=m[4],B=m[5],y=m[6],x=m[7],e[4]=w*i+B*o+y*l+x*g,e[5]=w*n+B*A+y*c+x*d,e[6]=w*s+B*a+y*u+x*p,e[7]=w*r+B*h+y*f+x*v,w=m[8],B=m[9],y=m[10],x=m[11],e[8]=w*i+B*o+y*l+x*g,e[9]=w*n+B*A+y*c+x*d,e[10]=w*s+B*a+y*u+x*p,e[11]=w*r+B*h+y*f+x*v,w=m[12],B=m[13],y=m[14],x=m[15],e[12]=w*i+B*o+y*l+x*g,e[13]=w*n+B*A+y*c+x*d,e[14]=w*s+B*a+y*u+x*p,e[15]=w*r+B*h+y*f+x*v,this},multiplyLocal:function(t){var e=this.val,i=t.val;return this.setValues(e[0]*i[0]+e[1]*i[4]+e[2]*i[8]+e[3]*i[12],e[0]*i[1]+e[1]*i[5]+e[2]*i[9]+e[3]*i[13],e[0]*i[2]+e[1]*i[6]+e[2]*i[10]+e[3]*i[14],e[0]*i[3]+e[1]*i[7]+e[2]*i[11]+e[3]*i[15],e[4]*i[0]+e[5]*i[4]+e[6]*i[8]+e[7]*i[12],e[4]*i[1]+e[5]*i[5]+e[6]*i[9]+e[7]*i[13],e[4]*i[2]+e[5]*i[6]+e[6]*i[10]+e[7]*i[14],e[4]*i[3]+e[5]*i[7]+e[6]*i[11]+e[7]*i[15],e[8]*i[0]+e[9]*i[4]+e[10]*i[8]+e[11]*i[12],e[8]*i[1]+e[9]*i[5]+e[10]*i[9]+e[11]*i[13],e[8]*i[2]+e[9]*i[6]+e[10]*i[10]+e[11]*i[14],e[8]*i[3]+e[9]*i[7]+e[10]*i[11]+e[11]*i[15],e[12]*i[0]+e[13]*i[4]+e[14]*i[8]+e[15]*i[12],e[12]*i[1]+e[13]*i[5]+e[14]*i[9]+e[15]*i[13],e[12]*i[2]+e[13]*i[6]+e[14]*i[10]+e[15]*i[14],e[12]*i[3]+e[13]*i[7]+e[14]*i[11]+e[15]*i[15])},premultiply:function(t){return this.multiplyMatrices(t,this)},multiplyMatrices:function(t,e){var i=t.val,n=e.val,s=i[0],r=i[4],o=i[8],A=i[12],a=i[1],h=i[5],l=i[9],c=i[13],u=i[2],f=i[6],g=i[10],d=i[14],p=i[3],v=i[7],m=i[11],w=i[15],B=n[0],y=n[4],x=n[8],C=n[12],E=n[1],I=n[5],D=n[9],P=n[13],b=n[2],M=n[6],O=n[10],Q=n[14],T=n[3],S=n[7],R=n[11],k=n[15];return this.setValues(s*B+r*E+o*b+A*T,a*B+h*E+l*b+c*T,u*B+f*E+g*b+d*T,p*B+v*E+m*b+w*T,s*y+r*I+o*M+A*S,a*y+h*I+l*M+c*S,u*y+f*I+g*M+d*S,p*y+v*I+m*M+w*S,s*x+r*D+o*O+A*R,a*x+h*D+l*O+c*R,u*x+f*D+g*O+d*R,p*x+v*D+m*O+w*R,s*C+r*P+o*Q+A*k,a*C+h*P+l*Q+c*k,u*C+f*P+g*Q+d*k,p*C+v*P+m*Q+w*k)},translate:function(t){return this.translateXYZ(t.x,t.y,t.z)},translateXYZ:function(t,e,i){var n=this.val;return n[12]=n[0]*t+n[4]*e+n[8]*i+n[12],n[13]=n[1]*t+n[5]*e+n[9]*i+n[13],n[14]=n[2]*t+n[6]*e+n[10]*i+n[14],n[15]=n[3]*t+n[7]*e+n[11]*i+n[15],this},scale:function(t){return this.scaleXYZ(t.x,t.y,t.z)},scaleXYZ:function(t,e,i){var n=this.val;return n[0]=n[0]*t,n[1]=n[1]*t,n[2]=n[2]*t,n[3]=n[3]*t,n[4]=n[4]*e,n[5]=n[5]*e,n[6]=n[6]*e,n[7]=n[7]*e,n[8]=n[8]*i,n[9]=n[9]*i,n[10]=n[10]*i,n[11]=n[11]*i,this},makeRotationAxis:function(t,e){var i=Math.cos(e),n=Math.sin(e),s=1-i,r=t.x,o=t.y,A=t.z,a=s*r,h=s*o;return this.setValues(a*r+i,a*o-n*A,a*A+n*o,0,a*o+n*A,h*o+i,h*A-n*r,0,a*A-n*o,h*A+n*r,s*A*A+i,0,0,0,0,1)},rotate:function(t,e){var i=this.val,n=e.x,s=e.y,o=e.z,A=Math.sqrt(n*n+s*s+o*o);if(Math.abs(A)<r)return this;A=1/A,n*=A,s*=A,o*=A;var a=Math.sin(t),h=Math.cos(t),l=1-h,c=i[0],u=i[1],f=i[2],g=i[3],d=i[4],p=i[5],v=i[6],m=i[7],w=i[8],B=i[9],y=i[10],x=i[11],C=i[12],E=i[13],I=i[14],D=i[15],P=n*n*l+h,b=s*n*l+o*a,M=o*n*l-s*a,O=n*s*l-o*a,Q=s*s*l+h,T=o*s*l+n*a,S=n*o*l+s*a,R=s*o*l-n*a,k=o*o*l+h;return this.setValues(c*P+d*b+w*M,u*P+p*b+B*M,f*P+v*b+y*M,g*P+m*b+x*M,c*O+d*Q+w*T,u*O+p*Q+B*T,f*O+v*Q+y*T,g*O+m*Q+x*T,c*S+d*R+w*k,u*S+p*R+B*k,f*S+v*R+y*k,g*S+m*R+x*k,C,E,I,D)},rotateX:function(t){var e=this.val,i=Math.sin(t),n=Math.cos(t),s=e[4],r=e[5],o=e[6],A=e[7],a=e[8],h=e[9],l=e[10],c=e[11];return e[4]=s*n+a*i,e[5]=r*n+h*i,e[6]=o*n+l*i,e[7]=A*n+c*i,e[8]=a*n-s*i,e[9]=h*n-r*i,e[10]=l*n-o*i,e[11]=c*n-A*i,this},rotateY:function(t){var e=this.val,i=Math.sin(t),n=Math.cos(t),s=e[0],r=e[1],o=e[2],A=e[3],a=e[8],h=e[9],l=e[10],c=e[11];return e[0]=s*n-a*i,e[1]=r*n-h*i,e[2]=o*n-l*i,e[3]=A*n-c*i,e[8]=s*i+a*n,e[9]=r*i+h*n,e[10]=o*i+l*n,e[11]=A*i+c*n,this},rotateZ:function(t){var e=this.val,i=Math.sin(t),n=Math.cos(t),s=e[0],r=e[1],o=e[2],A=e[3],a=e[4],h=e[5],l=e[6],c=e[7];return e[0]=s*n+a*i,e[1]=r*n+h*i,e[2]=o*n+l*i,e[3]=A*n+c*i,e[4]=a*n-s*i,e[5]=h*n-r*i,e[6]=l*n-o*i,e[7]=c*n-A*i,this},fromRotationTranslation:function(t,e){var i=t.x,n=t.y,s=t.z,r=t.w,o=i+i,A=n+n,a=s+s,h=i*o,l=i*A,c=i*a,u=n*A,f=n*a,g=s*a,d=r*o,p=r*A,v=r*a;return this.setValues(1-(u+g),l+v,c-p,0,l-v,1-(h+g),f+d,0,c+p,f-d,1-(h+u),0,e.x,e.y,e.z,1)},fromQuat:function(t){var e=t.x,i=t.y,n=t.z,s=t.w,r=e+e,o=i+i,A=n+n,a=e*r,h=e*o,l=e*A,c=i*o,u=i*A,f=n*A,g=s*r,d=s*o,p=s*A;return this.setValues(1-(c+f),h+p,l-d,0,h-p,1-(a+f),u+g,0,l+d,u-g,1-(a+c),0,0,0,0,1)},frustum:function(t,e,i,n,s,r){var o=1/(e-t),A=1/(n-i),a=1/(s-r);return this.setValues(2*s*o,0,0,0,0,2*s*A,0,0,(e+t)*o,(n+i)*A,(r+s)*a,-1,0,0,r*s*2*a,0)},perspective:function(t,e,i,n){var s=1/Math.tan(t/2),r=1/(i-n);return this.setValues(s/e,0,0,0,0,s,0,0,0,0,(n+i)*r,-1,0,0,2*n*i*r,0)},perspectiveLH:function(t,e,i,n){return this.setValues(2*i/t,0,0,0,0,2*i/e,0,0,0,0,-n/(i-n),1,0,0,i*n/(i-n),0)},ortho:function(t,e,i,n,s,r){var o=t-e,A=i-n,a=s-r;return o=0===o?o:1/o,A=0===A?A:1/A,a=0===a?a:1/a,this.setValues(-2*o,0,0,0,0,-2*A,0,0,0,0,2*a,0,(t+e)*o,(n+i)*A,(r+s)*a,1)},lookAtRH:function(t,e,i){var n=this.val;return c.subVectors(t,e),0===c.getLengthSquared()&&(c.z=1),c.normalize(),h.crossVectors(i,c),0===h.getLengthSquared()&&(1===Math.abs(i.z)?c.x+=1e-4:c.z+=1e-4,c.normalize(),h.crossVectors(i,c)),h.normalize(),l.crossVectors(c,h),n[0]=h.x,n[1]=h.y,n[2]=h.z,n[4]=l.x,n[5]=l.y,n[6]=l.z,n[8]=c.x,n[9]=c.y,n[10]=c.z,this},lookAt:function(t,e,i){var n=t.x,s=t.y,o=t.z,A=i.x,a=i.y,h=i.z,l=e.x,c=e.y,u=e.z;if(Math.abs(n-l)<r&&Math.abs(s-c)<r&&Math.abs(o-u)<r)return this.identity();var f=n-l,g=s-c,d=o-u,p=1/Math.sqrt(f*f+g*g+d*d);f*=p,g*=p,d*=p;var v=a*d-h*g,m=h*f-A*d,w=A*g-a*f;p=Math.sqrt(v*v+m*m+w*w),p?(p=1/p,v*=p,m*=p,w*=p):(v=0,m=0,w=0);var B=g*w-d*m,y=d*v-f*w,x=f*m-g*v;return p=Math.sqrt(B*B+y*y+x*x),p?(p=1/p,B*=p,y*=p,x*=p):(B=0,y=0,x=0),this.setValues(v,B,f,0,m,y,g,0,w,x,d,0,-(v*n+m*s+w*o),-(B*n+y*s+x*o),-(f*n+g*s+d*o),1)},yawPitchRoll:function(t,e,i){this.zero(),A.zero(),a.zero();var n=this.val,s=A.val,r=a.val,o=Math.sin(i),h=Math.cos(i);return n[10]=1,n[15]=1,n[0]=h,n[1]=o,n[4]=-o,n[5]=h,o=Math.sin(e),h=Math.cos(e),s[0]=1,s[15]=1,s[5]=h,s[10]=h,s[9]=-o,s[6]=o,o=Math.sin(t),h=Math.cos(t),r[5]=1,r[15]=1,r[0]=h,r[2]=-o,r[8]=o,r[10]=h,this.multiplyLocal(A),this.multiplyLocal(a),this},setWorldMatrix:function(t,e,i,n,s){return this.yawPitchRoll(t.y,t.x,t.z),A.scaling(i.x,i.y,i.z),a.xyz(e.x,e.y,e.z),this.multiplyLocal(A),this.multiplyLocal(a),n&&this.multiplyLocal(n),s&&this.multiplyLocal(s),this},multiplyToMat4:function(t,e){var i=this.val,n=t.val,s=i[0],r=i[1],o=i[2],A=i[3],a=i[4],h=i[5],l=i[6],c=i[7],u=i[8],f=i[9],g=i[10],d=i[11],p=i[12],v=i[13],m=i[14],w=i[15],B=n[0],y=n[1],x=n[2],C=n[3],E=n[4],I=n[5],D=n[6],P=n[7],b=n[8],M=n[9],O=n[10],Q=n[11],T=n[12],S=n[13],R=n[14],k=n[15];return e.setValues(B*s+y*a+x*u+C*p,y*r+y*h+x*f+C*v,x*o+y*l+x*g+C*m,C*A+y*c+x*d+C*w,E*s+I*a+D*u+P*p,E*r+I*h+D*f+P*v,E*o+I*l+D*g+P*m,E*A+I*c+D*d+P*w,b*s+M*a+O*u+Q*p,b*r+M*h+O*f+Q*v,b*o+M*l+O*g+Q*m,b*A+M*c+O*d+Q*w,T*s+S*a+R*u+k*p,T*r+S*h+R*f+k*v,T*o+S*l+R*g+k*m,T*A+S*c+R*d+k*w)},fromRotationXYTranslation:function(t,e,i){var n=e.x,s=e.y,r=e.z,o=Math.sin(t.x),A=Math.cos(t.x),a=Math.sin(t.y),h=Math.cos(t.y),l=n,c=s,u=r,f=-o,g=0-f*a,d=0-A*a,p=f*h,v=A*h;return i||(l=h*n+a*r,c=g*n+A*s+p*r,u=d*n+o*s+v*r),this.setValues(h,g,d,0,0,A,o,0,a,p,v,0,l,c,u,1)},getMaxScaleOnAxis:function(){var t=this.val,e=t[0]*t[0]+t[1]*t[1]+t[2]*t[2],i=t[4]*t[4]+t[5]*t[5]+t[6]*t[6],n=t[8]*t[8]+t[9]*t[9]+t[10]*t[10];return Math.sqrt(Math.max(e,i,n))}}),A=new o,a=new o,h=new s,l=new s,c=new s;t.exports=o},function(t,e,i){"use strict";
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
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A(t){var e=t.prev,i=t,n=t.next;if(x(e,i,n)>=0)return!1;var s=t.next.next;while(s!==t.prev){if(B(e.x,e.y,i.x,i.y,n.x,n.y,s.x,s.y)&&x(s.prev,s,s.next)>=0)return!1;s=s.next}return!0}function a(t,e,i,n){var s=t.prev,r=t,o=t.next;if(x(s,r,o)>=0)return!1;var A=s.x<r.x?s.x<o.x?s.x:o.x:r.x<o.x?r.x:o.x,a=s.y<r.y?s.y<o.y?s.y:o.y:r.y<o.y?r.y:o.y,h=s.x>r.x?s.x>o.x?s.x:o.x:r.x>o.x?r.x:o.x,l=s.y>r.y?s.y>o.y?s.y:o.y:r.y>o.y?r.y:o.y,c=m(A,a,e,i,n),u=m(h,l,e,i,n),f=t.prevZ,g=t.nextZ;while(f&&f.z>=c&&g&&g.z<=u){if(f!==t.prev&&f!==t.next&&B(s.x,s.y,r.x,r.y,o.x,o.y,f.x,f.y)&&x(f.prev,f,f.next)>=0)return!1;if(f=f.prevZ,g!==t.prev&&g!==t.next&&B(s.x,s.y,r.x,r.y,o.x,o.y,g.x,g.y)&&x(g.prev,g,g.next)>=0)return!1;g=g.nextZ}while(f&&f.z>=c){if(f!==t.prev&&f!==t.next&&B(s.x,s.y,r.x,r.y,o.x,o.y,f.x,f.y)&&x(f.prev,f,f.next)>=0)return!1;f=f.prevZ}while(g&&g.z<=u){if(g!==t.prev&&g!==t.next&&B(s.x,s.y,r.x,r.y,o.x,o.y,g.x,g.y)&&x(g.prev,g,g.next)>=0)return!1;g=g.nextZ}return!0}function h(t,e,i){var n=t;do{var 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x(t.prev,t,t.next)<0?x(t,e,t.next)>=0&&x(t,t.prev,e)>=0:x(t,e,t.prev)<0||x(t,t.next,e)<0}function M(t,e){var i=t,n=!1,s=(t.x+e.x)/2,r=(t.y+e.y)/2;do{i.y>r!==i.next.y>r&&i.next.y!==i.y&&s<(i.next.x-i.x)*(r-i.y)/(i.next.y-i.y)+i.x&&(n=!n),i=i.next}while(i!==t);return n}function O(t,e){var i=new S(t.i,t.x,t.y),n=new S(e.i,e.x,e.y),s=t.next,r=e.prev;return t.next=e,e.prev=t,i.next=s,s.prev=i,n.next=i,i.prev=n,r.next=n,n.prev=r,n}function Q(t,e,i,n){var s=new S(t,e,i);return n?(s.next=n.next,s.prev=n,n.next.prev=s,n.next=s):(s.prev=s,s.next=s),s}function T(t){t.next.prev=t.prev,t.prev.next=t.next,t.prevZ&&(t.prevZ.nextZ=t.nextZ),t.nextZ&&(t.nextZ.prevZ=t.prevZ)}function S(t,e,i){this.i=t,this.x=e,this.y=i,this.prev=null,this.next=null,this.z=null,this.prevZ=null,this.nextZ=null,this.steiner=!1}function R(t,e,i,n){for(var s=0,r=e,o=i-n;r<i;r+=n)s+=(t[o]-t[r])*(t[r+1]+t[o+1]),o=r;return s}n.deviation=function(t,e,i,n){var s=e&&e.length,r=s?e[0]*i:t.length,o=Math.abs(R(t,0,r,i));if(s)for(var A=0,a=e.length;A<a;A++){var h=e[A]*i,l=A<a-1?e[A+1]*i:t.length;o-=Math.abs(R(t,h,l,i))}var c=0;for(A=0;A<n.length;A+=3){var u=n[A]*i,f=n[A+1]*i,g=n[A+2]*i;c+=Math.abs((t[u]-t[g])*(t[f+1]-t[u+1])-(t[u]-t[f])*(t[g+1]-t[u+1]))}return 0===o&&0===c?0:Math.abs((c-o)/o)},n.flatten=function(t){for(var e=t[0][0].length,i={vertices:[],holes:[],dimensions:e},n=0,s=0;s<t.length;s++){for(var r=0;r<t[s].length;r++)for(var o=0;o<e;o++)i.vertices.push(t[s][r][o]);s>0&&(n+=t[s-1].length,i.holes.push(n))}return i},t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={COMPLETE:i(987),DECODED:i(988),DECODED_ALL:i(989),DESTROY:i(990),DETUNE:i(991),GLOBAL_DETUNE:i(992),GLOBAL_MUTE:i(993),GLOBAL_RATE:i(994),GLOBAL_VOLUME:i(995),LOOP:i(996),LOOPED:i(997),MUTE:i(998),PAN:i(999),PAUSE_ALL:i(1e3),PAUSE:i(1001),PLAY:i(1002),RATE:i(1003),RESUME_ALL:i(1004),RESUME:i(1005),SEEK:i(1006),STOP_ALL:i(1007),STOP:i(1008),UNLOCKED:i(1009),VOLUME:i(1010)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function t(e,i,n,s,o){var h,l="png";if(a(i)){var c=i;i=A(c,"key"),n=A(c,"url"),h=A(c,"normalMap"),s=A(c,"xhrSettings"),l=A(c,"extension",l),o=A(c,"frameConfig")}Array.isArray(n)&&(h=n[1],n=n[0]);var u={type:"image",cache:e.textureManager,extension:l,responseType:"blob",key:i,url:n,xhrSettings:s,config:o};if(r.call(this,e,u),h){var f=new t(e,this.key,h,s,o);f.type="normalMap",this.setLink(f),e.addFile(f)}},onProcess:function(){this.state=s.FILE_PROCESSING,this.data=new Image,this.data.crossOrigin=this.crossOrigin;var t=this;this.data.onload=function(){r.revokeObjectURL(t.data),t.onProcessComplete()},this.data.onerror=function(){r.revokeObjectURL(t.data),t.onProcessError()},r.createObjectURL(this.data,this.xhrLoader.response,"image/png")},addToCache:function(){var t,e=this.linkFile;e&&e.state===s.FILE_COMPLETE?(t="image"===this.type?this.cache.addImage(this.key,this.data,e.data):this.cache.addImage(e.key,e.data,this.data),this.pendingDestroy(t),e.pendingDestroy(t)):e||(t=this.cache.addImage(this.key,this.data),this.pendingDestroy(t))}});o.register("image",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new h(this,t[n]));else this.addFile(new h(this,t,e,i));return this})),t.exports=h},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){e?t.setCollision(!0,!0,!0,!0,!1):t.resetCollision(!1)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(164),s=i(0),r=i(11),o=i(15),A=i(1063),a=new s({Extends:o,Mixins:[r.Alpha,r.BlendMode,r.Depth,r.Flip,r.GetBounds,r.Mask,r.Origin,r.Pipeline,r.ScrollFactor,r.Size,r.TextureCrop,r.Tint,r.Transform,r.Visible,A],initialize:function(t,e,i,s,r){o.call(this,t,"Sprite"),this._crop=this.resetCropObject(),this.anims=new n(this),this.setTexture(s,r),this.setPosition(e,i),this.setSizeToFrame(),this.setOriginFromFrame(),this.initPipeline()},addedToScene:function(){this.scene.sys.updateList.add(this)},removedFromScene:function(){this.scene.sys.updateList.remove(this)},preUpdate:function(t,e){this.anims.update(t,e)},play:function(t,e){return this.anims.play(t,e)},playReverse:function(t,e){return this.anims.playReverse(t,e)},playAfterDelay:function(t,e){return this.anims.playAfterDelay(t,e)},playAfterRepeat:function(t,e){return this.anims.playAfterRepeat(t,e)},chain:function(t){return this.anims.chain(t)},stop:function(){return this.anims.stop()},stopAfterDelay:function(t){return this.anims.stopAfterDelay(t)},stopAfterRepeat:function(t){return this.anims.stopAfterRepeat(t)},stopOnFrame:function(t){return this.anims.stopOnFrame(t)},toJSON:function(){return r.ToJSON(this)},preDestroy:function(){this.anims.destroy(),this.anims=void 0}});t.exports=a},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){if(!(e>=t.length)){for(var i=t.length-1,n=t[e],s=e;s<i;s++)t[s]=t[s+1];return t.length=i,n}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ADDED_TO_SCENE:i(643),DESTROY:i(644),REMOVED_FROM_SCENE:i(645),VIDEO_COMPLETE:i(646),VIDEO_CREATED:i(647),VIDEO_ERROR:i(648),VIDEO_LOOP:i(649),VIDEO_PLAY:i(650),VIDEO_SEEKED:i(651),VIDEO_SEEKING:i(652),VIDEO_STOP:i(653),VIDEO_TIMEOUT:i(654),VIDEO_UNLOCKED:i(655)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){return void 0===i&&(i=0),0===e?t:(t-=i,t=e*Math.floor(t/e),n?(i+t)/e:i+t)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e={};for(var i in t)Array.isArray(t[i])?e[i]=t[i].slice(0):e[i]=t[i];return e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=t.length;if(e<0||e>s||e>=i||i>s||e+i>s){if(n)throw new Error("Range Error: Values outside acceptable range");return!1}return!0};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Angry Bytes (and contributors)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
function i(t,e){return String(t).localeCompare(e)}function n(t,e){var i=t.length;if(i<=1)return t;for(var n=new Array(i),r=1;r<i;r*=2){s(t,e,r,n);var o=t;t=n,n=o}return t}function s(t,e,i,n){var s,r,o,A,a,h=t.length,l=0,c=2*i;for(s=0;s<h;s+=c){r=s+i,o=r+i,r>h&&(r=h),o>h&&(o=h),A=s,a=r;while(1)if(A<r&&a<o)e(t[A],t[a])<=0?n[l++]=t[A++]:n[l++]=t[a++];else if(A<r)n[l++]=t[A++];else{if(!(a<o))break;n[l++]=t[a++]}}}var r=function(t,e){void 0===e&&(e=i);var r=n(t,e);return r!==t&&s(r,null,t.length,t),t};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(135),s=i(205),r=function(t,e){var i=n.Power0;if("string"===typeof t)if(n.hasOwnProperty(t))i=n[t];else{var r="";t.indexOf(".")&&(r=t.substr(t.indexOf(".")+1),"in"===r.toLowerCase()?r="easeIn":"out"===r.toLowerCase()?r="easeOut":"inout"===r.toLowerCase()&&(r="easeInOut")),t=s(t.substr(0,t.indexOf(".")+1)+r),n.hasOwnProperty(t)&&(i=n[t])}else"function"===typeof t?i=t:Array.isArray(t)&&t.length;if(!e)return i;var o=e.slice(0);return o.unshift(0),function(t){return o[0]=t,i.apply(this,o)}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(12),s=function(t,e,i,s,r){var o=t.strokeTint,A=n.getTintAppendFloatAlpha(e.strokeColor,e.strokeAlpha*i);o.TL=A,o.TR=A,o.BL=A,o.BR=A;var a=e.pathData,h=a.length-1,l=e.lineWidth,c=l/2,u=a[0]-s,f=a[1]-r;e.closePath||(h-=2);for(var g=2;g<h;g+=2){var d=a[g]-s,p=a[g+1]-r;t.batchLine(u,f,d,p,c,c,l,g-2,!!e.closePath&&g===h-1),u=d,f=p}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(115),r=i(476),o=i(477),A=i(56),a=i(47),h=i(181),l=new n({initialize:function(t,e,i,n,s,r){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),void 0===s&&(s=0),void 0===r&&(r=0),this.type=A.TRIANGLE,this.x1=t,this.y1=e,this.x2=i,this.y2=n,this.x3=s,this.y3=r},contains:function(t,e){return s(this,t,e)},getPoint:function(t,e){return r(this,t,e)},getPoints:function(t,e,i){return o(this,t,e,i)},getRandomPoint:function(t){return h(this,t)},setTo:function(t,e,i,n,s,r){return void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),void 0===s&&(s=0),void 0===r&&(r=0),this.x1=t,this.y1=e,this.x2=i,this.y2=n,this.x3=s,this.y3=r,this},getLineA:function(t){return void 0===t&&(t=new a),t.setTo(this.x1,this.y1,this.x2,this.y2),t},getLineB:function(t){return void 0===t&&(t=new a),t.setTo(this.x2,this.y2,this.x3,this.y3),t},getLineC:function(t){return void 0===t&&(t=new a),t.setTo(this.x3,this.y3,this.x1,this.y1),t},left:{get:function(){return Math.min(this.x1,this.x2,this.x3)},set:function(t){var e=0;e=this.x1<=this.x2&&this.x1<=this.x3?this.x1-t:this.x2<=this.x1&&this.x2<=this.x3?this.x2-t:this.x3-t,this.x1-=e,this.x2-=e,this.x3-=e}},right:{get:function(){return Math.max(this.x1,this.x2,this.x3)},set:function(t){var e=0;e=this.x1>=this.x2&&this.x1>=this.x3?this.x1-t:this.x2>=this.x1&&this.x2>=this.x3?this.x2-t:this.x3-t,this.x1-=e,this.x2-=e,this.x3-=e}},top:{get:function(){return Math.min(this.y1,this.y2,this.y3)},set:function(t){var e=0;e=this.y1<=this.y2&&this.y1<=this.y3?this.y1-t:this.y2<=this.y1&&this.y2<=this.y3?this.y2-t:this.y3-t,this.y1-=e,this.y2-=e,this.y3-=e}},bottom:{get:function(){return Math.max(this.y1,this.y2,this.y3)},set:function(t){var e=0;e=this.y1>=this.y2&&this.y1>=this.y3?this.y1-t:this.y2>=this.y1&&this.y2>=this.y3?this.y2-t:this.y3-t,this.y1-=e,this.y2-=e,this.y3-=e}}});t.exports=l},function(t,e){var i={};t.exports=i,function(){i.create=function(t,e){return{x:t||0,y:e||0}},i.clone=function(t){return{x:t.x,y:t.y}},i.magnitude=function(t){return Math.sqrt(t.x*t.x+t.y*t.y)},i.magnitudeSquared=function(t){return t.x*t.x+t.y*t.y},i.rotate=function(t,e,i){var n=Math.cos(e),s=Math.sin(e);i||(i={});var r=t.x*n-t.y*s;return i.y=t.x*s+t.y*n,i.x=r,i},i.rotateAbout=function(t,e,i,n){var s=Math.cos(e),r=Math.sin(e);n||(n={});var o=i.x+((t.x-i.x)*s-(t.y-i.y)*r);return n.y=i.y+((t.x-i.x)*r+(t.y-i.y)*s),n.x=o,n},i.normalise=function(t){var e=i.magnitude(t);return 0===e?{x:0,y:0}:{x:t.x/e,y:t.y/e}},i.dot=function(t,e){return t.x*e.x+t.y*e.y},i.cross=function(t,e){return t.x*e.y-t.y*e.x},i.cross3=function(t,e,i){return(e.x-t.x)*(i.y-t.y)-(e.y-t.y)*(i.x-t.x)},i.add=function(t,e,i){return i||(i={}),i.x=t.x+e.x,i.y=t.y+e.y,i},i.sub=function(t,e,i){return i||(i={}),i.x=t.x-e.x,i.y=t.y-e.y,i},i.mult=function(t,e){return{x:t.x*e,y:t.y*e}},i.div=function(t,e){return{x:t.x/e,y:t.y/e}},i.perp=function(t,e){return e=!0===e?-1:1,{x:e*-t.y,y:e*t.x}},i.neg=function(t){return{x:-t.x,y:-t.y}},i.angle=function(t,e){return Math.atan2(e.y-t.y,e.x-t.x)},i._temp=[i.create(),i.create(),i.create(),i.create(),i.create(),i.create()]}()},function(t,e){var i={};t.exports=i,function(){i.create=function(t){var e={min:{x:0,y:0},max:{x:0,y:0}};return t&&i.update(e,t),e},i.update=function(t,e,i){t.min.x=1/0,t.max.x=-1/0,t.min.y=1/0,t.max.y=-1/0;for(var n=0;n<e.length;n++){var s=e[n];s.x>t.max.x&&(t.max.x=s.x),s.x<t.min.x&&(t.min.x=s.x),s.y>t.max.y&&(t.max.y=s.y),s.y<t.min.y&&(t.min.y=s.y)}i&&(i.x>0?t.max.x+=i.x:t.min.x+=i.x,i.y>0?t.max.y+=i.y:t.min.y+=i.y)},i.contains=function(t,e){return e.x>=t.min.x&&e.x<=t.max.x&&e.y>=t.min.y&&e.y<=t.max.y},i.overlaps=function(t,e){return t.min.x<=e.max.x&&t.max.x>=e.min.x&&t.max.y>=e.min.y&&t.min.y<=e.max.y},i.translate=function(t,e){t.min.x+=e.x,t.max.x+=e.x,t.min.y+=e.y,t.max.y+=e.y},i.shift=function(t,e){var i=t.max.x-t.min.x,n=t.max.y-t.min.y;t.min.x=e.x,t.max.x=e.x+i,t.min.y=e.y,t.max.y=e.y+n}}()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=i(0),r=i(11),o=i(502),A=new s({Mixins:[r.Alpha,r.Flip,r.Visible],initialize:function(t,e,i,n,s,r,o,A){this.layer=t,this.index=e,this.x=i,this.y=n,this.width=s,this.height=r,this.right,this.bottom,this.baseWidth=void 0!==o?o:s,this.baseHeight=void 0!==A?A:r,this.pixelX=0,this.pixelY=0,this.updatePixelXY(),this.properties={},this.rotation=0,this.collideLeft=!1,this.collideRight=!1,this.collideUp=!1,this.collideDown=!1,this.faceLeft=!1,this.faceRight=!1,this.faceTop=!1,this.faceBottom=!1,this.collisionCallback=void 0,this.collisionCallbackContext=this,this.tint=16777215,this.physics={}},containsPoint:function(t,e){return!(t<this.pixelX||e<this.pixelY||t>this.right||e>this.bottom)},copy:function(t){return this.index=t.index,this.alpha=t.alpha,this.properties=t.properties,this.visible=t.visible,this.setFlip(t.flipX,t.flipY),this.tint=t.tint,this.rotation=t.rotation,this.collideUp=t.collideUp,this.collideDown=t.collideDown,this.collideLeft=t.collideLeft,this.collideRight=t.collideRight,this.collisionCallback=t.collisionCallback,this.collisionCallbackContext=t.collisionCallbackContext,this},getCollisionGroup:function(){return this.tileset?this.tileset.getTileCollisionGroup(this.index):null},getTileData:function(){return this.tileset?this.tileset.getTileData(this.index):null},getLeft:function(t){var e=this.tilemapLayer;return e?e.tileToWorldX(this.x,t):this.x*this.baseWidth},getRight:function(t){var e=this.tilemapLayer;return e?this.getLeft(t)+this.width*e.scaleX:this.getLeft(t)+this.width},getTop:function(t){var e=this.tilemapLayer;return e?e.tileToWorldY(this.y,t)-(this.height-this.baseHeight)*e.scaleY:this.y*this.baseHeight-(this.height-this.baseHeight)},getBottom:function(t){var e=this.tilemapLayer;return e?this.getTop(t)+this.height*e.scaleY:this.getTop(t)+this.height},getBounds:function(t,e){return void 0===e&&(e=new o),e.x=this.getLeft(),e.y=this.getTop(),e.width=this.getRight()-e.x,e.height=this.getBottom()-e.y,e},getCenterX:function(t){return(this.getLeft(t)+this.getRight(t))/2},getCenterY:function(t){return(this.getTop(t)+this.getBottom(t))/2},intersects:function(t,e,i,n){return!(i<=this.pixelX||n<=this.pixelY||t>=this.right||e>=this.bottom)},isInteresting:function(t,e){return t&&e?this.canCollide||this.hasInterestingFace:t?this.collides:!!e&&this.hasInterestingFace},resetCollision:function(t){if(void 0===t&&(t=!0),this.collideLeft=!1,this.collideRight=!1,this.collideUp=!1,this.collideDown=!1,this.faceTop=!1,this.faceBottom=!1,this.faceLeft=!1,this.faceRight=!1,t){var e=this.tilemapLayer;e&&this.tilemapLayer.calculateFacesAt(this.x,this.y)}return this},resetFaces:function(){return this.faceTop=!1,this.faceBottom=!1,this.faceLeft=!1,this.faceRight=!1,this},setCollision:function(t,e,i,n,s){if(void 0===e&&(e=t),void 0===i&&(i=t),void 0===n&&(n=t),void 0===s&&(s=!0),this.collideLeft=t,this.collideRight=e,this.collideUp=i,this.collideDown=n,this.faceLeft=t,this.faceRight=e,this.faceTop=i,this.faceBottom=n,s){var r=this.tilemapLayer;r&&this.tilemapLayer.calculateFacesAt(this.x,this.y)}return this},setCollisionCallback:function(t,e){return null===t?(this.collisionCallback=void 0,this.collisionCallbackContext=void 0):(this.collisionCallback=t,this.collisionCallbackContext=e),this},setSize:function(t,e,i,n){return void 0!==t&&(this.width=t),void 0!==e&&(this.height=e),void 0!==i&&(this.baseWidth=i),void 0!==n&&(this.baseHeight=n),this.updatePixelXY(),this},updatePixelXY:function(){var t=this.layer.orientation;if(t===n.ORTHOGONAL)this.pixelX=this.x*this.baseWidth,this.pixelY=this.y*this.baseHeight;else if(t===n.ISOMETRIC)this.pixelX=(this.x-this.y)*this.baseWidth*.5,this.pixelY=(this.x+this.y)*this.baseHeight*.5;else if(t===n.STAGGERED)this.pixelX=this.x*this.baseWidth+this.y%2*(this.baseWidth/2),this.pixelY=this.y*(this.baseHeight/2);else if(t===n.HEXAGONAL){var e=this.layer.hexSideLength,i=(this.baseHeight-e)/2+e;this.pixelX=this.x*this.baseWidth+this.y%2*(this.baseWidth/2),this.pixelY=this.y*i}return this.right=this.pixelX+this.baseWidth,this.bottom=this.pixelY+this.baseHeight,this},destroy:function(){this.collisionCallback=void 0,this.collisionCallbackContext=void 0,this.properties=void 0},canCollide:{get:function(){return this.collideLeft||this.collideRight||this.collideUp||this.collideDown||void 0!==this.collisionCallback}},collides:{get:function(){return this.collideLeft||this.collideRight||this.collideUp||this.collideDown}},hasInterestingFace:{get:function(){return this.faceTop||this.faceBottom||this.faceLeft||this.faceRight}},tileset:{get:function(){var t=this.layer.tilemapLayer;if(t){var e=t.gidMap[this.index];if(e)return e}return null}},tilemapLayer:{get:function(){return this.layer.tilemapLayer}},tilemap:{get:function(){var t=this.tilemapLayer;return t?t.tilemap:null}}});t.exports=A},function(t,e,i){var n={};t.exports=n;var s=i(63),r=i(32),o=i(41),A=i(85),a=i(84),h=i(1391);(function(){n.rectangle=function(t,e,i,n,A){A=A||{};var a={label:"Rectangle Body",position:{x:t,y:e},vertices:s.fromPath("L 0 0 L "+i+" 0 L "+i+" "+n+" L 0 "+n)};if(A.chamfer){var h=A.chamfer;a.vertices=s.chamfer(a.vertices,h.radius,h.quality,h.qualityMin,h.qualityMax),delete A.chamfer}return o.create(r.extend({},a,A))},n.trapezoid=function(t,e,i,n,A,a){a=a||{},A*=.5;var h,l=(1-2*A)*i,c=i*A,u=c+l,f=u+c;h=A<.5?"L 0 0 L "+c+" "+-n+" L "+u+" "+-n+" L "+f+" 0":"L 0 0 L "+u+" "+-n+" L "+f+" 0";var g={label:"Trapezoid Body",position:{x:t,y:e},vertices:s.fromPath(h)};if(a.chamfer){var d=a.chamfer;g.vertices=s.chamfer(g.vertices,d.radius,d.quality,d.qualityMin,d.qualityMax),delete a.chamfer}return o.create(r.extend({},g,a))},n.circle=function(t,e,i,s,o){s=s||{};var A={label:"Circle Body",circleRadius:i};o=o||25;var a=Math.ceil(Math.max(10,Math.min(o,i)));return a%2===1&&(a+=1),n.polygon(t,e,a,i,r.extend({},A,s))},n.polygon=function(t,e,i,A,a){if(a=a||{},i<3)return n.circle(t,e,A,a);for(var h=2*Math.PI/i,l="",c=.5*h,u=0;u<i;u+=1){var f=c+u*h,g=Math.cos(f)*A,d=Math.sin(f)*A;l+="L "+g.toFixed(3)+" "+d.toFixed(3)+" "}var p={label:"Polygon Body",position:{x:t,y:e},vertices:s.fromPath(l)};if(a.chamfer){var v=a.chamfer;p.vertices=s.chamfer(p.vertices,v.radius,v.quality,v.qualityMin,v.qualityMax),delete a.chamfer}return o.create(r.extend({},p,a))},n.fromVertices=function(t,e,i,A,a,l,c){var u,f,g,d,p,v;for(A=A||{},f=[],a="undefined"!==typeof a&&a,l="undefined"!==typeof l?l:.01,c="undefined"!==typeof c?c:10,h||r.warn("Bodies.fromVertices: poly-decomp.js required. Could not decompose vertices. Fallback to convex hull."),r.isArray(i[0])||(i=[i]),v=0;v<i.length;v+=1)if(d=i[v],g=s.isConvex(d),g||!h)d=g?s.clockwiseSort(d):s.hull(d),f.push({position:{x:t,y:e},vertices:d});else{var m=d.map((function(t){return[t.x,t.y]}));h.makeCCW(m),!1!==l&&h.removeCollinearPoints(m,l);var w=h.quickDecomp(m);for(p=0;p<w.length;p++){var B=w[p],y=B.map((function(t){return{x:t[0],y:t[1]}}));c>0&&s.area(y)<c||f.push({position:s.centre(y),vertices:y})}}for(p=0;p<f.length;p++)f[p]=o.create(r.extend(f[p],A));return a&&n.flagCoincidentParts(f,5),f.length>1?(u=o.create(r.extend({parts:f.slice(0)},A)),o.setPosition(u,{x:t,y:e}),u):f[0]},n.flagCoincidentParts=function(t,e){void 0===e&&(e=5);for(var i=0;i<t.length;i++)for(var n=t[i],s=i+1;s<t.length;s++){var r=t[s];if(A.overlaps(n.bounds,r.bounds))for(var o=n.vertices,h=r.vertices,l=0;l<n.vertices.length;l++)for(var c=0;c<r.vertices.length;c++){var u=a.magnitudeSquared(a.sub(o[(l+1)%o.length],h[c])),f=a.magnitudeSquared(a.sub(o[l],h[(c+1)%h.length]));u<e&&f<e&&(o[l].isInternal=!0,h[c].isInternal=!0)}}return t}})()},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.x-t.width*t.originX+.5*t.width};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.width*t.originX;return t.x=e+i-.5*t.width,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.y-t.height*t.originY+.5*t.height};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.height*t.originY;return t.y=e+i-.5*t.height,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={POST_RENDER:i(628),PRE_RENDER:i(629),RENDER:i(630),RESIZE:i(631)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(75),s=function(t,e,i,s){var r;if(void 0===s&&(s=t),!Array.isArray(e))return r=t.indexOf(e),-1!==r?(n(t,r),i&&i.call(s,e),e):null;var o=e.length-1,A=[];while(o>=0){var a=e[o];r=t.indexOf(a),-1!==r&&(n(t,r),A.push(a),i&&i.call(s,a)),o--}return A};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(199),r=i(10),o=i(3),A=new n({initialize:function(t){this.type=t,this.defaultDivisions=5,this.arcLengthDivisions=100,this.cacheArcLengths=[],this.needsUpdate=!0,this.active=!0,this._tmpVec2A=new o,this._tmpVec2B=new o},draw:function(t,e){return void 0===e&&(e=32),t.strokePoints(this.getPoints(e))},getBounds:function(t,e){t||(t=new r),void 0===e&&(e=16);var i=this.getLength();e>i&&(e=i/2);var n=Math.max(1,Math.round(i/e));return s(this.getSpacedPoints(n),t)},getDistancePoints:function(t){var e=this.getLength(),i=Math.max(1,e/t);return this.getSpacedPoints(i)},getEndPoint:function(t){return void 0===t&&(t=new o),this.getPointAt(1,t)},getLength:function(){var t=this.getLengths();return t[t.length-1]},getLengths:function(t){if(void 0===t&&(t=this.arcLengthDivisions),this.cacheArcLengths.length===t+1&&!this.needsUpdate)return this.cacheArcLengths;this.needsUpdate=!1;var e,i=[],n=this.getPoint(0,this._tmpVec2A),s=0;i.push(0);for(var r=1;r<=t;r++)e=this.getPoint(r/t,this._tmpVec2B),s+=e.distance(n),i.push(s),n.copy(e);return this.cacheArcLengths=i,i},getPointAt:function(t,e){var i=this.getUtoTmapping(t);return this.getPoint(i,e)},getPoints:function(t,e,i){void 0===i&&(i=[]),t||(t=e?this.getLength()/e:this.defaultDivisions);for(var n=0;n<=t;n++)i.push(this.getPoint(n/t));return i},getRandomPoint:function(t){return void 0===t&&(t=new o),this.getPoint(Math.random(),t)},getSpacedPoints:function(t,e,i){void 0===i&&(i=[]),t||(t=e?this.getLength()/e:this.defaultDivisions);for(var n=0;n<=t;n++){var s=this.getUtoTmapping(n/t,null,t);i.push(this.getPoint(s))}return i},getStartPoint:function(t){return void 0===t&&(t=new o),this.getPointAt(0,t)},getTangent:function(t,e){void 0===e&&(e=new o);var i=1e-4,n=t-i,s=t+i;return n<0&&(n=0),s>1&&(s=1),this.getPoint(n,this._tmpVec2A),this.getPoint(s,e),e.subtract(this._tmpVec2A).normalize()},getTangentAt:function(t,e){var i=this.getUtoTmapping(t);return this.getTangent(i,e)},getTFromDistance:function(t,e){return t<=0?0:this.getUtoTmapping(0,t,e)},getUtoTmapping:function(t,e,i){var n,s=this.getLengths(i),r=0,o=s.length;n=e?Math.min(e,s[o-1]):t*s[o-1];var A,a=0,h=o-1;while(a<=h)if(r=Math.floor(a+(h-a)/2),A=s[r]-n,A<0)a=r+1;else{if(!(A>0)){h=r;break}h=r-1}if(r=h,s[r]===n)return r/(o-1);var l=s[r],c=s[r+1],u=c-l,f=(n-l)/u;return(r+f)/(o-1)},updateArcLengths:function(){this.needsUpdate=!0,this.getLengths()}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ADD:i(968),COMPLETE:i(969),FILE_COMPLETE:i(970),FILE_KEY_COMPLETE:i(971),FILE_LOAD_ERROR:i(972),FILE_LOAD:i(973),FILE_PROGRESS:i(974),POST_PROCESS:i(975),PROGRESS:i(976),START:i(977)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e,i){void 0===i&&(i=new n);var s=t.x1,r=t.y1,o=t.x2,A=t.y2,a=e.x1,h=e.y1,l=e.x2,c=e.y2,u=(l-a)*(r-h)-(c-h)*(s-a),f=(o-s)*(r-h)-(A-r)*(s-a),g=(c-h)*(o-s)-(l-a)*(A-r);if(0===g)return!1;var d=u/g,p=f/g;return d>=0&&d<=1&&p>=0&&p<=1&&(i.x=s+d*(o-s),i.y=r+d*(A-r),!0)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return Math.atan2(t.y2-t.y1,t.x2-t.x1)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=function(t,e,i){return t=n(t,0,1),(i-e)*t+e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t&&t.hasOwnProperty(e)?t[e]:i};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={CREATED:0,INIT:1,DELAY:2,OFFSET_DELAY:3,PENDING_RENDER:4,PLAYING_FORWARD:5,PLAYING_BACKWARD:6,HOLD_DELAY:7,REPEAT_DELAY:8,COMPLETE:9,PENDING_ADD:20,PAUSED:21,LOOP_DELAY:22,ACTIVE:23,COMPLETE_DELAY:24,PENDING_REMOVE:25,REMOVED:26};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(315),r=new n({initialize:function(t,e){this.parent=t,this.events=e,e||(this.events=t.events?t.events:t),this.list={},this.values={},this._frozen=!1,!t.hasOwnProperty("sys")&&this.events&&this.events.once(s.DESTROY,this.destroy,this)},get:function(t){var e=this.list;if(Array.isArray(t)){for(var i=[],n=0;n<t.length;n++)i.push(e[t[n]]);return i}return e[t]},getAll:function(){var t={};for(var e in this.list)this.list.hasOwnProperty(e)&&(t[e]=this.list[e]);return t},query:function(t){var e={};for(var i in this.list)this.list.hasOwnProperty(i)&&i.match(t)&&(e[i]=this.list[i]);return e},set:function(t,e){if(this._frozen)return this;if("string"===typeof t)return this.setValue(t,e);for(var i in t)this.setValue(i,t[i]);return this},inc:function(t,e){if(this._frozen)return this;void 0===e&&(e=1);var i=this.get(t);return void 0===i&&(i=0),this.set(t,i+e),this},toggle:function(t){return this._frozen||this.set(t,!this.get(t)),this},setValue:function(t,e){if(this._frozen)return this;if(this.has(t))this.values[t]=e;else{var i=this,n=this.list,r=this.events,o=this.parent;Object.defineProperty(this.values,t,{enumerable:!0,configurable:!0,get:function(){return n[t]},set:function(e){if(!i._frozen){var A=n[t];n[t]=e,r.emit(s.CHANGE_DATA,o,t,e,A),r.emit(s.CHANGE_DATA_KEY+t,o,e,A)}}}),n[t]=e,r.emit(s.SET_DATA,o,t,e)}return this},each:function(t,e){for(var i=[this.parent,null,void 0],n=1;n<arguments.length;n++)i.push(arguments[n]);for(var s in this.list)i[1]=s,i[2]=this.list[s],t.apply(e,i);return this},merge:function(t,e){for(var i in void 0===e&&(e=!0),t)t.hasOwnProperty(i)&&(e||!e&&!this.has(i))&&this.setValue(i,t[i]);return this},remove:function(t){if(this._frozen)return this;if(!Array.isArray(t))return this.removeValue(t);for(var e=0;e<t.length;e++)this.removeValue(t[e]);return this},removeValue:function(t){if(this.has(t)){var e=this.list[t];delete this.list[t],delete this.values[t],this.events.emit(s.REMOVE_DATA,this.parent,t,e)}return this},pop:function(t){var e=void 0;return!this._frozen&&this.has(t)&&(e=this.list[t],delete this.list[t],delete this.values[t],this.events.emit(s.REMOVE_DATA,this.parent,t,e)),e},has:function(t){return this.list.hasOwnProperty(t)},setFreeze:function(t){return this._frozen=t,this},reset:function(){for(var t in this.list)delete this.list[t],delete this.values[t];return this._frozen=!1,this},destroy:function(){this.reset(),this.events.off(s.CHANGE_DATA),this.events.off(s.SET_DATA),this.events.off(s.REMOVE_DATA),this.parent=null},freeze:{get:function(){return this._frozen},set:function(t){this._frozen=!!t}},count:{get:function(){var t=0;for(var e in this.list)void 0!==this.list[e]&&t++;return t}}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t){if(this.entries={},this.size=0,Array.isArray(t))for(var e=0;e<t.length;e++)this.set(t[e][0],t[e][1])},set:function(t,e){return this.has(t)||this.size++,this.entries[t]=e,this},get:function(t){if(this.has(t))return this.entries[t]},getArray:function(){var t=[],e=this.entries;for(var i in e)t.push(e[i]);return t},has:function(t){return this.entries.hasOwnProperty(t)},delete:function(t){return this.has(t)&&(delete this.entries[t],this.size--),this},clear:function(){return Object.keys(this.entries).forEach((function(t){delete this.entries[t]}),this),this.size=0,this},keys:function(){return Object.keys(this.entries)},values:function(){var t=[],e=this.entries;for(var i in e)t.push(e[i]);return t},dump:function(){var t=this.entries;for(var e in console.group("Map"),t)console.log(e,t[e]);console.groupEnd()},each:function(t){var e=this.entries;for(var i in e)if(!1===t(i,e[i]))break;return this},contains:function(t){var e=this.entries;for(var i in e)if(e[i]===t)return!0;return!1},merge:function(t,e){void 0===e&&(e=!1);var i=this.entries,n=t.entries;for(var s in n)i.hasOwnProperty(s)&&e?i[s]=n[s]:this.set(s,n[s]);return this}});t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t<<16|e<<8|i};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ENTER_FULLSCREEN:i(800),FULLSCREEN_FAILED:i(801),FULLSCREEN_UNSUPPORTED:i(802),LEAVE_FULLSCREEN:i(803),ORIENTATION_CHANGE:i(804),RESIZE:i(805)}},function(t,e,i){(function(e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={android:!1,chromeOS:!1,cordova:!1,crosswalk:!1,desktop:!1,ejecta:!1,electron:!1,iOS:!1,iOSVersion:0,iPad:!1,iPhone:!1,kindle:!1,linux:!1,macOS:!1,node:!1,nodeWebkit:!1,pixelRatio:1,webApp:!1,windows:!1,windowsPhone:!1};function n(){if("function"===typeof importScripts)return i;var t=navigator.userAgent;/Windows/.test(t)?i.windows=!0:/Mac OS/.test(t)&&!/like Mac OS/.test(t)?navigator.maxTouchPoints&&navigator.maxTouchPoints>2?(i.iOS=!0,i.iPad=!0,navigator.appVersion.match(/Version\/(\d+)/),i.iOSVersion=parseInt(RegExp.$1,10)):i.macOS=!0:/Android/.test(t)?i.android=!0:/Linux/.test(t)?i.linux=!0:/iP[ao]d|iPhone/i.test(t)?(i.iOS=!0,navigator.appVersion.match(/OS (\d+)/),i.iOSVersion=parseInt(RegExp.$1,10),i.iPhone=-1!==t.toLowerCase().indexOf("iphone"),i.iPad=-1!==t.toLowerCase().indexOf("ipad")):/Kindle/.test(t)||/\bKF[A-Z][A-Z]+/.test(t)||/Silk.*Mobile Safari/.test(t)?i.kindle=!0:/CrOS/.test(t)&&(i.chromeOS=!0),(/Windows Phone/i.test(t)||/IEMobile/i.test(t))&&(i.android=!1,i.iOS=!1,i.macOS=!1,i.windows=!0,i.windowsPhone=!0);var n=/Silk/.test(t);return(i.windows||i.macOS||i.linux&&!n||i.chromeOS)&&(i.desktop=!0),(i.windowsPhone||/Windows NT/i.test(t)&&/Touch/i.test(t))&&(i.desktop=!1),navigator.standalone&&(i.webApp=!0),"function"!==typeof importScripts&&(void 0!==window.cordova&&(i.cordova=!0),void 0!==window.ejecta&&(i.ejecta=!0)),"undefined"!==typeof e&&e.versions&&e.versions.node&&(i.node=!0),i.node&&"object"===typeof e.versions&&(i.nodeWebkit=!!e.versions["node-webkit"],i.electron=!!e.versions.electron),/Crosswalk/.test(t)&&(i.crosswalk=!0),i.pixelRatio=window["devicePixelRatio"]||1,i}t.exports=n()}).call(this,i(807))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ADD:i(861),ERROR:i(862),LOAD:i(863),READY:i(864),REMOVE:i(865)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={BYTE:{enum:5120,size:1},UNSIGNED_BYTE:{enum:5121,size:1},SHORT:{enum:5122,size:2},UNSIGNED_SHORT:{enum:5123,size:2},INT:{enum:5124,size:4},UNSIGNED_INT:{enum:5125,size:4},FLOAT:{enum:5126,size:4}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=i(878),o=i(879),A=i(25),a=i(12),h=i(107),l=i(58),c=new n({Extends:l,initialize:function(t){var e=t.game.renderer,i=s(t,"fragShader",r);t.fragShader=a.parseFragmentShaderMaxTextures(i,e.maxTextures),t.vertShader=s(t,"vertShader",o),t.attributes=s(t,"attributes",[{name:"inPosition",size:2},{name:"inTexCoord",size:2},{name:"inTexId"},{name:"inTintEffect"},{name:"inTint",size:4,type:h.UNSIGNED_BYTE,normalized:!0}]),l.call(this,t),this._tempMatrix1=new A,this._tempMatrix2=new A,this._tempMatrix3=new A},boot:function(){l.prototype.boot.call(this),this.currentShader.set1iv("uMainSampler",this.renderer.textureIndexes)},batchSprite:function(t,e,i){this.manager.set(this,t);var n=this._tempMatrix1,s=this._tempMatrix2,r=this._tempMatrix3,o=t.frame,A=o.glTexture,h=o.u0,l=o.v0,c=o.u1,u=o.v1,f=o.x,g=o.y,d=o.cutWidth,p=o.cutHeight,v=o.customPivot,m=t.displayOriginX,w=t.displayOriginY,B=-m+f,y=-w+g;if(t.isCropped){var x=t._crop;x.flipX===t.flipX&&x.flipY===t.flipY||o.updateCropUVs(x,t.flipX,t.flipY),h=x.u0,l=x.v0,c=x.u1,u=x.v1,d=x.width,p=x.height,f=x.x,g=x.y,B=-m+f,y=-w+g}var C=1,E=1;t.flipX&&(v||(B+=-o.realWidth+2*m),C=-1),(t.flipY||o.source.isGLTexture&&!A.flipY)&&(v||(y+=-o.realHeight+2*w),E=-1),s.applyITRS(t.x,t.y,t.rotation,t.scaleX*C,t.scaleY*E),n.copyFrom(e.matrix),i?(n.multiplyWithOffset(i,-e.scrollX*t.scrollFactorX,-e.scrollY*t.scrollFactorY),s.e=t.x,s.f=t.y):(s.e-=e.scrollX*t.scrollFactorX,s.f-=e.scrollY*t.scrollFactorY),n.multiply(s,r);var I=B+d,D=y+p,P=e.roundPixels,b=r.getXRound(B,y,P),M=r.getYRound(B,y,P),O=r.getXRound(B,D,P),Q=r.getYRound(B,D,P),T=r.getXRound(I,D,P),S=r.getYRound(I,D,P),R=r.getXRound(I,y,P),k=r.getYRound(I,y,P),z=a.getTintAppendFloatAlpha,L=e.alpha,H=z(t.tintTopLeft,L*t._alphaTL),G=z(t.tintTopRight,L*t._alphaTR),F=z(t.tintBottomLeft,L*t._alphaBL),Y=z(t.tintBottomRight,L*t._alphaBR);this.shouldFlush(6)&&this.flush();var N=this.setGameObject(t,o);this.manager.preBatch(t),this.batchQuad(t,b,M,O,Q,T,S,R,k,h,l,c,u,H,G,F,Y,t.tintFill,A,N),this.manager.postBatch(t)},batchTexture:function(t,e,i,n,s,r,o,A,a,h,l,c,u,f,g,d,p,v,m,w,B,y,x,C,E,I,D,P,b,M,O,Q){this.manager.set(this,t);var T=this._tempMatrix1,S=this._tempMatrix2,R=this._tempMatrix3,k=v/i+D,z=m/n+P,L=(v+w)/i+D,H=(m+B)/n+P,G=o,F=A,Y=-d,N=-p;if(t.isCropped){var U=t._crop,j=U.width,X=U.height;G=j,F=X,o=j,A=X,v=U.x,m=U.y;var J=v,Z=m;c&&(J=w-U.x-j),u&&(Z=B-U.y-X),k=J/i+D,z=Z/n+P,L=(J+j)/i+D,H=(Z+X)/n+P,Y=-d+v,N=-p+m}u^=!O&&e.isRenderTexture?1:0,c&&(G*=-1,Y+=o),u&&(F*=-1,N+=A);var K=Y+G,W=N+F;S.applyITRS(s,r,l,a,h),T.copyFrom(b.matrix),M?(T.multiplyWithOffset(M,-b.scrollX*f,-b.scrollY*g),S.e=s,S.f=r):(S.e-=b.scrollX*f,S.f-=b.scrollY*g),T.multiply(S,R);var V=b.roundPixels,q=R.getXRound(Y,N,V),_=R.getYRound(Y,N,V),$=R.getXRound(Y,W,V),tt=R.getYRound(Y,W,V),et=R.getXRound(K,W,V),it=R.getYRound(K,W,V),nt=R.getXRound(K,N,V),st=R.getYRound(K,N,V);void 0===Q&&(Q=this.renderer.setTexture2D(e)),t&&this.manager.preBatch(t),this.batchQuad(t,q,_,$,tt,et,it,nt,st,k,z,L,H,y,x,C,E,I,e,Q),t&&this.manager.postBatch(t)},batchTextureFrame:function(t,e,i,n,s,r,o){this.manager.set(this);var A=this._tempMatrix1.copyFrom(r),h=this._tempMatrix2,l=e+t.width,c=i+t.height;o?A.multiply(o,h):h=A;var u=h.getX(e,i),f=h.getY(e,i),g=h.getX(e,c),d=h.getY(e,c),p=h.getX(l,c),v=h.getY(l,c),m=h.getX(l,i),w=h.getY(l,i),B=this.renderer.setTextureSource(t.source);n=a.getTintAppendFloatAlpha(n,s),this.batchQuad(null,u,f,g,d,p,v,m,w,t.u0,t.v0,t.u1,t.v1,n,n,n,n,0,t.glTexture,B)}});t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(18),r=i(17),o=new n({initialize:function(t,e,i,n,s,r,o){this.texture=t,this.name=e,this.source=t.source[i],this.sourceIndex=i,this.glTexture=this.source.glTexture,this.cutX,this.cutY,this.cutWidth,this.cutHeight,this.x=0,this.y=0,this.width,this.height,this.halfWidth,this.halfHeight,this.centerX,this.centerY,this.pivotX=0,this.pivotY=0,this.customPivot=!1,this.rotated=!1,this.autoRound=-1,this.customData={},this.u0=0,this.v0=0,this.u1=0,this.v1=0,this.data={cut:{x:0,y:0,w:0,h:0,r:0,b:0},trim:!1,sourceSize:{w:0,h:0},spriteSourceSize:{x:0,y:0,w:0,h:0,r:0,b:0},radius:0,drawImage:{x:0,y:0,width:0,height:0}},this.setSize(r,o,n,s)},setSize:function(t,e,i,n){void 0===i&&(i=0),void 0===n&&(n=0),this.cutX=i,this.cutY=n,this.cutWidth=t,this.cutHeight=e,this.width=t,this.height=e,this.halfWidth=Math.floor(.5*t),this.halfHeight=Math.floor(.5*e),this.centerX=Math.floor(t/2),this.centerY=Math.floor(e/2);var s=this.data,r=s.cut;r.x=i,r.y=n,r.w=t,r.h=e,r.r=i+t,r.b=n+e,s.sourceSize.w=t,s.sourceSize.h=e,s.spriteSourceSize.w=t,s.spriteSourceSize.h=e,s.radius=.5*Math.sqrt(t*t+e*e);var o=s.drawImage;return o.x=i,o.y=n,o.width=t,o.height=e,this.updateUVs()},setTrim:function(t,e,i,n,s,r){var o=this.data,A=o.spriteSourceSize;return o.trim=!0,o.sourceSize.w=t,o.sourceSize.h=e,A.x=i,A.y=n,A.w=s,A.h=r,A.r=i+s,A.b=n+r,this.x=i,this.y=n,this.width=s,this.height=r,this.halfWidth=.5*s,this.halfHeight=.5*r,this.centerX=Math.floor(s/2),this.centerY=Math.floor(r/2),this.updateUVs()},setCropUVs:function(t,e,i,n,r,o,A){var a=this.cutX,h=this.cutY,l=this.cutWidth,c=this.cutHeight,u=this.realWidth,f=this.realHeight;e=s(e,0,u),i=s(i,0,f),n=s(n,0,u-e),r=s(r,0,f-i);var g=a+e,d=h+i,p=n,v=r,m=this.data;if(m.trim){var w=m.spriteSourceSize;n=s(n,0,l-e),r=s(r,0,c-i);var B=e+n,y=i+r,x=!(w.r<e||w.b<i||w.x>B||w.y>y);if(x){var C=Math.max(w.x,e),E=Math.max(w.y,i),I=Math.min(w.r,B)-C,D=Math.min(w.b,y)-E;p=I,v=D,g=o?a+(l-(C-w.x)-I):a+(C-w.x),d=A?h+(c-(E-w.y)-D):h+(E-w.y),e=C,i=E,n=I,r=D}else g=0,d=0,p=0,v=0}else o&&(g=a+(l-e-n)),A&&(d=h+(c-i-r));var P=this.source.width,b=this.source.height;return t.u0=Math.max(0,g/P),t.v0=Math.max(0,d/b),t.u1=Math.min(1,(g+p)/P),t.v1=Math.min(1,(d+v)/b),t.x=e,t.y=i,t.cx=g,t.cy=d,t.cw=p,t.ch=v,t.width=n,t.height=r,t.flipX=o,t.flipY=A,t},updateCropUVs:function(t,e,i){return this.setCropUVs(t,t.x,t.y,t.width,t.height,e,i)},setUVs:function(t,e,i,n,s,r){var o=this.data.drawImage;return o.width=t,o.height=e,this.u0=i,this.v0=n,this.u1=s,this.v1=r,this},updateUVs:function(){var t=this.cutX,e=this.cutY,i=this.cutWidth,n=this.cutHeight,s=this.data.drawImage;s.width=i,s.height=n;var r=this.source.width,o=this.source.height;return this.u0=t/r,this.v0=e/o,this.u1=(t+i)/r,this.v1=(e+n)/o,this},updateUVsInverted:function(){var t=this.source.width,e=this.source.height;return this.u0=(this.cutX+this.cutHeight)/t,this.v0=this.cutY/e,this.u1=this.cutX/t,this.v1=(this.cutY+this.cutWidth)/e,this},clone:function(){var t=new o(this.texture,this.name,this.sourceIndex);return t.cutX=this.cutX,t.cutY=this.cutY,t.cutWidth=this.cutWidth,t.cutHeight=this.cutHeight,t.x=this.x,t.y=this.y,t.width=this.width,t.height=this.height,t.halfWidth=this.halfWidth,t.halfHeight=this.halfHeight,t.centerX=this.centerX,t.centerY=this.centerY,t.rotated=this.rotated,t.data=r(!0,t.data,this.data),t.updateUVs(),t},destroy:function(){this.source=null,this.texture=null,this.glTexture=null,this.customData=null,this.data=null},realWidth:{get:function(){return this.data.sourceSize.w}},realHeight:{get:function(){return this.data.sourceSize.h}},radius:{get:function(){return this.data.radius}},trimmed:{get:function(){return this.data.trim}},canvasData:{get:function(){return this.data.drawImage}}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(208),s=i(0),r=i(1),o=i(80),A=new s({initialize:function(t){this.parent=t,this.list=[],this.position=0,this.addCallback=r,this.removeCallback=r,this._sortKey=""},add:function(t,e){return e?n.Add(this.list,t):n.Add(this.list,t,0,this.addCallback,this)},addAt:function(t,e,i){return i?n.AddAt(this.list,t,e):n.AddAt(this.list,t,e,0,this.addCallback,this)},getAt:function(t){return this.list[t]},getIndex:function(t){return this.list.indexOf(t)},sort:function(t,e){return t?(void 0===e&&(e=function(e,i){return e[t]-i[t]}),o(this.list,e),this):this},getByName:function(t){return n.GetFirst(this.list,"name",t)},getRandom:function(t,e){return n.GetRandom(this.list,t,e)},getFirst:function(t,e,i,s){return n.GetFirst(this.list,t,e,i,s)},getAll:function(t,e,i,s){return n.GetAll(this.list,t,e,i,s)},count:function(t,e){return n.CountAllMatching(this.list,t,e)},swap:function(t,e){n.Swap(this.list,t,e)},moveTo:function(t,e){return n.MoveTo(this.list,t,e)},remove:function(t,e){return e?n.Remove(this.list,t):n.Remove(this.list,t,this.removeCallback,this)},removeAt:function(t,e){return e?n.RemoveAt(this.list,t):n.RemoveAt(this.list,t,this.removeCallback,this)},removeBetween:function(t,e,i){return i?n.RemoveBetween(this.list,t,e):n.RemoveBetween(this.list,t,e,this.removeCallback,this)},removeAll:function(t){var e=this.list.length;while(e--)this.remove(this.list[e],t);return this},bringToTop:function(t){return n.BringToTop(this.list,t)},sendToBack:function(t){return n.SendToBack(this.list,t)},moveUp:function(t){return n.MoveUp(this.list,t),t},moveDown:function(t){return n.MoveDown(this.list,t),t},reverse:function(){return this.list.reverse(),this},shuffle:function(){return n.Shuffle(this.list),this},replace:function(t,e){return n.Replace(this.list,t,e)},exists:function(t){return this.list.indexOf(t)>-1},setAll:function(t,e,i,s){return n.SetAll(this.list,t,e,i,s),this},each:function(t,e){for(var i=[null],n=2;n<arguments.length;n++)i.push(arguments[n]);for(n=0;n<this.list.length;n++)i[0]=this.list[n],t.apply(e,i)},shutdown:function(){this.removeAll(),this.list=[]},destroy:function(){this.removeAll(),this.parent=null,this.addCallback=null,this.removeCallback=null},length:{get:function(){return this.list.length}},first:{get:function(){return this.position=0,this.list.length>0?this.list[0]:null}},last:{get:function(){return this.list.length>0?(this.position=this.list.length-1,this.list[this.position]):null}},next:{get:function(){return this.position<this.list.length?(this.position++,this.list[this.position]):null}},previous:{get:function(){return this.position>0?(this.position--,this.list[this.position]):null}}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(112),r=i(445),o=i(446),A=i(56),a=i(180),h=new n({initialize:function(t,e,i,n){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),this.type=A.ELLIPSE,this.x=t,this.y=e,this.width=i,this.height=n},contains:function(t,e){return s(this,t,e)},getPoint:function(t,e){return r(this,t,e)},getPoints:function(t,e,i){return o(this,t,e,i)},getRandomPoint:function(t){return a(this,t)},setTo:function(t,e,i,n){return this.x=t,this.y=e,this.width=i,this.height=n,this},setEmpty:function(){return this.width=0,this.height=0,this},setPosition:function(t,e){return void 0===e&&(e=t),this.x=t,this.y=e,this},setSize:function(t,e){return void 0===e&&(e=t),this.width=t,this.height=e,this},isEmpty:function(){return this.width<=0||this.height<=0},getMinorRadius:function(){return Math.min(this.width,this.height)/2},getMajorRadius:function(){return Math.max(this.width,this.height)/2},left:{get:function(){return this.x-this.width/2},set:function(t){this.x=t+this.width/2}},right:{get:function(){return this.x+this.width/2},set:function(t){this.x=t-this.width/2}},top:{get:function(){return this.y-this.height/2},set:function(t){this.y=t+this.height/2}},bottom:{get:function(){return this.y+this.height/2},set:function(t){this.y=t-this.height/2}}});t.exports=h},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(t.width<=0||t.height<=0)return!1;var n=(e-t.x)/t.width,s=(i-t.y)/t.height;return n*=n,s*=s,n+s<.25};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(275),s=i(0),r=i(76),o=i(9),A=i(207),a=i(2),h=i(6),l=i(7),c=i(437),u=i(150),f=i(74),g=new s({Extends:o,initialize:function(t,e,i){o.call(this),i?e&&!Array.isArray(e)&&(e=[e]):Array.isArray(e)?l(e[0])&&(i=e,e=null):l(e)&&(i=e,e=null),this.scene=t,this.children=new u,this.isParent=!0,this.type="Group",this.classType=a(i,"classType",f),this.name=a(i,"name",""),this.active=a(i,"active",!0),this.maxSize=a(i,"maxSize",-1),this.defaultKey=a(i,"defaultKey",null),this.defaultFrame=a(i,"defaultFrame",null),this.runChildUpdate=a(i,"runChildUpdate",!1),this.createCallback=a(i,"createCallback",null),this.removeCallback=a(i,"removeCallback",null),this.createMultipleCallback=a(i,"createMultipleCallback",null),this.internalCreateCallback=a(i,"internalCreateCallback",null),this.internalRemoveCallback=a(i,"internalRemoveCallback",null),e&&this.addMultiple(e),i&&this.createMultiple(i),this.on(r.ADDED_TO_SCENE,this.addedToScene,this),this.on(r.REMOVED_FROM_SCENE,this.removedFromScene,this)},addedToScene:function(){this.scene.sys.updateList.add(this)},removedFromScene:function(){this.scene.sys.updateList.remove(this)},create:function(t,e,i,n,s,r){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=this.defaultKey),void 0===n&&(n=this.defaultFrame),void 0===s&&(s=!0),void 0===r&&(r=!0),this.isFull())return null;var o=new this.classType(this.scene,t,e,i,n);return o.addToDisplayList(this.scene.sys.displayList),o.addToUpdateList(),o.visible=s,o.setActive(r),this.add(o),o},createMultiple:function(t){if(this.isFull())return[];Array.isArray(t)||(t=[t]);var e=[];if(t[0].key)for(var i=0;i<t.length;i++){var n=this.createFromConfig(t[i]);e=e.concat(n)}return e},createFromConfig:function(t){if(this.isFull())return[];this.classType=a(t,"classType",this.classType);var e=a(t,"key",void 0),i=a(t,"frame",null),s=a(t,"visible",!0),r=a(t,"active",!0),o=[];if(void 0===e)return o;Array.isArray(e)||(e=[e]),Array.isArray(i)||(i=[i]);var A=a(t,"repeat",0),l=a(t,"randomKey",!1),u=a(t,"randomFrame",!1),f=a(t,"yoyo",!1),g=a(t,"quantity",!1),d=a(t,"frameQuantity",1),p=a(t,"max",0),v=c(e,i,{max:p,qty:g||d,random:l,randomB:u,repeat:A,yoyo:f});t.createCallback&&(this.createCallback=t.createCallback),t.removeCallback&&(this.removeCallback=t.removeCallback);for(var m=0;m<v.length;m++){var w=this.create(0,0,v[m].a,v[m].b,s,r);if(!w)break;o.push(w)}var B=h(t,"setXY.x",0),y=h(t,"setXY.y",0),x=h(t,"setXY.stepX",0),C=h(t,"setXY.stepY",0);n.SetXY(o,B,y,x,C);var E=h(t,"setRotation.value",0),I=h(t,"setRotation.step",0);n.SetRotation(o,E,I);var D=h(t,"setScale.x",1),P=h(t,"setScale.y",D),b=h(t,"setScale.stepX",0),M=h(t,"setScale.stepY",0);n.SetScale(o,D,P,b,M);var O=h(t,"setOrigin.x",.5),Q=h(t,"setOrigin.y",O),T=h(t,"setOrigin.stepX",0),S=h(t,"setOrigin.stepY",0);n.SetOrigin(o,O,Q,T,S);var R=h(t,"setAlpha.value",1),k=h(t,"setAlpha.step",0);n.SetAlpha(o,R,k);var z=h(t,"setDepth.value",0),L=h(t,"setDepth.step",0);n.SetDepth(o,z,L);var H=h(t,"setScrollFactor.x",1),G=h(t,"setScrollFactor.y",H),F=h(t,"setScrollFactor.stepX",0),Y=h(t,"setScrollFactor.stepY",0);n.SetScrollFactor(o,H,G,F,Y);var N=a(t,"hitArea",null),U=a(t,"hitAreaCallback",null);N&&n.SetHitArea(o,N,U);var j=a(t,"gridAlign",!1);return j&&n.GridAlign(o,j),this.createMultipleCallback&&this.createMultipleCallback.call(this,o),o},preUpdate:function(t,e){if(this.runChildUpdate&&0!==this.children.size)for(var i=this.children.entries.slice(),n=0;n<i.length;n++){var s=i[n];s.active&&s.update(t,e)}},add:function(t,e){return void 0===e&&(e=!1),this.isFull()||(this.children.set(t),this.internalCreateCallback&&this.internalCreateCallback.call(this,t),this.createCallback&&this.createCallback.call(this,t),e&&(t.addToDisplayList(this.scene.sys.displayList),t.addToUpdateList()),t.on(r.DESTROY,this.remove,this)),this},addMultiple:function(t,e){if(void 0===e&&(e=!1),Array.isArray(t))for(var i=0;i<t.length;i++)this.add(t[i],e);return this},remove:function(t,e,i){return void 0===e&&(e=!1),void 0===i&&(i=!1),this.children.contains(t)?(this.children.delete(t),this.internalRemoveCallback&&this.internalRemoveCallback.call(this,t),this.removeCallback&&this.removeCallback.call(this,t),t.off(r.DESTROY,this.remove,this),i?t.destroy():e&&(t.removeFromDisplayList(),t.removeFromUpdateList()),this):this},clear:function(t,e){void 0===t&&(t=!1),void 0===e&&(e=!1);for(var i=this.children,n=0;n<i.size;n++){var s=i.entries[n];s.off(r.DESTROY,this.remove,this),e?s.destroy():t&&(s.removeFromDisplayList(),s.removeFromUpdateList())}return this.children.clear(),this},contains:function(t){return this.children.contains(t)},getChildren:function(){return this.children.entries},getLength:function(){return this.children.size},getMatching:function(t,e,i,n){return A(this.children.entries,t,e,i,n)},getFirst:function(t,e,i,n,s,r,o){return this.getHandler(!0,1,t,e,i,n,s,r,o)},getFirstNth:function(t,e,i,n,s,r,o,A){return this.getHandler(!0,t,e,i,n,s,r,o,A)},getLast:function(t,e,i,n,s,r,o){return this.getHandler(!1,1,t,e,i,n,s,r,o)},getLastNth:function(t,e,i,n,s,r,o,A){return this.getHandler(!1,t,e,i,n,s,r,o,A)},getHandler:function(t,e,i,n,s,r,o,A,a){var h,l;void 0===i&&(i=!1),void 0===n&&(n=!1);var c=0,u=this.children.entries;if(t)for(l=0;l<u.length;l++)if(h=u[l],h.active===i){if(c++,c===e)break}else h=null;else for(l=u.length-1;l>=0;l--)if(h=u[l],h.active===i){if(c++,c===e)break}else h=null;return h?("number"===typeof s&&(h.x=s),"number"===typeof r&&(h.y=r),h):n?this.create(s,r,o,A,a):null},get:function(t,e,i,n,s){return this.getFirst(!1,!0,t,e,i,n,s)},getFirstAlive:function(t,e,i,n,s,r){return this.getFirst(!0,t,e,i,n,s,r)},getFirstDead:function(t,e,i,n,s,r){return this.getFirst(!1,t,e,i,n,s,r)},playAnimation:function(t,e){return n.PlayAnimation(this.children.entries,t,e),this},isFull:function(){return-1!==this.maxSize&&this.children.size>=this.maxSize},countActive:function(t){void 0===t&&(t=!0);for(var e=0,i=0;i<this.children.size;i++)this.children.entries[i].active===t&&e++;return e},getTotalUsed:function(){return this.countActive()},getTotalFree:function(){var t=this.getTotalUsed(),e=-1===this.maxSize?999999999999:this.maxSize;return e-t},setActive:function(t){return this.active=t,this},setName:function(t){return this.name=t,this},propertyValueSet:function(t,e,i,s,r){return n.PropertyValueSet(this.children.entries,t,e,i,s,r),this},propertyValueInc:function(t,e,i,s,r){return n.PropertyValueInc(this.children.entries,t,e,i,s,r),this},setX:function(t,e){return n.SetX(this.children.entries,t,e),this},setY:function(t,e){return n.SetY(this.children.entries,t,e),this},setXY:function(t,e,i,s){return n.SetXY(this.children.entries,t,e,i,s),this},incX:function(t,e){return n.IncX(this.children.entries,t,e),this},incY:function(t,e){return n.IncY(this.children.entries,t,e),this},incXY:function(t,e,i,s){return n.IncXY(this.children.entries,t,e,i,s),this},shiftPosition:function(t,e,i){return n.ShiftPosition(this.children.entries,t,e,i),this},angle:function(t,e){return n.Angle(this.children.entries,t,e),this},rotate:function(t,e){return n.Rotate(this.children.entries,t,e),this},rotateAround:function(t,e){return n.RotateAround(this.children.entries,t,e),this},rotateAroundDistance:function(t,e,i){return n.RotateAroundDistance(this.children.entries,t,e,i),this},setAlpha:function(t,e){return n.SetAlpha(this.children.entries,t,e),this},setTint:function(t,e,i,s){return n.SetTint(this.children.entries,t,e,i,s),this},setOrigin:function(t,e,i,s){return n.SetOrigin(this.children.entries,t,e,i,s),this},scaleX:function(t,e){return n.ScaleX(this.children.entries,t,e),this},scaleY:function(t,e){return n.ScaleY(this.children.entries,t,e),this},scaleXY:function(t,e,i,s){return n.ScaleXY(this.children.entries,t,e,i,s),this},setDepth:function(t,e){return n.SetDepth(this.children.entries,t,e),this},setBlendMode:function(t){return n.SetBlendMode(this.children.entries,t),this},setHitArea:function(t,e){return n.SetHitArea(this.children.entries,t,e),this},shuffle:function(){return n.Shuffle(this.children.entries),this},kill:function(t){this.children.contains(t)&&t.setActive(!1)},killAndHide:function(t){this.children.contains(t)&&(t.setActive(!1),t.setVisible(!1))},setVisible:function(t,e,i){return n.SetVisible(this.children.entries,t,e,i),this},toggleVisible:function(){return n.ToggleVisible(this.children.entries),this},destroy:function(t,e){void 0===t&&(t=!1),void 0===e&&(e=!1),this.scene&&!this.ignoreDestroy&&(this.emit(r.DESTROY,this),this.removeAllListeners(),this.scene.sys.updateList.remove(this),this.clear(e,t),this.scene=void 0,this.children=void 0)}});t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(12),s=function(t,e,i,s,r,o){for(var A=n.getTintAppendFloatAlpha(i.fillColor,i.fillAlpha*s),a=i.pathData,h=i.pathIndexes,l=0;l<h.length;l+=3){var c=2*h[l],u=2*h[l+1],f=2*h[l+2],g=a[c+0]-r,d=a[c+1]-o,p=a[u+0]-r,v=a[u+1]-o,m=a[f+0]-r,w=a[f+1]-o,B=e.getX(g,d),y=e.getY(g,d),x=e.getX(p,v),C=e.getY(p,v),E=e.getX(m,w),I=e.getY(m,w);t.batchTri(B,y,x,C,E,I,A,A,A)}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=t.x3-t.x1,s=t.y3-t.y1,r=t.x2-t.x1,o=t.y2-t.y1,A=e-t.x1,a=i-t.y1,h=n*n+s*s,l=n*r+s*o,c=n*A+s*a,u=r*r+o*o,f=r*A+o*a,g=h*u-l*l,d=0===g?0:1/g,p=(u*c-l*f)*d,v=(h*f-l*c)*d;return p>=0&&v>=0&&p+v<1};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(10),r=i(117),o=i(3);function A(t,e,i,n){var s=t-i,r=e-n,o=s*s+r*r;return Math.sqrt(o)}var a=new n({initialize:function(t,e,i){this.vertex1=t,this.vertex2=e,this.vertex3=i,this.bounds=new s,this._inCenter=new o},getInCenter:function(t){void 0===t&&(t=!0);var e,i,n,s,r,o,a=this.vertex1,h=this.vertex2,l=this.vertex3;t?(e=a.x,i=a.y,n=h.x,s=h.y,r=l.x,o=l.y):(e=a.vx,i=a.vy,n=h.vx,s=h.vy,r=l.vx,o=l.vy);var c=A(r,o,n,s),u=A(e,i,r,o),f=A(n,s,e,i),g=c+u+f;return this._inCenter.set((e*c+n*u+r*f)/g,(i*c+s*u+o*f)/g)},contains:function(t,e,i){var n=this.vertex1,s=this.vertex2,r=this.vertex3,o=n.vx,A=n.vy,a=s.vx,h=s.vy,l=r.vx,c=r.vy;if(i){var u=i.a,f=i.b,g=i.c,d=i.d,p=i.e,v=i.f;o=n.vx*u+n.vy*g+p,A=n.vx*f+n.vy*d+v,a=s.vx*u+s.vy*g+p,h=s.vx*f+s.vy*d+v,l=r.vx*u+r.vy*g+p,c=r.vx*f+r.vy*d+v}var m=l-o,w=c-A,B=a-o,y=h-A,x=t-o,C=e-A,E=m*m+w*w,I=m*B+w*y,D=m*x+w*C,P=B*B+y*y,b=B*x+y*C,M=E*P-I*I,O=0===M?0:1/M,Q=(P*D-I*b)*O,T=(E*b-I*D)*O;return Q>=0&&T>=0&&Q+T<1},isCounterClockwise:function(t){var e=this.vertex1,i=this.vertex2,n=this.vertex3,s=(i.vx-e.vx)*(n.vy-e.vy)-(i.vy-e.vy)*(n.vx-e.vx);return t<=0?s>=0:s<0},load:function(t,e,i,n,s){return i=this.vertex1.load(t,e,i,n,s),i=this.vertex2.load(t,e,i,n,s),i=this.vertex3.load(t,e,i,n,s),i},transformCoordinatesLocal:function(t,e,i,n){return this.vertex1.transformCoordinatesLocal(t,e,i,n),this.vertex2.transformCoordinatesLocal(t,e,i,n),this.vertex3.transformCoordinatesLocal(t,e,i,n),this},updateBounds:function(){var t=this.vertex1,e=this.vertex2,i=this.vertex3,n=this.bounds;return n.x=Math.min(t.vx,e.vx,i.vx),n.y=Math.min(t.vy,e.vy,i.vy),n.width=Math.max(t.vx,e.vx,i.vx)-n.x,n.height=Math.max(t.vy,e.vy,i.vy)-n.y,this},isInView:function(t,e,i,n,s,o,A,a,h,l,c){var u=this.vertex1.update(s,o,A,a,h,l,c,n),f=this.vertex2.update(s,o,A,a,h,l,c,n),g=this.vertex3.update(s,o,A,a,h,l,c,n);if(u.ta<=0&&f.ta<=0&&g.ta<=0)return!1;if(e&&!this.isCounterClockwise(i))return!1;var d=this.bounds;return d.x=Math.min(u.tx,f.tx,g.tx),d.y=Math.min(u.ty,f.ty,g.ty),d.width=Math.max(u.tx,f.tx,g.tx)-d.x,d.height=Math.max(u.ty,f.ty,g.ty)-d.y,r(d,t.worldView)},translate:function(t,e){void 0===e&&(e=0);var i=this.vertex1,n=this.vertex2,s=this.vertex3;return i.x+=t,i.y+=e,n.x+=t,n.y+=e,s.x+=t,s.y+=e,this},x:{get:function(){return this.getInCenter().x},set:function(t){var e=this.getInCenter();this.translate(t-e.x,0)}},y:{get:function(){return this.getInCenter().y},set:function(t){var e=this.getInCenter();this.translate(0,t-e.y)}},alpha:{get:function(){var t=this.vertex1,e=this.vertex2,i=this.vertex3;return(t.alpha+e.alpha+i.alpha)/3},set:function(t){this.vertex1.alpha=t,this.vertex2.alpha=t,this.vertex3.alpha=t}},depth:{get:function(){var t=this.vertex1,e=this.vertex2,i=this.vertex3;return(t.vz+e.vz+i.vz)/3}},destroy:function(){this.vertex1=null,this.vertex2=null,this.vertex3=null}});t.exports=a},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return!(t.width<=0||t.height<=0||e.width<=0||e.height<=0)&&!(t.right<e.x||t.bottom<e.y||t.x>e.right||t.y>e.bottom)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(12),r=i(39),o=new n({Extends:r,initialize:function(t,e,i,n,s,o,A,a,h,l){void 0===o&&(o=16777215),void 0===A&&(A=1),void 0===a&&(a=0),void 0===h&&(h=0),void 0===l&&(l=0),r.call(this,t,e,i),this.vx=0,this.vy=0,this.vz=0,this.nx=a,this.ny=h,this.nz=l,this.u=n,this.v=s,this.color=o,this.alpha=A,this.tx=0,this.ty=0,this.ta=0},setUVs:function(t,e){return this.u=t,this.v=e,this},transformCoordinatesLocal:function(t,e,i,n){var s=this.x,r=this.y,o=this.z,A=t.val,a=s*A[0]+r*A[4]+o*A[8]+A[12],h=s*A[1]+r*A[5]+o*A[9]+A[13],l=s*A[2]+r*A[6]+o*A[10]+A[14],c=s*A[3]+r*A[7]+o*A[11]+A[15];this.vx=a/c*e,this.vy=-h/c*i,this.vz=n<=0?l/c:-l/c},update:function(t,e,i,n,s,r,o,A){var a=this.vx*t+this.vy*i+s,h=this.vx*e+this.vy*n+r;return o&&(a=Math.round(a),h=Math.round(h)),this.tx=a,this.ty=h,this.ta=this.alpha*A,this},load:function(t,e,i,n,r){return t[++i]=this.tx,t[++i]=this.ty,t[++i]=this.u,t[++i]=this.v,t[++i]=n,t[++i]=r,e[++i]=s.getTintAppendFloatAlpha(this.color,this.ta),i}});t.exports=o},function(t,e,i){var n={};t.exports=n;var s=i(166),r=i(32),o=i(85),A=i(41);(function(){n.create=function(t){return r.extend({id:r.nextId(),type:"composite",parent:null,isModified:!1,bodies:[],constraints:[],composites:[],label:"Composite",plugin:{}},t)},n.setModified=function(t,e,i,r){if(s.trigger(t,"compositeModified",t),t.isModified=e,i&&t.parent&&n.setModified(t.parent,e,i,r),r)for(var o=0;o<t.composites.length;o++){var A=t.composites[o];n.setModified(A,e,i,r)}},n.add=function(t,e){var i=[].concat(e);s.trigger(t,"beforeAdd",{object:e});for(var o=0;o<i.length;o++){var A=i[o];switch(A.type){case"body":if(A.parent!==A){r.warn("Composite.add: skipped adding a compound body part (you must add its parent instead)");break}n.addBody(t,A);break;case"constraint":n.addConstraint(t,A);break;case"composite":n.addComposite(t,A);break;case"mouseConstraint":n.addConstraint(t,A.constraint);break}}return s.trigger(t,"afterAdd",{object:e}),t},n.remove=function(t,e,i){var r=[].concat(e);s.trigger(t,"beforeRemove",{object:e});for(var o=0;o<r.length;o++){var A=r[o];switch(A.type){case"body":n.removeBody(t,A,i);break;case"constraint":n.removeConstraint(t,A,i);break;case"composite":n.removeComposite(t,A,i);break;case"mouseConstraint":n.removeConstraint(t,A.constraint);break}}return s.trigger(t,"afterRemove",{object:e}),t},n.addComposite=function(t,e){return t.composites.push(e),e.parent=t,n.setModified(t,!0,!0,!1),t},n.removeComposite=function(t,e,i){var s=t.composites.indexOf(e);if(-1!==s&&(n.removeCompositeAt(t,s),n.setModified(t,!0,!0,!1)),i)for(var r=0;r<t.composites.length;r++)n.removeComposite(t.composites[r],e,!0);return t},n.removeCompositeAt=function(t,e){return t.composites.splice(e,1),n.setModified(t,!0,!0,!1),t},n.addBody=function(t,e){return t.bodies.push(e),n.setModified(t,!0,!0,!1),t},n.removeBody=function(t,e,i){var s=t.bodies.indexOf(e);if(-1!==s&&(n.removeBodyAt(t,s),n.setModified(t,!0,!0,!1)),i)for(var r=0;r<t.composites.length;r++)n.removeBody(t.composites[r],e,!0);return t},n.removeBodyAt=function(t,e){return t.bodies.splice(e,1),n.setModified(t,!0,!0,!1),t},n.addConstraint=function(t,e){return t.constraints.push(e),n.setModified(t,!0,!0,!1),t},n.removeConstraint=function(t,e,i){var s=t.constraints.indexOf(e);if(-1!==s&&n.removeConstraintAt(t,s),i)for(var r=0;r<t.composites.length;r++)n.removeConstraint(t.composites[r],e,!0);return t},n.removeConstraintAt=function(t,e){return t.constraints.splice(e,1),n.setModified(t,!0,!0,!1),t},n.clear=function(t,e,i){if(i)for(var s=0;s<t.composites.length;s++)n.clear(t.composites[s],e,!0);return e?t.bodies=t.bodies.filter((function(t){return t.isStatic})):t.bodies.length=0,t.constraints.length=0,t.composites.length=0,n.setModified(t,!0,!0,!1),t},n.allBodies=function(t){for(var e=[].concat(t.bodies),i=0;i<t.composites.length;i++)e=e.concat(n.allBodies(t.composites[i]));return e},n.allConstraints=function(t){for(var e=[].concat(t.constraints),i=0;i<t.composites.length;i++)e=e.concat(n.allConstraints(t.composites[i]));return e},n.allComposites=function(t){for(var e=[].concat(t.composites),i=0;i<t.composites.length;i++)e=e.concat(n.allComposites(t.composites[i]));return e},n.get=function(t,e,i){var s,r;switch(i){case"body":s=n.allBodies(t);break;case"constraint":s=n.allConstraints(t);break;case"composite":s=n.allComposites(t).concat(t);break}return s?(r=s.filter((function(t){return t.id.toString()===e.toString()})),0===r.length?null:r[0]):null},n.move=function(t,e,i){return n.remove(t,e),n.add(i,e),t},n.rebase=function(t){for(var e=n.allBodies(t).concat(n.allConstraints(t)).concat(n.allComposites(t)),i=0;i<e.length;i++)e[i].id=r.nextId();return n.setModified(t,!0,!0,!1),t},n.translate=function(t,e,i){for(var s=i?n.allBodies(t):t.bodies,r=0;r<s.length;r++)A.translate(s[r],e);return n.setModified(t,!0,!0,!1),t},n.rotate=function(t,e,i,s){for(var r=Math.cos(e),o=Math.sin(e),a=s?n.allBodies(t):t.bodies,h=0;h<a.length;h++){var l=a[h],c=l.position.x-i.x,u=l.position.y-i.y;A.setPosition(l,{x:i.x+(c*r-u*o),y:i.y+(c*o+u*r)}),A.rotate(l,e)}return n.setModified(t,!0,!0,!1),t},n.scale=function(t,e,i,s,r){for(var o=r?n.allBodies(t):t.bodies,a=0;a<o.length;a++){var h=o[a],l=h.position.x-s.x,c=h.position.y-s.y;A.setPosition(h,{x:s.x+l*e,y:s.y+c*i}),A.scale(h,e,i)}return n.setModified(t,!0,!0,!1),t},n.bounds=function(t){for(var e=n.allBodies(t),i=[],s=0;s<e.length;s+=1){var r=e[s];i.push(r.bounds.min,r.bounds.max)}return o.create(i)}})()},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t>=0&&t<i.width&&e>=0&&e<i.height};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(29),r=i(2),o=new n({initialize:function(t){void 0===t&&(t={}),this.name=r(t,"name","layer"),this.x=r(t,"x",0),this.y=r(t,"y",0),this.width=r(t,"width",0),this.height=r(t,"height",0),this.tileWidth=r(t,"tileWidth",0),this.tileHeight=r(t,"tileHeight",0),this.baseTileWidth=r(t,"baseTileWidth",this.tileWidth),this.baseTileHeight=r(t,"baseTileHeight",this.tileHeight),this.orientation=r(t,"orientation",s.ORTHOGONAL),this.widthInPixels=r(t,"widthInPixels",this.width*this.baseTileWidth),this.heightInPixels=r(t,"heightInPixels",this.height*this.baseTileHeight),this.alpha=r(t,"alpha",1),this.visible=r(t,"visible",!0),this.properties=r(t,"properties",[]),this.indexes=r(t,"indexes",[]),this.collideIndexes=r(t,"collideIndexes",[]),this.callbacks=r(t,"callbacks",[]),this.bodies=r(t,"bodies",[]),this.data=r(t,"data",[]),this.tilemapLayer=r(t,"tilemapLayer",null),this.hexSideLength=r(t,"hexSideLength",0)}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(29),r=i(2),o=new n({initialize:function(t){void 0===t&&(t={}),this.name=r(t,"name","map"),this.width=r(t,"width",0),this.height=r(t,"height",0),this.infinite=r(t,"infinite",!1),this.tileWidth=r(t,"tileWidth",0),this.tileHeight=r(t,"tileHeight",0),this.widthInPixels=r(t,"widthInPixels",this.width*this.tileWidth),this.heightInPixels=r(t,"heightInPixels",this.height*this.tileHeight),this.format=r(t,"format",null),this.orientation=r(t,"orientation",s.ORTHOGONAL),this.renderOrder=r(t,"renderOrder","right-down"),this.version=r(t,"version","1"),this.properties=r(t,"properties",{}),this.layers=r(t,"layers",[]),this.images=r(t,"images",[]),this.objects=r(t,"objects",{}),this.collision=r(t,"collision",{}),this.tilesets=r(t,"tilesets",[]),this.imageCollections=r(t,"imageCollections",[]),this.tiles=r(t,"tiles",[]),this.hexSideLength=r(t,"hexSideLength",0)}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i,n,s,r,o,A){(void 0===i||i<=0)&&(i=32),(void 0===n||n<=0)&&(n=32),void 0===s&&(s=0),void 0===r&&(r=0),void 0===o&&(o={}),void 0===A&&(A={}),this.name=t,this.firstgid=e,this.tileWidth=i,this.tileHeight=n,this.tileMargin=s,this.tileSpacing=r,this.tileProperties=o,this.tileData=A,this.image=null,this.glTexture=null,this.rows=0,this.columns=0,this.total=0,this.texCoordinates=[]},getTileProperties:function(t){return this.containsTileIndex(t)?this.tileProperties[t-this.firstgid]:null},getTileData:function(t){return this.containsTileIndex(t)?this.tileData[t-this.firstgid]:null},getTileCollisionGroup:function(t){var e=this.getTileData(t);return e&&e.objectgroup?e.objectgroup:null},containsTileIndex:function(t){return t>=this.firstgid&&t<this.firstgid+this.total},getTileTextureCoordinates:function(t){return this.containsTileIndex(t)?this.texCoordinates[t-this.firstgid]:null},setImage:function(t){return this.image=t,this.glTexture=t.get().source.glTexture,this.updateTileData(this.image.source[0].width,this.image.source[0].height),this},setTileSize:function(t,e){return void 0!==t&&(this.tileWidth=t),void 0!==e&&(this.tileHeight=e),this.image&&this.updateTileData(this.image.source[0].width,this.image.source[0].height),this},setSpacing:function(t,e){return void 0!==t&&(this.tileMargin=t),void 0!==e&&(this.tileSpacing=e),this.image&&this.updateTileData(this.image.source[0].width,this.image.source[0].height),this},updateTileData:function(t,e){var i=(e-2*this.tileMargin+this.tileSpacing)/(this.tileHeight+this.tileSpacing),n=(t-2*this.tileMargin+this.tileSpacing)/(this.tileWidth+this.tileSpacing);i%1===0&&n%1===0||console.warn("Image tile area not tile size multiple in: "+this.name),i=Math.floor(i),n=Math.floor(n),this.rows=i,this.columns=n,this.total=i*n,this.texCoordinates.length=0;for(var s=this.tileMargin,r=this.tileMargin,o=0;o<this.rows;o++){for(var A=0;A<this.columns;A++)this.texCoordinates.push({x:s,y:r}),s+=this.tileWidth+this.tileSpacing;s=this.tileMargin,r+=this.tileHeight+this.tileSpacing}return this}});t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={TOP_LEFT:0,TOP_CENTER:1,TOP_RIGHT:2,LEFT_TOP:3,LEFT_CENTER:4,LEFT_BOTTOM:5,CENTER:6,RIGHT_TOP:7,RIGHT_CENTER:8,RIGHT_BOTTOM:9,BOTTOM_LEFT:10,BOTTOM_CENTER:11,BOTTOM_RIGHT:12};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return void 0===i&&(i=1e-4),Math.abs(t-e)<i};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(15),o=i(1066),A=new n({Extends:r,Mixins:[s.Alpha,s.BlendMode,s.Depth,s.Flip,s.GetBounds,s.Mask,s.Origin,s.Pipeline,s.ScrollFactor,s.Size,s.TextureCrop,s.Tint,s.Transform,s.Visible,o],initialize:function(t,e,i,n,s){r.call(this,t,"Image"),this._crop=this.resetCropObject(),this.setTexture(n,s),this.setPosition(e,i),this.setSizeToFrame(),this.setOriginFromFrame(),this.initPipeline()}});t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.hasOwnProperty(e)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(78),s=function(t,e){var i=n(t);for(var s in e)i.hasOwnProperty(s)||(i[s]=e[s]);return i};t.exports=s},function(t,e,i){var n={};t.exports=n;var s=i(63),r=i(84),o=i(165),A=i(85),a=i(271),h=i(32);(function(){n._warming=.4,n._torqueDampen=1,n._minLength=1e-6,n.create=function(t){var e=t;e.bodyA&&!e.pointA&&(e.pointA={x:0,y:0}),e.bodyB&&!e.pointB&&(e.pointB={x:0,y:0});var i=e.bodyA?r.add(e.bodyA.position,e.pointA):e.pointA,n=e.bodyB?r.add(e.bodyB.position,e.pointB):e.pointB,s=r.magnitude(r.sub(i,n));e.length="undefined"!==typeof e.length?e.length:s,e.id=e.id||h.nextId(),e.label=e.label||"Constraint",e.type="constraint",e.stiffness=e.stiffness||(e.length>0?1:.7),e.damping=e.damping||0,e.angularStiffness=e.angularStiffness||0,e.angleA=e.bodyA?e.bodyA.angle:e.angleA,e.angleB=e.bodyB?e.bodyB.angle:e.angleB,e.plugin={};var o={visible:!0,type:"line",anchors:!0,lineColor:null,lineOpacity:null,lineThickness:null,pinSize:null,anchorColor:null,anchorSize:null};return 0===e.length&&e.stiffness>.1?(o.type="pin",o.anchors=!1):e.stiffness<.9&&(o.type="spring"),e.render=h.extend(o,e.render),e},n.preSolveAll=function(t){for(var e=0;e<t.length;e+=1){var i=t[e],n=i.constraintImpulse;i.isStatic||0===n.x&&0===n.y&&0===n.angle||(i.position.x+=n.x,i.position.y+=n.y,i.angle+=n.angle)}},n.solveAll=function(t,e){for(var i=0;i<t.length;i+=1){var s=t[i],r=!s.bodyA||s.bodyA&&s.bodyA.isStatic,o=!s.bodyB||s.bodyB&&s.bodyB.isStatic;(r||o)&&n.solve(t[i],e)}for(i=0;i<t.length;i+=1)s=t[i],r=!s.bodyA||s.bodyA&&s.bodyA.isStatic,o=!s.bodyB||s.bodyB&&s.bodyB.isStatic,r||o||n.solve(t[i],e)},n.solve=function(t,e){var i=t.bodyA,s=t.bodyB,o=t.pointA,A=t.pointB;if(i||s){i&&!i.isStatic&&(r.rotate(o,i.angle-t.angleA,o),t.angleA=i.angle),s&&!s.isStatic&&(r.rotate(A,s.angle-t.angleB,A),t.angleB=s.angle);var a=o,h=A;if(i&&(a=r.add(i.position,o)),s&&(h=r.add(s.position,A)),a&&h){var l=r.sub(a,h),c=r.magnitude(l);c<n._minLength&&(c=n._minLength);var u,f,g,d,p,v=(c-t.length)/c,m=t.stiffness<1?t.stiffness*e:t.stiffness,w=r.mult(l,v*m),B=(i?i.inverseMass:0)+(s?s.inverseMass:0),y=(i?i.inverseInertia:0)+(s?s.inverseInertia:0),x=B+y;if(t.damping){var C=r.create();g=r.div(l,c),p=r.sub(s&&r.sub(s.position,s.positionPrev)||C,i&&r.sub(i.position,i.positionPrev)||C),d=r.dot(g,p)}i&&!i.isStatic&&(f=i.inverseMass/B,i.constraintImpulse.x-=w.x*f,i.constraintImpulse.y-=w.y*f,i.position.x-=w.x*f,i.position.y-=w.y*f,t.damping&&(i.positionPrev.x-=t.damping*g.x*d*f,i.positionPrev.y-=t.damping*g.y*d*f),u=r.cross(o,w)/x*n._torqueDampen*i.inverseInertia*(1-t.angularStiffness),i.constraintImpulse.angle-=u,i.angle-=u),s&&!s.isStatic&&(f=s.inverseMass/B,s.constraintImpulse.x+=w.x*f,s.constraintImpulse.y+=w.y*f,s.position.x+=w.x*f,s.position.y+=w.y*f,t.damping&&(s.positionPrev.x+=t.damping*g.x*d*f,s.positionPrev.y+=t.damping*g.y*d*f),u=r.cross(A,w)/x*n._torqueDampen*s.inverseInertia*(1-t.angularStiffness),s.constraintImpulse.angle+=u,s.angle+=u)}}},n.postSolveAll=function(t){for(var e=0;e<t.length;e++){var i=t[e],h=i.constraintImpulse;if(!(i.isStatic||0===h.x&&0===h.y&&0===h.angle)){o.set(i,!1);for(var l=0;l<i.parts.length;l++){var c=i.parts[l];s.translate(c.vertices,h),l>0&&(c.position.x+=h.x,c.position.y+=h.y),0!==h.angle&&(s.rotate(c.vertices,h.angle,i.position),a.rotate(c.axes,h.angle),l>0&&r.rotateAbout(c.position,h.angle,i.position,c.position)),A.update(c.bounds,c.vertices,i.velocity)}h.angle*=n._warming,h.x*=n._warming,h.y*=n._warming}}},n.pointAWorld=function(t){return{x:(t.bodyA?t.bodyA.position.x:0)+t.pointA.x,y:(t.bodyA?t.bodyA.position.y:0)+t.pointA.y}},n.pointBWorld=function(t){return{x:(t.bodyB?t.bodyB.position.x:0)+t.pointB.x,y:(t.bodyB?t.bodyB.position.y:0)+t.pointB.y}}})()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(35),s=i(64),r=i(65),o=i(0),A=i(11),a=i(15),h=i(10),l=i(57),c=new o({Extends:a,Mixins:[A.Depth,A.GetBounds,A.Origin,A.Transform,A.ScrollFactor,A.Visible],initialize:function(t,e,i,s,r){void 0===s&&(s=1),void 0===r&&(r=s),a.call(this,t,"Zone"),this.setPosition(e,i),this.width=s,this.height=r,this.blendMode=n.NORMAL,this.updateDisplayOrigin()},displayWidth:{get:function(){return this.scaleX*this.width},set:function(t){this.scaleX=t/this.width}},displayHeight:{get:function(){return this.scaleY*this.height},set:function(t){this.scaleY=t/this.height}},setSize:function(t,e,i){void 0===i&&(i=!0),this.width=t,this.height=e,this.updateDisplayOrigin();var n=this.input;return i&&n&&!n.customHitArea&&(n.hitArea.width=t,n.hitArea.height=e),this},setDisplaySize:function(t,e){return this.displayWidth=t,this.displayHeight=e,this},setCircleDropZone:function(t){return this.setDropZone(new s(0,0,t),r)},setRectangleDropZone:function(t,e){return this.setDropZone(new h(0,0,t,e),l)},setDropZone:function(t,e){return void 0===t?this.setRectangleDropZone(this.width,this.height):this.input||this.setInteractive(t,e,!0),this},setAlpha:function(){},setBlendMode:function(){},renderCanvas:function(t,e,i){i.addToRenderList(e)},renderWebGL:function(t,e,i){i.addToRenderList(e)}});t.exports=c},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return 2*(t.width+t.height)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){for(var e=t.length-1;e>0;e--){var i=Math.floor(Math.random()*(e+1)),n=t[e];t[e]=t[i],t[i]=n}return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ADD_ANIMATION:i(724),ANIMATION_COMPLETE:i(725),ANIMATION_COMPLETE_KEY:i(726),ANIMATION_REPEAT:i(727),ANIMATION_RESTART:i(728),ANIMATION_START:i(729),ANIMATION_STOP:i(730),ANIMATION_UPDATE:i(731),PAUSE_ALL:i(732),REMOVE_ANIMATION:i(733),RESUME_ALL:i(734)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(36),o=i(9),A=i(37),a=i(10),h=i(25),l=i(187),c=i(3),u=new n({Extends:o,Mixins:[s.Alpha,s.Visible],initialize:function(t,e,i,n){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),o.call(this),this.scene,this.sceneManager,this.scaleManager,this.cameraManager,this.id=0,this.name="",this.roundPixels=!1,this.useBounds=!1,this.worldView=new a,this.dirty=!0,this._x=t,this._y=e,this._width=i,this._height=n,this._bounds=new a,this._scrollX=0,this._scrollY=0,this._zoomX=1,this._zoomY=1,this._rotation=0,this.matrix=new h,this.transparent=!0,this.backgroundColor=l("rgba(0,0,0,0)"),this.disableCull=!1,this.culledObjects=[],this.midPoint=new c(i/2,n/2),this.originX=.5,this.originY=.5,this._customViewport=!1,this.mask=null,this._maskCamera=null,this.renderList=[]},addToRenderList:function(t){this.renderList.push(t)},setOrigin:function(t,e){return void 0===t&&(t=.5),void 0===e&&(e=t),this.originX=t,this.originY=e,this},getScroll:function(t,e,i){void 0===i&&(i=new c);var n=.5*this.width,s=.5*this.height;return i.x=t-n,i.y=e-s,this.useBounds&&(i.x=this.clampX(i.x),i.y=this.clampY(i.y)),i},centerOnX:function(t){var e=.5*this.width;return this.midPoint.x=t,this.scrollX=t-e,this.useBounds&&(this.scrollX=this.clampX(this.scrollX)),this},centerOnY:function(t){var e=.5*this.height;return this.midPoint.y=t,this.scrollY=t-e,this.useBounds&&(this.scrollY=this.clampY(this.scrollY)),this},centerOn:function(t,e){return this.centerOnX(t),this.centerOnY(e),this},centerToBounds:function(){if(this.useBounds){var t=this._bounds,e=.5*this.width,i=.5*this.height;this.midPoint.set(t.centerX,t.centerY),this.scrollX=t.centerX-e,this.scrollY=t.centerY-i}return this},centerToSize:function(){return this.scrollX=.5*this.width,this.scrollY=.5*this.height,this},cull:function(t){if(this.disableCull)return t;var e=this.matrix.matrix,i=e[0],n=e[1],s=e[2],r=e[3],o=i*r-n*s;if(!o)return t;var A=e[4],a=e[5],h=this.scrollX,l=this.scrollY,c=this.width,u=this.height,f=this.y,g=f+u,d=this.x,p=d+c,v=this.culledObjects,m=t.length;o=1/o,v.length=0;for(var w=0;w<m;++w){var B=t[w];if(B.hasOwnProperty("width")&&!B.parentContainer){var y=B.width,x=B.height,C=B.x-h*B.scrollFactorX-y*B.originX,E=B.y-l*B.scrollFactorY-x*B.originY,I=C*i+E*s+A,D=C*n+E*r+a,P=(C+y)*i+(E+x)*s+A,b=(C+y)*n+(E+x)*r+a;P>d&&I<p&&b>f&&D<g&&v.push(B)}else v.push(B)}return v},getWorldPoint:function(t,e,i){void 0===i&&(i=new c);var n=this.matrix.matrix,s=n[0],r=n[1],o=n[2],A=n[3],a=n[4],h=n[5],l=s*A-r*o;if(!l)return i.x=t,i.y=e,i;l=1/l;var u=A*l,f=-r*l,g=-o*l,d=s*l,p=(o*h-A*a)*l,v=(r*a-s*h)*l,m=Math.cos(this.rotation),w=Math.sin(this.rotation),B=this.zoomX,y=this.zoomY,x=this.scrollX,C=this.scrollY,E=t+(x*m-C*w)*B,I=e+(x*w+C*m)*y;return i.x=E*u+I*g+p,i.y=E*f+I*d+v,i},ignore:function(t){var e=this.id;Array.isArray(t)||(t=[t]);for(var i=0;i<t.length;i++){var n=t[i];Array.isArray(n)?this.ignore(n):n.isParent?this.ignore(n.getChildren()):n.cameraFilter|=e}return this},preRender:function(){this.renderList.length=0;var t=this.width,e=this.height,i=.5*t,n=.5*e,s=this.zoomX,r=this.zoomY,o=this.matrix,A=t*this.originX,a=e*this.originY,h=this.scrollX,l=this.scrollY;this.useBounds&&(h=this.clampX(h),l=this.clampY(l)),this.roundPixels&&(A=Math.round(A),a=Math.round(a)),this.scrollX=h,this.scrollY=l;var c=h+i,u=l+n;this.midPoint.set(c,u);var f=t/s,g=e/r;this.worldView.setTo(c-f/2,u-g/2,f,g),o.applyITRS(this.x+A,this.y+a,this.rotation,s,r),o.translate(-A,-a)},clampX:function(t){var e=this._bounds,i=this.displayWidth,n=e.x+(i-this.width)/2,s=Math.max(n,n+e.width-i);return t<n?t=n:t>s&&(t=s),t},clampY:function(t){var e=this._bounds,i=this.displayHeight,n=e.y+(i-this.height)/2,s=Math.max(n,n+e.height-i);return t<n?t=n:t>s&&(t=s),t},removeBounds:function(){return this.useBounds=!1,this.dirty=!0,this._bounds.setEmpty(),this},setAngle:function(t){return void 0===t&&(t=0),this.rotation=r(t),this},setBackgroundColor:function(t){return void 0===t&&(t="rgba(0,0,0,0)"),this.backgroundColor=l(t),this.transparent=0===this.backgroundColor.alpha,this},setBounds:function(t,e,i,n,s){return void 0===s&&(s=!1),this._bounds.setTo(t,e,i,n),this.dirty=!0,this.useBounds=!0,s?this.centerToBounds():(this.scrollX=this.clampX(this.scrollX),this.scrollY=this.clampY(this.scrollY)),this},getBounds:function(t){void 0===t&&(t=new a);var e=this._bounds;return t.setTo(e.x,e.y,e.width,e.height),t},setName:function(t){return void 0===t&&(t=""),this.name=t,this},setPosition:function(t,e){return void 0===e&&(e=t),this.x=t,this.y=e,this},setRotation:function(t){return void 0===t&&(t=0),this.rotation=t,this},setRoundPixels:function(t){return this.roundPixels=t,this},setScene:function(t){this.scene&&this._customViewport&&this.sceneManager.customViewports--,this.scene=t;var e=t.sys;return this.sceneManager=e.game.scene,this.scaleManager=e.scale,this.cameraManager=e.cameras,this.updateSystem(),this},setScroll:function(t,e){return void 0===e&&(e=t),this.scrollX=t,this.scrollY=e,this},setSize:function(t,e){return void 0===e&&(e=t),this.width=t,this.height=e,this},setViewport:function(t,e,i,n){return this.x=t,this.y=e,this.width=i,this.height=n,this},setZoom:function(t,e){return void 0===t&&(t=1),void 0===e&&(e=t),0===t&&(t=.001),0===e&&(e=.001),this.zoomX=t,this.zoomY=e,this},setMask:function(t,e){return void 0===e&&(e=!0),this.mask=t,this._maskCamera=e?this.cameraManager.default:this,this},clearMask:function(t){return void 0===t&&(t=!1),t&&this.mask&&this.mask.destroy(),this.mask=null,this},toJSON:function(){var t={name:this.name,x:this.x,y:this.y,width:this.width,height:this.height,zoom:this.zoom,rotation:this.rotation,roundPixels:this.roundPixels,scrollX:this.scrollX,scrollY:this.scrollY,backgroundColor:this.backgroundColor.rgba};return this.useBounds&&(t["bounds"]={x:this._bounds.x,y:this._bounds.y,width:this._bounds.width,height:this._bounds.height}),t},update:function(){},updateSystem:function(){if(this.scaleManager){var t=0!==this._x||0!==this._y||this.scaleManager.width!==this._width||this.scaleManager.height!==this._height,e=this.sceneManager;t&&!this._customViewport?e.customViewports++:!t&&this._customViewport&&e.customViewports--,this.dirty=!0,this._customViewport=t}},destroy:function(){this.emit(A.DESTROY,this),this.removeAllListeners(),this.matrix.destroy(),this.culledObjects=[],this._customViewport&&this.sceneManager.customViewports--,this.renderList=[],this._bounds=null,this.scene=null,this.scaleManager=null,this.sceneManager=null,this.cameraManager=null},x:{get:function(){return this._x},set:function(t){this._x=t,this.updateSystem()}},y:{get:function(){return this._y},set:function(t){this._y=t,this.updateSystem()}},width:{get:function(){return this._width},set:function(t){this._width=t,this.updateSystem()}},height:{get:function(){return this._height},set:function(t){this._height=t,this.updateSystem()}},scrollX:{get:function(){return this._scrollX},set:function(t){this._scrollX=t,this.dirty=!0}},scrollY:{get:function(){return this._scrollY},set:function(t){this._scrollY=t,this.dirty=!0}},zoom:{get:function(){return(this._zoomX+this._zoomY)/2},set:function(t){this._zoomX=t,this._zoomY=t,this.dirty=!0}},zoomX:{get:function(){return this._zoomX},set:function(t){this._zoomX=t,this.dirty=!0}},zoomY:{get:function(){return this._zoomY},set:function(t){this._zoomY=t,this.dirty=!0}},rotation:{get:function(){return this._rotation},set:function(t){this._rotation=t,this.dirty=!0}},centerX:{get:function(){return this.x+.5*this.width}},centerY:{get:function(){return this.y+.5*this.height}},displayWidth:{get:function(){return this.width/this.zoomX}},displayHeight:{get:function(){return this.height/this.zoomY}}});t.exports=u},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(334),s=i(335),r=i(336),o=i(337),A=i(338),a=i(339),h=i(340),l=i(341),c=i(342),u=i(343),f=i(344),g=i(345);t.exports={Power0:h,Power1:l.Out,Power2:o.Out,Power3:c.Out,Power4:u.Out,Linear:h,Quad:l.Out,Cubic:o.Out,Quart:c.Out,Quint:u.Out,Sine:f.Out,Expo:a.Out,Circ:r.Out,Elastic:A.Out,Back:n.Out,Bounce:s.Out,Stepped:g,"Quad.easeIn":l.In,"Cubic.easeIn":o.In,"Quart.easeIn":c.In,"Quint.easeIn":u.In,"Sine.easeIn":f.In,"Expo.easeIn":a.In,"Circ.easeIn":r.In,"Elastic.easeIn":A.In,"Back.easeIn":n.In,"Bounce.easeIn":s.In,"Quad.easeOut":l.Out,"Cubic.easeOut":o.Out,"Quart.easeOut":c.Out,"Quint.easeOut":u.Out,"Sine.easeOut":f.Out,"Expo.easeOut":a.Out,"Circ.easeOut":r.Out,"Elastic.easeOut":A.Out,"Back.easeOut":n.Out,"Bounce.easeOut":s.Out,"Quad.easeInOut":l.InOut,"Cubic.easeInOut":o.InOut,"Quart.easeInOut":c.InOut,"Quint.easeInOut":u.InOut,"Sine.easeInOut":f.InOut,"Expo.easeInOut":a.InOut,"Circ.easeInOut":r.InOut,"Elastic.easeInOut":A.InOut,"Back.easeInOut":n.InOut,"Bounce.easeInOut":s.InOut}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return(e-t)*i+t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(105),s={chrome:!1,chromeVersion:0,edge:!1,firefox:!1,firefoxVersion:0,ie:!1,ieVersion:0,mobileSafari:!1,opera:!1,safari:!1,safariVersion:0,silk:!1,trident:!1,tridentVersion:0};function r(){var t=navigator.userAgent;return/Edge\/\d+/.test(t)?s.edge=!0:/Chrome\/(\d+)/.test(t)&&!n.windowsPhone?(s.chrome=!0,s.chromeVersion=parseInt(RegExp.$1,10)):/Firefox\D+(\d+)/.test(t)?(s.firefox=!0,s.firefoxVersion=parseInt(RegExp.$1,10)):/AppleWebKit/.test(t)&&n.iOS?s.mobileSafari=!0:/MSIE (\d+\.\d+);/.test(t)?(s.ie=!0,s.ieVersion=parseInt(RegExp.$1,10)):/Opera/.test(t)?s.opera=!0:/Safari/.test(t)&&!n.windowsPhone?s.safari=!0:/Trident\/(\d+\.\d+)(.*)rv:(\d+\.\d+)/.test(t)&&(s.ie=!0,s.trident=!0,s.tridentVersion=parseInt(RegExp.$1,10),s.ieVersion=parseInt(RegExp.$3,10)),/Silk/.test(t)&&(s.silk=!0),s}t.exports=r()},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return Math.random()*(e-t)+t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t>0&&0===(t&t-1)&&e>0&&0===(e&e-1)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){return void 0===i&&(i=0),0===e?t:(t-=i,t=e*Math.ceil(t/e),n?(i+t)/e:i+t)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i,n){this.x=0,this.y=0,this.z=0,this.w=0,"object"===typeof t?(this.x=t.x||0,this.y=t.y||0,this.z=t.z||0,this.w=t.w||0):(this.x=t||0,this.y=e||0,this.z=i||0,this.w=n||0)},clone:function(){return new s(this.x,this.y,this.z,this.w)},copy:function(t){return this.x=t.x,this.y=t.y,this.z=t.z||0,this.w=t.w||0,this},equals:function(t){return this.x===t.x&&this.y===t.y&&this.z===t.z&&this.w===t.w},set:function(t,e,i,n){return"object"===typeof t?(this.x=t.x||0,this.y=t.y||0,this.z=t.z||0,this.w=t.w||0):(this.x=t||0,this.y=e||0,this.z=i||0,this.w=n||0),this},add:function(t){return this.x+=t.x,this.y+=t.y,this.z+=t.z||0,this.w+=t.w||0,this},subtract:function(t){return this.x-=t.x,this.y-=t.y,this.z-=t.z||0,this.w-=t.w||0,this},scale:function(t){return this.x*=t,this.y*=t,this.z*=t,this.w*=t,this},length:function(){var t=this.x,e=this.y,i=this.z,n=this.w;return Math.sqrt(t*t+e*e+i*i+n*n)},lengthSq:function(){var t=this.x,e=this.y,i=this.z,n=this.w;return t*t+e*e+i*i+n*n},normalize:function(){var t=this.x,e=this.y,i=this.z,n=this.w,s=t*t+e*e+i*i+n*n;return s>0&&(s=1/Math.sqrt(s),this.x=t*s,this.y=e*s,this.z=i*s,this.w=n*s),this},dot:function(t){return this.x*t.x+this.y*t.y+this.z*t.z+this.w*t.w},lerp:function(t,e){void 0===e&&(e=0);var i=this.x,n=this.y,s=this.z,r=this.w;return this.x=i+e*(t.x-i),this.y=n+e*(t.y-n),this.z=s+e*(t.z-s),this.w=r+e*(t.w-r),this},multiply:function(t){return this.x*=t.x,this.y*=t.y,this.z*=t.z||1,this.w*=t.w||1,this},divide:function(t){return this.x/=t.x,this.y/=t.y,this.z/=t.z||1,this.w/=t.w||1,this},distance:function(t){var e=t.x-this.x,i=t.y-this.y,n=t.z-this.z||0,s=t.w-this.w||0;return Math.sqrt(e*e+i*i+n*n+s*s)},distanceSq:function(t){var e=t.x-this.x,i=t.y-this.y,n=t.z-this.z||0,s=t.w-this.w||0;return e*e+i*i+n*n+s*s},negate:function(){return this.x=-this.x,this.y=-this.y,this.z=-this.z,this.w=-this.w,this},transformMat4:function(t){var e=this.x,i=this.y,n=this.z,s=this.w,r=t.val;return this.x=r[0]*e+r[4]*i+r[8]*n+r[12]*s,this.y=r[1]*e+r[5]*i+r[9]*n+r[13]*s,this.z=r[2]*e+r[6]*i+r[10]*n+r[14]*s,this.w=r[3]*e+r[7]*i+r[11]*n+r[15]*s,this},transformQuat:function(t){var e=this.x,i=this.y,n=this.z,s=t.x,r=t.y,o=t.z,A=t.w,a=A*e+r*n-o*i,h=A*i+o*e-s*n,l=A*n+s*i-r*e,c=-s*e-r*i-o*n;return this.x=a*A+c*-s+h*-o-l*-r,this.y=h*A+c*-r+l*-s-a*-o,this.z=l*A+c*-o+a*-r-h*-s,this},reset:function(){return this.x=0,this.y=0,this.z=0,this.w=0,this}});s.prototype.sub=s.prototype.subtract,s.prototype.mul=s.prototype.multiply,s.prototype.div=s.prototype.divide,s.prototype.dist=s.prototype.distance,s.prototype.distSq=s.prototype.distanceSq,s.prototype.len=s.prototype.length,s.prototype.lenSq=s.prototype.lengthSq,t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(92),r=new n({initialize:function(t,e,i,n,s,r,o){void 0===n&&(n=1),void 0===s&&(s=0),void 0===r&&(r=!0),void 0===o&&(o=!1),this.renderer=t,this.framebuffer=null,this.texture=null,this.width=0,this.height=0,this.scale=n,this.minFilter=s,this.autoClear=r,this.autoResize=!1,this.resize(e,i),o&&this.setAutoResize(!0)},setAutoResize:function(t){return t&&!this.autoResize?(this.renderer.on(s.RESIZE,this.resize,this),this.autoResize=!0):!t&&this.autoResize&&(this.renderer.off(s.RESIZE,this.resize,this),this.autoResize=!1),this},resize:function(t,e){var i=t*this.scale,n=e*this.scale;if(i!==this.width||n!==this.height){var s=this.renderer;s.deleteFramebuffer(this.framebuffer),s.deleteTexture(this.texture),t*=this.scale,e*=this.scale,t=Math.round(t),e=Math.round(e),t<=0&&(t=1),e<=0&&(e=1),this.texture=s.createTextureFromSource(null,t,e,this.minFilter),this.framebuffer=s.createFramebuffer(t,e,this.texture,!1),this.width=t,this.height=e}return this},bind:function(t,e,i){if(void 0===t&&(t=!1),t&&this.renderer.flush(),e&&i&&this.resize(e,i),this.renderer.pushFramebuffer(this.framebuffer,!1,!1,!1),t&&this.adjustViewport(),this.autoClear){var n=this.renderer.gl;n.clearColor(0,0,0,0),n.clear(n.COLOR_BUFFER_BIT)}},adjustViewport:function(){var t=this.renderer.gl;t.viewport(0,0,this.width,this.height),t.disable(t.SCISSOR_TEST)},clear:function(){var t=this.renderer,e=t.gl;t.pushFramebuffer(this.framebuffer),e.disable(e.SCISSOR_TEST),e.clearColor(0,0,0,0),e.clear(e.COLOR_BUFFER_BIT),t.popFramebuffer(),t.resetScissor()},unbind:function(t){void 0===t&&(t=!1);var e=this.renderer;return t&&e.flush(),e.popFramebuffer()},destroy:function(){var t=this.renderer;t.deleteFramebuffer(this.framebuffer),t.deleteTexture(this.texture),t.off(s.RESIZE,this.resize,this),this.renderer=null,this.framebuffer=null,this.texture=null}});t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i;if(e)"string"===typeof e?i=document.getElementById(e):"object"===typeof e&&1===e.nodeType&&(i=e);else if(t.parentElement||null===e)return t;return i||(i=document.body),i.appendChild(t),t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={BACKSPACE:8,TAB:9,ENTER:13,SHIFT:16,CTRL:17,ALT:18,PAUSE:19,CAPS_LOCK:20,ESC:27,SPACE:32,PAGE_UP:33,PAGE_DOWN:34,END:35,HOME:36,LEFT:37,UP:38,RIGHT:39,DOWN:40,PRINT_SCREEN:42,INSERT:45,DELETE:46,ZERO:48,ONE:49,TWO:50,THREE:51,FOUR:52,FIVE:53,SIX:54,SEVEN:55,EIGHT:56,NINE:57,NUMPAD_ZERO:96,NUMPAD_ONE:97,NUMPAD_TWO:98,NUMPAD_THREE:99,NUMPAD_FOUR:100,NUMPAD_FIVE:101,NUMPAD_SIX:102,NUMPAD_SEVEN:103,NUMPAD_EIGHT:104,NUMPAD_NINE:105,NUMPAD_ADD:107,NUMPAD_SUBTRACT:109,A:65,B:66,C:67,D:68,E:69,F:70,G:71,H:72,I:73,J:74,K:75,L:76,M:77,N:78,O:79,P:80,Q:81,R:82,S:83,T:84,U:85,V:86,W:87,X:88,Y:89,Z:90,F1:112,F2:113,F3:114,F4:115,F5:116,F6:117,F7:118,F8:119,F9:120,F10:121,F11:122,F12:123,SEMICOLON:186,PLUS:187,COMMA:188,MINUS:189,PERIOD:190,FORWARD_SLASH:191,BACK_SLASH:220,QUOTES:222,BACKTICK:192,OPEN_BRACKET:219,CLOSED_BRACKET:221,SEMICOLON_FIREFOX:59,COLON:58,COMMA_FIREFOX_WINDOWS:60,COMMA_FIREFOX:62,BRACKET_RIGHT_FIREFOX:174,BRACKET_LEFT_FIREFOX:175};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={PENDING:0,INIT:1,START:2,LOADING:3,CREATING:4,RUNNING:5,PAUSED:6,SLEEPING:7,SHUTDOWN:8,DESTROYED:9};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(78),r=i(9),o=i(71),A=i(22),a=i(1),h=i(207),l=i(428),c=new n({Extends:r,initialize:function(t){r.call(this),this.game=t,this.jsonCache=t.cache.json,this.sounds=[],this.mute=!1,this.volume=1,this.pauseOnBlur=!0,this._rate=1,this._detune=0,this.locked=this.locked||!1,this.unlocked=!1,t.events.on(A.BLUR,this.onGameBlur,this),t.events.on(A.FOCUS,this.onGameFocus,this),t.events.on(A.PRE_STEP,this.update,this),t.events.once(A.DESTROY,this.destroy,this)},add:a,addAudioSprite:function(t,e){void 0===e&&(e={});var i=this.add(t,e);for(var n in i.spritemap=this.jsonCache.get(t).spritemap,i.spritemap)if(i.spritemap.hasOwnProperty(n)){var r=s(e),o=i.spritemap[n];r.loop=!!o.hasOwnProperty("loop")&&o.loop,i.addMarker({name:n,start:o.start,duration:o.end-o.start,config:r})}return i},get:function(t){return l(this.sounds,"key",t)},getAll:function(t){return h(this.sounds,"key",t)},play:function(t,e){var i=this.add(t);return i.once(o.COMPLETE,i.destroy,i),e?e.name?(i.addMarker(e),i.play(e.name)):i.play(e):i.play()},playAudioSprite:function(t,e,i){var n=this.addAudioSprite(t);return n.once(o.COMPLETE,n.destroy,n),n.play(e,i)},remove:function(t){var e=this.sounds.indexOf(t);return-1!==e&&(t.destroy(),this.sounds.splice(e,1),!0)},removeAll:function(){this.sounds.forEach((function(t){t.destroy()})),this.sounds.length=0},removeByKey:function(t){for(var e=0,i=this.sounds.length-1;i>=0;i--){var n=this.sounds[i];n.key===t&&(n.destroy(),this.sounds.splice(i,1),e++)}return e},pauseAll:function(){this.forEachActiveSound((function(t){t.pause()})),this.emit(o.PAUSE_ALL,this)},resumeAll:function(){this.forEachActiveSound((function(t){t.resume()})),this.emit(o.RESUME_ALL,this)},stopAll:function(){this.forEachActiveSound((function(t){t.stop()})),this.emit(o.STOP_ALL,this)},stopByKey:function(t){var e=0;return this.getAll(t).forEach((function(t){t.stop()&&e++})),e},unlock:a,onBlur:a,onFocus:a,onGameBlur:function(){this.pauseOnBlur&&this.onBlur()},onGameFocus:function(){this.pauseOnBlur&&this.onFocus()},update:function(t,e){this.unlocked&&(this.unlocked=!1,this.locked=!1,this.emit(o.UNLOCKED,this));for(var i=this.sounds.length-1;i>=0;i--)this.sounds[i].pendingRemove&&this.sounds.splice(i,1);this.sounds.forEach((function(i){i.update(t,e)}))},destroy:function(){this.game.events.off(A.BLUR,this.onGameBlur,this),this.game.events.off(A.FOCUS,this.onGameFocus,this),this.game.events.off(A.PRE_STEP,this.update,this),this.removeAllListeners(),this.removeAll(),this.sounds.length=0,this.sounds=null,this.game=null},forEachActiveSound:function(t,e){var i=this;this.sounds.forEach((function(n,s){n&&!n.pendingRemove&&t.call(e||i,n,s,i.sounds)}))},setRate:function(t){return this.rate=t,this},rate:{get:function(){return this._rate},set:function(t){this._rate=t,this.forEachActiveSound((function(t){t.calculateRate()})),this.emit(o.GLOBAL_RATE,this,t)}},setDetune:function(t){return this.detune=t,this},detune:{get:function(){return this._detune},set:function(t){this._detune=t,this.forEachActiveSound((function(t){t.calculateRate()})),this.emit(o.GLOBAL_DETUNE,this,t)}}});t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(9),r=i(71),o=i(17),A=i(1),a=new n({Extends:s,initialize:function(t,e,i){s.call(this),this.manager=t,this.key=e,this.isPlaying=!1,this.isPaused=!1,this.totalRate=1,this.duration=this.duration||0,this.totalDuration=this.totalDuration||0,this.config={mute:!1,volume:1,rate:1,detune:0,seek:0,loop:!1,delay:0,pan:0},this.currentConfig=this.config,this.config=o(this.config,i),this.markers={},this.currentMarker=null,this.pendingRemove=!1},addMarker:function(t){return!(!t||!t.name||"string"!==typeof t.name)&&(this.markers[t.name]?(console.error("addMarker "+t.name+" already exists in Sound"),!1):(t=o(!0,{name:"",start:0,duration:this.totalDuration-(t.start||0),config:{mute:!1,volume:1,rate:1,detune:0,seek:0,loop:!1,delay:0,pan:0}},t),this.markers[t.name]=t,!0))},updateMarker:function(t){return!(!t||!t.name||"string"!==typeof t.name)&&(this.markers[t.name]?(this.markers[t.name]=o(!0,this.markers[t.name],t),!0):(console.warn("Audio Marker: "+t.name+" missing in Sound: "+this.key),!1))},removeMarker:function(t){var e=this.markers[t];return e?(this.markers[t]=null,e):null},play:function(t,e){if(void 0===t&&(t=""),"object"===typeof t&&(e=t,t=""),"string"!==typeof t)return!1;if(t){if(!this.markers[t])return console.warn("Marker: "+t+" missing in Sound: "+this.key),!1;this.currentMarker=this.markers[t],this.currentConfig=this.currentMarker.config,this.duration=this.currentMarker.duration}else this.currentMarker=null,this.currentConfig=this.config,this.duration=this.totalDuration;return this.resetConfig(),this.currentConfig=o(this.currentConfig,e),this.isPlaying=!0,this.isPaused=!1,!0},pause:function(){return!(this.isPaused||!this.isPlaying)&&(this.isPlaying=!1,this.isPaused=!0,!0)},resume:function(){return!(!this.isPaused||this.isPlaying)&&(this.isPlaying=!0,this.isPaused=!1,!0)},stop:function(){return!(!this.isPaused&&!this.isPlaying)&&(this.isPlaying=!1,this.isPaused=!1,this.resetConfig(),!0)},applyConfig:function(){this.mute=this.currentConfig.mute,this.volume=this.currentConfig.volume,this.rate=this.currentConfig.rate,this.detune=this.currentConfig.detune,this.loop=this.currentConfig.loop,this.pan=this.currentConfig.pan},resetConfig:function(){this.currentConfig.seek=0,this.currentConfig.delay=0},update:A,calculateRate:function(){var t=1.0005777895065548,e=this.currentConfig.detune+this.manager.detune,i=Math.pow(t,e);this.totalRate=this.currentConfig.rate*this.manager.rate*i},destroy:function(){this.pendingRemove||(this.emit(r.DESTROY,this),this.pendingRemove=!0,this.manager=null,this.key="",this.removeAllListeners(),this.isPlaying=!1,this.isPaused=!1,this.config=null,this.currentConfig=null,this.markers=null,this.currentMarker=null)}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(209),s=i(435),r=function(t,e){if(void 0===e&&(e=90),!n(t))return null;if("string"!==typeof e&&(e=(e%360+360)%360),90===e||-270===e||"rotateLeft"===e)t=s(t),t.reverse();else if(-90===e||270===e||"rotateRight"===e)t.reverse(),t=s(t);else if(180===Math.abs(e)||"rotate180"===e){for(var i=0;i<t.length;i++)t[i].reverse();t.reverse()}return t};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(18),r=i(11),o=i(15),A=i(1041),a=i(1042),h=i(212),l=i(10),c=i(1043),u=new n({Extends:o,Mixins:[r.Alpha,r.BlendMode,r.Depth,r.Mask,r.Origin,r.Pipeline,r.ScrollFactor,r.Texture,r.Tint,r.Transform,r.Visible,c],initialize:function(t,e,i,n,s,r,a){void 0===s&&(s=""),void 0===a&&(a=0),o.call(this,t,"BitmapText"),this.font=n;var h=this.scene.sys.cache.bitmapFont.get(n);h||console.warn("Invalid BitmapText key: "+n),this.fontData=h.data,this._text="",this._fontSize=r||this.fontData.size,this._letterSpacing=0,this._align=a,this._bounds=A(),this._dirty=!0,this._maxWidth=0,this.wordWrapCharCode=32,this.charColors=[],this.dropShadowX=0,this.dropShadowY=0,this.dropShadowColor=0,this.dropShadowAlpha=.5,this.fromAtlas=h.fromAtlas,this.setTexture(h.texture,h.frame),this.setPosition(e,i),this.setOrigin(0,0),this.initPipeline(),this.setText(s)},setLeftAlign:function(){return this._align=u.ALIGN_LEFT,this._dirty=!0,this},setCenterAlign:function(){return this._align=u.ALIGN_CENTER,this._dirty=!0,this},setRightAlign:function(){return this._align=u.ALIGN_RIGHT,this._dirty=!0,this},setFontSize:function(t){return this._fontSize=t,this._dirty=!0,this},setLetterSpacing:function(t){return void 0===t&&(t=0),this._letterSpacing=t,this._dirty=!0,this},setText:function(t){return t||0===t||(t=""),Array.isArray(t)&&(t=t.join("\n")),t!==this.text&&(this._text=t.toString(),this._dirty=!0,this.updateDisplayOrigin()),this},setDropShadow:function(t,e,i,n){return void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=.5),this.dropShadowX=t,this.dropShadowY=e,this.dropShadowColor=i,this.dropShadowAlpha=n,this},setCharacterTint:function(t,e,i,n,r,o,A){void 0===t&&(t=0),void 0===e&&(e=1),void 0===i&&(i=!1),void 0===n&&(n=-1),void 0===r&&(r=n,o=n,A=n);var a=this.text.length;-1===e&&(e=a),t<0&&(t=a+t),t=s(t,0,a-1);for(var h=s(t+e,t,a),l=this.charColors,c=t;c<h;c++){var u=l[c];if(-1===n)l[c]=null;else{var f=i?1:0;u?(u.tintEffect=f,u.tintTL=n,u.tintTR=r,u.tintBL=o,u.tintBR=A):l[c]={tintEffect:f,tintTL:n,tintTR:r,tintBL:o,tintBR:A}}}return this},setWordTint:function(t,e,i,n,s,r,o){void 0===e&&(e=1);for(var A=this.getTextBounds(),a=A.words,h="number"===typeof t,l=0,c=0;c<a.length;c++){var u=a[c];if((h&&c===t||!h&&u.word===t)&&(this.setCharacterTint(u.i,u.word.length,i,n,s,r,o),l++,l===e))return this}return this},getTextBounds:function(t){var e=this._bounds;return(this._dirty||t||this.scaleX!==e.scaleX||this.scaleY!==e.scaleY)&&(A(this,t,!0,e),this._dirty=!1),e},getCharacterAt:function(t,e,i){for(var n=this.getLocalPoint(t,e,null,i),s=this.getTextBounds(),r=s.characters,o=new l,A=0;A<r.length;A++){var a=r[A];if(o.setTo(a.x,a.t,a.r-a.x,a.b),o.contains(n.x,n.y))return a}return null},updateDisplayOrigin:function(){return this._dirty=!0,this.getTextBounds(!1),this},setFont:function(t,e,i){if(void 0===e&&(e=this._fontSize),void 0===i&&(i=this._align),t!==this.font){var n=this.scene.sys.cache.bitmapFont.get(t);n&&(this.font=t,this.fontData=n.data,this._fontSize=e,this._align=i,this.fromAtlas=!0===n.fromAtlas,this.setTexture(n.texture,n.frame),A(this,!1,!0,this._bounds))}return this},setMaxWidth:function(t,e){return this._maxWidth=t,this._dirty=!0,void 0!==e&&(this.wordWrapCharCode=e),this},align:{set:function(t){this._align=t,this._dirty=!0},get:function(){return this._align}},text:{set:function(t){this.setText(t)},get:function(){return this._text}},fontSize:{set:function(t){this._fontSize=t,this._dirty=!0},get:function(){return this._fontSize}},letterSpacing:{set:function(t){this._letterSpacing=t,this._dirty=!0},get:function(){return this._letterSpacing}},maxWidth:{set:function(t){this._maxWidth=t,this._dirty=!0},get:function(){return this._maxWidth}},width:{get:function(){return this.getTextBounds(!1),this._bounds.global.width}},height:{get:function(){return this.getTextBounds(!1),this._bounds.global.height}},toJSON:function(){var t=r.ToJSON(this),e={font:this.font,text:this.text,fontSize:this.fontSize,letterSpacing:this.letterSpacing,align:this.align};return t.data=e,t},preDestroy:function(){this.charColors.length=0,this._bounds=null,this.fontData=null}});u.ALIGN_LEFT=0,u.ALIGN_CENTER=1,u.ALIGN_RIGHT=2,u.ParseFromAtlas=a,u.ParseXMLBitmapFont=h,t.exports=u},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t){if(this.entries=[],Array.isArray(t))for(var e=0;e<t.length;e++)this.set(t[e])},set:function(t){return-1===this.entries.indexOf(t)&&this.entries.push(t),this},get:function(t,e){for(var i=0;i<this.entries.length;i++){var n=this.entries[i];if(n[t]===e)return n}},getArray:function(){return this.entries.slice(0)},delete:function(t){var e=this.entries.indexOf(t);return e>-1&&this.entries.splice(e,1),this},dump:function(){console.group("Set");for(var t=0;t<this.entries.length;t++){var e=this.entries[t];console.log(e)}console.groupEnd()},each:function(t,e){var i,n=this.entries.slice(),s=n.length;if(e){for(i=0;i<s;i++)if(!1===t.call(e,n[i],i))break}else for(i=0;i<s;i++)if(!1===t(n[i],i))break;return this},iterate:function(t,e){var i,n=this.entries.length;if(e){for(i=0;i<n;i++)if(!1===t.call(e,this.entries[i],i))break}else for(i=0;i<n;i++)if(!1===t(this.entries[i],i))break;return this},iterateLocal:function(t){var e,i=[];for(e=1;e<arguments.length;e++)i.push(arguments[e]);var n=this.entries.length;for(e=0;e<n;e++){var s=this.entries[e];s[t].apply(s,i)}return this},clear:function(){return this.entries.length=0,this},contains:function(t){return this.entries.indexOf(t)>-1},union:function(t){var e=new s;return t.entries.forEach((function(t){e.set(t)})),this.entries.forEach((function(t){e.set(t)})),e},intersect:function(t){var e=new s;return this.entries.forEach((function(i){t.contains(i)&&e.set(i)})),e},difference:function(t){var e=new s;return this.entries.forEach((function(i){t.contains(i)||e.set(i)})),e},size:{get:function(){return this.entries.length},set:function(t){return t<this.entries.length?this.entries.length=t:this.entries.length}}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(15),o=i(189),A=i(67),a=i(1180),h=new n({Extends:r,Mixins:[s.AlphaSingle,s.BlendMode,s.Depth,s.GetBounds,s.Mask,s.Pipeline,s.ScrollFactor,s.Transform,s.Visible,a],initialize:function(t,e,i,n,s,a,h){void 0===n&&(n=16777215),void 0===s&&(s=128),void 0===a&&(a=1),void 0===h&&(h=.1),r.call(this,t,"PointLight"),this.initPipeline(A.POINTLIGHT_PIPELINE),this.setPosition(e,i),this.color=o(n),this.intensity=a,this.attenuation=h,this.width=2*s,this.height=2*s,this._radius=s},radius:{get:function(){return this._radius},set:function(t){this._radius=t,this.width=2*t,this.height=2*t}},originX:{get:function(){return.5}},originY:{get:function(){return.5}},displayOriginX:{get:function(){return this._radius}},displayOriginY:{get:function(){return this._radius}}});t.exports=h},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=e.width/2,n=e.height/2,s=Math.abs(t.x-e.x-i),r=Math.abs(t.y-e.y-n),o=i+t.radius,A=n+t.radius;if(s>o||r>A)return!1;if(s<=i||r<=n)return!0;var a=s-i,h=r-n,l=a*a,c=h*h,u=t.radius*t.radius;return l+c<=u};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(6),s={},r={register:function(t,e,i,n,r){s[t]={plugin:e,mapping:i,settingsKey:n,configKey:r}},getPlugin:function(t){return s[t]},install:function(t){var e=t.scene.sys,i=e.settings.input,r=e.game.config;for(var o in s){var A=s[o].plugin,a=s[o].mapping,h=s[o].settingsKey,l=s[o].configKey;n(i,h,r[l])&&(t[a]=new A(t))}},remove:function(t){s.hasOwnProperty(t)&&delete s[t]}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ANY_KEY_DOWN:i(1321),ANY_KEY_UP:i(1322),COMBO_MATCH:i(1323),DOWN:i(1324),KEY_DOWN:i(1325),KEY_UP:i(1326),UP:i(1327)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return!!t.url&&(t.url.match(/^(?:blob:|data:|http:\/\/|https:\/\/|\/\/)/)?t.url:e+t.url)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s,r){return void 0===t&&(t=""),void 0===e&&(e=!0),void 0===i&&(i=""),void 0===n&&(n=""),void 0===s&&(s=0),void 0===r&&(r=!1),{responseType:t,async:e,user:i,password:n,timeout:s,headers:void 0,header:void 0,headerValue:void 0,requestedWith:!1,overrideMimeType:void 0,withCredentials:r}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(243),r=i(74),o=new n({Extends:r,Mixins:[s.Acceleration,s.Angular,s.Bounce,s.Debug,s.Drag,s.Enable,s.Friction,s.Gravity,s.Immovable,s.Mass,s.Pushable,s.Size,s.Velocity],initialize:function(t,e,i,n,s){r.call(this,t,e,i,n,s),this.body=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(120),s=function(t,e,i,s){if(void 0===i&&(i=!1),n(t,e,s)){var r=s.data[e][t]||null;return r?-1===r.index?i?r:null:r:null}return null};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s,r,o,A=t.data,a=t.width,h=t.height,l=t.tilemapLayer,c=Math.max(0,e.left),u=Math.min(a,e.right),f=Math.max(0,e.top),g=Math.min(h,e.bottom);if(0===i)for(r=f;r<g;r++)for(s=c;A[r]&&s<u;s++)o=A[r][s],o&&-1!==o.index&&o.visible&&0!==o.alpha&&n.push(o);else if(1===i)for(r=f;r<g;r++)for(s=u;A[r]&&s>=c;s--)o=A[r][s],o&&-1!==o.index&&o.visible&&0!==o.alpha&&n.push(o);else if(2===i)for(r=g;r>=f;r--)for(s=c;A[r]&&s<u;s++)o=A[r][s],o&&-1!==o.index&&o.visible&&0!==o.alpha&&n.push(o);else if(3===i)for(r=g;r>=f;r--)for(s=u;A[r]&&s>=c;s--)o=A[r][s],o&&-1!==o.index&&o.visible&&0!==o.alpha&&n.push(o);return l.tilesDrawn=n.length,l.tilesTotal=a*h,n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=i.collideIndexes.indexOf(t);e&&-1===n?i.collideIndexes.push(t):e||-1===n||i.collideIndexes.splice(n,1)};t.exports=i},function(t,e,i){
/**
 * @author       Seth Berrier <berriers@uwstout.edu>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(2),s=function(t,e,i){if(!e)return{i:0,layers:t.layers,name:"",opacity:1,visible:!0,x:0,y:0};var s=e.x+n(e,"startx",0)*t.tilewidth+n(e,"offsetx",0),r=e.y+n(e,"starty",0)*t.tileheight+n(e,"offsety",0);return{i:0,layers:e.layers,name:i.name+e.name+"/",opacity:i.opacity*e.opacity,visible:i.visible&&e.visible,x:i.x+s,y:i.y+r}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n;if(t.hasOwnProperty(e)){var s=typeof t[e];n="function"===s?function(i,n,s,r,o,A){return t[e](i,n,s,r,o,A)}:function(){return t[e]}}else n="function"===typeof i?i:function(){return i};return n};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(265),s=i(13),r=i(99),o=i(81),A=i(162),a=i(583),h=i(263),l=i(6),c=i(264),u=i(266),f=i(268),g=function(t,e,i){void 0===i&&(i=n);for(var g=i.targets?i.targets:h(e),d=a(e),p=A(e,"delay",i.delay),v=A(e,"duration",i.duration),m=l(e,"easeParams",i.easeParams),w=o(l(e,"ease",i.ease),m),B=A(e,"hold",i.hold),y=A(e,"repeat",i.repeat),x=A(e,"repeatDelay",i.repeatDelay),C=r(e,"yoyo",i.yoyo),E=r(e,"flipX",i.flipX),I=r(e,"flipY",i.flipY),D=[],P=0;P<d.length;P++)for(var b=d[P].key,M=d[P].value,O=0;O<g.length;O++){var Q=c(b,M),T=f(g[O],O,b,Q.getEnd,Q.getStart,Q.getActive,o(l(M,"ease",w),l(M,"easeParams",m)),A(M,"delay",p),A(M,"duration",v),r(M,"yoyo",C),A(M,"hold",B),A(M,"repeat",y),A(M,"repeatDelay",x),r(M,"flipX",E),r(M,"flipY",I));D.push(T)}var S=new u(t,D,g);S.offset=s(e,"offset",null),S.completeDelay=s(e,"completeDelay",0),S.loop=Math.round(s(e,"loop",0)),S.loopDelay=Math.round(s(e,"loopDelay",0)),S.paused=r(e,"paused",!1),S.useFrames=r(e,"useFrames",!1);for(var R=l(e,"callbackScope",S),k=[S,null],z=u.TYPES,L=0;L<z.length;L++){var H=z[L],G=l(e,H,!1);if(G){var F=l(e,H+"Scope",R),Y=l(e,H+"Params",[]);S.setCallback(H,G,k.concat(Y),F)}}return S};t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(102),r=i(2),o=i(133),A=i(185),a=new n({initialize:function(t){this.parent=t,this.animationManager=t.scene.sys.anims,this.animationManager.on(o.REMOVE_ANIMATION,this.globalRemove,this),this.textureManager=this.animationManager.textureManager,this.anims=null,this.isPlaying=!1,this.hasStarted=!1,this.currentAnim=null,this.currentFrame=null,this.nextAnim=null,this.nextAnimsQueue=[],this.timeScale=1,this.frameRate=0,this.duration=0,this.msPerFrame=0,this.skipMissedFrames=!0,this.delay=0,this.repeat=0,this.repeatDelay=0,this.yoyo=!1,this.showOnStart=!1,this.hideOnComplete=!1,this.forward=!0,this.inReverse=!1,this.accumulator=0,this.nextTick=0,this.delayCounter=0,this.repeatCounter=0,this.pendingRepeat=!1,this._paused=!1,this._wasPlaying=!1,this._pendingStop=0,this._pendingStopValue},chain:function(t){var e=this.parent;if(void 0===t)return this.nextAnimsQueue.length=0,this.nextAnim=null,e;Array.isArray(t)||(t=[t]);for(var i=0;i<t.length;i++){var n=t[i];null===this.nextAnim?this.nextAnim=n:this.nextAnimsQueue.push(n)}return this.parent},getName:function(){return this.currentAnim?this.currentAnim.key:""},getFrameName:function(){return this.currentFrame?this.currentFrame.textureFrame:""},load:function(t){this.isPlaying&&this.stop();var e=this.animationManager,i="string"===typeof t?t:r(t,"key",null),n=this.exists(i)?this.get(i):e.get(i);if(n){this.currentAnim=n;var s=n.getTotalFrames(),o=r(t,"frameRate",n.frameRate),A=r(t,"duration",n.duration);n.calculateDuration(this,s,A,o),this.delay=r(t,"delay",n.delay),this.repeat=r(t,"repeat",n.repeat),this.repeatDelay=r(t,"repeatDelay",n.repeatDelay),this.yoyo=r(t,"yoyo",n.yoyo),this.showOnStart=r(t,"showOnStart",n.showOnStart),this.hideOnComplete=r(t,"hideOnComplete",n.hideOnComplete),this.skipMissedFrames=r(t,"skipMissedFrames",n.skipMissedFrames),this.timeScale=r(t,"timeScale",this.timeScale);var a=r(t,"startFrame",0);a>n.getTotalFrames()&&(a=0);var h=n.frames[a];0!==a||this.forward||(h=n.getLastFrame()),this.currentFrame=h}else console.warn("Missing animation: "+i);return this.parent},pause:function(t){return this._paused||(this._paused=!0,this._wasPlaying=this.isPlaying,this.isPlaying=!1),void 0!==t&&this.setCurrentFrame(t),this.parent},resume:function(t){return this._paused&&(this._paused=!1,this.isPlaying=this._wasPlaying),void 0!==t&&this.setCurrentFrame(t),this.parent},playAfterDelay:function(t,e){if(this.isPlaying){var i=this.nextAnim,n=this.nextAnimsQueue;i&&n.unshift(i),this.nextAnim=t,this._pendingStop=1,this._pendingStopValue=e}else this.delayCounter=e,this.play(t,!0);return this.parent},playAfterRepeat:function(t,e){if(void 0===e&&(e=1),this.isPlaying){var i=this.nextAnim,n=this.nextAnimsQueue;i&&n.unshift(i),-1!==this.repeatCounter&&e>this.repeatCounter&&(e=this.repeatCounter),this.nextAnim=t,this._pendingStop=2,this._pendingStopValue=e}else this.play(t);return this.parent},play:function(t,e){void 0===e&&(e=!1);var i=this.currentAnim,n=this.parent,s="string"===typeof t?t:t.key;if(e&&this.isPlaying&&i.key===s)return n;if(i&&this.isPlaying){var r=this.animationManager.getMix(i.key,t);if(r>0)return this.playAfterDelay(t,r)}return this.forward=!0,this.inReverse=!1,this._paused=!1,this._wasPlaying=!0,this.startAnimation(t)},playReverse:function(t,e){void 0===e&&(e=!1);var i="string"===typeof t?t:t.key;return e&&this.isPlaying&&this.currentAnim.key===i?this.parent:(this.forward=!1,this.inReverse=!0,this._paused=!1,this._wasPlaying=!0,this.startAnimation(t))},startAnimation:function(t){this.load(t);var e=this.currentAnim,i=this.parent;return e?(this.repeatCounter=-1===this.repeat?Number.MAX_VALUE:this.repeat,e.getFirstTick(this),this.isPlaying=!0,this.pendingRepeat=!1,this.hasStarted=!1,this._pendingStop=0,this._pendingStopValue=0,this._paused=!1,this.delayCounter+=this.delay,0===this.delayCounter&&this.handleStart(),i):i},handleStart:function(){this.showOnStart&&this.parent.setVisible(!0),this.setCurrentFrame(this.currentFrame),this.hasStarted=!0,this.emitEvents(o.ANIMATION_START)},handleRepeat:function(){this.pendingRepeat=!1,this.emitEvents(o.ANIMATION_REPEAT)},handleStop:function(){this._pendingStop=0,this.isPlaying=!1,this.emitEvents(o.ANIMATION_STOP)},handleComplete:function(){this._pendingStop=0,this.isPlaying=!1,this.hideOnComplete&&this.parent.setVisible(!1),this.emitEvents(o.ANIMATION_COMPLETE,o.ANIMATION_COMPLETE_KEY)},emitEvents:function(t,e){var i=this.currentAnim,n=this.currentFrame,s=this.parent,r=n.textureFrame;s.emit(t,i,n,s,r),e&&s.emit(e+i.key,i,n,s,r)},reverse:function(){return this.isPlaying&&(this.inReverse=!this.inReverse,this.forward=!this.forward),this.parent},getProgress:function(){var t=this.currentFrame;if(!t)return 0;var e=t.progress;return this.inReverse&&(e*=-1),e},setProgress:function(t){return this.forward||(t=1-t),this.setCurrentFrame(this.currentAnim.getFrameByProgress(t)),this.parent},setRepeat:function(t){return this.repeatCounter=-1===t?Number.MAX_VALUE:t,this.parent},globalRemove:function(t,e){void 0===e&&(e=this.currentAnim),this.isPlaying&&e.key===this.currentAnim.key&&(this.stop(),this.setCurrentFrame(this.currentAnim.frames[0]))},restart:function(t,e){void 0===t&&(t=!1),void 0===e&&(e=!1);var i=this.currentAnim,n=this.parent;return i?(e&&(this.repeatCounter=-1===this.repeat?Number.MAX_VALUE:this.repeat),i.getFirstTick(this),this.emitEvents(o.ANIMATION_RESTART),this.isPlaying=!0,this.pendingRepeat=!1,this.hasStarted=!t,this._pendingStop=0,this._pendingStopValue=0,this._paused=!1,this.setCurrentFrame(i.frames[0]),this.parent):n},complete:function(){if(this._pendingStop=0,this.isPlaying=!1,this.currentAnim&&this.handleComplete(),this.nextAnim){var t=this.nextAnim;this.nextAnim=this.nextAnimsQueue.length>0?this.nextAnimsQueue.shift():null,this.play(t)}return this.parent},stop:function(){if(this._pendingStop=0,this.isPlaying=!1,this.currentAnim&&this.handleStop(),this.nextAnim){var t=this.nextAnim;this.nextAnim=this.nextAnimsQueue.shift(),this.play(t)}return this.parent},stopAfterDelay:function(t){return this._pendingStop=1,this._pendingStopValue=t,this.parent},stopAfterRepeat:function(t){return void 0===t&&(t=1),-1!==this.repeatCounter&&t>this.repeatCounter&&(t=this.repeatCounter),this._pendingStop=2,this._pendingStopValue=t,this.parent},stopOnFrame:function(t){return this._pendingStop=3,this._pendingStopValue=t,this.parent},getTotalFrames:function(){return this.currentAnim?this.currentAnim.getTotalFrames():0},update:function(t,e){var i=this.currentAnim;if(this.isPlaying&&i&&!i.paused){if(this.accumulator+=e*this.timeScale,1===this._pendingStop&&(this._pendingStopValue-=e,this._pendingStopValue<=0))return this.stop();if(this.hasStarted){if(this.accumulator>=this.nextTick&&(this.forward?i.nextFrame(this):i.previousFrame(this),this.isPlaying&&0===this._pendingStop&&this.skipMissedFrames&&this.accumulator>this.nextTick)){var n=0;do{this.forward?i.nextFrame(this):i.previousFrame(this),n++}while(this.isPlaying&&this.accumulator>this.nextTick&&n<60)}}else this.accumulator>=this.delayCounter&&(this.accumulator-=this.delayCounter,this.handleStart())}},setCurrentFrame:function(t){var e=this.parent;return this.currentFrame=t,e.texture=t.frame.texture,e.frame=t.frame,e.isCropped&&e.frame.updateCropUVs(e._crop,e.flipX,e.flipY),t.setAlpha&&(e.alpha=t.alpha),e.setSizeToFrame(),e._originComponent&&(t.frame.customPivot?e.setOrigin(t.frame.pivotX,t.frame.pivotY):e.updateDisplayOrigin()),this.isPlaying&&this.hasStarted&&(this.emitEvents(o.ANIMATION_UPDATE),3===this._pendingStop&&this._pendingStopValue===t&&this.stop()),e},nextFrame:function(){return this.currentAnim&&this.currentAnim.nextFrame(this),this.parent},previousFrame:function(){return this.currentAnim&&this.currentAnim.previousFrame(this),this.parent},get:function(t){return this.anims?this.anims.get(t):null},exists:function(t){return!!this.anims&&this.anims.has(t)},create:function(t){var e=t.key,i=!1;return e&&(i=this.get(e),i||(i=new A(this,e,t),this.anims||(this.anims=new s),this.anims.set(e,i))),i},generateFrameNames:function(t,e){return this.animationManager.generateFrameNames(t,e)},generateFrameNumbers:function(t,e){return this.animationManager.generateFrameNumbers(t,e)},remove:function(t){var e=this.get(t);return e&&(this.currentAnim===e&&this.stop(),this.anims.delete(t)),e},destroy:function(){this.animationManager.off(o.REMOVE_ANIMATION,this.globalRemove,this),this.anims&&this.anims.clear(),this.animationManager=null,this.parent=null,this.nextAnim=null,this.nextAnimsQueue.length=0,this.currentAnim=null,this.currentFrame=null},isPaused:{get:function(){return this._paused}}});t.exports=a},function(t,e,i){var n={};t.exports=n;var s=i(166);(function(){n._motionWakeThreshold=.18,n._motionSleepThreshold=.08,n._minBias=.9,n.update=function(t,e){for(var i=e*e*e,s=0;s<t.length;s++){var r=t[s],o=r.speed*r.speed+r.angularSpeed*r.angularSpeed;if(0===r.force.x&&0===r.force.y){var A=Math.min(r.motion,o),a=Math.max(r.motion,o);r.motion=n._minBias*A+(1-n._minBias)*a,r.sleepThreshold>0&&r.motion<n._motionSleepThreshold*i?(r.sleepCounter+=1,r.sleepCounter>=r.sleepThreshold&&n.set(r,!0)):r.sleepCounter>0&&(r.sleepCounter-=1)}else n.set(r,!1)}},n.afterCollisions=function(t,e){for(var i=e*e*e,s=0;s<t.length;s++){var r=t[s];if(r.isActive){var o=r.collision,A=o.bodyA.parent,a=o.bodyB.parent;if(!(A.isSleeping&&a.isSleeping||A.isStatic||a.isStatic)&&(A.isSleeping||a.isSleeping)){var h=A.isSleeping&&!A.isStatic?A:a,l=h===A?a:A;!h.isStatic&&l.motion>n._motionWakeThreshold*i&&n.set(h,!1)}}}},n.set=function(t,e){var i=t.isSleeping;e?(t.isSleeping=!0,t.sleepCounter=t.sleepThreshold,t.positionImpulse.x=0,t.positionImpulse.y=0,t.positionPrev.x=t.position.x,t.positionPrev.y=t.position.y,t.anglePrev=t.angle,t.speed=0,t.angularSpeed=0,t.motion=0,i||s.trigger(t,"sleepStart")):(t.isSleeping=!1,t.sleepCounter=0,i&&s.trigger(t,"sleepEnd"))}})()},function(t,e,i){var n={};t.exports=n;var s=i(32);(function(){n.on=function(t,e,i){for(var n,s=e.split(" "),r=0;r<s.length;r++)n=s[r],t.events=t.events||{},t.events[n]=t.events[n]||[],t.events[n].push(i);return i},n.off=function(t,e,i){if(e){"function"===typeof e&&(i=e,e=s.keys(t.events).join(" "));for(var n=e.split(" "),r=0;r<n.length;r++){var o=t.events[n[r]],A=[];if(i&&o)for(var a=0;a<o.length;a++)o[a]!==i&&A.push(o[a]);t.events[n[r]]=A}}else t.events={}},n.trigger=function(t,e,i){var n,r,o,A,a=t.events;if(a&&s.keys(a).length>0){i||(i={}),n=e.split(" ");for(var h=0;h<n.length;h++)if(r=n[h],o=a[r],o){A=s.clone(i,!1),A.name=r,A.source=t;for(var l=0;l<o.length;l++)o[l].apply(t,[A])}}}})()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(175),s=i(67),r=i(75),o={defaultPipeline:null,pipeline:null,hasPostPipeline:!1,postPipelines:null,pipelineData:null,initPipeline:function(t){void 0===t&&(t=s.MULTI_PIPELINE);var e=this.scene.sys.renderer;if(!e)return!1;var i=e.pipelines;if(this.postPipelines=[],this.pipelineData={},i){var n=i.get(t);if(n)return this.defaultPipeline=n,this.pipeline=n,!0}return!1},setPipeline:function(t,e,i){var s=this.scene.sys.renderer;if(!s)return this;var r=s.pipelines;if(r){var o=r.get(t);o&&(this.pipeline=o),e&&(this.pipelineData=i?n(e):e)}return this},setPostPipeline:function(t,e,i){var s=this.scene.sys.renderer;if(!s)return this;var r=s.pipelines;if(r){Array.isArray(t)||(t=[t]);for(var o=0;o<t.length;o++){var A=r.getPostPipeline(t[o],this);A&&this.postPipelines.push(A)}e&&(this.pipelineData=i?n(e):e)}return this.hasPostPipeline=this.postPipelines.length>0,this},setPipelineData:function(t,e){var i=this.pipelineData;return void 0===e?delete i[t]:i[t]=e,this},getPostPipeline:function(t){for(var e=this.postPipelines,i=[],n=0;n<e.length;n++){var s=e[n];("string"===typeof t&&s.name===t||s instanceof t)&&i.push(s)}return 1===i.length?i[0]:i},resetPipeline:function(t,e){return void 0===t&&(t=!1),void 0===e&&(e=!1),this.pipeline=this.defaultPipeline,t&&(this.postPipelines=[],this.hasPostPipeline=!1),e&&(this.pipelineData={}),null!==this.pipeline},resetPostPipeline:function(t){void 0===t&&(t=!1);for(var e=this.postPipelines,i=0;i<e.length;i++)e[i].destroy();this.postPipelines=[],this.hasPostPipeline=!1,t&&(this.pipelineData={})},removePostPipeline:function(t){for(var e=this.postPipelines,i=e.length-1;i>=0;i--){var n=e[i];("string"===typeof t&&n.name===t||"string"!==typeof t&&n instanceof t)&&(n.destroy(),r(e,i))}return this.hasPostPipeline=this.postPipelines.length>0,this},getPipelineName:function(){return this.pipeline.name}};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={DEFAULT:0,LINEAR:0,NEAREST:1};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e,i){return void 0===i&&(i=new n),i.x=t.x+t.radius*Math.cos(e),i.y=t.y+t.radius*Math.sin(e),i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){void 0===e&&(e=new n);var i=2*Math.PI*Math.random(),s=Math.random()+Math.random(),r=s>1?2-s:s,o=r*Math.cos(i),A=r*Math.sin(i);return e.x=t.x+o*t.radius,e.y=t.y+A*t.radius,e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(131),s=i(4),r=function(t,e,i){if(void 0===i&&(i=new s),e<=0||e>=1)return i.x=t.x,i.y=t.y,i;var r=n(t)*e;return e>.5?(r-=t.width+t.height,r<=t.width?(i.x=t.right-r,i.y=t.bottom):(i.x=t.x,i.y=t.bottom-(r-t.width))):r<=t.width?(i.x=t.x+r,i.y=t.y):(i.x=t.right,i.y=t.y+(r-t.width)),i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(66),s=i(4),r=function(t,e,i,r){void 0===r&&(r=[]),!e&&i>0&&(e=n(t)/i);for(var o=t.x1,A=t.y1,a=t.x2,h=t.y2,l=0;l<e;l++){var c=l/e,u=o+(a-o)*c,f=A+(h-A)*c;r.push(new s(u,f))}return r};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){void 0===e&&(e=new n);var i=Math.random();return e.x=t.x1+i*(t.x2-t.x1),e.y=t.y1+i*(t.y2-t.y1),e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){return void 0===e&&(e=new n),e.x=t.x+Math.random()*t.width,e.y=t.y+Math.random()*t.height,e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e,n,s;if("object"!==typeof t||null===t)return t;for(s in e=Array.isArray(t)?[]:{},t)n=t[s],e[s]=i(n);return e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e={name:t.name,type:t.type,x:t.x,y:t.y,depth:t.depth,scale:{x:t.scaleX,y:t.scaleY},origin:{x:t.originX,y:t.originY},flipX:t.flipX,flipY:t.flipY,rotation:t.rotation,alpha:t.alpha,visible:t.visible,blendMode:t.blendMode,textureKey:"",frameKey:"",data:{}};return t.texture&&(e.textureKey=t.texture.key,e.frameKey=t.frame.name),e};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s,r,o,A,a){void 0===a&&(a=new n);var h=Math.sin(r),l=Math.cos(r),c=l*o,u=h*o,f=-h*A,g=l*A,d=1/(c*g+f*-u);return a.x=g*d*t+-f*d*e+(s*f-i*g)*d,a.y=c*d*e+-u*d*t+(-s*c+i*u)*d,a};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e=1);for(var i=null,n=0;n<e;n++)i=t.shift(),t.push(i);return i};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e=1);for(var i=null,n=0;n<e;n++)i=t.pop(),t.unshift(i);return i};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){void 0===e&&(e=new n);var i=Math.random()*Math.PI*2,s=Math.sqrt(Math.random());return e.x=t.x+s*Math.cos(i)*t.width/2,e.y=t.y+s*Math.sin(i)*t.height/2,e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){void 0===e&&(e=new n);var i=t.x2-t.x1,s=t.y2-t.y1,r=t.x3-t.x1,o=t.y3-t.y1,A=Math.random(),a=Math.random();return A+a>=1&&(A=1-A,a=1-a),e.x=t.x1+(i*A+r*a),e.y=t.y1+(s*A+o*a),e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s){var r=n+Math.atan2(t.y-i,t.x-e);return t.x=e+s*Math.cos(r),t.y=i+s*Math.sin(r),t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t=Math.max(0,Math.min(1,(t-e)/(i-e))),t*t*t*(t*(6*t-15)+10)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t<=e?0:t>=i?1:(t=(t-e)/(i-e),t*t*(3-2*t))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(133),o=i(318),A=i(319),a=i(6),h=i(320),l=new s({initialize:function(t,e,i){this.manager=t,this.key=e,this.type="frame",this.frames=this.getFrames(t.textureManager,a(i,"frames",[]),a(i,"defaultTextureKey",null),a(i,"sortFrames",!0)),this.frameRate=a(i,"frameRate",null),this.duration=a(i,"duration",null),this.msPerFrame,this.skipMissedFrames=a(i,"skipMissedFrames",!0),this.delay=a(i,"delay",0),this.repeat=a(i,"repeat",0),this.repeatDelay=a(i,"repeatDelay",0),this.yoyo=a(i,"yoyo",!1),this.showOnStart=a(i,"showOnStart",!1),this.hideOnComplete=a(i,"hideOnComplete",!1),this.paused=!1,this.calculateDuration(this,this.getTotalFrames(),this.duration,this.frameRate),this.manager.on&&(this.manager.on(r.PAUSE_ALL,this.pause,this),this.manager.on(r.RESUME_ALL,this.resume,this))},getTotalFrames:function(){return this.frames.length},calculateDuration:function(t,e,i,n){null===i&&null===n?(t.frameRate=24,t.duration=24/e*1e3):i&&null===n?(t.duration=i,t.frameRate=e/(i/1e3)):(t.frameRate=n,t.duration=e/n*1e3),t.msPerFrame=1e3/t.frameRate},addFrame:function(t){return this.addFrameAt(this.frames.length,t)},addFrameAt:function(t,e){var i=this.getFrames(this.manager.textureManager,e);if(i.length>0){if(0===t)this.frames=i.concat(this.frames);else if(t===this.frames.length)this.frames=this.frames.concat(i);else{var n=this.frames.slice(0,t),s=this.frames.slice(t);this.frames=n.concat(i,s)}this.updateFrameSequence()}return this},checkFrame:function(t){return t>=0&&t<this.frames.length},getFirstTick:function(t){t.accumulator=0,t.nextTick=t.msPerFrame+t.currentFrame.duration},getFrameAt:function(t){return this.frames[t]},getFrames:function(t,e,i,n){void 0===n&&(n=!0);var s,r,o,l,c=[],u=1;if("string"===typeof e){l=e;var f=t.get(l),g=f.getFrameNames();n&&h(g),e=[],g.forEach((function(t){e.push({key:l,frame:t})}))}if(!Array.isArray(e)||0===e.length)return c;for(o=0;o<e.length;o++){var d=e[o],p=a(d,"key",i);if(p){var v=a(d,"frame",0),m=t.getFrame(p,v);r=new A(p,v,u,m),r.duration=a(d,"duration",0),r.isFirst=!s,s&&(s.nextFrame=r,r.prevFrame=s),c.push(r),s=r,u++}}if(c.length>0){r.isLast=!0,r.nextFrame=c[0],c[0].prevFrame=r;var w=1/(c.length-1);for(o=0;o<c.length;o++)c[o].progress=o*w}return c},getNextTick:function(t){t.accumulator-=t.nextTick,t.nextTick=t.msPerFrame+t.currentFrame.duration},getFrameByProgress:function(t){return t=n(t,0,1),o(t,this.frames,"progress")},nextFrame:function(t){var e=t.currentFrame;e.isLast?t.yoyo?this.handleYoyoFrame(t,!1):t.repeatCounter>0?t.inReverse&&t.forward?t.forward=!1:this.repeatAnimation(t):t.complete():this.updateAndGetNextTick(t,e.nextFrame)},handleYoyoFrame:function(t,e){if(e||(e=!1),t.inReverse===!e&&t.repeatCounter>0)return(0===t.repeatDelay||t.pendingRepeat)&&(t.forward=e),void this.repeatAnimation(t);if(t.inReverse===e||0!==t.repeatCounter){t.forward=e;var i=e?t.currentFrame.nextFrame:t.currentFrame.prevFrame;this.updateAndGetNextTick(t,i)}else t.complete()},getLastFrame:function(){return this.frames[this.frames.length-1]},previousFrame:function(t){var e=t.currentFrame;e.isFirst?t.yoyo?this.handleYoyoFrame(t,!0):t.repeatCounter>0?(t.inReverse&&!t.forward||(t.forward=!0),this.repeatAnimation(t)):t.complete():this.updateAndGetNextTick(t,e.prevFrame)},updateAndGetNextTick:function(t,e){t.setCurrentFrame(e),this.getNextTick(t)},removeFrame:function(t){var e=this.frames.indexOf(t);return-1!==e&&this.removeFrameAt(e),this},removeFrameAt:function(t){return this.frames.splice(t,1),this.updateFrameSequence(),this},repeatAnimation:function(t){if(2===t._pendingStop){if(0===t._pendingStopValue)return t.stop();t._pendingStopValue--}t.repeatDelay>0&&!t.pendingRepeat?(t.pendingRepeat=!0,t.accumulator-=t.nextTick,t.nextTick+=t.repeatDelay):(t.repeatCounter--,t.forward?t.setCurrentFrame(t.currentFrame.nextFrame):t.setCurrentFrame(t.currentFrame.prevFrame),t.isPlaying&&(this.getNextTick(t),t.handleRepeat()))},toJSON:function(){var t={key:this.key,type:this.type,frames:[],frameRate:this.frameRate,duration:this.duration,skipMissedFrames:this.skipMissedFrames,delay:this.delay,repeat:this.repeat,repeatDelay:this.repeatDelay,yoyo:this.yoyo,showOnStart:this.showOnStart,hideOnComplete:this.hideOnComplete};return this.frames.forEach((function(e){t.frames.push(e.toJSON())})),t},updateFrameSequence:function(){for(var t,e=this.frames.length,i=1/(e-1),n=0;n<e;n++)t=this.frames[n],t.index=n+1,t.isFirst=!1,t.isLast=!1,t.progress=n*i,0===n?(t.isFirst=!0,1===e?(t.isLast=!0,t.nextFrame=t,t.prevFrame=t):(t.isLast=!1,t.prevFrame=this.frames[e-1],t.nextFrame=this.frames[n+1])):n===e-1&&e>1?(t.isLast=!0,t.prevFrame=this.frames[e-2],t.nextFrame=this.frames[0]):e>1&&(t.prevFrame=this.frames[n-1],t.nextFrame=this.frames[n+1]);return this},pause:function(){return this.paused=!0,this},resume:function(){return this.paused=!1,this},destroy:function(){this.manager.off&&(this.manager.off(r.PAUSE_ALL,this.pause,this),this.manager.off(r.RESUME_ALL,this.resume,this)),this.manager.remove(this.key);for(var t=0;t<this.frames.length;t++)this.frames[t].destroy();this.frames=[],this.manager=null}});t.exports=l},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===e&&(e=0),void 0===i&&(i=" "),void 0===n&&(n=3),t=t.toString();var s=0;if(e+1>=t.length)switch(n){case 1:t=new Array(e+1-t.length).join(i)+t;break;case 3:var r=Math.ceil((s=e-t.length)/2),o=s-r;t=new Array(o+1).join(i)+t+new Array(r+1).join(i);break;default:t+=new Array(e+1-t.length).join(i);break}return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(327),s=i(189),r=i(331),o=i(332),A=function(t){var e=typeof t;switch(e){case"string":return"rgb"===t.substr(0,3).toLowerCase()?o(t):n(t);case"number":return s(t);case"object":return r(t)}};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(103);function s(t,e,i,n){var s=(t+6*e)%6,r=Math.min(s,4-s,1);return Math.round(255*(n-n*i*Math.max(0,r)))}var r=function(t,e,i,r){void 0===e&&(e=1),void 0===i&&(i=1);var o=s(5,t,e,i),A=s(3,t,e,i),a=s(1,t,e,i);return r?r.setTo?r.setTo(o,A,a,r.alpha,!1):(r.r=o,r.g=A,r.b=a,r.color=n(o,A,a),r):{r:o,g:A,b:a,color:n(o,A,a)}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(38),s=i(330),r=function(t){var e=s(t);return new n(e.r,e.g,e.b,e.a)};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t.x=e-t.width/2,t.y=i-t.height/2,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(105),s=i(137),r=i(31),o={canvas:!1,canvasBitBltShift:null,file:!1,fileSystem:!1,getUserMedia:!0,littleEndian:!1,localStorage:!1,pointerLock:!1,support32bit:!1,vibration:!1,webGL:!1,worker:!1};function A(){var t=new ArrayBuffer(4),e=new Uint8Array(t),i=new Uint32Array(t);return e[0]=161,e[1]=178,e[2]=195,e[3]=212,3569595041===i[0]||2712847316!==i[0]&&null}function a(){if("function"===typeof importScripts)return o;o.canvas=!!window["CanvasRenderingContext2D"];try{o.localStorage=!!localStorage.getItem}catch(i){o.localStorage=!1}o.file=!!window["File"]&&!!window["FileReader"]&&!!window["FileList"]&&!!window["Blob"],o.fileSystem=!!window["requestFileSystem"];var t=!1,e=function(){if(window["WebGLRenderingContext"])try{var e=r.createWebGL(this),i=e.getContext("webgl")||e.getContext("experimental-webgl"),n=r.create2D(this),s=n.getContext("2d"),o=s.createImageData(1,1);return t=o.data instanceof Uint8ClampedArray,r.remove(e),r.remove(n),!!i}catch(A){return!1}return!1};return o.webGL=e(),o.worker=!!window["Worker"],o.pointerLock="pointerLockElement"in document||"mozPointerLockElement"in document||"webkitPointerLockElement"in document,navigator.getUserMedia=navigator.getUserMedia||navigator.webkitGetUserMedia||navigator.mozGetUserMedia||navigator.msGetUserMedia||navigator.oGetUserMedia,window.URL=window.URL||window.webkitURL||window.mozURL||window.msURL,o.getUserMedia=o.getUserMedia&&!!navigator.getUserMedia&&!!window.URL,s.firefox&&s.firefoxVersion<21&&(o.getUserMedia=!1),!n.iOS&&(s.ie||s.firefox||s.chrome)&&(o.canvasBitBltShift=!0),(s.safari||s.mobileSafari)&&(o.canvasBitBltShift=!1),navigator.vibrate=navigator.vibrate||navigator.webkitVibrate||navigator.mozVibrate||navigator.msVibrate,navigator.vibrate&&(o.vibration=!0),"undefined"!==typeof ArrayBuffer&&"undefined"!==typeof Uint8Array&&"undefined"!==typeof Uint32Array&&(o.littleEndian=A()),o.support32bit="undefined"!==typeof ArrayBuffer&&"undefined"!==typeof Uint8ClampedArray&&"undefined"!==typeof Int32Array&&null!==o.littleEndian&&t,o}t.exports=a()},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i="",n=function(){var t=function(t){for(var e=["i","webkitI","msI","mozI","oI"],i=0;i<e.length;i++){var n=e[i]+"mageSmoothingEnabled";if(n in t)return n}return null},e=function(e){return""===i&&(i=t(e)),i&&(e[i]=!0),e},n=function(e){return""===i&&(i=t(e)),i&&(e[i]=!1),e},s=function(t){return null!==i?t[i]:null};return{disable:n,enable:e,getPrefix:t,isEnabled:s}};t.exports=n()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=i(17),r={Angle:i(812),Distance:i(821),Easing:i(826),Fuzzy:i(827),Interpolation:i(830),Pow2:i(835),Snap:i(837),RandomDataGenerator:i(839),Average:i(840),Bernstein:i(356),Between:i(195),CatmullRom:i(194),CeilTo:i(841),Clamp:i(18),DegToRad:i(36),Difference:i(842),Euler:i(843),Factorial:i(357),FloatBetween:i(138),FloorTo:i(844),FromPercent:i(98),GetSpeed:i(845),IsEven:i(846),IsEvenStrict:i(847),Linear:i(136),MaxAdd:i(848),Median:i(849),MinSub:i(850),Percent:i(851),RadToDeg:i(196),RandomXY:i(852),RandomXYZ:i(853),RandomXYZW:i(854),Rotate:i(362),RotateAround:i(308),RotateAroundDistance:i(182),RotateTo:i(855),RoundAwayFromZero:i(363),RoundTo:i(856),SinCosTableGenerator:i(857),SmootherStep:i(183),SmoothStep:i(184),ToXY:i(858),TransformXY:i(177),Within:i(859),Wrap:i(68),Vector2:i(3),Vector3:i(39),Vector4:i(141),Matrix3:i(364),Matrix4:i(69),Quaternion:i(365),RotateVec3:i(860)};r=s(!1,r,n),t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s){var r=.5*(n-e),o=.5*(s-i),A=t*t,a=t*A;return(2*i-2*n+r+o)*a+(-3*i+3*n-2*r-o)*A+r*t+i};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return Math.floor(Math.random()*(e-t+1)+t)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=function(t){return t*n.RAD_TO_DEG};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={Global:["game","anims","cache","plugins","registry","scale","sound","textures","renderer"],CoreScene:["EventEmitter","CameraManager","GameObjectCreator","GameObjectFactory","ScenePlugin","DisplayList","UpdateList"],DefaultScene:["Clock","DataManagerPlugin","InputPlugin","Loader","TweenManager","LightsPlugin"]};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(){this._matrix=[1,0,0,0,0,0,1,0,0,0,0,0,1,0,0,0,0,0,1,0],this.alpha=1,this._dirty=!0,this._data},set:function(t){return this._matrix=t,this._dirty=!0,this},reset:function(){var t=this._matrix;return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=0,t[6]=1,t[7]=0,t[8]=0,t[9]=0,t[10]=0,t[11]=0,t[12]=1,t[13]=0,t[14]=0,t[15]=0,t[16]=0,t[17]=0,t[18]=1,t[19]=0,this._dirty=!0,this},getData:function(){if(this._dirty){var t=new Float32Array(this._matrix);t[4]/=255,t[9]/=255,t[14]/=255,t[19]/=255,this._data=t,this._dirty=!1}return this._data},brightness:function(t,e){void 0===t&&(t=0),void 0===e&&(e=!1);var i=t;return this.multiply([i,0,0,0,0,0,i,0,0,0,0,0,i,0,0,0,0,0,1,0],e)},saturate:function(t,e){void 0===t&&(t=0),void 0===e&&(e=!1);var i=2*t/3+1,n=-.5*(i-1);return this.multiply([i,n,n,0,0,n,i,n,0,0,n,n,i,0,0,0,0,0,1,0],e)},desaturate:function(t){return void 0===t&&(t=!1),this.saturate(-1,t)},hue:function(t,e){void 0===t&&(t=0),void 0===e&&(e=!1),t=t/180*Math.PI;var i=Math.cos(t),n=Math.sin(t),s=.213,r=.715,o=.072;return this.multiply([s+i*(1-s)+n*-s,r+i*-r+n*-r,o+i*-o+n*(1-o),0,0,s+i*-s+.143*n,r+i*(1-r)+.14*n,o+i*-o+-.283*n,0,0,s+i*-s+n*-(1-s),r+i*-r+n*r,o+i*(1-o)+n*o,0,0,0,0,0,1,0],e)},grayscale:function(t,e){return void 0===t&&(t=1),void 0===e&&(e=!1),this.saturate(-t,e)},blackWhite:function(t){return void 0===t&&(t=!1),this.multiply([.3,.6,.1,0,0,.3,.6,.1,0,0,.3,.6,.1,0,0,0,0,0,1,0],t)},contrast:function(t,e){void 0===t&&(t=0),void 0===e&&(e=!1);var i=t+1,n=-.5*(i-1);return this.multiply([i,0,0,0,n,0,i,0,0,n,0,0,i,0,n,0,0,0,1,0],e)},negative:function(t){return void 0===t&&(t=!1),this.multiply([-1,0,0,1,0,0,-1,0,1,0,0,0,-1,1,0,0,0,0,1,0],t)},desaturateLuminance:function(t){return void 0===t&&(t=!1),this.multiply([.2764723,.929708,.0938197,0,-37.1,.2764723,.929708,.0938197,0,-37.1,.2764723,.929708,.0938197,0,-37.1,0,0,0,1,0],t)},sepia:function(t){return void 0===t&&(t=!1),this.multiply([.393,.7689999,.18899999,0,0,.349,.6859999,.16799999,0,0,.272,.5339999,.13099999,0,0,0,0,0,1,0],t)},night:function(t,e){return void 0===t&&(t=.1),void 0===e&&(e=!1),this.multiply([-2*t,-t,0,0,0,-t,0,t,0,0,0,t,2*t,0,0,0,0,0,1,0],e)},lsd:function(t){return void 0===t&&(t=!1),this.multiply([2,-.4,.5,0,0,-.5,2,-.4,0,0,-.4,-.5,3,0,0,0,0,0,1,0],t)},brown:function(t){return void 0===t&&(t=!1),this.multiply([.5997023498159715,.34553243048391263,-.2708298674538042,0,47.43192855600873,-.037703249837783157,.8609577587992641,.15059552388459913,0,-36.96841498319127,.24113635128153335,-.07441037908422492,.44972182064877153,0,-7.562075277591283,0,0,0,1,0],t)},vintagePinhole:function(t){return void 0===t&&(t=!1),this.multiply([.6279345635605994,.3202183420819367,-.03965408211312453,0,9.651285835294123,.02578397704808868,.6441188644374771,.03259127616149294,0,7.462829176470591,.0466055556782719,-.0851232987247891,.5241648018700465,0,5.159190588235296,0,0,0,1,0],t)},kodachrome:function(t){return void 0===t&&(t=!1),this.multiply([1.1285582396593525,-.3967382283601348,-.03992559172921793,0,63.72958762196502,-.16404339962244616,1.0835251566291304,-.05498805115633132,0,24.732407896706203,-.16786010706155763,-.5603416277695248,1.6014850761964943,0,35.62982807460946,0,0,0,1,0],t)},technicolor:function(t){return void 0===t&&(t=!1),this.multiply([1.9125277891456083,-.8545344976951645,-.09155508482755585,0,11.793603434377337,-.3087833385928097,1.7658908555458428,-.10601743074722245,0,-70.35205161461398,-.231103377548616,-.7501899197440212,1.847597816108189,0,30.950940869491138,0,0,0,1,0],t)},polaroid:function(t){return void 0===t&&(t=!1),this.multiply([1.438,-.062,-.062,0,0,-.122,1.378,-.122,0,0,-.016,-.016,1.483,0,0,0,0,0,1,0],t)},shiftToBGR:function(t){return void 0===t&&(t=!1),this.multiply([0,0,1,0,0,0,1,0,0,0,1,0,0,0,0,0,0,0,1,0],t)},multiply:function(t,e){e||this.reset();for(var i=this._matrix,n=[],s=0;s<20;s++)n[s]=i[s];return i[0]=n[0]*t[0]+n[1]*t[5]+n[2]*t[10]+n[3]*t[15],i[1]=n[0]*t[1]+n[1]*t[6]+n[2]*t[11]+n[3]*t[16],i[2]=n[0]*t[2]+n[1]*t[7]+n[2]*t[12]+n[3]*t[17],i[3]=n[0]*t[3]+n[1]*t[8]+n[2]*t[13]+n[3]*t[18],i[4]=n[0]*t[4]+n[1]*t[9]+n[2]*t[14]+n[3]*t[19]+n[4],i[5]=n[5]*t[0]+n[6]*t[5]+n[7]*t[10]+n[8]*t[15],i[6]=n[5]*t[1]+n[6]*t[6]+n[7]*t[11]+n[8]*t[16],i[7]=n[5]*t[2]+n[6]*t[7]+n[7]*t[12]+n[8]*t[17],i[8]=n[5]*t[3]+n[6]*t[8]+n[7]*t[13]+n[8]*t[18],i[9]=n[5]*t[4]+n[6]*t[9]+n[7]*t[14]+n[8]*t[19]+n[9],i[10]=n[10]*t[0]+n[11]*t[5]+n[12]*t[10]+n[13]*t[15],i[11]=n[10]*t[1]+n[11]*t[6]+n[12]*t[11]+n[13]*t[16],i[12]=n[10]*t[2]+n[11]*t[7]+n[12]*t[12]+n[13]*t[17],i[13]=n[10]*t[3]+n[11]*t[8]+n[12]*t[13]+n[13]*t[18],i[14]=n[10]*t[4]+n[11]*t[9]+n[12]*t[14]+n[13]*t[19]+n[14],i[15]=n[15]*t[0]+n[16]*t[5]+n[17]*t[10]+n[18]*t[15],i[16]=n[15]*t[1]+n[16]*t[6]+n[17]*t[11]+n[18]*t[16],i[17]=n[15]*t[2]+n[16]*t[7]+n[17]*t[12]+n[18]*t[17],i[18]=n[15]*t[3]+n[16]*t[8]+n[17]*t[13]+n[18]*t[18],i[19]=n[15]*t[4]+n[16]*t[9]+n[17]*t[14]+n[18]*t[19]+n[19],this._dirty=!0,this}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=i(14),r=function(t,e){if(void 0===e&&(e=new n),0===t.length)return e;for(var i,r,o,A=Number.MAX_VALUE,a=Number.MAX_VALUE,h=s.MIN_SAFE_INTEGER,l=s.MIN_SAFE_INTEGER,c=0;c<t.length;c++)i=t[c],Array.isArray(i)?(r=i[0],o=i[1]):(r=i.x,o=i.y),A=Math.min(A,r),a=Math.min(a,o),h=Math.max(h,r),l=Math.max(l,o);return e.x=A,e.y=a,e.width=h-A,e.height=l-a,e};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(1),r=new n({initialize:function(t,e,i){this._rgb=[0,0,0],this.onChangeCallback=s,this.dirty=!1,this.set(t,e,i)},set:function(t,e,i){return void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),this._rgb=[t,e,i],this.onChange(),this},equals:function(t,e,i){var n=this._rgb;return n.r===t&&n.g===e&&n.b===i},onChange:function(){this.dirty=!0;var t=this._rgb;this.onChangeCallback.call(this,t[0],t[1],t[2])},r:{get:function(){return this._rgb[0]},set:function(t){this._rgb[0]=t,this.onChange()}},g:{get:function(){return this._rgb[1]},set:function(t){this._rgb[1]=t,this.onChange()}},b:{get:function(){return this._rgb[2]},set:function(t){this._rgb[2]=t,this.onChange()}},destroy:function(){this.onChangeCallback=null}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={CENTER:i(403),ORIENTATION:i(404),SCALE_MODE:i(405),ZOOM:i(406)};t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){t.parentNode&&t.parentNode.removeChild(t)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={MOUSE_DOWN:0,MOUSE_MOVE:1,MOUSE_UP:2,TOUCH_START:3,TOUCH_MOVE:4,TOUCH_END:5,POINTER_LOCK_CHANGE:6,TOUCH_CANCEL:7,MOUSE_WHEEL:8};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(145),r=i(197),o=i(20),A=i(419),a=i(420),h=i(33),l=i(1),c=i(421),u=new n({initialize:function(t,e){this.scene=t,this.game,this.renderer,this.config=e,this.settings=c.create(e),this.canvas,this.context,this.anims,this.cache,this.plugins,this.registry,this.scale,this.sound,this.textures,this.add,this.cameras,this.displayList,this.events,this.make,this.scenePlugin,this.updateList,this.sceneUpdate=l},init:function(t){this.settings.status=s.INIT,this.sceneUpdate=l,this.game=t,this.renderer=t.renderer,this.canvas=t.canvas,this.context=t.context;var e=t.plugins;this.plugins=e,e.addToScene(this,r.Global,[r.CoreScene,a(this),A(this)]),this.events.emit(o.BOOT,this),this.settings.isBooted=!0},step:function(t,e){var i=this.events;i.emit(o.PRE_UPDATE,t,e),i.emit(o.UPDATE,t,e),this.sceneUpdate.call(this.scene,t,e),i.emit(o.POST_UPDATE,t,e)},render:function(t){var e=this.displayList;e.depthSort(),this.events.emit(o.PRE_RENDER,t),this.cameras.render(t,e),this.events.emit(o.RENDER,t)},queueDepthSort:function(){this.displayList.queueDepthSort()},depthSort:function(){this.displayList.depthSort()},pause:function(t){var e=this.events,i=this.settings;return this.settings.active&&(i.status=s.PAUSED,i.active=!1,e.emit(o.PAUSE,this,t)),this},resume:function(t){var e=this.events,i=this.settings;return this.settings.active||(i.status=s.RUNNING,i.active=!0,e.emit(o.RESUME,this,t)),this},sleep:function(t){var e=this.events,i=this.settings;return i.status=s.SLEEPING,i.active=!1,i.visible=!1,e.emit(o.SLEEP,this,t),this},wake:function(t){var e=this.events,i=this.settings;return i.status=s.RUNNING,i.active=!0,i.visible=!0,e.emit(o.WAKE,this,t),i.isTransition&&e.emit(o.TRANSITION_WAKE,i.transitionFrom,i.transitionDuration),this},getData:function(){return this.settings.data},isSleeping:function(){return this.settings.status===s.SLEEPING},isActive:function(){return this.settings.status===s.RUNNING},isPaused:function(){return this.settings.status===s.PAUSED},isTransitioning:function(){return this.settings.isTransition||null!==this.scenePlugin._target},isTransitionOut:function(){return null!==this.scenePlugin._target&&this.scenePlugin._duration>0},isTransitionIn:function(){return this.settings.isTransition},isVisible:function(){return this.settings.visible},setVisible:function(t){return this.settings.visible=t,this},setActive:function(t,e){return t?this.resume(e):this.pause(e)},start:function(t){var e=this.events,i=this.settings;t&&(i.data=t),i.status=s.START,i.active=!0,i.visible=!0,e.emit(o.START,this),e.emit(o.READY,this,t)},shutdown:function(t){var e=this.events,i=this.settings;e.off(o.TRANSITION_INIT),e.off(o.TRANSITION_START),e.off(o.TRANSITION_COMPLETE),e.off(o.TRANSITION_OUT),i.status=s.SHUTDOWN,i.active=!1,i.visible=!1,this.renderer===h.WEBGL&&this.renderer.resetTextures(!0),e.emit(o.SHUTDOWN,this,t)},destroy:function(){var t=this.events,e=this.settings;e.status=s.DESTROYED,e.active=!1,e.visible=!1,t.emit(o.DESTROY,this),t.removeAllListeners();for(var i=["scene","game","anims","cache","plugins","registry","sound","textures","add","camera","displayList","events","make","scenePlugin","updateList"],n=0;n<i.length;n++)this[i[n]]=null}});t.exports=u},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t&&t[0].toUpperCase()+t.slice(1)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(33),s=i(0),r=i(109),o=i(424),A="Texture.frame missing: ",a=new s({initialize:function(t,e,i,n,s){Array.isArray(i)||(i=[i]),this.manager=t,this.key=e,this.source=[],this.dataSource=[],this.frames={},this.customData={},this.firstFrame="__BASE",this.frameTotal=0;for(var r=0;r<i.length;r++)this.source.push(new o(this,i[r],n,s))},add:function(t,e,i,n,s,o){if(this.has(t))return null;var A=new r(this,t,e,i,n,s,o);return this.frames[t]=A,"__BASE"===this.firstFrame&&(this.firstFrame=t),this.frameTotal++,A},remove:function(t){if(this.has(t)){var e=this.get(t);return e.destroy(),delete this.frames[t],!0}return!1},has:function(t){return this.frames[t]},get:function(t){t||(t=this.firstFrame);var e=this.frames[t];return e||(console.warn(A+t),e=this.frames[this.firstFrame]),e},getTextureSourceIndex:function(t){for(var e=0;e<this.source.length;e++)if(this.source[e]===t)return e;return-1},getFramesFromTextureSource:function(t,e){void 0===e&&(e=!1);var i=[];for(var n in this.frames)if("__BASE"!==n||e){var s=this.frames[n];s.sourceIndex===t&&i.push(s)}return i},getFrameNames:function(t){void 0===t&&(t=!1);var e=Object.keys(this.frames);if(!t){var i=e.indexOf("__BASE");-1!==i&&e.splice(i,1)}return e},getSourceImage:function(t){void 0!==t&&null!==t&&1!==this.frameTotal||(t="__BASE");var e=this.frames[t];return e?e.source.image:(console.warn(A+t),this.frames["__BASE"].source.image)},getDataSourceImage:function(t){void 0!==t&&null!==t&&1!==this.frameTotal||(t="__BASE");var e,i=this.frames[t];return i?e=i.sourceIndex:(console.warn(A+t),e=this.frames["__BASE"].sourceIndex),this.dataSource[e].image},setDataSource:function(t){Array.isArray(t)||(t=[t]);for(var e=0;e<t.length;e++){var i=this.source[e];this.dataSource.push(new o(this,t[e],i.width,i.height))}},setFilter:function(t){var e;for(e=0;e<this.source.length;e++)this.source[e].setFilter(t);for(e=0;e<this.dataSource.length;e++)this.dataSource[e].setFilter(t)},destroy:function(){var t;for(t=0;t<this.source.length;t++)this.source[t].destroy();for(t=0;t<this.dataSource.length;t++)this.dataSource[t].destroy();for(var e in this.frames){var i=this.frames[e];i.destroy()}this.source=[],this.dataSource=[],this.frames={},this.manager.removeKey(this.key);var s=this.manager.game.renderer;s&&s.type===n.WEBGL&&s.resetTextures(!0),this.manager=null}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(79),s=function(t,e,i,s,r){void 0===s&&(s=0),void 0===r&&(r=t.length);var o=[];if(n(t,s,r))for(var A=s;A<r;A++){var a=t[A];(!e||e&&void 0===i&&a.hasOwnProperty(e)||e&&void 0!==i&&a[e]===i)&&o.push(a)}return o};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Matrix:i(1013),Add:i(1021),AddAt:i(1022),BringToTop:i(1023),CountAllMatching:i(1024),Each:i(1025),EachInRange:i(1026),FindClosestInSorted:i(318),GetAll:i(207),GetFirst:i(428),GetRandom:i(210),MoveDown:i(1027),MoveTo:i(1028),MoveUp:i(1029),NumberArray:i(322),NumberArrayStep:i(1030),QuickSelect:i(436),Range:i(437),Remove:i(93),RemoveAt:i(1031),RemoveBetween:i(1032),RemoveRandomElement:i(1033),Replace:i(1034),RotateLeft:i(178),RotateRight:i(179),SafeRange:i(79),SendToBack:i(1035),SetAll:i(1036),Shuffle:i(132),SortByDigits:i(320),SpliceOne:i(75),StableSort:i(80),Swap:i(1037)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){if(!Array.isArray(t)||t.length<2||!Array.isArray(t[0]))return!1;for(var e=t[0].length,i=1;i<t.length;i++)if(t[i].length!==e)return!1;return!0};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){void 0===e&&(e=0),void 0===i&&(i=t.length);var n=e+Math.floor(Math.random()*i);return void 0===t[n]?null:t[n]};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(9),r=i(438),o=new n({Extends:s,initialize:function(){s.call(this),this._pending=[],this._active=[],this._destroy=[],this._toProcess=0,this.checkQueue=!1},add:function(t){return this._pending.push(t),this._toProcess++,t},remove:function(t){return this._destroy.push(t),this._toProcess++,t},removeAll:function(){var t=this._active,e=this._destroy,i=t.length;while(i--)e.push(t[i]),this._toProcess++;return this},update:function(){if(0===this._toProcess)return this._active;var t,e,i=this._destroy,n=this._active;for(t=0;t<i.length;t++){e=i[t];var s=n.indexOf(e);-1!==s&&(n.splice(s,1),this.emit(r.PROCESS_QUEUE_REMOVE,e))}for(i.length=0,i=this._pending,t=0;t<i.length;t++)e=i[t],(!this.checkQueue||this.checkQueue&&-1===n.indexOf(e))&&(n.push(e),this.emit(r.PROCESS_QUEUE_ADD,e));return i.length=0,this._toProcess=0,n},getActive:function(){return this._active},length:{get:function(){return this._active.length}},destroy:function(){this._toProcess=0,this._pending=[],this._active=[],this._destroy=[]}});t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
function i(t,e){return parseInt(t.getAttribute(e),10)}var n=function(t,e,n,s,r){void 0===n&&(n=0),void 0===s&&(s=0);var o=e.cutX,A=e.cutY,a=e.source.width,h=e.source.height,l=e.sourceIndex,c={},u=t.getElementsByTagName("info")[0],f=t.getElementsByTagName("common")[0];c.font=u.getAttribute("face"),c.size=i(u,"size"),c.lineHeight=i(f,"lineHeight")+s,c.chars={};var g=t.getElementsByTagName("char"),d=void 0!==e&&e.trimmed;if(d)var p=e.height,v=e.width;for(var m=0;m<g.length;m++){var w=g[m],B=i(w,"id"),y=String.fromCharCode(B),x=i(w,"x"),C=i(w,"y"),E=i(w,"width"),I=i(w,"height");d&&(x<v&&(v=x),C<p&&(p=C)),d&&0!==p&&0!==v&&(x-=e.x,C-=e.y);var D=(o+x)/a,P=(A+C)/h,b=(o+x+E)/a,M=(A+C+I)/h;if(c.chars[B]={x:x,y:C,width:E,height:I,centerX:Math.floor(E/2),centerY:Math.floor(I/2),xOffset:i(w,"xoffset"),yOffset:i(w,"yoffset"),xAdvance:i(w,"xadvance")+n,data:{},kerning:{},u0:D,v0:P,u1:b,v1:M},r&&0!==E&&0!==I){var O=r.add(y,l,x,C,E,I);O&&O.setUVs(E,I,D,P,b,M)}}var Q=t.getElementsByTagName("kerning");for(m=0;m<Q.length;m++){var T=Q[m],S=i(T,"first"),R=i(T,"second"),k=i(T,"amount");c.chars[R].kerning[S]=k}return c};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1047),s=i(440),r=i(0),o=i(11),A=i(109),a=i(15),h=i(110),l=new r({Extends:a,Mixins:[o.Alpha,o.BlendMode,o.Depth,o.Mask,o.Pipeline,o.ScrollFactor,o.Size,o.Texture,o.Transform,o.Visible,n],initialize:function(t,e,i,n,s){a.call(this,t,"Blitter"),this.setTexture(n,s),this.setPosition(e,i),this.initPipeline(),this.children=new h,this.renderList=[],this.dirty=!1},create:function(t,e,i,n,r){void 0===n&&(n=!0),void 0===r&&(r=this.children.length),void 0===i?i=this.frame:i instanceof A||(i=this.texture.get(i));var o=new s(this,t,e,i,n);return this.children.addAt(o,r,!1),this.dirty=!0,o},createFromCallback:function(t,e,i,n){for(var s=this.createMultiple(e,i,n),r=0;r<s.length;r++){var o=s[r];t.call(this,o,r)}return s},createMultiple:function(t,e,i){void 0===e&&(e=this.frame.name),void 0===i&&(i=!0),Array.isArray(e)||(e=[e]);var n=[],s=this;return e.forEach((function(e){for(var r=0;r<t;r++)n.push(s.create(0,0,e,i))})),n},childCanRender:function(t){return t.visible&&t.alpha>0},getRenderList:function(){return this.dirty&&(this.renderList=this.children.list.filter(this.childCanRender,this),this.dirty=!1),this.renderList},clear:function(){this.children.removeAll(),this.dirty=!0},preDestroy:function(){this.children.destroy(),this.renderList=[]}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(208),s=i(35),r=i(0),o=i(11),A=i(76),a=i(15),h=i(10),l=i(1050),c=i(441),u=i(3),f=new r({Extends:a,Mixins:[o.AlphaSingle,o.BlendMode,o.ComputedSize,o.Depth,o.Mask,o.Pipeline,o.Transform,o.Visible,l],initialize:function(t,e,i,n){a.call(this,t,"Container"),this.list=[],this.exclusive=!0,this.maxSize=-1,this.position=0,this.localTransform=new o.TransformMatrix,this.tempTransformMatrix=new o.TransformMatrix,this._sortKey="",this._sysEvents=t.sys.events,this.scrollFactorX=1,this.scrollFactorY=1,this.initPipeline(),this.setPosition(e,i),this.clearAlpha(),this.setBlendMode(s.SKIP_CHECK),n&&this.add(n)},originX:{get:function(){return.5}},originY:{get:function(){return.5}},displayOriginX:{get:function(){return.5*this.width}},displayOriginY:{get:function(){return.5*this.height}},setExclusive:function(t){return void 0===t&&(t=!0),this.exclusive=t,this},getBounds:function(t){if(void 0===t&&(t=new h),t.setTo(this.x,this.y,0,0),this.parentContainer){var e=this.parentContainer.getBoundsTransformMatrix(),i=e.transformPoint(this.x,this.y);t.setTo(i.x,i.y,0,0)}if(this.list.length>0){var n=this.list,s=new h,r=!1;t.setEmpty();for(var o=0;o<n.length;o++){var A=n[o];A.getBounds&&(A.getBounds(s),r?c(s,t,t):(t.setTo(s.x,s.y,s.width,s.height),r=!0))}}return t},addHandler:function(t){t.once(A.DESTROY,this.remove,this),this.exclusive&&(t.parentContainer&&t.parentContainer.remove(t),t.removeFromDisplayList(),t.parentContainer=this)},removeHandler:function(t){t.off(A.DESTROY,this.remove),this.exclusive&&(t.parentContainer=null,t.addToDisplayList())},pointToContainer:function(t,e){void 0===e&&(e=new u),this.parentContainer?this.parentContainer.pointToContainer(t,e):e=new u(t.x,t.y);var i=this.tempTransformMatrix;return i.applyITRS(this.x,this.y,this.rotation,this.scaleX,this.scaleY),i.invert(),i.transformPoint(t.x,t.y,e),e},getBoundsTransformMatrix:function(){return this.getWorldTransformMatrix(this.tempTransformMatrix,this.localTransform)},add:function(t){return n.Add(this.list,t,this.maxSize,this.addHandler,this),this},addAt:function(t,e){return n.AddAt(this.list,t,e,this.maxSize,this.addHandler,this),this},getAt:function(t){return this.list[t]},getIndex:function(t){return this.list.indexOf(t)},sort:function(t,e){return t?(void 0===e&&(e=function(e,i){return e[t]-i[t]}),n.StableSort(this.list,e),this):this},getByName:function(t){return n.GetFirst(this.list,"name",t)},getRandom:function(t,e){return n.GetRandom(this.list,t,e)},getFirst:function(t,e,i,s){return n.GetFirst(this.list,t,e,i,s)},getAll:function(t,e,i,s){return n.GetAll(this.list,t,e,i,s)},count:function(t,e,i,s){return n.CountAllMatching(this.list,t,e,i,s)},swap:function(t,e){return n.Swap(this.list,t,e),this},moveTo:function(t,e){return n.MoveTo(this.list,t,e),this},remove:function(t,e){var i=n.Remove(this.list,t,this.removeHandler,this);if(e&&i){Array.isArray(i)||(i=[i]);for(var s=0;s<i.length;s++)i[s].destroy()}return this},removeAt:function(t,e){var i=n.RemoveAt(this.list,t,this.removeHandler,this);return e&&i&&i.destroy(),this},removeBetween:function(t,e,i){var s=n.RemoveBetween(this.list,t,e,this.removeHandler,this);if(i)for(var r=0;r<s.length;r++)s[r].destroy();return this},removeAll:function(t){var e=n.RemoveBetween(this.list,0,this.list.length,this.removeHandler,this);if(t)for(var i=0;i<e.length;i++)e[i].destroy();return this},bringToTop:function(t){return n.BringToTop(this.list,t),this},sendToBack:function(t){return n.SendToBack(this.list,t),this},moveUp:function(t){return n.MoveUp(this.list,t),this},moveDown:function(t){return n.MoveDown(this.list,t),this},reverse:function(){return this.list.reverse(),this},shuffle:function(){return n.Shuffle(this.list),this},replace:function(t,e,i){var s=n.Replace(this.list,t,e);return s&&(this.addHandler(e),this.removeHandler(t),i&&t.destroy()),this},exists:function(t){return this.list.indexOf(t)>-1},setAll:function(t,e,i,s){return n.SetAll(this.list,t,e,i,s),this},each:function(t,e){var i,n=[null],s=this.list.slice(),r=s.length;for(i=2;i<arguments.length;i++)n.push(arguments[i]);for(i=0;i<r;i++)n[0]=s[i],t.apply(e,n);return this},iterate:function(t,e){var i,n=[null];for(i=2;i<arguments.length;i++)n.push(arguments[i]);for(i=0;i<this.list.length;i++)n[0]=this.list[i],t.apply(e,n);return this},setScrollFactor:function(t,e,i){return void 0===e&&(e=t),void 0===i&&(i=!1),this.scrollFactorX=t,this.scrollFactorY=e,i&&(n.SetAll(this.list,"scrollFactorX",t),n.SetAll(this.list,"scrollFactorY",e)),this},length:{get:function(){return this.list.length}},first:{get:function(){return this.position=0,this.list.length>0?this.list[0]:null}},last:{get:function(){return this.list.length>0?(this.position=this.list.length-1,this.list[this.position]):null}},next:{get:function(){return this.position<this.list.length?(this.position++,this.list[this.position]):null}},previous:{get:function(){return this.position>0?(this.position--,this.list[this.position]):null}},preDestroy:function(){this.removeAll(!!this.exclusive),this.localTransform.destroy(),this.tempTransformMatrix.destroy(),this.list=[]}});t.exports=f},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(149),s=i(0),r=i(1055),o=new s({Extends:n,Mixins:[r],initialize:function(t,e,i,s,r,o,A){n.call(this,t,e,i,s,r,o,A),this.type="DynamicBitmapText",this.scrollX=0,this.scrollY=0,this.cropWidth=0,this.cropHeight=0,this.displayCallback,this.callbackData={parent:this,color:0,tint:{topLeft:0,topRight:0,bottomLeft:0,bottomRight:0},index:0,charCode:0,x:0,y:0,scale:0,rotation:0,data:0}},setSize:function(t,e){return this.cropWidth=t,this.cropHeight=e,this},setDisplayCallback:function(t){return this.displayCallback=t,this},setScrollX:function(t){return this.scrollX=t,this},setScrollY:function(t){return this.scrollY=t,this}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(134),s=i(0),r=i(217),o=i(303),A=i(304),a=i(305),h=i(309),l=i(167),c=i(312),u=i(313),f=i(314),g=i(111),d=i(15),p=i(2),v=i(6),m=i(14),w=i(67),B=i(1061),y=new s({Extends:d,Mixins:[o,A,a,h,l,u,f,c,B],initialize:function(t,e){var i=v(e,"x",0),n=v(e,"y",0);d.call(this,t,"Graphics"),this.setPosition(i,n),this.initPipeline(w.GRAPHICS_PIPELINE),this.displayOriginX=0,this.displayOriginY=0,this.commandBuffer=[],this.defaultFillColor=-1,this.defaultFillAlpha=1,this.defaultStrokeWidth=1,this.defaultStrokeColor=-1,this.defaultStrokeAlpha=1,this._lineWidth=1,this.setDefaultStyles(e)},setDefaultStyles:function(t){return v(t,"lineStyle",null)&&(this.defaultStrokeWidth=v(t,"lineStyle.width",1),this.defaultStrokeColor=v(t,"lineStyle.color",16777215),this.defaultStrokeAlpha=v(t,"lineStyle.alpha",1),this.lineStyle(this.defaultStrokeWidth,this.defaultStrokeColor,this.defaultStrokeAlpha)),v(t,"fillStyle",null)&&(this.defaultFillColor=v(t,"fillStyle.color",16777215),this.defaultFillAlpha=v(t,"fillStyle.alpha",1),this.fillStyle(this.defaultFillColor,this.defaultFillAlpha)),this},lineStyle:function(t,e,i){return void 0===i&&(i=1),this.commandBuffer.push(r.LINE_STYLE,t,e,i),this._lineWidth=t,this},fillStyle:function(t,e){return void 0===e&&(e=1),this.commandBuffer.push(r.FILL_STYLE,t,e),this},fillGradientStyle:function(t,e,i,n,s,o,A,a){return void 0===s&&(s=1),void 0===o&&(o=s),void 0===A&&(A=s),void 0===a&&(a=s),this.commandBuffer.push(r.GRADIENT_FILL_STYLE,s,o,A,a,t,e,i,n),this},lineGradientStyle:function(t,e,i,n,s,o){return void 0===o&&(o=1),this.commandBuffer.push(r.GRADIENT_LINE_STYLE,t,o,e,i,n,s),this},beginPath:function(){return this.commandBuffer.push(r.BEGIN_PATH),this},closePath:function(){return this.commandBuffer.push(r.CLOSE_PATH),this},fillPath:function(){return this.commandBuffer.push(r.FILL_PATH),this},fill:function(){return this.commandBuffer.push(r.FILL_PATH),this},strokePath:function(){return this.commandBuffer.push(r.STROKE_PATH),this},stroke:function(){return this.commandBuffer.push(r.STROKE_PATH),this},fillCircleShape:function(t){return this.fillCircle(t.x,t.y,t.radius)},strokeCircleShape:function(t){return this.strokeCircle(t.x,t.y,t.radius)},fillCircle:function(t,e,i){return this.beginPath(),this.arc(t,e,i,0,m.PI2),this.fillPath(),this},strokeCircle:function(t,e,i){return this.beginPath(),this.arc(t,e,i,0,m.PI2),this.strokePath(),this},fillRectShape:function(t){return this.fillRect(t.x,t.y,t.width,t.height)},strokeRectShape:function(t){return this.strokeRect(t.x,t.y,t.width,t.height)},fillRect:function(t,e,i,n){return this.commandBuffer.push(r.FILL_RECT,t,e,i,n),this},strokeRect:function(t,e,i,n){var s=this._lineWidth/2,r=t-s,o=t+s;return this.beginPath(),this.moveTo(t,e),this.lineTo(t,e+n),this.strokePath(),this.beginPath(),this.moveTo(t+i,e),this.lineTo(t+i,e+n),this.strokePath(),this.beginPath(),this.moveTo(r,e),this.lineTo(o+i,e),this.strokePath(),this.beginPath(),this.moveTo(r,e+n),this.lineTo(o+i,e+n),this.strokePath(),this},fillRoundedRect:function(t,e,i,n,s){void 0===s&&(s=20);var r=s,o=s,A=s,a=s;return"number"!==typeof s&&(r=p(s,"tl",20),o=p(s,"tr",20),A=p(s,"bl",20),a=p(s,"br",20)),this.beginPath(),this.moveTo(t+r,e),this.lineTo(t+i-o,e),this.arc(t+i-o,e+o,o,-m.TAU,0),this.lineTo(t+i,e+n-a),this.arc(t+i-a,e+n-a,a,0,m.TAU),this.lineTo(t+A,e+n),this.arc(t+A,e+n-A,A,m.TAU,Math.PI),this.lineTo(t,e+r),this.arc(t+r,e+r,r,-Math.PI,-m.TAU),this.fillPath(),this},strokeRoundedRect:function(t,e,i,n,s){void 0===s&&(s=20);var r=s,o=s,A=s,a=s;return"number"!==typeof s&&(r=p(s,"tl",20),o=p(s,"tr",20),A=p(s,"bl",20),a=p(s,"br",20)),this.beginPath(),this.moveTo(t+r,e),this.lineTo(t+i-o,e),this.moveTo(t+i-o,e),this.arc(t+i-o,e+o,o,-m.TAU,0),this.lineTo(t+i,e+n-a),this.moveTo(t+i,e+n-a),this.arc(t+i-a,e+n-a,a,0,m.TAU),this.lineTo(t+A,e+n),this.moveTo(t+A,e+n),this.arc(t+A,e+n-A,A,m.TAU,Math.PI),this.lineTo(t,e+r),this.moveTo(t,e+r),this.arc(t+r,e+r,r,-Math.PI,-m.TAU),this.strokePath(),this},fillPointShape:function(t,e){return this.fillPoint(t.x,t.y,e)},fillPoint:function(t,e,i){return!i||i<1?i=1:(t-=i/2,e-=i/2),this.commandBuffer.push(r.FILL_RECT,t,e,i,i),this},fillTriangleShape:function(t){return this.fillTriangle(t.x1,t.y1,t.x2,t.y2,t.x3,t.y3)},strokeTriangleShape:function(t){return this.strokeTriangle(t.x1,t.y1,t.x2,t.y2,t.x3,t.y3)},fillTriangle:function(t,e,i,n,s,o){return this.commandBuffer.push(r.FILL_TRIANGLE,t,e,i,n,s,o),this},strokeTriangle:function(t,e,i,n,s,o){return this.commandBuffer.push(r.STROKE_TRIANGLE,t,e,i,n,s,o),this},strokeLineShape:function(t){return this.lineBetween(t.x1,t.y1,t.x2,t.y2)},lineBetween:function(t,e,i,n){return this.beginPath(),this.moveTo(t,e),this.lineTo(i,n),this.strokePath(),this},lineTo:function(t,e){return this.commandBuffer.push(r.LINE_TO,t,e),this},moveTo:function(t,e){return this.commandBuffer.push(r.MOVE_TO,t,e),this},strokePoints:function(t,e,i,n){void 0===e&&(e=!1),void 0===i&&(i=!1),void 0===n&&(n=t.length),this.beginPath(),this.moveTo(t[0].x,t[0].y);for(var s=1;s<n;s++)this.lineTo(t[s].x,t[s].y);return e&&this.lineTo(t[0].x,t[0].y),i&&this.closePath(),this.strokePath(),this},fillPoints:function(t,e,i,n){void 0===e&&(e=!1),void 0===i&&(i=!1),void 0===n&&(n=t.length),this.beginPath(),this.moveTo(t[0].x,t[0].y);for(var s=1;s<n;s++)this.lineTo(t[s].x,t[s].y);return e&&this.lineTo(t[0].x,t[0].y),i&&this.closePath(),this.fillPath(),this},strokeEllipseShape:function(t,e){void 0===e&&(e=32);var i=t.getPoints(e);return this.strokePoints(i,!0)},strokeEllipse:function(t,e,i,n,s){void 0===s&&(s=32);var r=new g(t,e,i,n),o=r.getPoints(s);return this.strokePoints(o,!0)},fillEllipseShape:function(t,e){void 0===e&&(e=32);var i=t.getPoints(e);return this.fillPoints(i,!0)},fillEllipse:function(t,e,i,n,s){void 0===s&&(s=32);var r=new g(t,e,i,n),o=r.getPoints(s);return this.fillPoints(o,!0)},arc:function(t,e,i,n,s,o,A){return void 0===o&&(o=!1),void 0===A&&(A=0),this.commandBuffer.push(r.ARC,t,e,i,n,s,o,A),this},slice:function(t,e,i,n,s,o,A){return void 0===o&&(o=!1),void 0===A&&(A=0),this.commandBuffer.push(r.BEGIN_PATH),this.commandBuffer.push(r.MOVE_TO,t,e),this.commandBuffer.push(r.ARC,t,e,i,n,s,o,A),this.commandBuffer.push(r.CLOSE_PATH),this},save:function(){return this.commandBuffer.push(r.SAVE),this},restore:function(){return this.commandBuffer.push(r.RESTORE),this},translateCanvas:function(t,e){return this.commandBuffer.push(r.TRANSLATE,t,e),this},scaleCanvas:function(t,e){return this.commandBuffer.push(r.SCALE,t,e),this},rotateCanvas:function(t){return this.commandBuffer.push(r.ROTATE,t),this},clear:function(){return this.commandBuffer.length=0,this.defaultFillColor>-1&&this.fillStyle(this.defaultFillColor,this.defaultFillAlpha),this.defaultStrokeColor>-1&&this.lineStyle(this.defaultStrokeWidth,this.defaultStrokeColor,this.defaultStrokeAlpha),this},generateTexture:function(t,e,i){var n,s,r=this.scene.sys,o=r.game.renderer;if(void 0===e&&(e=r.scale.width),void 0===i&&(i=r.scale.height),y.TargetCamera.setScene(this.scene),y.TargetCamera.setViewport(0,0,e,i),y.TargetCamera.scrollX=this.x,y.TargetCamera.scrollY=this.y,"string"===typeof t)if(r.textures.exists(t)){n=r.textures.get(t);var A=n.getSourceImage();A instanceof HTMLCanvasElement&&(s=A.getContext("2d"))}else n=r.textures.createCanvas(t,e,i),s=n.getSourceImage().getContext("2d");else t instanceof HTMLCanvasElement&&(s=t.getContext("2d"));return s&&(this.renderCanvas(o,this,y.TargetCamera,null,s,!1),n&&n.refresh()),this},preDestroy:function(){this.commandBuffer=[]}});y.TargetCamera=new n,t.exports=y},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ARC:0,BEGIN_PATH:1,CLOSE_PATH:2,FILL_RECT:3,LINE_TO:4,MOVE_TO:5,LINE_STYLE:6,FILL_STYLE:7,FILL_PATH:8,STROKE_PATH:9,FILL_TRIANGLE:10,STROKE_TRIANGLE:11,SAVE:14,RESTORE:15,TRANSLATE:16,SCALE:17,ROTATE:18,GRADIENT_FILL_STYLE:21,GRADIENT_LINE_STYLE:22}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e,i){void 0===i&&(i=new n);var s=t.width/2,r=t.height/2;return i.x=t.x+s*Math.cos(e),i.y=t.y+r*Math.sin(e),i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(35),s=i(0),r=i(11),o=i(176),A=i(101),a=i(9),h=i(76),l=i(110),c=i(1069),u=i(20),f=i(80),g=new s({Extends:l,Mixins:[r.AlphaSingle,r.BlendMode,r.Depth,r.Mask,r.Pipeline,r.Visible,a,c],initialize:function(t,e){l.call(this,t),a.call(this),this.scene=t,this.displayList=null,this.type="Layer",this.state=0,this.parentContainer=null,this.name="",this.active=!0,this.tabIndex=-1,this.data=null,this.renderFlags=15,this.cameraFilter=0,this.input=null,this.body=null,this.ignoreDestroy=!1,this.systems=t.sys,this.events=t.sys.events,this.sortChildrenFlag=!1,this.addCallback=this.addChildCallback,this.removeCallback=this.removeChildCallback,this.initPipeline(),this.clearAlpha(),this.setBlendMode(n.SKIP_CHECK),e&&this.add(e),t.sys.queueDepthSort()},setActive:function(t){return this.active=t,this},setName:function(t){return this.name=t,this},setState:function(t){return this.state=t,this},setDataEnabled:function(){return this.data||(this.data=new A(this)),this},setData:function(t,e){return this.data||(this.data=new A(this)),this.data.set(t,e),this},incData:function(t,e){return this.data||(this.data=new A(this)),this.data.inc(t,e),this},toggleData:function(t){return this.data||(this.data=new A(this)),this.data.toggle(t),this},getData:function(t){return this.data||(this.data=new A(this)),this.data.get(t)},setInteractive:function(){return this},disableInteractive:function(){return this},removeInteractive:function(){return this},addedToScene:function(){},removedFromScene:function(){},update:function(){},toJSON:function(){return o(this)},willRender:function(t){return!(15!==this.renderFlags||0===this.list.length||0!==this.cameraFilter&&this.cameraFilter&t.id)},getIndexList:function(){var t=this,e=this.parentContainer,i=[];while(e){if(i.unshift(e.getIndex(t)),t=e,!e.parentContainer)break;e=e.parentContainer}return i.unshift(this.displayList.getIndex(t)),i},addChildCallback:function(t){t.displayList&&t.displayList!==this&&t.removeFromDisplayList(),t.displayList||(this.queueDepthSort(),t.displayList=this,t.emit(h.ADDED_TO_SCENE,t,this.scene),this.events.emit(u.ADDED_TO_SCENE,t,this.scene))},removeChildCallback:function(t){this.queueDepthSort(),t.displayList=null,t.emit(h.REMOVED_FROM_SCENE,t,this.scene),this.events.emit(u.REMOVED_FROM_SCENE,t,this.scene)},queueDepthSort:function(){this.sortChildrenFlag=!0},depthSort:function(){this.sortChildrenFlag&&(f(this.list,this.sortByDepth),this.sortChildrenFlag=!1)},sortByDepth:function(t,e){return t._depth-e._depth},getChildren:function(){return this.list},destroy:function(){if(this.scene&&!this.ignoreDestroy){this.emit(h.DESTROY,this);var t=this.list.length;while(t--)this.list[t].destroy();this.removeAllListeners(),this.resetPostPipeline(!0),this.displayList&&(this.displayList.remove(this,!0),this.displayList.queueDepthSort()),this.data&&(this.data.destroy(),this.data=void 0),this.active=!1,this.visible=!1,this.list=void 0,this.scene=void 0,this.displayList=void 0,this.systems=void 0,this.events=void 0}}});t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(15),o=i(450),A=i(110),a=i(452),h=i(1073),l=new n({Extends:r,Mixins:[s.Depth,s.Mask,s.Pipeline,s.Transform,s.Visible,h],initialize:function(t,e,i,n){if(r.call(this,t,"ParticleEmitterManager"),this.blendMode=-1,this.timeScale=1,this.texture=null,this.frame=null,this.frameNames=[],null===i||"object"!==typeof i&&!Array.isArray(i)||(n=i,i=null),this.setTexture(e,i),this.initPipeline(),this.emitters=new A(this),this.wells=new A(this),n){Array.isArray(n)||(n=[n]);for(var s=0;s<n.length;s++)this.createEmitter(n[s])}},addedToScene:function(){this.scene.sys.updateList.add(this)},removedFromScene:function(){this.scene.sys.updateList.remove(this)},setTexture:function(t,e){return this.texture=this.scene.sys.textures.get(t),this.setFrame(e)},setFrame:function(t){this.frame=this.texture.get(t);var e=this.texture.getFramesFromTextureSource(this.frame.sourceIndex),i=[];return e.forEach((function(t){i.push(t.name)})),this.frameNames=i,this.defaultFrame=this.frame,this},setEmitterFrames:function(t,e){Array.isArray(t)||(t=[t]);var i=e.frames;i.length=0;for(var n=0;n<t.length;n++){var s=t[n];-1!==this.frameNames.indexOf(s)&&i.push(this.texture.get(s))}return i.length>0?e.defaultFrame=i[0]:e.defaultFrame=this.defaultFrame,this},addEmitter:function(t){return this.emitters.add(t)},createEmitter:function(t){return this.addEmitter(new a(this,t))},removeEmitter:function(t){return this.emitters.remove(t,!0)},addGravityWell:function(t){return this.wells.add(t)},createGravityWell:function(t){return this.addGravityWell(new o(t))},emitParticle:function(t,e,i){for(var n=this.emitters.list,s=0;s<n.length;s++){var r=n[s];r.active&&r.emitParticle(t,e,i)}return this},emitParticleAt:function(t,e,i){return this.emitParticle(i,t,e)},pause:function(){return this.active=!1,this},resume:function(){return this.active=!0,this},getProcessors:function(){return this.wells.getAll("active",!0)},preUpdate:function(t,e){e*=this.timeScale;for(var i=this.emitters.list,n=0;n<i.length;n++){var s=i[n];s.active&&s.preUpdate(t,e)}},setAlpha:function(){},setScrollFactor:function(){},setBlendMode:function(){}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(35),s=i(134),r=i(31),o=i(0),A=i(11),a=i(33),h=i(109),l=i(15),c=i(1),u=i(67),f=i(1077),g=i(142),d=i(12),p=i(222),v=new o({Extends:l,Mixins:[A.Alpha,A.BlendMode,A.ComputedSize,A.Crop,A.Depth,A.Flip,A.GetBounds,A.Mask,A.Origin,A.Pipeline,A.ScrollFactor,A.Tint,A.Transform,A.Visible,f],initialize:function(t,e,i,n,o,A,h){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=32),void 0===o&&(o=32),l.call(this,t,"RenderTexture"),this.renderer=t.sys.renderer,this.textureManager=t.sys.textures,this.globalTint=16777215,this.globalAlpha=1,this.canvas=null,this.dirty=!1,this._crop=this.resetCropObject(),this.texture=null,this.frame=null,this._saved=!1,void 0===A?(this.canvas=r.create2D(this,n,o),this.texture=t.sys.textures.addCanvas(p(),this.canvas),this.frame=this.texture.get()):(this.texture=t.sys.textures.get(A),this.frame=this.texture.get(h),this.canvas=this.frame.source.image,this._saved=!0,this.dirty=!0,this.width=this.frame.cutWidth,this.height=this.frame.cutHeight),this.context=this.canvas.getContext("2d"),this._eraseMode=!1,this.camera=new s(0,0,n,o),this.renderTarget=null;var f=this.renderer;f?f.type===a.WEBGL?(this.drawGameObject=this.batchGameObjectWebGL,this.renderTarget=new g(f,n,o,1,0,!1)):f.type===a.CANVAS&&(this.drawGameObject=this.batchGameObjectCanvas):this.drawGameObject=c,this.camera.setScene(t),this.setPosition(e,i),void 0===A&&this.setSize(n,o),this.setOrigin(0,0),this.initPipeline(u.SINGLE_PIPELINE)},setSize:function(t,e){return this.resize(t,e)},resize:function(t,e){void 0===e&&(e=t);var i=this.frame;if(t!==this.width||e!==this.height){if("__BASE"===i.name){this.canvas.width=t,this.canvas.height=e,this.texture.width=t,this.texture.height=e;var n=this.renderTarget;n&&(n.resize(t,e),i.glTexture=n.texture,i.source.isRenderTexture=!0,i.source.isGLTexture=!0,i.source.glTexture=n.texture),this.camera.setSize(t,e),i.source.width=t,i.source.height=e,i.setSize(t,e),this.width=t,this.height=e}}else{var s=this.texture.getSourceImage();i.cutX+t>s.width&&(t=s.width-i.cutX),i.cutY+e>s.height&&(e=s.height-i.cutY),i.setSize(t,e,i.cutX,i.cutY)}this.updateDisplayOrigin();var r=this.input;return r&&!r.customHitArea&&(r.hitArea.width=t,r.hitArea.height=e),this},setGlobalTint:function(t){return this.globalTint=t,this},setGlobalAlpha:function(t){return this.globalAlpha=t,this},saveTexture:function(t){return this.textureManager.renameTexture(this.texture.key,t),this._saved=!0,this.texture},fill:function(t,e,i,n,s,r){var o=this.frame,A=this.camera,a=this.renderer;void 0===e&&(e=1),void 0===i&&(i=0),void 0===n&&(n=0),void 0===s&&(s=o.cutWidth),void 0===r&&(r=o.cutHeight);var h=(t>>16&255)/255,l=(t>>8&255)/255,c=(255&t)/255,u=this.renderTarget;if(A.preRender(),u){u.bind(!0);var f=this.pipeline;f.manager.set(f);var g=u.width,p=u.height,v=a.width,m=a.height,w=v/g,B=m/p;f.drawFillRect(i*w,n*B,s*w,r*B,d.getTintFromFloats(c,l,h,1),e),u.unbind(!0)}else{var y=this.context;a.setContext(y),y.fillStyle="rgba("+h+","+l+","+c+","+e+")",y.fillRect(i+o.cutX,n+o.cutY,s,r),a.setContext()}return this.dirty=!0,this},clear:function(){if(this.dirty){var t=this.renderTarget;if(t)t.clear();else{var e=this.context;e.save(),e.setTransform(1,0,0,1,0,0),e.clearRect(this.frame.cutX,this.frame.cutY,this.frame.cutWidth,this.frame.cutHeight),e.restore()}this.dirty=!1}return this},erase:function(t,e,i){return this._eraseMode=!0,this.draw(t,e,i,1,16777215),this._eraseMode=!1,this},draw:function(t,e,i,n,s){return this.beginDraw(),this.batchDraw(t,e,i,n,s),this.endDraw(),this},drawFrame:function(t,e,i,n,s,r){return this.beginDraw(),this.batchDrawFrame(t,e,i,n,s,r),this.endDraw(),this},beginDraw:function(){var t=this.camera,e=this.renderer,i=this.renderTarget;return t.preRender(),i?e.beginCapture(i.width,i.height):e.setContext(this.context),this},batchDraw:function(t,e,i,n,s){return void 0===n&&(n=this.globalAlpha),s=void 0===s?(this.globalTint>>16)+(65280&this.globalTint)+((255&this.globalTint)<<16):(s>>16)+(65280&s)+((255&s)<<16),Array.isArray(t)||(t=[t]),this.batchList(t,e,i,n,s),this},batchDrawFrame:function(t,e,i,n,s,r){void 0===i&&(i=0),void 0===n&&(n=0),void 0===s&&(s=this.globalAlpha),r=void 0===r?(this.globalTint>>16)+(65280&this.globalTint)+((255&this.globalTint)<<16):(r>>16)+(65280&r)+((255&r)<<16);var o=this.textureManager.getFrame(t,e);return o&&(this.renderTarget?this.pipeline.batchTextureFrame(o,i,n,r,s,this.camera.matrix,null):this.batchTextureFrame(o,i+this.frame.cutX,n+this.frame.cutY,s,r)),this},endDraw:function(){var t=this.renderer,e=this.renderTarget;if(e){var i=t.endCapture(),n=t.pipelines.setUtility();n.blitFrame(i,e,1,!1,!1,this._eraseMode),t.resetScissor(),t.resetViewport()}else t.setContext();return this.dirty=!0,this},batchList:function(t,e,i,n,s){for(var r=0;r<t.length;r++){var o=t[r];o&&o!==this&&(o.renderWebGL||o.renderCanvas?this.drawGameObject(o,e,i):o.isParent||o.list?this.batchGroup(o.getChildren(),e,i):"string"===typeof o?this.batchTextureFrameKey(o,null,e,i,n,s):o instanceof h?this.batchTextureFrame(o,e,i,n,s):Array.isArray(o)&&this.batchList(o,e,i,n,s))}},batchGroup:function(t,e,i){void 0===e&&(e=0),void 0===i&&(i=0),e+=this.frame.cutX,i+=this.frame.cutY;for(var n=0;n<t.length;n++){var s=t[n];if(s.willRender(this.camera)){var r=s.x+e,o=s.y+i;this.drawGameObject(s,r,o)}}},batchGameObjectWebGL:function(t,e,i){void 0===e&&(e=t.x),void 0===i&&(i=t.y);var n=t.x,s=t.y;t.setPosition(e+this.frame.cutX,i+this.frame.cutY),t.renderDirect?t.renderDirect(this.renderer,t,this.camera):t.renderWebGL(this.renderer,t,this.camera),t.setPosition(n,s)},batchGameObjectCanvas:function(t,e,i){void 0===e&&(e=t.x),void 0===i&&(i=t.y);var s=t.x,r=t.y;if(this._eraseMode){var o=t.blendMode;t.blendMode=n.ERASE}t.setPosition(e+this.frame.cutX,i+this.frame.cutY),t.renderCanvas(this.renderer,t,this.camera,null),t.setPosition(s,r),this._eraseMode&&(t.blendMode=o)},batchTextureFrameKey:function(t,e,i,n,s,r){var o=this.textureManager.getFrame(t,e);o&&this.batchTextureFrame(o,i,n,s,r)},batchTextureFrame:function(t,e,i,n,s){void 0===e&&(e=0),void 0===i&&(i=0),e+=this.frame.cutX,i+=this.frame.cutY;var r=this.renderTarget;if(r)this.pipeline.batchTextureFrame(t,e,i,s,n,this.camera.matrix,null);else{var o=this.context,A=t.canvasData,a=t.source.image,h=this.camera.matrix;o.save(),o.globalCompositeOperation=this._eraseMode?"destination-out":"source-over",o.globalAlpha=n,h.setToContext(o),o.drawImage(a,A.x,A.y,A.width,A.height,e,i,A.width,A.height),o.restore()}},snapshotArea:function(t,e,i,n,s,r,o){return this.renderTarget?this.renderer.snapshotFramebuffer(this.renderTarget.framebuffer,this.width,this.height,s,!1,t,e,i,n,r,o):this.renderer.snapshotCanvas(this.canvas,s,!1,t,e,i,n,r,o),this},snapshot:function(t,e,i){return this.renderTarget?this.renderer.snapshotFramebuffer(this.renderTarget.framebuffer,this.width,this.height,t,!1,0,0,this.width,this.height,e,i):this.renderer.snapshotCanvas(this.canvas,t,!1,0,0,this.width,this.height,e,i),this},snapshotPixel:function(t,e,i){return this.renderTarget?this.renderer.snapshotFramebuffer(this.renderTarget.framebuffer,this.width,this.height,i,!0,t,e):this.renderer.snapshotCanvas(this.canvas,i,!0,t,e),this},preDestroy:function(){this._saved||(r.remove(this.canvas),this.renderTarget&&this.renderTarget.destroy(),this.texture.destroy(),this.camera.destroy(),this.canvas=null,this.context=null,this.texture=null)}});t.exports=v},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(){return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,(function(t){var e=16*Math.random()|0,i="x"===t?e:3&e|8;return i.toString(16)}))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(164),s=i(0),r=i(11),o=i(15),A=i(67),a=i(1083),h=i(3),l=new s({Extends:o,Mixins:[r.AlphaSingle,r.BlendMode,r.Depth,r.Flip,r.Mask,r.Pipeline,r.Size,r.Texture,r.Transform,r.Visible,r.ScrollFactor,a],initialize:function(t,e,i,s,r,a,l,c,u){void 0===s&&(s="__DEFAULT"),void 0===a&&(a=2),void 0===l&&(l=!0),o.call(this,t,"Rope"),this.anims=new n(this),this.points=a,this.vertices,this.uv,this.colors,this.alphas,this.tintFill="__DEFAULT"===s,this.dirty=!1,this.horizontal=l,this._flipX=!1,this._flipY=!1,this._perp=new h,this.debugCallback=null,this.debugGraphic=null,this.setTexture(s,r),this.setPosition(e,i),this.setSizeToFrame(),this.initPipeline(A.ROPE_PIPELINE),Array.isArray(a)&&this.resizeArrays(a.length),this.setPoints(a,c,u),this.updateVertices()},addedToScene:function(){this.scene.sys.updateList.add(this)},removedFromScene:function(){this.scene.sys.updateList.remove(this)},preUpdate:function(t,e){var i=this.anims.currentFrame;this.anims.update(t,e),this.anims.currentFrame!==i&&(this.updateUVs(),this.updateVertices())},play:function(t,e,i){return this.anims.play(t,e,i),this},setDirty:function(){return this.dirty=!0,this},setHorizontal:function(t,e,i){return void 0===t&&(t=this.points.length),this.horizontal?this:(this.horizontal=!0,this.setPoints(t,e,i))},setVertical:function(t,e,i){return void 0===t&&(t=this.points.length),this.horizontal?(this.horizontal=!1,this.setPoints(t,e,i)):this},setTintFill:function(t){return void 0===t&&(t=!1),this.tintFill=t,this},setAlphas:function(t,e){var i=this.points.length;if(i<1)return this;var n,s=this.alphas;void 0===t?t=[1]:Array.isArray(t)||void 0!==e||(t=[t]);var r=0;if(void 0!==e)for(n=0;n<i;n++)r=2*n,s[r]=t,s[r+1]=e;else if(t.length===i)for(n=0;n<i;n++)r=2*n,s[r]=t[n],s[r+1]=t[n];else{var o=t[0];for(n=0;n<i;n++)r=2*n,t.length>r&&(o=t[r]),s[r]=o,t.length>r+1&&(o=t[r+1]),s[r+1]=o}return this},setColors:function(t){var e=this.points.length;if(e<1)return this;var i,n=this.colors;void 0===t?t=[16777215]:Array.isArray(t)||(t=[t]);var s=0;if(t.length===e)for(i=0;i<e;i++)s=2*i,n[s]=t[i],n[s+1]=t[i];else{var r=t[0];for(i=0;i<e;i++)s=2*i,t.length>s&&(r=t[s]),n[s]=r,t.length>s+1&&(r=t[s+1]),n[s+1]=r}return this},setPoints:function(t,e,i){if(void 0===t&&(t=2),"number"===typeof t){var n,s,r,o=t;if(o<2&&(o=2),t=[],this.horizontal)for(r=-this.frame.halfWidth,s=this.frame.width/(o-1),n=0;n<o;n++)t.push({x:r+n*s,y:0});else for(r=-this.frame.halfHeight,s=this.frame.height/(o-1),n=0;n<o;n++)t.push({x:0,y:r+n*s})}var A=t.length,a=this.points.length;return A<1?(console.warn("Rope: Not enough points given"),this):(1===A&&(t.unshift({x:0,y:0}),A++),a!==A&&this.resizeArrays(A),this.points=t,this.updateUVs(),void 0!==e&&null!==e&&this.setColors(e),void 0!==i&&null!==i&&this.setAlphas(i),this)},updateUVs:function(){for(var t=this.uv,e=this.points.length,i=this.frame.u0,n=this.frame.v0,s=this.frame.u1,r=this.frame.v1,o=(s-i)/(e-1),A=(r-n)/(e-1),a=0;a<e;a++){var h,l,c,u,f=4*a;this.horizontal?(this._flipX?(h=s-a*o,c=s-a*o):(h=i+a*o,c=i+a*o),this._flipY?(l=r,u=n):(l=n,u=r)):(this._flipX?(h=i,c=s):(h=s,c=i),this._flipY?(l=r-a*A,u=r-a*A):(l=n+a*A,u=n+a*A)),t[f+0]=h,t[f+1]=l,t[f+2]=c,t[f+3]=u}return this},resizeArrays:function(t){var e=this.colors,i=this.alphas;this.vertices=new Float32Array(4*t),this.uv=new Float32Array(4*t),e=new Uint32Array(2*t),i=new Float32Array(2*t);for(var n=0;n<2*t;n++)e[n]=16777215,i[n]=1;return this.colors=e,this.alphas=i,this.dirty=!0,this},updateVertices:function(){var t=this._perp,e=this.points,i=this.vertices,n=e.length;if(this.dirty=!1,!(n<1)){for(var s,r=e[0],o=this.horizontal?this.frame.halfHeight:this.frame.halfWidth,A=0;A<n;A++){var a=e[A],h=4*A;s=A<n-1?e[A+1]:a,t.x=s.y-r.y,t.y=-(s.x-r.x);var l=t.length();t.x/=l,t.y/=l,t.x*=o,t.y*=o,i[h]=a.x+t.x,i[h+1]=a.y+t.y,i[h+2]=a.x-t.x,i[h+3]=a.y-t.y,r=a}return this}},setDebug:function(t,e){return this.debugGraphic=t,this.debugCallback=t||e?e||this.renderDebugVerts:null,this},renderDebugVerts:function(t,e,i){var n=t.debugGraphic,s=i[0],r=i[1],o=i[2],A=i[3];n.lineBetween(s,r,o,A);for(var a=4;a<e;a+=4){var h=i[a+0],l=i[a+1],c=i[a+2],u=i[a+3];n.lineBetween(s,r,h,l),n.lineBetween(o,A,c,u),n.lineBetween(o,A,h,l),n.lineBetween(h,l,c,u),s=h,r=l,o=c,A=u}},preDestroy:function(){this.anims.destroy(),this.anims=void 0,this.points=null,this.vertices=null,this.uv=null,this.colors=null,this.alphas=null,this.debugCallback=null,this.debugGraphic=null},flipX:{get:function(){return this._flipX},set:function(t){return this._flipX=t,this.updateUVs()}},flipY:{get:function(){return this._flipY},set:function(t){return this._flipY=t,this.updateUVs()}}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(143),s=i(31),r=i(0),o=i(11),A=i(22),a=i(15),h=i(458),l=i(6),c=i(202),u=i(1086),f=i(459),g=new r({Extends:a,Mixins:[o.Alpha,o.BlendMode,o.ComputedSize,o.Crop,o.Depth,o.Flip,o.GetBounds,o.Mask,o.Origin,o.Pipeline,o.ScrollFactor,o.Tint,o.Transform,o.Visible,u],initialize:function(t,e,i,n,r){void 0===e&&(e=0),void 0===i&&(i=0),a.call(this,t,"Text"),this.renderer=t.sys.renderer,this.setPosition(e,i),this.setOrigin(0,0),this.initPipeline(),this.canvas=s.create(this),this.context=this.canvas.getContext("2d"),this.style=new f(this,r),this.autoRound=!0,this.splitRegExp=/(?:\r\n|\r|\n)/,this._text=void 0,this.padding={left:0,right:0,top:0,bottom:0},this.width=1,this.height=1,this.lineSpacing=0,this.dirty=!1,0===this.style.resolution&&(this.style.resolution=1),this._crop=this.resetCropObject(),this.texture=t.sys.textures.addCanvas(null,this.canvas,!0),this.frame=this.texture.get(),this.frame.source.resolution=this.style.resolution,this.renderer&&this.renderer.gl&&(this.renderer.deleteTexture(this.frame.source.glTexture),this.frame.source.glTexture=null),this.initRTL(),this.setText(n),r&&r.padding&&this.setPadding(r.padding),r&&r.lineSpacing&&this.setLineSpacing(r.lineSpacing),t.sys.game.events.on(A.CONTEXT_RESTORED,(function(){this.dirty=!0}),this)},initRTL:function(){this.style.rtl&&(this.canvas.dir="rtl",this.context.direction="rtl",this.canvas.style.display="none",n(this.canvas,this.scene.sys.canvas),this.originX=1)},runWordWrap:function(t){var e=this.style;if(e.wordWrapCallback){var i=e.wordWrapCallback.call(e.wordWrapCallbackScope,t,this);return Array.isArray(i)&&(i=i.join("\n")),i}return e.wordWrapWidth?e.wordWrapUseAdvanced?this.advancedWordWrap(t,this.context,this.style.wordWrapWidth):this.basicWordWrap(t,this.context,this.style.wordWrapWidth):t},advancedWordWrap:function(t,e,i){for(var n="",s=t.replace(/ +/gi," ").split(this.splitRegExp),r=s.length,o=0;o<r;o++){var A=s[o],a="";A=A.replace(/^ *|\s*$/gi,"");var h=e.measureText(A).width;if(h<i)n+=A+"\n";else{for(var l=i,c=A.split(" "),u=0;u<c.length;u++){var f=c[u],g=f+" ",d=e.measureText(g).width;if(d>l){if(0===u){var p=g;while(p.length)if(p=p.slice(0,-1),d=e.measureText(p).width,d<=l)break;if(!p.length)throw new Error("This text's wordWrapWidth setting is less than a single character!");var v=f.substr(p.length);c[u]=v,a+=p}var m=c[u].length?u:u+1,w=c.slice(m).join(" ").replace(/[ \n]*$/gi,"");s[o+1]=w+" "+(s[o+1]||""),r=s.length;break}a+=g,l-=d}n+=a.replace(/[ \n]*$/gi,"")+"\n"}}return n=n.replace(/[\s|\n]*$/gi,""),n},basicWordWrap:function(t,e,i){for(var n="",s=t.split(this.splitRegExp),r=s.length-1,o=e.measureText(" ").width,A=0;A<=r;A++){for(var a=i,h=s[A].split(" "),l=h.length-1,c=0;c<=l;c++){var u=h[c],f=e.measureText(u).width,g=f;c<l&&(g+=o),g>a&&c>0&&(n+="\n",a=i),n+=u,c<l?(n+=" ",a-=g):a-=f}A<r&&(n+="\n")}return n},getWrappedText:function(t){void 0===t&&(t=this._text),this.style.syncFont(this.canvas,this.context);var e=this.runWordWrap(t);return e.split(this.splitRegExp)},setText:function(t){return t||0===t||(t=""),Array.isArray(t)&&(t=t.join("\n")),t!==this._text&&(this._text=t.toString(),this.updateText()),this},setStyle:function(t){return this.style.setStyle(t)},setFont:function(t){return this.style.setFont(t)},setFontFamily:function(t){return this.style.setFontFamily(t)},setFontSize:function(t){return this.style.setFontSize(t)},setFontStyle:function(t){return this.style.setFontStyle(t)},setFixedSize:function(t,e){return this.style.setFixedSize(t,e)},setBackgroundColor:function(t){return this.style.setBackgroundColor(t)},setFill:function(t){return this.style.setFill(t)},setColor:function(t){return this.style.setColor(t)},setStroke:function(t,e){return this.style.setStroke(t,e)},setShadow:function(t,e,i,n,s,r){return this.style.setShadow(t,e,i,n,s,r)},setShadowOffset:function(t,e){return this.style.setShadowOffset(t,e)},setShadowColor:function(t){return this.style.setShadowColor(t)},setShadowBlur:function(t){return this.style.setShadowBlur(t)},setShadowStroke:function(t){return this.style.setShadowStroke(t)},setShadowFill:function(t){return this.style.setShadowFill(t)},setWordWrapWidth:function(t,e){return this.style.setWordWrapWidth(t,e)},setWordWrapCallback:function(t,e){return this.style.setWordWrapCallback(t,e)},setAlign:function(t){return this.style.setAlign(t)},setResolution:function(t){return this.style.setResolution(t)},setLineSpacing:function(t){return this.lineSpacing=t,this.updateText()},setPadding:function(t,e,i,n){if("object"===typeof t){var s=t,r=l(s,"x",null);null!==r?(t=r,i=r):(t=l(s,"left",0),i=l(s,"right",t));var o=l(s,"y",null);null!==o?(e=o,n=o):(e=l(s,"top",0),n=l(s,"bottom",e))}else void 0===t&&(t=0),void 0===e&&(e=t),void 0===i&&(i=t),void 0===n&&(n=e);return this.padding.left=t,this.padding.top=e,this.padding.right=i,this.padding.bottom=n,this.updateText()},setMaxLines:function(t){return this.style.setMaxLines(t)},updateText:function(){var t=this.canvas,e=this.context,i=this.style,n=i.resolution,s=i.metrics;i.syncFont(t,e);var r=this._text;(i.wordWrapWidth||i.wordWrapCallback)&&(r=this.runWordWrap(this._text));var o,A=r.split(this.splitRegExp),a=h(this,s,A),l=this.padding;0===i.fixedWidth?(this.width=a.width+l.left+l.right,o=a.width):(this.width=i.fixedWidth,o=this.width-l.left-l.right,o<a.width&&(o=a.width)),0===i.fixedHeight?this.height=a.height+l.top+l.bottom:this.height=i.fixedHeight;var c,u,f=this.width,g=this.height;this.updateDisplayOrigin(),f*=n,g*=n,f=Math.max(f,1),g=Math.max(g,1),t.width!==f||t.height!==g?(t.width=f,t.height=g,this.frame.setSize(f,g),i.syncFont(t,e)):e.clearRect(0,0,f,g),e.save(),e.scale(n,n),i.backgroundColor&&(e.fillStyle=i.backgroundColor,e.fillRect(0,0,f,g)),i.syncStyle(t,e),e.textBaseline="alphabetic",e.translate(l.left,l.top);for(var d=0;d<a.lines;d++){if(c=i.strokeThickness/2,u=i.strokeThickness/2+d*a.lineHeight+s.ascent,d>0&&(u+=a.lineSpacing*d),i.rtl)c=f-c;else if("right"===i.align)c+=o-a.lineWidths[d];else if("center"===i.align)c+=(o-a.lineWidths[d])/2;else if("justify"===i.align){var p=.85;if(a.lineWidths[d]/a.width>=p){var v=a.width-a.lineWidths[d],m=e.measureText(" ").width,w=A[d].trim(),B=w.split(" ");v+=(A[d].length-w.length)*m;var y=Math.floor(v/m),x=0;while(y>0)B[x]+=" ",x=(x+1)%(B.length-1||1),--y;A[d]=B.join(" ")}}this.autoRound&&(c=Math.round(c),u=Math.round(u)),i.strokeThickness&&(this.style.syncShadow(e,i.shadowStroke),e.strokeText(A[d],c,u)),i.color&&(this.style.syncShadow(e,i.shadowFill),e.fillText(A[d],c,u))}e.restore(),this.renderer&&this.renderer.gl&&(this.frame.source.glTexture=this.renderer.canvasToTexture(t,this.frame.source.glTexture,!0),this.frame.glTexture=this.frame.source.glTexture),this.dirty=!0;var C=this.input;return C&&!C.customHitArea&&(C.hitArea.width=this.width,C.hitArea.height=this.height),this},getTextMetrics:function(){return this.style.getTextMetrics()},text:{get:function(){return this._text},set:function(t){this.setText(t)}},toJSON:function(){var t=o.ToJSON(this),e={autoRound:this.autoRound,text:this._text,style:this.style.toJSON(),padding:{left:this.padding.left,right:this.padding.right,top:this.padding.top,bottom:this.padding.bottom}};return t.data=e,t},preDestroy:function(){this.style.rtl&&c(this.canvas),s.remove(this.canvas),this.texture.destroy()}});t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(31),s=i(0),r=i(11),o=i(22),A=i(15),a=i(361),h=i(192),l=i(1089),c=i(3),u=8,f=new s({Extends:A,Mixins:[r.Alpha,r.BlendMode,r.ComputedSize,r.Crop,r.Depth,r.Flip,r.GetBounds,r.Mask,r.Origin,r.Pipeline,r.ScrollFactor,r.Tint,r.Transform,r.Visible,l],initialize:function(t,e,i,s,r,h,l){var u=t.sys.renderer;A.call(this,t,"TileSprite");var f=t.sys.textures.get(h),g=f.get(l);s&&r?(s=Math.floor(s),r=Math.floor(r)):(s=g.width,r=g.height),this._tilePosition=new c,this._tileScale=new c(1,1),this.dirty=!1,this.renderer=u,this.canvas=n.create(this,s,r),this.context=this.canvas.getContext("2d"),this.displayTexture=f,this.displayFrame=g,this._crop=this.resetCropObject(),this.texture=t.sys.textures.addCanvas(null,this.canvas,!0),this.frame=this.texture.get(),this.potWidth=a(g.width),this.potHeight=a(g.height),this.fillCanvas=n.create2D(this,this.potWidth,this.potHeight),this.fillContext=this.fillCanvas.getContext("2d"),this.fillPattern=null,this.setPosition(e,i),this.setSize(s,r),this.setFrame(l),this.setOriginFromFrame(),this.initPipeline(),t.sys.game.events.on(o.CONTEXT_RESTORED,(function(t){if(t){var e=t.gl;this.dirty=!0,this.fillPattern=null,this.fillPattern=t.createTexture2D(0,e.LINEAR,e.LINEAR,e.REPEAT,e.REPEAT,e.RGBA,this.fillCanvas,this.potWidth,this.potHeight)}}),this)},setTexture:function(t,e){return this.displayTexture=this.scene.sys.textures.get(t),this.setFrame(e)},setFrame:function(t){var e=this.displayTexture.get(t);return this.potWidth=a(e.width),this.potHeight=a(e.height),this.canvas.width=0,e.cutWidth&&e.cutHeight?this.renderFlags|=u:this.renderFlags&=~u,this.displayFrame=e,this.dirty=!0,this.updateTileTexture(),this},setTilePosition:function(t,e){return void 0!==t&&(this.tilePositionX=t),void 0!==e&&(this.tilePositionY=e),this},setTileScale:function(t,e){return void 0===t&&(t=this.tileScaleX),void 0===e&&(e=t),this.tileScaleX=t,this.tileScaleY=e,this},updateTileTexture:function(){if(this.dirty&&this.renderer){var t=this.displayFrame;if(t.source.isRenderTexture||t.source.isGLTexture)return console.warn("TileSprites can only use Image or Canvas based textures"),void(this.dirty=!1);var e=this.fillContext,i=this.fillCanvas,n=this.potWidth,s=this.potHeight;this.renderer&&this.renderer.gl||(n=t.cutWidth,s=t.cutHeight),e.clearRect(0,0,n,s),i.width=n,i.height=s,e.drawImage(t.source.image,t.cutX,t.cutY,t.cutWidth,t.cutHeight,0,0,n,s),this.renderer&&this.renderer.gl?this.fillPattern=this.renderer.canvasToTexture(i,this.fillPattern):this.fillPattern=e.createPattern(i,"repeat"),this.updateCanvas(),this.dirty=!1}},updateCanvas:function(){var t=this.canvas;if(t.width===this.width&&t.height===this.height||(t.width=this.width,t.height=this.height,this.frame.setSize(this.width,this.height),this.updateDisplayOrigin(),this.dirty=!0),!this.dirty||this.renderer&&this.renderer.gl)this.dirty=!1;else{var e=this.context;this.scene.sys.game.config.antialias||h.disable(e);var i=this._tileScale.x,n=this._tileScale.y,s=this._tilePosition.x,r=this._tilePosition.y;e.clearRect(0,0,this.width,this.height),e.save(),e.scale(i,n),e.translate(-s,-r),e.fillStyle=this.fillPattern,e.fillRect(s,r,this.width/i,this.height/n),e.restore(),this.dirty=!1}},preDestroy:function(){this.renderer&&this.renderer.gl&&this.renderer.deleteTexture(this.fillPattern),n.remove(this.canvas),n.remove(this.fillCanvas),this.fillPattern=null,this.fillContext=null,this.fillCanvas=null,this.displayTexture=null,this.displayFrame=null,this.texture.destroy(),this.renderer=null},tilePositionX:{get:function(){return this._tilePosition.x},set:function(t){this._tilePosition.x=t,this.dirty=!0}},tilePositionY:{get:function(){return this._tilePosition.y},set:function(t){this._tilePosition.y=t,this.dirty=!0}},tileScaleX:{get:function(){return this._tileScale.x},set:function(t){this._tileScale.x=t,this.dirty=!0}},tileScaleY:{get:function(){return this._tileScale.y},set:function(t){this._tileScale.y=t,this.dirty=!0}}});t.exports=f},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(18),r=i(11),o=i(76),A=i(22),a=i(51),h=i(15),l=i(71),c=i(222),u=i(1092),f=i(14),g=new n({Extends:h,Mixins:[r.Alpha,r.BlendMode,r.Depth,r.Flip,r.GetBounds,r.Mask,r.Origin,r.Pipeline,r.ScrollFactor,r.Size,r.TextureCrop,r.Tint,r.Transform,r.Visible,u],initialize:function(t,e,i,n){h.call(this,t,"Video"),this.video=null,this.videoTexture=null,this.videoTextureSource=null,this.snapshotTexture=null,this.flipY=!1,this._key=c(),this.touchLocked=!0,this.playWhenUnlocked=!1,this.retryLimit=20,this.retry=0,this.retryInterval=500,this._retryID=null,this._systemMuted=!1,this._codeMuted=!1,this._systemPaused=!1,this._codePaused=!1,this._callbacks={play:this.playHandler.bind(this),error:this.loadErrorHandler.bind(this),end:this.completeHandler.bind(this),time:this.timeUpdateHandler.bind(this),seeking:this.seekingHandler.bind(this),seeked:this.seekedHandler.bind(this)},this._crop=this.resetCropObject(),this.markers={},this._markerIn=-1,this._markerOut=f.MAX_SAFE_INTEGER,this._lastUpdate=0,this._cacheKey="",this._isSeeking=!1,this.removeVideoElementOnDestroy=!1,this.setPosition(e,i),this.initPipeline(),n&&this.changeSource(n,!1);var s=t.sys.game.events;s.on(A.PAUSE,this.globalPause,this),s.on(A.RESUME,this.globalResume,this);var r=t.sys.sound;r&&r.on(l.GLOBAL_MUTE,this.globalMute,this)},addedToScene:function(){this.scene.sys.updateList.add(this)},removedFromScene:function(){this.scene.sys.updateList.remove(this)},play:function(t,e,i){if(this.touchLocked&&this.playWhenUnlocked||this.isPlaying())return this;var n=this.video;if(!n)return console.warn("Video not loaded"),this;void 0===t&&(t=n.loop);var s=this.scene.sys.sound;s&&s.mute&&this.setMute(!0),isNaN(e)||(this._markerIn=e),!isNaN(i)&&i>e&&(this._markerOut=i),n.loop=t;var r=this._callbacks,o=n.play();return void 0!==o?o.then(this.playPromiseSuccessHandler.bind(this)).catch(this.playPromiseErrorHandler.bind(this)):(n.addEventListener("playing",r.play,!0),n.readyState<2&&(this.retry=this.retryLimit,this._retryID=window.setTimeout(this.checkVideoProgress.bind(this),this.retryInterval))),n.addEventListener("ended",r.end,!0),n.addEventListener("timeupdate",r.time,!0),n.addEventListener("seeking",r.seeking,!0),n.addEventListener("seeked",r.seeked,!0),this},changeSource:function(t,e,i,n,s){void 0===e&&(e=!0);var r=this.video;r&&this.stop();var A=this.scene.sys.cache.video.get(t);return A?(this.video=A,this._cacheKey=t,this._codePaused=A.paused,this._codeMuted=A.muted,this.videoTexture?(this.scene.sys.textures.remove(this._key),this.videoTexture=this.scene.sys.textures.create(this._key,A,A.videoWidth,A.videoHeight),this.videoTextureSource=this.videoTexture.source[0],this.videoTexture.add("__BASE",0,0,0,A.videoWidth,A.videoHeight),this.setTexture(this.videoTexture),this.setSizeToFrame(),this.updateDisplayOrigin(),this.emit(o.VIDEO_CREATED,this,A.videoWidth,A.videoHeight)):this.updateTexture(),A.currentTime=0,this._lastUpdate=0,e&&this.play(i,n,s)):this.video=null,this},addMarker:function(t,e,i){return!isNaN(e)&&e>=0&&!isNaN(i)&&(this.markers[t]=[e,i]),this},playMarker:function(t,e){var i=this.markers[t];return i&&this.play(e,i[0],i[1]),this},removeMarker:function(t){return delete this.markers[t],this},snapshot:function(t,e){return void 0===t&&(t=this.width),void 0===e&&(e=this.height),this.snapshotArea(0,0,this.width,this.height,t,e)},snapshotArea:function(t,e,i,n,s,r){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=this.width),void 0===n&&(n=this.height),void 0===s&&(s=i),void 0===r&&(r=n);var o=this.video,A=this.snapshotTexture;return A?(A.setSize(s,r),o&&A.context.drawImage(o,t,e,i,n,0,0,s,r)):(A=this.scene.sys.textures.createCanvas(c(),s,r),this.snapshotTexture=A,o&&A.context.drawImage(o,t,e,i,n,0,0,s,r)),A.update()},saveSnapshotTexture:function(t){return this.snapshotTexture?this.scene.sys.textures.renameTexture(this.snapshotTexture.key,t):this.snapshotTexture=this.scene.sys.textures.createCanvas(t,this.width,this.height),this.snapshotTexture},loadURL:function(t,e,i){void 0===e&&(e="loadeddata"),void 0===i&&(i=!1),this.video&&this.stop(),this.videoTexture&&this.scene.sys.textures.remove(this._key);var n=document.createElement("video");return n.controls=!1,i&&(n.muted=!0,n.defaultMuted=!0,n.setAttribute("autoplay","autoplay")),n.setAttribute("playsinline","playsinline"),n.setAttribute("preload","auto"),n.addEventListener("error",this._callbacks.error,!0),n.src=t,n.load(),this.video=n,this},loadMediaStream:function(t,e,i){void 0===e&&(e="loadeddata"),void 0===i&&(i=!1),this.video&&this.stop(),this.videoTexture&&this.scene.sys.textures.remove(this._key);var n=document.createElement("video");n.controls=!1,i&&(n.muted=!0,n.defaultMuted=!0,n.setAttribute("autoplay","autoplay")),n.setAttribute("playsinline","playsinline"),n.setAttribute("preload","auto"),n.addEventListener("error",this._callbacks.error,!0);try{n.srcObject=t}catch(s){n.src=window.URL.createObjectURL(t)}return n.load(),this.video=n,this},playPromiseSuccessHandler:function(){this.touchLocked=!1,this.emit(o.VIDEO_PLAY,this),this._markerIn>-1&&(this.video.currentTime=this._markerIn)},playPromiseErrorHandler:function(t){this.scene.sys.input.once(a.POINTER_DOWN,this.unlockHandler,this),this.touchLocked=!0,this.playWhenUnlocked=!0,this.emit(o.VIDEO_ERROR,this,t)},playHandler:function(){this.touchLocked=!1,this.emit(o.VIDEO_PLAY,this),this.video.removeEventListener("playing",this._callbacks.play,!0)},loadErrorHandler:function(t){this.stop(),this.emit(o.VIDEO_ERROR,this,t)},unlockHandler:function(){this.touchLocked=!1,this.playWhenUnlocked=!1,this.emit(o.VIDEO_UNLOCKED,this),this._markerIn>-1&&(this.video.currentTime=this._markerIn),this.video.play(),this.emit(o.VIDEO_PLAY,this)},completeHandler:function(){this.emit(o.VIDEO_COMPLETE,this)},timeUpdateHandler:function(){this.video&&this.video.currentTime<this._lastUpdate&&(this.emit(o.VIDEO_LOOP,this),this._lastUpdate=0)},preUpdate:function(){var t=this.video;if(t){var e=t.currentTime;e!==this._lastUpdate&&(this._lastUpdate=e,this.updateTexture(),e>=this._markerOut&&(t.loop?(t.currentTime=this._markerIn,this.updateTexture(),this._lastUpdate=e,this.emit(o.VIDEO_LOOP,this)):(this.emit(o.VIDEO_COMPLETE,this),this.stop())))}},checkVideoProgress:function(){this.video.readyState>=2?this.updateTexture():(this.retry--,this.retry>0?this._retryID=window.setTimeout(this.checkVideoProgress.bind(this),this.retryInterval):this.emit(o.VIDEO_TIMEOUT,this))},updateTexture:function(){var t=this.video,e=t.videoWidth,i=t.videoHeight;if(this.videoTexture){var n=this.videoTextureSource;n.source!==t&&(n.source=t,n.width=e,n.height=i),n.update()}else this.videoTexture=this.scene.sys.textures.create(this._key,t,e,i),this.videoTextureSource=this.videoTexture.source[0],this.videoTexture.add("__BASE",0,0,0,e,i),this.setTexture(this.videoTexture),this.setSizeToFrame(),this.updateDisplayOrigin(),this.emit(o.VIDEO_CREATED,this,e,i)},getVideoKey:function(){return this._cacheKey},seekTo:function(t){var e=this.video;if(e){var i=e.duration;if(i!==1/0&&!isNaN(i)){var n=i*t;this.setCurrentTime(n)}}return this},getCurrentTime:function(){return this.video?this.video.currentTime:0},setCurrentTime:function(t){var e=this.video;if(e){if("string"===typeof t){var i=t[0],n=parseFloat(t.substr(1));"+"===i?t=e.currentTime+n:"-"===i&&(t=e.currentTime-n)}e.currentTime=t,this._lastUpdate=t}return this},isSeeking:function(){return this._isSeeking},seekingHandler:function(){this._isSeeking=!0,this.emit(o.VIDEO_SEEKING,this)},seekedHandler:function(){this._isSeeking=!1,this.emit(o.VIDEO_SEEKED,this);var t=this.video;t&&this.updateTexture()},getProgress:function(){var t=this.video;if(t){var e=t.currentTime,i=t.duration;if(i!==1/0&&!isNaN(i))return e/i}return 0},getDuration:function(){return this.video?this.video.duration:0},setMute:function(t){void 0===t&&(t=!0),this._codeMuted=t;var e=this.video;return e&&(e.muted=!!this._systemMuted||t),this},isMuted:function(){return this._codeMuted},globalMute:function(t,e){this._systemMuted=e;var i=this.video;i&&(i.muted=!!this._codeMuted||e)},globalPause:function(){this._systemPaused=!0,this.video&&this.video.pause()},globalResume:function(){this._systemPaused=!1,this.video&&!this._codePaused&&this.video.play()},setPaused:function(t){void 0===t&&(t=!0);var e=this.video;return this._codePaused=t,e&&(t?e.paused||e.pause():t||e.paused&&!this._systemPaused&&e.play()),this},getVolume:function(){return this.video?this.video.volume:1},setVolume:function(t){return void 0===t&&(t=1),this.video&&(this.video.volume=s(t,0,1)),this},getPlaybackRate:function(){return this.video?this.video.playbackRate:1},setPlaybackRate:function(t){return this.video&&(this.video.playbackRate=t),this},getLoop:function(){return!!this.video&&this.video.loop},setLoop:function(t){return void 0===t&&(t=!0),this.video&&(this.video.loop=t),this},isPlaying:function(){return!!this.video&&!(this.video.paused||this.video.ended)},isPaused:function(){return this.video&&this.video.paused||this._codePaused||this._systemPaused},saveTexture:function(t,e){return void 0===e&&(e=!1),this.videoTexture&&this.scene.sys.textures.renameTexture(this._key,t),this._key=t,this.flipY=e,this.videoTextureSource&&this.videoTextureSource.setFlipY(e),this.videoTexture},stop:function(){var t=this.video;if(t){var e=this._callbacks;for(var i in e)t.removeEventListener(i,e[i],!0);t.pause()}return this._retryID&&window.clearTimeout(this._retryID),this.emit(o.VIDEO_STOP,this),this},removeVideoElement:function(){var t=this.video;if(t){t.parentNode&&t.parentNode.removeChild(t);while(t.hasChildNodes())t.removeChild(t.firstChild);t.removeAttribute("autoplay"),t.removeAttribute("src"),this.video=null}},preDestroy:function(){this.stop(),this.removeVideoElementOnDestroy&&this.removeVideoElement();var t=this.scene.sys.game.events;t.off(A.PAUSE,this.globalPause,this),t.off(A.RESUME,this.globalResume,this);var e=this.scene.sys.sound;e&&e.off(l.GLOBAL_MUTE,this.globalMute,this),this._retryID&&window.clearTimeout(this._retryID)}});t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(228),r=i(470),o=i(56),A=new n({initialize:function(t){this.type=o.POLYGON,this.area=0,this.points=[],t&&this.setTo(t)},contains:function(t,e){return s(this,t,e)},setTo:function(t){if(this.area=0,this.points=[],"string"===typeof t&&(t=t.split(" ")),!Array.isArray(t))return this;for(var e,i=Number.MAX_VALUE,n=0;n<t.length;n++)e={x:0,y:0},"number"===typeof t[n]||"string"===typeof t[n]?(e.x=parseFloat(t[n]),e.y=parseFloat(t[n+1]),n++):Array.isArray(t[n])?(e.x=t[n][0],e.y=t[n][1]):(e.x=t[n].x,e.y=t[n].y),this.points.push(e),e.y<i&&(i=e.y);return this.calculateArea(i),this},calculateArea:function(){if(this.points.length<3)return this.area=0,this.area;for(var t,e,i=0,n=0;n<this.points.length-1;n++)t=this.points[n],e=this.points[n+1],i+=(e.x-t.x)*(t.y+e.y);return t=this.points[0],e=this.points[this.points.length-1],i+=(t.x-e.x)*(e.y+t.y),this.area=.5*-i,this.area},getPoints:function(t,e,i){return r(this,t,e,i)}});t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){for(var n=!1,s=-1,r=t.points.length-1;++s<t.points.length;r=s){var o=t.points[s].x,A=t.points[s].y,a=t.points[r].x,h=t.points[r].y;(A<=i&&i<h||h<=i&&i<A)&&e<(a-o)*(i-A)/(h-A)+o&&(n=!n)}return n};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(15),o=i(2),A=i(17),a=i(478),h=i(1174),l=i(25),c=new n({Extends:r,Mixins:[s.ComputedSize,s.Depth,s.GetBounds,s.Mask,s.Origin,s.ScrollFactor,s.Transform,s.Visible,h],initialize:function(t,e,i,n,s,o,A,a){void 0===i&&(i=0),void 0===n&&(n=0),void 0===s&&(s=128),void 0===o&&(o=128),r.call(this,t,"Shader"),this.blendMode=-1,this.shader;var h=t.sys.renderer;this.renderer=h,this.gl=h.gl,this.vertexData=new ArrayBuffer(2*Float32Array.BYTES_PER_ELEMENT*6),this.vertexBuffer=h.createVertexBuffer(this.vertexData.byteLength,this.gl.STREAM_DRAW),this.program=null,this.bytes=new Uint8Array(this.vertexData),this.vertexViewF32=new Float32Array(this.vertexData),this._tempMatrix1=new l,this._tempMatrix2=new l,this._tempMatrix3=new l,this.viewMatrix=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),this.projectionMatrix=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),this.uniforms={},this.pointer=null,this._rendererWidth=h.width,this._rendererHeight=h.height,this._textureCount=0,this.framebuffer=null,this.glTexture=null,this.renderToTexture=!1,this.texture=null,this.setPosition(i,n),this.setSize(s,o),this.setOrigin(.5,.5),this.setShader(e,A,a)},willRender:function(t){return!!this.renderToTexture||!(r.RENDER_MASK!==this.renderFlags||0!==this.cameraFilter&&this.cameraFilter&t.id)},setRenderToTexture:function(t,e){if(void 0===e&&(e=!1),!this.renderToTexture){var i=this.width,n=this.height,s=this.renderer;this.glTexture=s.createTextureFromSource(null,i,n,0),this.glTexture.flipY=e,this.framebuffer=s.createFramebuffer(i,n,this.glTexture,!1),this._rendererWidth=i,this._rendererHeight=n,this.renderToTexture=!0,this.projOrtho(0,this.width,this.height,0),t&&(this.texture=this.scene.sys.textures.addGLTexture(t,this.glTexture,i,n))}return this.shader&&(s.pipelines.clear(),this.load(),this.flush(),s.pipelines.rebind()),this},setShader:function(t,e,i){if(void 0===e&&(e=[]),"string"===typeof t){var n=this.scene.sys.cache.shader;if(!n.has(t))return console.warn("Shader missing: "+t),this;this.shader=n.get(t)}else this.shader=t;var s=this.gl,r=this.renderer;this.program&&s.deleteProgram(this.program);var o=r.createProgram(this.shader.vertexSrc,this.shader.fragmentSrc);s.uniformMatrix4fv(s.getUniformLocation(o,"uViewMatrix"),!1,this.viewMatrix),s.uniformMatrix4fv(s.getUniformLocation(o,"uProjectionMatrix"),!1,this.projectionMatrix),s.uniform2f(s.getUniformLocation(o,"uResolution"),this.width,this.height),this.program=o;var a=new Date,h={resolution:{type:"2f",value:{x:this.width,y:this.height}},time:{type:"1f",value:0},mouse:{type:"2f",value:{x:this.width/2,y:this.height/2}},date:{type:"4fv",value:[a.getFullYear(),a.getMonth(),a.getDate(),60*a.getHours()*60+60*a.getMinutes()+a.getSeconds()]},sampleRate:{type:"1f",value:44100},iChannel0:{type:"sampler2D",value:null,textureData:{repeat:!0}},iChannel1:{type:"sampler2D",value:null,textureData:{repeat:!0}},iChannel2:{type:"sampler2D",value:null,textureData:{repeat:!0}},iChannel3:{type:"sampler2D",value:null,textureData:{repeat:!0}}};this.shader.uniforms?this.uniforms=A(!0,{},this.shader.uniforms,h):this.uniforms=h;for(var l=0;l<4;l++)e[l]&&this.setSampler2D("iChannel"+l,e[l],l,i);return this.initUniforms(),this.projOrtho(0,this._rendererWidth,this._rendererHeight,0),this},setPointer:function(t){return this.pointer=t,this},projOrtho:function(t,e,i,n){var s=-1e3,r=1e3,o=1/(t-e),A=1/(i-n),a=1/(s-r),h=this.projectionMatrix;h[0]=-2*o,h[5]=-2*A,h[10]=2*a,h[12]=(t+e)*o,h[13]=(n+i)*A,h[14]=(r+s)*a;var l=this.program,c=this.gl,u=this.renderer;u.setProgram(l),c.uniformMatrix4fv(c.getUniformLocation(l,"uProjectionMatrix"),!1,this.projectionMatrix),this._rendererWidth=e,this._rendererHeight=i},initUniforms:function(){var t=this.gl,e=this.renderer.glFuncMap,i=this.program;for(var n in this._textureCount=0,this.uniforms){var s=this.uniforms[n],r=s.type,o=e[r];s.uniformLocation=t.getUniformLocation(i,n),"sampler2D"!==r&&(s.glMatrix=o.matrix,s.glValueLength=o.length,s.glFunc=o.func)}},setSampler2DBuffer:function(t,e,i,n,s,r){void 0===s&&(s=0),void 0===r&&(r={});var o=this.uniforms[t];return o.value=e,r.width=i,r.height=n,o.textureData=r,this._textureCount=s,this.initSampler2D(o),this},setSampler2D:function(t,e,i,n){void 0===i&&(i=0);var s=this.scene.sys.textures;if(s.exists(e)){var r=s.getFrame(e);if(r.glTexture&&r.glTexture.isRenderTexture)return this.setSampler2DBuffer(t,r.glTexture,r.width,r.height,i,n);var o=this.uniforms[t],A=r.source;o.textureKey=e,o.source=A.image,o.value=r.glTexture,A.isGLTexture&&(n||(n={}),n.width=A.width,n.height=A.height),n&&(o.textureData=n),this._textureCount=i,this.initSampler2D(o)}return this},setUniform:function(t,e){return a(this.uniforms,t,e),this},getUniform:function(t){return o(this.uniforms,t,null)},setChannel0:function(t,e){return this.setSampler2D("iChannel0",t,0,e)},setChannel1:function(t,e){return this.setSampler2D("iChannel1",t,1,e)},setChannel2:function(t,e){return this.setSampler2D("iChannel2",t,2,e)},setChannel3:function(t,e){return this.setSampler2D("iChannel3",t,3,e)},initSampler2D:function(t){if(t.value){var e=this.gl;e.activeTexture(e.TEXTURE0+this._textureCount),e.bindTexture(e.TEXTURE_2D,t.value);var i=t.textureData;if(i&&!t.value.isRenderTexture){var n=e[o(i,"magFilter","linear").toUpperCase()],s=e[o(i,"minFilter","linear").toUpperCase()],r=e[o(i,"wrapS","repeat").toUpperCase()],A=e[o(i,"wrapT","repeat").toUpperCase()],a=e[o(i,"format","rgba").toUpperCase()];if(i.repeat&&(r=e.REPEAT,A=e.REPEAT),e.pixelStorei(e.UNPACK_FLIP_Y_WEBGL,!!i.flipY),i.width){var h=o(i,"width",512),l=o(i,"height",2),c=o(i,"border",0);e.texImage2D(e.TEXTURE_2D,0,a,h,l,c,a,e.UNSIGNED_BYTE,null)}else e.texImage2D(e.TEXTURE_2D,0,a,e.RGBA,e.UNSIGNED_BYTE,t.source);e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,n),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,s),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,r),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,A)}this.renderer.setProgram(this.program),e.uniform1i(t.uniformLocation,this._textureCount),this._textureCount++}},syncUniforms:function(){var t,e,i,n,s,r=this.gl,o=this.uniforms,A=0;for(var a in o)t=o[a],i=t.glFunc,e=t.glValueLength,n=t.uniformLocation,s=t.value,null!==s&&(1===e?t.glMatrix?i.call(r,n,t.transpose,s):i.call(r,n,s):2===e?i.call(r,n,s.x,s.y):3===e?i.call(r,n,s.x,s.y,s.z):4===e?i.call(r,n,s.x,s.y,s.z,s.w):"sampler2D"===t.type&&(r.activeTexture(r.TEXTURE0+A),r.bindTexture(r.TEXTURE_2D,s),r.uniform1i(n,A),A++))},load:function(t){var e=this.gl,i=this.width,n=this.height,s=this.renderer,r=this.program,o=this.viewMatrix;if(!this.renderToTexture){var A=-this._displayOriginX,a=-this._displayOriginY;o[0]=t[0],o[1]=t[1],o[4]=t[2],o[5]=t[3],o[8]=t[4],o[9]=t[5],o[12]=o[0]*A+o[4]*a,o[13]=o[1]*A+o[5]*a}e.useProgram(r),e.uniformMatrix4fv(e.getUniformLocation(r,"uViewMatrix"),!1,o),e.uniform2f(e.getUniformLocation(r,"uResolution"),this.width,this.height);var h=this.uniforms,l=h.resolution;l.value.x=i,l.value.y=n,h.time.value=s.game.loop.getDuration();var c=this.pointer;if(c){var u=h.mouse,f=c.x/i,g=1-c.y/n;u.value.x=f.toFixed(2),u.value.y=g.toFixed(2)}this.syncUniforms()},flush:function(){var t=this.width,e=this.height,i=this.program,n=this.gl,s=this.vertexBuffer,r=this.renderer,o=2*Float32Array.BYTES_PER_ELEMENT;this.renderToTexture&&(r.setFramebuffer(this.framebuffer),n.clearColor(0,0,0,0),n.clear(n.COLOR_BUFFER_BIT)),n.bindBuffer(n.ARRAY_BUFFER,s);var A=n.getAttribLocation(i,"inPosition");-1!==A&&(n.enableVertexAttribArray(A),n.vertexAttribPointer(A,2,n.FLOAT,!1,o,0));var a=this.vertexViewF32;a[3]=e,a[4]=t,a[5]=e,a[8]=t,a[9]=e,a[10]=t;var h=6;n.bufferSubData(n.ARRAY_BUFFER,0,this.bytes.subarray(0,h*o)),n.drawArrays(n.TRIANGLES,0,h),this.renderToTexture&&r.setFramebuffer(null,!1)},setAlpha:function(){},setBlendMode:function(){},preDestroy:function(){var t=this.gl;t.deleteProgram(this.program),t.deleteBuffer(this.vertexBuffer),this.renderToTexture&&(this.renderer.deleteFramebuffer(this.framebuffer),this.texture.destroy(),this.framebuffer=null,this.glTexture=null,this.texture=null)}});t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(36),o=i(116),A=i(15),a=i(479),h=i(480),l=i(19),c=i(69),u=i(1177),f=i(80),g=i(39),d=i(118),p=new n({Extends:A,Mixins:[s.AlphaSingle,s.BlendMode,s.Depth,s.Mask,s.Pipeline,s.Size,s.Texture,s.Transform,s.Visible,s.ScrollFactor,u],initialize:function(t,e,i,n,s,r,o,a,h,l,u,f){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n="__WHITE"),A.call(this,t,"Mesh"),this.faces=[],this.vertices=[],this.tintFill=!1,this.debugCallback=null,this.debugGraphic=null,this.hideCCW=!0,this.modelPosition=new g,this.modelScale=new g(1,1,1),this.modelRotation=new g,this.dirtyCache=[0,0,0,0,0,0,0,0,0,0,0,0],this.transformMatrix=new c,this.viewPosition=new g,this.viewMatrix=new c,this.projectionMatrix=new c,this.totalRendered=0,this.totalFrame=0,this.ignoreDirtyCache=!1;var d=t.sys.renderer;this.setPosition(e,i),this.setTexture(n,s),this.setSize(d.width,d.height),this.initPipeline(),this.setPerspective(d.width,d.height),r&&this.addVertices(r,o,a,h,l,u,f)},addedToScene:function(){this.scene.sys.updateList.add(this)},removedFromScene:function(){this.scene.sys.updateList.remove(this)},panX:function(t){return this.viewPosition.addScale(g.LEFT,t),this.dirtyCache[10]=1,this},panY:function(t){return this.viewPosition.y+=g.DOWN.y*t,this.dirtyCache[10]=1,this},panZ:function(t){return this.viewPosition.z+=t,this.dirtyCache[10]=1,this},setPerspective:function(t,e,i,n,s){return void 0===i&&(i=45),void 0===n&&(n=.01),void 0===s&&(s=1e3),this.projectionMatrix.perspective(r(i),t/e,n,s),this.dirtyCache[10]=1,this.dirtyCache[11]=0,this},setOrtho:function(t,e,i,n){return void 0===t&&(t=this.scene.sys.renderer.getAspectRatio()),void 0===e&&(e=1),void 0===i&&(i=-1e3),void 0===n&&(n=1e3),this.projectionMatrix.ortho(-t,t,-e,e,i,n),this.dirtyCache[10]=1,this.dirtyCache[11]=1,this},clear:function(){return this.faces.forEach((function(t){t.destroy()})),this.faces=[],this.vertices=[],this},addVerticesFromObj:function(t,e,i,n,s,r,o,A,a){var l=this.scene.sys.cache.obj.get(t);return l&&h(l,this,e,i,n,s,r,o,A,a),this},sortByDepth:function(t,e){return t.depth-e.depth},depthSort:function(){return f(this.faces,this.sortByDepth),this},addVertex:function(t,e,i,n,s,r,o){var A=new d(t,e,i,n,s,r,o);return this.vertices.push(A),A},addFace:function(t,e,i){var n=new o(t,e,i);return this.faces.push(n),this.dirtyCache[9]=-1,n},addVertices:function(t,e,i,n,s,r,o){var A=a(t,e,i,n,s,r,o);return A&&(this.faces=this.faces.concat(A.faces),this.vertices=this.vertices.concat(A.vertices)),this.dirtyCache[9]=-1,this},getFaceCount:function(){return this.faces.length},getVertexCount:function(){return this.vertices.length},getFace:function(t){return this.faces[t]},getFaceAt:function(t,e,i){void 0===i&&(i=this.scene.sys.cameras.main);for(var n=l(this,i).calc,s=this.faces,r=[],o=0;o<s.length;o++){var A=s[o];A.contains(t,e,n)&&r.push(A)}return f(r,this.sortByDepth)},setDebug:function(t,e){return this.debugGraphic=t,this.debugCallback=t||e?e||this.renderDebug:null,this},isDirty:function(){var t=this.modelPosition,e=this.modelRotation,i=this.modelScale,n=this.dirtyCache,s=t.x,r=t.y,o=t.z,A=e.x,a=e.y,h=e.z,l=i.x,c=i.y,u=i.z,f=this.getFaceCount(),g=n[0],d=n[1],p=n[2],v=n[3],m=n[4],w=n[5],B=n[6],y=n[7],x=n[8],C=n[9];return n[0]=s,n[1]=r,n[2]=o,n[3]=A,n[4]=a,n[5]=h,n[6]=l,n[7]=c,n[8]=u,n[9]=f,g!==s||d!==r||p!==o||v!==A||m!==a||w!==h||B!==l||y!==c||x!==u||C!==f},preUpdate:function(){this.totalRendered=this.totalFrame,this.totalFrame=0;var t=this.dirtyCache;if(this.ignoreDirtyCache||t[10]||this.isDirty()){var e=this.width,i=this.height,n=this.viewMatrix,s=this.viewPosition;t[10]&&(n.identity(),n.translate(s),n.invert(),t[10]=0);var r=this.transformMatrix;r.setWorldMatrix(this.modelRotation,this.modelPosition,this.modelScale,this.viewMatrix,this.projectionMatrix);for(var o=s.z,A=this.faces,a=0;a<A.length;a++)A[a].transformCoordinatesLocal(r,e,i,o);this.depthSort()}},renderDebug:function(t,e){for(var i=t.debugGraphic,n=0;n<e.length;n++){var s=e[n],r=s.vertex1.tx,o=s.vertex1.ty,A=s.vertex2.tx,a=s.vertex2.ty,h=s.vertex3.tx,l=s.vertex3.ty;i.strokeTriangle(r,o,A,a,h,l)}},preDestroy:function(){this.clear(),this.debugCallback=null,this.debugGraphic=null}});t.exports=p},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(50),s=function(t,e){return n(t.x,t.y,e.x,e.y)<=t.radius+e.radius};t.exports=s},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=i(233),r=function(t,e,i){if(void 0===i&&(i=[]),s(t,e)){var r,o,A=t.x1,a=t.y1,h=t.x2,l=t.y2,c=e.x,u=e.y,f=e.radius,g=h-A,d=l-a,p=A-c,v=a-u,m=g*g+d*d,w=2*(g*p+d*v),B=p*p+v*v-f*f,y=w*w-4*m*B;if(0===y){var x=-w/(2*m);r=A+x*g,o=a+x*d,x>=0&&x<=1&&i.push(new n(r,o))}else if(y>0){var C=(-w-Math.sqrt(y))/(2*m);r=A+C*g,o=a+C*d,C>=0&&C<=1&&i.push(new n(r,o));var E=(-w+Math.sqrt(y))/(2*m);r=A+E*g,o=a+E*d,E>=0&&E<=1&&i.push(new n(r,o))}}return i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(65),s=i(4),r=new s,o=function(t,e,i){if(void 0===i&&(i=r),n(e,t.x1,t.y1))return i.x=t.x1,i.y=t.y1,!0;if(n(e,t.x2,t.y2))return i.x=t.x2,i.y=t.y2,!0;var s=t.x2-t.x1,o=t.y2-t.y1,A=e.x-t.x1,a=e.y-t.y1,h=s*s+o*o,l=s,c=o;if(h>0){var u=(A*s+a*o)/h;l*=u,c*=u}i.x=t.x1+l,i.y=t.y1+c;var f=l*l+c*c;return f<=h&&l*s+c*o>=0&&n(e,i.x,i.y)};t.exports=o},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=i(96),r=i(488),o=function(t,e,i){if(void 0===i&&(i=[]),r(t,e))for(var o=e.getLineA(),A=e.getLineB(),a=e.getLineC(),h=e.getLineD(),l=[new n,new n,new n,new n],c=[s(o,t,l[0]),s(A,t,l[1]),s(a,t,l[2]),s(h,t,l[3])],u=0;u<4;u++)c[u]&&i.push(l[u]);return i};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===i&&(i=!1),void 0===n&&(n=[]);for(var s,r,o,A,a,h,l=t.x3-t.x1,c=t.y3-t.y1,u=t.x2-t.x1,f=t.y2-t.y1,g=l*l+c*c,d=l*u+c*f,p=u*u+f*f,v=g*p-d*d,m=0===v?0:1/v,w=t.x1,B=t.y1,y=0;y<e.length;y++)if(o=e[y].x-w,A=e[y].y-B,a=l*o+c*A,h=u*o+f*A,s=(p*a-d*h)*m,r=(g*h-d*a)*m,s>=0&&r>=0&&s+r<1&&(n.push({x:e[y].x,y:e[y].y}),i))break;return n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=Math.cos(n),r=Math.sin(n),o=t.x1-e,A=t.y1-i;return t.x1=o*s-A*r+e,t.y1=o*r+A*s+i,o=t.x2-e,A=t.y2-i,t.x2=o*s-A*r+e,t.y2=o*r+A*s+i,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return 0===t.height?NaN:t.width/t.height};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=Math.cos(n),r=Math.sin(n),o=t.x1-e,A=t.y1-i;return t.x1=o*s-A*r+e,t.y1=o*r+A*s+i,o=t.x2-e,A=t.y2-i,t.x2=o*s-A*r+e,t.y2=o*r+A*s+i,o=t.x3-e,A=t.y3-i,t.x3=o*s-A*r+e,t.y3=o*r+A*s+i,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BUTTON_DOWN:i(1308),BUTTON_UP:i(1309),CONNECTED:i(1310),DISCONNECTED:i(1311),GAMEPAD_BUTTON_DOWN:i(1312),GAMEPAD_BUTTON_UP:i(1313)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(17),s=i(156),r=function(t,e){var i=void 0===t?s():n({},t);if(e)for(var r in e)void 0!==e[r]&&(i[r]=e[r]);return i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=i(408),l=new n({Extends:r,initialize:function(t,e,i,n){var s="xml";if(a(e)){var o=e;e=A(o,"key"),i=A(o,"url"),n=A(o,"xhrSettings"),s=A(o,"extension",s)}var h={type:"xml",cache:t.cacheManager.xml,extension:s,responseType:"text",key:e,url:i,xhrSettings:n};r.call(this,t,h)},onProcess:function(){this.state=s.FILE_PROCESSING,this.data=h(this.xhrLoader.responseText),this.data?this.onProcessComplete():(console.warn("Invalid XMLFile: "+this.key),this.onProcessError())}});o.register("xml",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new l(this,t[n]));else this.addFile(new l(this,t,e,i));return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n){var s="text",o="txt",h=t.cacheManager.text;if(a(e)){var l=e;e=A(l,"key"),i=A(l,"url"),n=A(l,"xhrSettings"),o=A(l,"extension",o),s=A(l,"type",s),h=A(l,"cache",h)}var c={type:s,cache:h,extension:o,responseType:"text",key:e,url:i,xhrSettings:n};r.call(this,t,c)},onProcess:function(){this.state=s.FILE_PROCESSING,this.data=this.xhrLoader.responseText,this.onProcessComplete()}});o.register("text",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new h(this,t[n]));else this.addFile(new h(this,t,e,i));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Acceleration:i(1366),Angular:i(1367),Bounce:i(1368),Debug:i(1369),Drag:i(1370),Enable:i(1371),Friction:i(1372),Gravity:i(1373),Immovable:i(1374),Mass:i(1375),OverlapCirc:i(523),OverlapRect:i(244),Pushable:i(1376),Size:i(1377),Velocity:i(1378)}},function(t,e){var i=function(t,e,i,n,s,r,o){void 0===r&&(r=!0),void 0===o&&(o=!1);var A=[],a=[],h=t.treeMinMax;if(h.minX=e,h.minY=i,h.maxX=e+n,h.maxY=i+s,o&&(a=t.staticTree.search(h)),r&&t.useTree)A=t.tree.search(h);else if(r){var l=t.bodies,c={position:{x:e,y:i},left:e,top:i,right:e+n,bottom:i+s,isCircle:!1},u=t.intersects;l.iterate((function(t){u(t,c)&&A.push(t)}))}return a.concat(A)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={COLLIDE:i(1379),OVERLAP:i(1380),PAUSE:i(1381),RESUME:i(1382),TILE_COLLIDE:i(1383),TILE_OVERLAP:i(1384),WORLD_BOUNDS:i(1385),WORLD_STEP:i(1386)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(61),s=function(t,e,i,s){var r=0,o=t.deltaAbsX()+e.deltaAbsX()+s;return 0===t._dx&&0===e._dx?(t.embedded=!0,e.embedded=!0):t._dx>e._dx?(r=t.right-e.x,r>o&&!i||!1===t.checkCollision.right||!1===e.checkCollision.left?r=0:(t.touching.none=!1,t.touching.right=!0,e.touching.none=!1,e.touching.left=!0,e.physicsType!==n.STATIC_BODY||i||(t.blocked.none=!1,t.blocked.right=!0),t.physicsType!==n.STATIC_BODY||i||(e.blocked.none=!1,e.blocked.left=!0))):t._dx<e._dx&&(r=t.x-e.width-e.x,-r>o&&!i||!1===t.checkCollision.left||!1===e.checkCollision.right?r=0:(t.touching.none=!1,t.touching.left=!0,e.touching.none=!1,e.touching.right=!0,e.physicsType!==n.STATIC_BODY||i||(t.blocked.none=!1,t.blocked.left=!0),t.physicsType!==n.STATIC_BODY||i||(e.blocked.none=!1,e.blocked.right=!0))),t.overlapX=r,e.overlapX=r,r};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(61),s=function(t,e,i,s){var r=0,o=t.deltaAbsY()+e.deltaAbsY()+s;return 0===t._dy&&0===e._dy?(t.embedded=!0,e.embedded=!0):t._dy>e._dy?(r=t.bottom-e.y,r>o&&!i||!1===t.checkCollision.down||!1===e.checkCollision.up?r=0:(t.touching.none=!1,t.touching.down=!0,e.touching.none=!1,e.touching.up=!0,e.physicsType!==n.STATIC_BODY||i||(t.blocked.none=!1,t.blocked.down=!0),t.physicsType!==n.STATIC_BODY||i||(e.blocked.none=!1,e.blocked.up=!0))):t._dy<e._dy&&(r=t.y-e.bottom,-r>o&&!i||!1===t.checkCollision.up||!1===e.checkCollision.down?r=0:(t.touching.none=!1,t.touching.up=!0,e.touching.none=!1,e.touching.down=!0,e.physicsType!==n.STATIC_BODY||i||(t.blocked.none=!1,t.blocked.up=!0),t.physicsType!==n.STATIC_BODY||i||(e.blocked.none=!1,e.blocked.down=!0))),t.overlapY=r,e.overlapY=r,r};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return!(e.right<=t.left||e.bottom<=t.top||e.position.x>=t.right||e.position.y>=t.bottom)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Bounce:i(1493),Collision:i(1494),Force:i(1495),Friction:i(1496),Gravity:i(1497),Mass:i(1498),Sensor:i(1499),SetBody:i(1500),Sleep:i(1501),Static:i(1518),Transform:i(1519),Velocity:i(1520)}},function(t,e){var i={};t.exports=i,function(){i.create=function(t,e){var n=t.bodyA,s=t.bodyB,r={id:i.id(n,s),bodyA:n,bodyB:s,activeContacts:[],separation:0,isActive:!0,confirmedActive:!0,isSensor:n.isSensor||s.isSensor,timeCreated:e,timeUpdated:e,collision:null,inverseMass:0,friction:0,frictionStatic:0,restitution:0,slop:0};return i.update(r,t,e),r},i.update=function(t,e,n){if(t.collision=e,e.collided){var s=e.supports,r=t.activeContacts,o=e.parentA,A=e.parentB;t.inverseMass=o.inverseMass+A.inverseMass,t.friction=Math.min(o.friction,A.friction),t.frictionStatic=Math.max(o.frictionStatic,A.frictionStatic),t.restitution=Math.max(o.restitution,A.restitution),t.slop=Math.max(o.slop,A.slop);for(var a=0;a<s.length;a++)r[a]=s[a].contact;var h=s.length;h<r.length&&(r.length=h),t.separation=e.depth,i.setActive(t,!0,n)}else!0===t.isActive&&i.setActive(t,!1,n)},i.setActive=function(t,e,i){e?(t.isActive=!0,t.timeUpdated=i):(t.isActive=!1,t.activeContacts.length=0)},i.id=function(t,e){return t.id<e.id?"A"+t.id+"B"+e.id:"A"+e.id+"B"+t.id}}()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={CalculateFacesAt:i(252),CalculateFacesWithin:i(62),CheckIsoBounds:i(541),Copy:i(1418),CreateFromTiles:i(1419),CullBounds:i(543),CullTiles:i(544),Fill:i(1420),FilterTiles:i(1421),FindByIndex:i(1422),FindTile:i(1423),ForEachTile:i(1424),GetCullTilesFunction:i(1425),GetTileAt:i(158),GetTileAtWorldXY:i(1426),GetTilesWithin:i(26),GetTilesWithinShape:i(1427),GetTilesWithinWorldXY:i(529),GetTileToWorldXFunction:i(1428),GetTileToWorldXYFunction:i(1429),GetTileToWorldYFunction:i(1430),GetWorldToTileXFunction:i(1431),GetWorldToTileXYFunction:i(1432),GetWorldToTileYFunction:i(1433),HasTileAt:i(562),HasTileAtWorldXY:i(1434),HexagonalCullBounds:i(546),HexagonalCullTiles:i(545),HexagonalTileToWorldXY:i(550),HexagonalTileToWorldY:i(554),HexagonalWorldToTileXY:i(556),HexagonalWorldToTileY:i(560),IsInLayerBounds:i(120),IsometricCullTiles:i(547),IsometricTileToWorldXY:i(551),IsometricWorldToTileXY:i(557),PutTileAt:i(257),PutTileAtWorldXY:i(1435),PutTilesAt:i(1436),Randomize:i(1437),RemoveTileAt:i(563),RemoveTileAtWorldXY:i(1438),RenderDebug:i(1439),ReplaceByIndex:i(542),RunCull:i(159),SetCollision:i(1440),SetCollisionBetween:i(1441),SetCollisionByExclusion:i(1442),SetCollisionByProperty:i(1443),SetCollisionFromCollisionGroup:i(1444),SetLayerCollisionIndex:i(160),SetTileCollision:i(73),SetTileIndexCallback:i(1445),SetTileLocationCallback:i(1446),Shuffle:i(1447),StaggeredCullBounds:i(549),StaggeredCullTiles:i(548),StaggeredTileToWorldXY:i(552),StaggeredTileToWorldY:i(555),StaggeredWorldToTileXY:i(558),StaggeredWorldToTileY:i(561),SwapByIndex:i(1448),TileToWorldX:i(253),TileToWorldXY:i(553),TileToWorldY:i(254),WeightedRandomize:i(1449),WorldToTileX:i(255),WorldToTileXY:i(559),WorldToTileY:i(256)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(158),s=function(t,e,i){var s=n(t,e,!0,i),r=n(t,e-1,!0,i),o=n(t,e+1,!0,i),A=n(t-1,e,!0,i),a=n(t+1,e,!0,i),h=s&&s.collides;return h&&(s.faceTop=!0,s.faceBottom=!0,s.faceLeft=!0,s.faceRight=!0),r&&r.collides&&(h&&(s.faceTop=!1),r.faceBottom=!h),o&&o.collides&&(h&&(s.faceBottom=!1),o.faceTop=!h),A&&A.collides&&(h&&(s.faceLeft=!1),A.faceRight=!h),a&&a.collides&&(h&&(s.faceRight=!1),a.faceLeft=!h),s&&!s.collides&&s.resetFaces(),s};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=i.baseTileWidth,s=i.tilemapLayer,r=0;return s&&(e||(e=s.scene.cameras.main),r=s.x+e.scrollX*(1-s.scrollFactorX),n*=s.scaleX),r+t*n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=i.baseTileHeight,s=i.tilemapLayer,r=0;return s&&(e||(e=s.scene.cameras.main),r=s.y+e.scrollY*(1-s.scrollFactorY),n*=s.scaleY),r+t*n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===e&&(e=!0);var s=n.baseTileWidth,r=n.tilemapLayer;return r&&(i||(i=r.scene.cameras.main),t-=r.x+i.scrollX*(1-r.scrollFactorX),s*=r.scaleX),e?Math.floor(t/s):t/s};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===e&&(e=!0);var s=n.baseTileHeight,r=n.tilemapLayer;return r&&(i||(i=r.scene.cameras.main),t-=r.y+i.scrollY*(1-r.scrollFactorY),s*=r.scaleY),e?Math.floor(t/s):t/s};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(86),s=i(120),r=i(252),o=i(73),A=function(t,e,i,A,a){if(void 0===A&&(A=!0),!s(e,i,a))return null;var h=a.data[i][e],l=h&&h.collides;if(t instanceof n)null===a.data[i][e]&&(a.data[i][e]=new n(a,t.index,e,i,a.tileWidth,a.tileHeight)),a.data[i][e].copy(t);else{var c=t;null===a.data[i][e]?a.data[i][e]=new n(a,c,e,i,a.tileWidth,a.tileHeight):a.data[i][e].index=c}var u=a.data[i][e],f=-1!==a.collideIndexes.indexOf(u.index);return o(u,f),A&&l!==u.collides&&r(e,i,a),u};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=function(t){return t=t.toLowerCase(),"isometric"===t?n.ISOMETRIC:"staggered"===t?n.STAGGERED:"hexagonal"===t?n.HEXAGONAL:n.ORTHOGONAL};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(40),s=i(121),r=i(122),o=i(86),A=function(t,e,i,A,a){for(var h=new s({tileWidth:i,tileHeight:A}),l=new r({name:t,tileWidth:i,tileHeight:A,format:n.ARRAY_2D,layers:[h]}),c=[],u=e.length,f=0,g=0;g<e.length;g++){c[g]=[];for(var d=e[g],p=0;p<d.length;p++){var v=parseInt(d[p],10);isNaN(v)||-1===v?c[g][p]=a?null:new o(h,-1,p,g,i,A):c[g][p]=new o(h,v,p,g,i,A)}0===f&&(f=d.length)}return l.width=h.width=f,l.height=h.height=u,l.widthInPixels=h.widthInPixels=f*i,l.heightInPixels=h.heightInPixels=u*A,h.data=c,l};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(571),s=i(261),r=function(t){return{x:t.x,y:t.y}},o=["id","name","type","rotation","properties","visible","x","y","width","height"],A=function(t,e,i){void 0===e&&(e=0),void 0===i&&(i=0);var A=n(t,o);if(A.x+=e,A.y+=i,t.gid){var a=s(t.gid);A.gid=a.gid,A.flippedHorizontal=a.flippedHorizontal,A.flippedVertical=a.flippedVertical,A.flippedAntiDiagonal=a.flippedAntiDiagonal}else t.polyline?A.polyline=t.polyline.map(r):t.polygon?A.polygon=t.polygon.map(r):t.ellipse?A.ellipse=t.ellipse:t.text?A.text=t.text:t.point?A.point=!0:A.rectangle=!0;return A};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=2147483648,n=1073741824,s=536870912,r=function(t){var e=Boolean(t&i),r=Boolean(t&n),o=Boolean(t&s);t&=~(i|n|s);var A=0,a=!1;return e&&r&&o?(A=Math.PI/2,a=!0):e&&r&&!o?(A=Math.PI,a=!1):e&&!r&&o?(A=Math.PI/2,a=!1):!e||r||o?!e&&r&&o?(A=3*Math.PI/2,a=!1):e||!r||o?e||r||!o?e||r||o||(A=0,a=!1):(A=3*Math.PI/2,a=!0):(A=Math.PI,a=!0):(A=0,a=!0),{gid:t,flippedHorizontal:e,flippedVertical:r,flippedAntiDiagonal:o,rotation:A,flipped:a}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(40),s=i(122),r=i(564),o=i(580),A=function(t,e,i,A,a,h,l,c){void 0===i&&(i=32),void 0===A&&(A=32),void 0===a&&(a=10),void 0===h&&(h=10),void 0===c&&(c=!1);var u=null;if(Array.isArray(l)){var f=void 0!==e?e:"map";u=r(f,n.ARRAY_2D,l,i,A,c)}else if(void 0!==e){var g=t.cache.tilemap.get(e);g?u=r(e,g.format,g.data,i,A,c):console.warn("No map data found for key "+e)}return null===u&&(u=new s({tileWidth:i,tileHeight:A,width:a,height:h})),new o(t,u)};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(6),s=function(t){var e=n(t,"targets",null);return null===e||("function"===typeof e&&(e=e.call()),Array.isArray(e)||(e=[e])),e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
function i(t){return!!t.getActive&&"function"===typeof t.getActive}function n(t){return!!t.getStart&&"function"===typeof t.getStart}function s(t){return!!t.getEnd&&"function"===typeof t.getEnd}function r(t){return n(t)||s(t)||i(t)}var o=function(t,e){var A,a=function(t,e,i){return i},h=function(t,e,i){return i},l=null,c=typeof e;if("number"===c)a=function(){return e};else if("string"===c){var u=e[0],f=parseFloat(e.substr(2));switch(u){case"+":a=function(t,e,i){return i+f};break;case"-":a=function(t,e,i){return i-f};break;case"*":a=function(t,e,i){return i*f};break;case"/":a=function(t,e,i){return i/f};break;default:a=function(){return parseFloat(e)}}}else if("function"===c)a=e;else if("object"===c)if(r(e))i(e)&&(l=e.getActive),s(e)&&(a=e.getEnd),n(e)&&(h=e.getStart);else if(e.hasOwnProperty("value"))A=o(t,e.value);else{var g=e.hasOwnProperty("to"),d=e.hasOwnProperty("from"),p=e.hasOwnProperty("start");if(g&&(d||p)){if(A=o(t,e.to),p){var v=o(t,e.start);A.getActive=v.getEnd}if(d){var m=o(t,e.from);A.getStart=m.getEnd}}}return A||(A={getActive:l,getEnd:a,getStart:h}),A};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={targets:null,delay:0,duration:1e3,ease:"Power0",easeParams:null,hold:0,repeat:0,repeatDelay:0,yoyo:!1,flipX:!1,flipY:!1};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(9),r=i(267),o=i(16),A=i(5),a=i(100),h=i(14),l=new n({Extends:s,initialize:function(t,e,i){s.call(this),this.parent=t,this.parentIsTimeline=t.hasOwnProperty("isTimeline"),this.data=e,this.totalData=e.length,this.targets=i,this.totalTargets=i.length,this.useFrames=!1,this.timeScale=1,this.loop=0,this.loopDelay=0,this.loopCounter=0,this.startDelay=0,this.hasStarted=!1,this.isSeeking=!1,this.completeDelay=0,this.countdown=0,this.offset=0,this.calculatedOffset=0,this.state=a.PENDING_ADD,this._pausedState=a.INIT,this.paused=!1,this.elapsed=0,this.totalElapsed=0,this.duration=0,this.progress=0,this.totalDuration=0,this.totalProgress=0,this.callbacks={onActive:null,onComplete:null,onLoop:null,onRepeat:null,onStart:null,onStop:null,onUpdate:null,onYoyo:null},this.callbackScope},getValue:function(t){return void 0===t&&(t=0),this.data[t].current},setTimeScale:function(t){return this.timeScale=t,this},getTimeScale:function(){return this.timeScale},isPlaying:function(){return this.state===a.ACTIVE},isPaused:function(){return this.state===a.PAUSED},hasTarget:function(t){return-1!==this.targets.indexOf(t)},updateTo:function(t,e,i){void 0===i&&(i=!1);for(var n=0;n<this.totalData;n++){var s=this.data[n];s.key===t&&(s.end=e,i&&(s.start=s.current))}return this},restart:function(){return this.elapsed=0,this.progress=0,this.totalElapsed=0,this.totalProgress=0,this.state===a.ACTIVE?this.seek(0):this.state===a.REMOVED?(this.seek(0),this.parent.makeActive(this),this):this.state===a.PENDING_ADD?this:this.play()},calcDuration:function(){for(var t=0,e=h.MAX_SAFE_INTEGER,i=this.data,n=0;n<this.totalData;n++){var s=i[n];s.t1=s.duration+s.hold,s.yoyo&&(s.t1+=s.duration),s.t2=s.t1+s.repeatDelay,s.totalDuration=s.delay+s.t1,-1===s.repeat?s.totalDuration+=999999999999*s.t2:s.repeat>0&&(s.totalDuration+=s.t2*s.repeat),s.totalDuration>t&&(t=s.totalDuration),s.delay<e&&(e=s.delay)}this.duration=Math.max(t,.001),this.loopCounter=-1===this.loop?999999999999:this.loop,this.loopCounter>0?this.totalDuration=this.duration+this.completeDelay+(this.duration+this.loopDelay)*this.loopCounter:this.totalDuration=this.duration+this.completeDelay,this.startDelay=e},init:function(){if(this.paused&&!this.parentIsTimeline)return this.state=a.PENDING_ADD,this._pausedState=a.INIT,!1;for(var t=this.data,e=this.totalTargets,i=0;i<this.totalData;i++){var n=t[i],s=n.target,r=n.gen,o=n.key,A=n.index;n.delay=r.delay(s,o,0,A,e,this),n.duration=Math.max(r.duration(s,o,0,A,e,this),.001),n.hold=r.hold(s,o,0,A,e,this),n.repeat=r.repeat(s,o,0,A,e,this),n.repeatDelay=r.repeatDelay(s,o,0,A,e,this)}return this.calcDuration(),this.progress=0,this.totalProgress=0,this.elapsed=0,this.totalElapsed=0,this.state=a.INIT,!0},makeActive:function(){this.parent.makeActive(this),this.dispatchTweenEvent(r.TWEEN_ACTIVE,this.callbacks.onActive)},nextState:function(){this.loopCounter>0?(this.elapsed=0,this.progress=0,this.loopCounter--,this.resetTweenData(!0),this.loopDelay>0?(this.countdown=this.loopDelay,this.state=a.LOOP_DELAY):(this.state=a.ACTIVE,this.dispatchTweenEvent(r.TWEEN_LOOP,this.callbacks.onLoop))):this.completeDelay>0?(this.state=a.COMPLETE_DELAY,this.countdown=this.completeDelay):(this.state=a.PENDING_REMOVE,this.dispatchTweenEvent(r.TWEEN_COMPLETE,this.callbacks.onComplete))},pause:function(){return this.state===a.PAUSED||(this.paused=!0,this._pausedState=this.state,this.state=a.PAUSED),this},play:function(t){void 0===t&&(t=!1);var e=this.state;return e!==a.INIT||this.parentIsTimeline?e===a.ACTIVE||e===a.PENDING_ADD&&this._pausedState===a.PENDING_ADD?this:this.parentIsTimeline||e!==a.PENDING_REMOVE&&e!==a.REMOVED?(this.parentIsTimeline?(this.resetTweenData(t),0===this.calculatedOffset?this.state=a.ACTIVE:(this.countdown=this.calculatedOffset,this.state=a.OFFSET_DELAY)):this.paused?(this.paused=!1,this.makeActive()):(this.resetTweenData(t),this.state=a.ACTIVE,this.makeActive()),this):(this.seek(0),this.parent.makeActive(this),this):(this.resetTweenData(!1),this.state=a.ACTIVE,this)},resetTweenData:function(t){for(var e=this.data,i=this.totalData,n=this.totalTargets,s=0;s<i;s++){var r=e[s],o=r.target,A=r.key,h=r.index;r.progress=0,r.elapsed=0,r.repeatCounter=-1===r.repeat?999999999999:r.repeat,t?(r.start=r.getStartValue(o,A,r.start,h,n,this),r.end=r.getEndValue(o,A,r.end,h,n,this),r.current=r.start,r.state=a.PLAYING_FORWARD):r.state=a.PENDING_RENDER,r.delay>0&&(r.elapsed=r.delay,r.state=a.DELAY),r.getActiveValue&&(o[A]=r.getActiveValue(r.target,r.key,r.start))}},resume:function(){return this.state===a.PAUSED?(this.paused=!1,this.state=this._pausedState):this.play(),this},seek:function(t,e){void 0===e&&(e=16.6),this.state===a.REMOVED&&this.makeActive(),this.elapsed=0,this.progress=0,this.totalElapsed=0,this.totalProgress=0;for(var i=this.data,n=this.totalTargets,s=0;s<this.totalData;s++){var r=i[s],o=r.target,A=r.gen,h=r.key,l=r.index;r.progress=0,r.elapsed=0,r.repeatCounter=-1===r.repeat?999999999999:r.repeat,r.delay=A.delay(o,h,0,l,n,this),r.duration=Math.max(A.duration(o,h,0,l,n,this),.001),r.hold=A.hold(o,h,0,l,n,this),r.repeat=A.repeat(o,h,0,l,n,this),r.repeatDelay=A.repeatDelay(o,h,0,l,n,this),r.current=r.start,r.state=a.PLAYING_FORWARD,this.updateTweenData(this,r,0,l,n),r.delay>0&&(r.elapsed=r.delay,r.state=a.DELAY)}this.calcDuration();var c=!1;this.state===a.PAUSED&&(c=!0,this.state=a.ACTIVE),this.isSeeking=!0;do{this.update(0,e)}while(this.totalProgress<t);return this.isSeeking=!1,c&&(this.state=a.PAUSED),this},setCallback:function(t,e,i,n){return this.callbacks[t]={func:e,scope:n,params:i},this},complete:function(t){return void 0===t&&(t=0),t?(this.state=a.COMPLETE_DELAY,this.countdown=t):(this.state=a.PENDING_REMOVE,this.dispatchTweenEvent(r.TWEEN_COMPLETE,this.callbacks.onComplete)),this},remove:function(){return this.parent.remove(this),this},stop:function(t){return this.state===a.ACTIVE&&void 0!==t&&this.seek(t),this.state!==a.REMOVED&&(this.state!==a.PAUSED&&this.state!==a.PENDING_ADD||(this.parentIsTimeline?(this.parent.manager._destroy.push(this),this.parent.manager._toProcess++):(this.parent._destroy.push(this),this.parent._toProcess++)),this.dispatchTweenEvent(r.TWEEN_STOP,this.callbacks.onStop),this.removeAllListeners(),this.state=a.PENDING_REMOVE),this},update:function(t,e){if(this.state===a.PAUSED)return!1;switch(this.useFrames&&(e=1*this.parent.timeScale),e*=this.timeScale,this.elapsed+=e,this.progress=Math.min(this.elapsed/this.duration,1),this.totalElapsed+=e,this.totalProgress=Math.min(this.totalElapsed/this.totalDuration,1),this.state){case a.ACTIVE:this.hasStarted||this.isSeeking||(this.startDelay-=e,this.startDelay<=0&&(this.hasStarted=!0,this.dispatchTweenEvent(r.TWEEN_START,this.callbacks.onStart)));for(var i=!1,n=0;n<this.totalData;n++){var s=this.data[n];this.updateTweenData(this,s,e)&&(i=!0)}i||this.nextState();break;case a.LOOP_DELAY:this.countdown-=e,this.countdown<=0&&(this.state=a.ACTIVE,this.dispatchTweenEvent(r.TWEEN_LOOP,this.callbacks.onLoop));break;case a.OFFSET_DELAY:this.countdown-=e,this.countdown<=0&&(this.state=a.ACTIVE);break;case a.COMPLETE_DELAY:this.countdown-=e,this.countdown<=0&&(this.state=a.PENDING_REMOVE,this.dispatchTweenEvent(r.TWEEN_COMPLETE,this.callbacks.onComplete));break}return this.state===a.PENDING_REMOVE},dispatchTweenDataEvent:function(t,e,i){this.isSeeking||(this.emit(t,this,i.key,i.target,i.current,i.previous),e&&(e.params[1]=i.target,e.func.apply(e.scope,e.params)))},dispatchTweenEvent:function(t,e){this.isSeeking||(this.emit(t,this,this.targets),e&&(e.params[1]=this.targets,e.func.apply(e.scope,e.params)))},setStateFromEnd:function(t,e,i){return e.yoyo?(e.elapsed=i,e.progress=i/e.duration,e.flipX&&e.target.toggleFlipX(),e.flipY&&e.target.toggleFlipY(),this.dispatchTweenDataEvent(r.TWEEN_YOYO,t.callbacks.onYoyo,e),e.start=e.getStartValue(e.target,e.key,e.start,e.index,t.totalTargets,t),a.PLAYING_BACKWARD):e.repeatCounter>0?(e.repeatCounter--,e.elapsed=i,e.progress=i/e.duration,e.flipX&&e.target.toggleFlipX(),e.flipY&&e.target.toggleFlipY(),e.start=e.getStartValue(e.target,e.key,e.start,e.index,t.totalTargets,t),e.end=e.getEndValue(e.target,e.key,e.start,e.index,t.totalTargets,t),e.repeatDelay>0?(e.elapsed=e.repeatDelay-i,e.current=e.start,e.target[e.key]=e.current,a.REPEAT_DELAY):(this.dispatchTweenDataEvent(r.TWEEN_REPEAT,t.callbacks.onRepeat,e),a.PLAYING_FORWARD)):a.COMPLETE},setStateFromStart:function(t,e,i){return e.repeatCounter>0?(e.repeatCounter--,e.elapsed=i,e.progress=i/e.duration,e.flipX&&e.target.toggleFlipX(),e.flipY&&e.target.toggleFlipY(),e.end=e.getEndValue(e.target,e.key,e.start,e.index,t.totalTargets,t),e.repeatDelay>0?(e.elapsed=e.repeatDelay-i,e.current=e.start,e.target[e.key]=e.current,a.REPEAT_DELAY):(this.dispatchTweenDataEvent(r.TWEEN_REPEAT,t.callbacks.onRepeat,e),a.PLAYING_FORWARD)):a.COMPLETE},updateTweenData:function(t,e,i){var n=e.target;switch(e.state){case a.PLAYING_FORWARD:case a.PLAYING_BACKWARD:if(!n){e.state=a.COMPLETE;break}var s=e.elapsed,o=e.duration,A=0;s+=i,s>o&&(A=s-o,s=o);var h=e.state===a.PLAYING_FORWARD,l=s/o;if(e.elapsed=s,e.progress=l,e.previous=e.current,1===l)h?(e.current=e.end,n[e.key]=e.end,e.hold>0?(e.elapsed=e.hold-A,e.state=a.HOLD_DELAY):e.state=this.setStateFromEnd(t,e,A)):(e.current=e.start,n[e.key]=e.start,e.state=this.setStateFromStart(t,e,A));else{var c=h?e.ease(l):e.ease(1-l);e.current=e.start+(e.end-e.start)*c,n[e.key]=e.current}this.dispatchTweenDataEvent(r.TWEEN_UPDATE,t.callbacks.onUpdate,e);break;case a.DELAY:e.elapsed-=i,e.elapsed<=0&&(e.elapsed=Math.abs(e.elapsed),e.state=a.PENDING_RENDER);break;case a.REPEAT_DELAY:e.elapsed-=i,e.elapsed<=0&&(e.elapsed=Math.abs(e.elapsed),e.state=a.PLAYING_FORWARD,this.dispatchTweenDataEvent(r.TWEEN_REPEAT,t.callbacks.onRepeat,e));break;case a.HOLD_DELAY:e.elapsed-=i,e.elapsed<=0&&(e.state=this.setStateFromEnd(t,e,Math.abs(e.elapsed)));break;case a.PENDING_RENDER:n?(e.start=e.getStartValue(n,e.key,n[e.key],e.index,t.totalTargets,t),e.end=e.getEndValue(n,e.key,e.start,e.index,t.totalTargets,t),e.current=e.start,n[e.key]=e.start,e.state=a.PLAYING_FORWARD):e.state=a.COMPLETE;break}return e.state!==a.COMPLETE}});l.TYPES=["onActive","onComplete","onLoop","onRepeat","onStart","onStop","onUpdate","onYoyo"],A.register("tween",(function(t){return this.scene.sys.tweens.add(t)})),o.register("tween",(function(t){return this.scene.sys.tweens.create(t)})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={TIMELINE_COMPLETE:i(1464),TIMELINE_LOOP:i(1465),TIMELINE_PAUSE:i(1466),TIMELINE_RESUME:i(1467),TIMELINE_START:i(1468),TIMELINE_UPDATE:i(1469),TWEEN_ACTIVE:i(1470),TWEEN_COMPLETE:i(1471),TWEEN_LOOP:i(1472),TWEEN_REPEAT:i(1473),TWEEN_START:i(1474),TWEEN_STOP:i(1475),TWEEN_UPDATE:i(1476),TWEEN_YOYO:i(1477)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s,r,o,A,a,h,l,c,u,f,g){return{target:t,index:e,key:i,getActiveValue:r,getEndValue:n,getStartValue:s,ease:o,duration:0,totalDuration:0,delay:0,yoyo:h,hold:0,repeat:0,repeatDelay:0,flipX:f,flipY:g,progress:0,elapsed:0,repeatCounter:0,start:0,previous:0,current:0,end:0,t1:0,t2:0,gen:{delay:A,duration:a,hold:l,repeat:c,repeatDelay:u},state:0}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(68),s=function(t){return n(t,-Math.PI,Math.PI)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(68),s=function(t){return n(t,-180,180)};t.exports=s},function(t,e,i){var n={};t.exports=n;var s=i(84),r=i(32);(function(){n.fromVertices=function(t){for(var e={},i=0;i<t.length;i++){var n=(i+1)%t.length,o=s.normalise({x:t[n].y-t[i].y,y:t[i].x-t[n].x}),A=0===o.y?1/0:o.x/o.y;A=A.toFixed(3).toString(),e[A]=o}return r.values(e)},n.rotate=function(t,e){if(0!==e)for(var i=Math.cos(e),n=Math.sin(e),s=0;s<t.length;s++){var r,o=t[s];r=o.x*i-o.y*n,o.y=o.x*n+o.y*i,o.x=r}}})()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={AFTER_ADD:i(1502),AFTER_REMOVE:i(1503),AFTER_UPDATE:i(1504),BEFORE_ADD:i(1505),BEFORE_REMOVE:i(1506),BEFORE_UPDATE:i(1507),COLLISION_ACTIVE:i(1508),COLLISION_END:i(1509),COLLISION_START:i(1510),DRAG_END:i(1511),DRAG:i(1512),DRAG_START:i(1513),PAUSE:i(1514),RESUME:i(1515),SLEEP_END:i(1516),SLEEP_START:i(1517)}},function(t,e,i){var n={};t.exports=n;var s=i(274),r=i(250),o=i(85);(function(){n.collisions=function(t,e){for(var i=[],A=e.pairs.table,a=e.metrics,h=0;h<t.length;h++){var l=t[h][0],c=t[h][1];if((!l.isStatic&&!l.isSleeping||!c.isStatic&&!c.isSleeping)&&(n.canCollide(l.collisionFilter,c.collisionFilter)&&(a.midphaseTests+=1,o.overlaps(l.bounds,c.bounds))))for(var u=l.parts.length>1?1:0;u<l.parts.length;u++)for(var f=l.parts[u],g=c.parts.length>1?1:0;g<c.parts.length;g++){var d=c.parts[g];if(f===l&&d===c||o.overlaps(f.bounds,d.bounds)){var p,v=r.id(f,d),m=A[v];p=m&&m.isActive?m.collision:null;var w=s.collides(f,d,p);a.narrowphaseTests+=1,w.reused&&(a.narrowReuseCount+=1),w.collided&&(i.push(w),a.narrowDetections+=1)}}}return i},n.canCollide=function(t,e){return t.group===e.group&&0!==t.group?t.group>0:0!==(t.mask&e.category)&&0!==(e.mask&t.category)}})()},function(t,e,i){var n={};t.exports=n;var s=i(63),r=i(84);(function(){n.collides=function(t,e,i){var o,A,a,h,l=!1;if(i){var c=t.parent,u=e.parent,f=c.speed*c.speed+c.angularSpeed*c.angularSpeed+u.speed*u.speed+u.angularSpeed*u.angularSpeed;l=i&&i.collided&&f<.2,h=i}else h={collided:!1,bodyA:t,bodyB:e};if(i&&l){var g=h.axisBody,d=g===t?e:t,p=[g.axes[i.axisNumber]];if(a=n._overlapAxes(g.vertices,d.vertices,p),h.reused=!0,a.overlap<=0)return h.collided=!1,h}else{if(o=n._overlapAxes(t.vertices,e.vertices,t.axes),o.overlap<=0)return h.collided=!1,h;if(A=n._overlapAxes(e.vertices,t.vertices,e.axes),A.overlap<=0)return h.collided=!1,h;o.overlap<A.overlap?(a=o,h.axisBody=t):(a=A,h.axisBody=e),h.axisNumber=a.axisNumber}h.bodyA=t.id<e.id?t:e,h.bodyB=t.id<e.id?e:t,h.collided=!0,h.depth=a.overlap,h.parentA=h.bodyA.parent,h.parentB=h.bodyB.parent,t=h.bodyA,e=h.bodyB,r.dot(a.axis,r.sub(e.position,t.position))<0?h.normal={x:a.axis.x,y:a.axis.y}:h.normal={x:-a.axis.x,y:-a.axis.y},h.tangent=r.perp(h.normal),h.penetration=h.penetration||{},h.penetration.x=h.normal.x*h.depth,h.penetration.y=h.normal.y*h.depth;var v=n._findSupports(t,e,h.normal),m=[];if(s.contains(t.vertices,v[0])&&m.push(v[0]),s.contains(t.vertices,v[1])&&m.push(v[1]),m.length<2){var w=n._findSupports(e,t,r.neg(h.normal));s.contains(e.vertices,w[0])&&m.push(w[0]),m.length<2&&s.contains(e.vertices,w[1])&&m.push(w[1])}return m.length<1&&(m=[v[0]]),h.supports=m,h},n._overlapAxes=function(t,e,i){for(var s,o,A=r._temp[0],a=r._temp[1],h={overlap:Number.MAX_VALUE},l=0;l<i.length;l++){if(o=i[l],n._projectToAxis(A,t,o),n._projectToAxis(a,e,o),s=Math.min(A.max-a.min,a.max-A.min),s<=0)return h.overlap=s,h;s<h.overlap&&(h.overlap=s,h.axis=o,h.axisNumber=l)}return h},n._projectToAxis=function(t,e,i){for(var n=r.dot(e[0],i),s=n,o=1;o<e.length;o+=1){var A=r.dot(e[o],i);A>s?s=A:A<n&&(n=A)}t.min=n,t.max=s},n._findSupports=function(t,e,i){for(var n,s,o,A,a=Number.MAX_VALUE,h=r._temp[0],l=e.vertices,c=t.position,u=0;u<l.length;u++)s=l[u],h.x=s.x-c.x,h.y=s.y-c.y,n=-r.dot(i,h),n<a&&(a=n,o=s);var f=o.index-1>=0?o.index-1:l.length-1;s=l[f],h.x=s.x-c.x,h.y=s.y-c.y,a=-r.dot(i,h),A=s;var g=(o.index+1)%l.length;return s=l[g],h.x=s.x-c.x,h.y=s.y-c.y,n=-r.dot(i,h),n<a&&(A=s),[o,A]}})()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={AlignTo:i(601),Angle:i(602),Call:i(603),GetFirst:i(604),GetLast:i(605),GridAlign:i(606),IncAlpha:i(678),IncX:i(679),IncXY:i(680),IncY:i(681),PlaceOnCircle:i(682),PlaceOnEllipse:i(683),PlaceOnLine:i(684),PlaceOnRectangle:i(685),PlaceOnTriangle:i(686),PlayAnimation:i(687),PropertyValueInc:i(46),PropertyValueSet:i(27),RandomCircle:i(688),RandomEllipse:i(689),RandomLine:i(690),RandomRectangle:i(691),RandomTriangle:i(692),Rotate:i(693),RotateAround:i(694),RotateAroundDistance:i(695),ScaleX:i(696),ScaleXY:i(697),ScaleY:i(698),SetAlpha:i(699),SetBlendMode:i(700),SetDepth:i(701),SetHitArea:i(702),SetOrigin:i(703),SetRotation:i(704),SetScale:i(705),SetScaleX:i(706),SetScaleY:i(707),SetScrollFactor:i(708),SetScrollFactorX:i(709),SetScrollFactorY:i(710),SetTint:i(711),SetVisible:i(712),SetX:i(713),SetXY:i(714),SetY:i(715),ShiftPosition:i(716),Shuffle:i(717),SmootherStep:i(718),SmoothStep:i(719),Spread:i(720),ToggleVisible:i(721),WrapInRectangle:i(722)}},function(t,e,i){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(124),s=[];s[n.BOTTOM_CENTER]=i(277),s[n.BOTTOM_LEFT]=i(278),s[n.BOTTOM_RIGHT]=i(279),s[n.LEFT_BOTTOM]=i(280),s[n.LEFT_CENTER]=i(281),s[n.LEFT_TOP]=i(282),s[n.RIGHT_BOTTOM]=i(283),s[n.RIGHT_CENTER]=i(284),s[n.RIGHT_TOP]=i(285),s[n.TOP_CENTER]=i(286),s[n.TOP_LEFT]=i(287),s[n.TOP_RIGHT]=i(288);var r=function(t,e,i,n,r){return s[i](t,e,n,r)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(88),r=i(89),o=i(52),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),r(t,s(e)+i),o(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(43),r=i(53),o=i(52),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),r(t,s(e)-i),o(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(44),r=i(54),o=i(52),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),r(t,s(e)+i),o(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(43),r=i(55),o=i(54),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)-i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(90),s=i(43),r=i(91),o=i(54),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)-i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(43),s=i(45),r=i(54),o=i(52),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),r(t,n(e)-i),o(t,s(e)-A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(44),r=i(55),o=i(53),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)+i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(90),s=i(44),r=i(91),o=i(53),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)+i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(44),s=i(45),r=i(53),o=i(52),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),r(t,n(e)+i),o(t,s(e)-A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(88),s=i(45),r=i(55),o=i(89),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,n(e)+i),r(t,s(e)-A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(43),s=i(45),r=i(55),o=i(53),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,n(e)-i),r(t,s(e)-A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(44),s=i(45),r=i(55),o=i(54),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,n(e)+i),r(t,s(e)-A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(124),s=[];s[n.BOTTOM_CENTER]=i(290),s[n.BOTTOM_LEFT]=i(291),s[n.BOTTOM_RIGHT]=i(292),s[n.CENTER]=i(293),s[n.LEFT_CENTER]=i(295),s[n.RIGHT_CENTER]=i(296),s[n.TOP_CENTER]=i(297),s[n.TOP_LEFT]=i(298),s[n.TOP_RIGHT]=i(299),s[n.LEFT_BOTTOM]=s[n.BOTTOM_LEFT],s[n.LEFT_TOP]=s[n.TOP_LEFT],s[n.RIGHT_BOTTOM]=s[n.BOTTOM_RIGHT],s[n.RIGHT_TOP]=s[n.TOP_RIGHT];var r=function(t,e,i,n,r){return s[i](t,e,n,r)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(88),r=i(55),o=i(89),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)+i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(43),r=i(55),o=i(53),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)-i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(44),r=i(55),o=i(54),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)+i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(294),s=i(88),r=i(90),o=function(t,e,i,o){return void 0===i&&(i=0),void 0===o&&(o=0),n(t,s(e)+i,r(e)+o),t};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(89),s=i(91),r=function(t,e,i){return n(t,e),s(t,i)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(90),s=i(43),r=i(91),o=i(53),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)-i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(90),s=i(44),r=i(91),o=i(54),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),o(t,s(e)+i),r(t,n(e)+A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(88),s=i(45),r=i(89),o=i(52),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),r(t,n(e)+i),o(t,s(e)-A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(43),s=i(45),r=i(53),o=i(52),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),r(t,n(e)-i),o(t,s(e)-A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(44),s=i(45),r=i(54),o=i(52),A=function(t,e,i,A){return void 0===i&&(i=0),void 0===A&&(A=0),r(t,n(e)+i),o(t,s(e)-A),t};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(169),s=i(98),r=i(14),o=i(4),A=function(t,e,i){void 0===i&&(i=new o);var A=s(e,0,r.PI2);return n(t,A,i)};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(302),s=i(169),r=i(98),o=i(14),A=function(t,e,i,A){void 0===A&&(A=[]),!e&&i>0&&(e=n(t)/i);for(var a=0;a<e;a++){var h=r(a/e,0,o.PI2);A.push(s(t,h))}return A};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return Math.PI*t.radius*2};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=2,r={_alpha:1,clearAlpha:function(){return this.setAlpha(1)},setAlpha:function(t){return void 0===t&&(t=1),this.alpha=t,this},alpha:{get:function(){return this._alpha},set:function(t){var e=n(t,0,1);this._alpha=e,0===e?this.renderFlags&=~s:this.renderFlags|=s}}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(35),s={_blendMode:n.NORMAL,blendMode:{get:function(){return this._blendMode},set:function(t){"string"===typeof t&&(t=n[t]),t|=0,t>=-1&&(this._blendMode=t)}},setBlendMode:function(t){return this.blendMode=t,this}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={_depth:0,depth:{get:function(){return this._depth},set:function(t){this.displayList&&this.displayList.queueDepthSort(),this._depth=t}},setDepth:function(t){return void 0===t&&(t=0),this.depth=t,this}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(171),s=i(131),r=function(t,e,i,r){void 0===r&&(r=[]),!e&&i>0&&(e=s(t)/i);for(var o=0;o<e;o++){var A=o/e;r.push(n(t,A))}return r};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e,i){return void 0===i&&(i=new n),i.x=t.x1+(t.x2-t.x1)*e,i.y=t.y1+(t.y2-t.y1)*e,i};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=Math.cos(n),r=Math.sin(n),o=t.x-e,A=t.y-i;return t.x=o*s-A*r+e,t.y=o*r+A*s+i,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(310),s=i(311),r={mask:null,setMask:function(t){return this.mask=t,this},clearMask:function(t){return void 0===t&&(t=!1),t&&this.mask&&this.mask.destroy(),this.mask=null,this},createBitmapMask:function(t){return void 0===t&&(this.texture||this.shader)&&(t=this),new n(this.scene,t)},createGeometryMask:function(t){return void 0===t&&"Graphics"===this.type&&(t=this),new s(this.scene,t)}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(22),r=i(92),o=new n({initialize:function(t,e){var i=t.sys.renderer;this.renderer=i,this.bitmapMask=e,this.maskTexture=null,this.mainTexture=null,this.dirty=!0,this.mainFramebuffer=null,this.maskFramebuffer=null,this.invertAlpha=!1,this.isStencil=!1,this.createMask(),t.sys.game.events.on(s.CONTEXT_RESTORED,this.createMask,this),i&&i.on(r.RESIZE,this.createMask,this)},createMask:function(){var t=this.renderer;if(t&&t.gl){this.mainTexture&&this.clearMask();var e=t.width,i=t.height,n=0===(e&e-1)&&0===(i&i-1),s=t.gl,r=n?s.REPEAT:s.CLAMP_TO_EDGE,o=s.LINEAR;this.mainTexture=t.createTexture2D(0,o,o,r,r,s.RGBA,null,e,i),this.maskTexture=t.createTexture2D(0,o,o,r,r,s.RGBA,null,e,i),this.mainFramebuffer=t.createFramebuffer(e,i,this.mainTexture,!0),this.maskFramebuffer=t.createFramebuffer(e,i,this.maskTexture,!0)}},clearMask:function(){var t=this.renderer;t&&t.gl&&this.mainTexture&&(t.deleteTexture(this.mainTexture),t.deleteTexture(this.maskTexture),t.deleteFramebuffer(this.mainFramebuffer),t.deleteFramebuffer(this.maskFramebuffer),this.mainTexture=null,this.maskTexture=null,this.mainFramebuffer=null,this.maskFramebuffer=null)},setBitmap:function(t){this.bitmapMask=t},preRenderWebGL:function(t,e,i){t.pipelines.BITMAPMASK_PIPELINE.beginMask(this,e,i)},postRenderWebGL:function(t,e){t.pipelines.BITMAPMASK_PIPELINE.endMask(this,e)},preRenderCanvas:function(){},postRenderCanvas:function(){},destroy:function(){this.clearMask(),this.renderer&&this.renderer.off(r.RESIZE,this.createMask,this),this.bitmapMask=null,this.prevFramebuffer=null,this.renderer=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e){this.geometryMask=e,this.invertAlpha=!1,this.isStencil=!0,this.level=0},setShape:function(t){return this.geometryMask=t,this},setInvertAlpha:function(t){return void 0===t&&(t=!0),this.invertAlpha=t,this},preRenderWebGL:function(t,e,i){var n=t.gl;t.flush(),0===t.maskStack.length&&(n.enable(n.STENCIL_TEST),n.clear(n.STENCIL_BUFFER_BIT),t.maskCount=0),t.currentCameraMask.mask!==this&&(t.currentMask.mask=this),t.maskStack.push({mask:this,camera:i}),this.applyStencil(t,i,!0),t.maskCount++},applyStencil:function(t,e,i){var n=t.gl,s=this.geometryMask,r=t.maskCount;n.colorMask(!1,!1,!1,!1),i?(n.stencilFunc(n.EQUAL,r,255),n.stencilOp(n.KEEP,n.KEEP,n.INCR)):(n.stencilFunc(n.EQUAL,r+1,255),n.stencilOp(n.KEEP,n.KEEP,n.DECR)),s.renderWebGL(t,s,e),t.flush(),n.colorMask(!0,!0,!0,!0),n.stencilOp(n.KEEP,n.KEEP,n.KEEP),i?this.invertAlpha?n.stencilFunc(n.NOTEQUAL,r+1,255):n.stencilFunc(n.EQUAL,r+1,255):this.invertAlpha?n.stencilFunc(n.NOTEQUAL,r,255):n.stencilFunc(n.EQUAL,r,255)},postRenderWebGL:function(t){var e=t.gl;t.maskStack.pop(),t.maskCount--,t.flush();var i=t.currentMask;if(0===t.maskStack.length)i.mask=null,e.disable(e.STENCIL_TEST);else{var n=t.maskStack[t.maskStack.length-1];n.mask.applyStencil(t,n.camera,!1),t.currentCameraMask.mask!==n.mask?(i.mask=n.mask,i.camera=n.camera):i.mask=null}},preRenderCanvas:function(t,e,i){var n=this.geometryMask;t.currentContext.save(),n.renderCanvas(t,n,i,null,null,!0),t.currentContext.clip()},postRenderCanvas:function(t){t.currentContext.restore()},destroy:function(){this.geometryMask=null}});t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={scrollFactorX:1,scrollFactorY:1,setScrollFactor:function(t,e){return void 0===e&&(e=t),this.scrollFactorX=t,this.scrollFactorY=e,this}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=i(25),r=i(177),o=i(269),A=i(270),a=i(3),h=4,l={_scaleX:1,_scaleY:1,_rotation:0,x:0,y:0,z:0,w:0,scale:{get:function(){return(this._scaleX+this._scaleY)/2},set:function(t){this._scaleX=t,this._scaleY=t,0===t?this.renderFlags&=~h:this.renderFlags|=h}},scaleX:{get:function(){return this._scaleX},set:function(t){this._scaleX=t,0===t?this.renderFlags&=~h:this.renderFlags|=h}},scaleY:{get:function(){return this._scaleY},set:function(t){this._scaleY=t,0===t?this.renderFlags&=~h:this.renderFlags|=h}},angle:{get:function(){return A(this._rotation*n.RAD_TO_DEG)},set:function(t){this.rotation=A(t)*n.DEG_TO_RAD}},rotation:{get:function(){return this._rotation},set:function(t){this._rotation=o(t)}},setPosition:function(t,e,i,n){return void 0===t&&(t=0),void 0===e&&(e=t),void 0===i&&(i=0),void 0===n&&(n=0),this.x=t,this.y=e,this.z=i,this.w=n,this},copyPosition:function(t){return void 0!==t.x&&(this.x=t.x),void 0!==t.y&&(this.y=t.y),void 0!==t.z&&(this.z=t.z),void 0!==t.w&&(this.w=t.w),this},setRandomPosition:function(t,e,i,n){return void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=this.scene.sys.scale.width),void 0===n&&(n=this.scene.sys.scale.height),this.x=t+Math.random()*i,this.y=e+Math.random()*n,this},setRotation:function(t){return void 0===t&&(t=0),this.rotation=t,this},setAngle:function(t){return void 0===t&&(t=0),this.angle=t,this},setScale:function(t,e){return void 0===t&&(t=1),void 0===e&&(e=t),this.scaleX=t,this.scaleY=e,this},setX:function(t){return void 0===t&&(t=0),this.x=t,this},setY:function(t){return void 0===t&&(t=0),this.y=t,this},setZ:function(t){return void 0===t&&(t=0),this.z=t,this},setW:function(t){return void 0===t&&(t=0),this.w=t,this},getLocalTransformMatrix:function(t){return void 0===t&&(t=new s),t.applyITRS(this.x,this.y,this._rotation,this._scaleX,this._scaleY)},getWorldTransformMatrix:function(t,e){void 0===t&&(t=new s),void 0===e&&(e=new s);var i=this.parentContainer;if(!i)return this.getLocalTransformMatrix(t);t.applyITRS(this.x,this.y,this._rotation,this._scaleX,this._scaleY);while(i)e.applyITRS(i.x,i.y,i._rotation,i._scaleX,i._scaleY),e.multiply(t,t),i=i.parentContainer;return t},getLocalPoint:function(t,e,i,n){i||(i=new a),n||(n=this.scene.sys.cameras.main);var s=n.scrollX,o=n.scrollY,A=t+s*this.scrollFactorX-s,h=e+o*this.scrollFactorY-o;return this.parentContainer?this.getWorldTransformMatrix().applyInverse(A,h,i):r(A,h,this.x,this.y,this.rotation,this.scaleX,this.scaleY,i),this._originComponent&&(i.x+=this._displayOriginX,i.y+=this._displayOriginY),i},getParentRotation:function(){var t=0,e=this.parentContainer;while(e)t+=e.rotation,e=e.parentContainer;return t}};t.exports=l},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=1,n={_visible:!0,visible:{get:function(){return this._visible},set:function(t){t?(this._visible=!0,this.renderFlags|=i):(this._visible=!1,this.renderFlags&=~i)}},setVisible:function(t){return this.visible=t,this}};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={CHANGE_DATA:i(638),CHANGE_DATA_KEY:i(639),DESTROY:i(640),REMOVE_DATA:i(641),SET_DATA:i(642)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(131),s=i(4),r=function(t,e,i,r){if(void 0===r&&(r=[]),!e&&!i)return r;e?i=Math.round(n(t)/e):e=n(t)/i;for(var o=t.x,A=t.y,a=0,h=0;h<i;h++)switch(r.push(new s(o,A)),a){case 0:o+=e,o>=t.right&&(a=1,A+=o-t.right,o=t.right);break;case 1:A+=e,A>=t.bottom&&(a=2,o-=A-t.bottom,A=t.bottom);break;case 2:o-=e,o<=t.left&&(a=3,A-=t.left-o,o=t.left);break;case 3:A-=e,A<=t.top&&(a=0,A=t.top);break}return r};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){void 0===e&&(e=1),void 0===i&&(i=[]);var n=Math.round(t.x1),s=Math.round(t.y1),r=Math.round(t.x2),o=Math.round(t.y2),A=Math.abs(r-n),a=Math.abs(o-s),h=n<r?1:-1,l=s<o?1:-1,c=A-a;i.push({x:n,y:s});var u=1;while(n!==r||s!==o){var f=c<<1;f>-a&&(c-=a,n+=h),f<A&&(c+=A,s+=l),u%e===0&&i.push({x:n,y:s}),u++}return i};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(!e.length)return NaN;if(1===e.length)return e[0];var n,s,r=1;if(i){if(t<e[0][i])return e[0];while(e[r][i]<t)r++}else while(e[r]<t)r++;return r>e.length&&(r=e.length),i?(n=e[r-1][i],s=e[r][i],s-t<=t-n?e[r]:e[r-1]):(n=e[r-1],s=e[r],s-t<=t-n?s:n)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i,n,s){void 0===s&&(s=!1),this.textureKey=t,this.textureFrame=e,this.index=i,this.frame=n,this.isFirst=!1,this.isLast=!1,this.prevFrame=null,this.nextFrame=null,this.duration=0,this.progress=0,this.isKeyFrame=s},toJSON:function(){return{key:this.textureKey,frame:this.textureFrame,duration:this.duration,keyframe:this.isKeyFrame}},destroy:function(){this.frame=void 0}});t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e=/\D/g;return t.sort((function(t,i){return parseInt(t.replace(e,""),10)-parseInt(i.replace(e,""),10)})),t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(185),s=i(0),r=i(102),o=i(9),A=i(133),a=i(22),h=i(2),l=i(6),c=i(186),u=i(322),f=new s({Extends:o,initialize:function(t){o.call(this),this.game=t,this.textureManager=null,this.globalTimeScale=1,this.anims=new r,this.mixes=new r,this.paused=!1,this.name="AnimationManager",t.events.once(a.BOOT,this.boot,this)},boot:function(){this.textureManager=this.game.textures,this.game.events.once(a.DESTROY,this.destroy,this)},addMix:function(t,e,i){var n=this.anims,s=this.mixes,r="string"===typeof t?t:t.key,o="string"===typeof e?e:e.key;if(n.has(r)&&n.has(o)){var A=s.get(r);A||(A={}),A[o]=i,s.set(r,A)}return this},removeMix:function(t,e){var i=this.mixes,n="string"===typeof t?t:t.key,s=i.get(n);if(s)if(e){var r="string"===typeof e?e:e.key;s.hasOwnProperty(r)&&delete s[r]}else e||i.delete(n);return this},getMix:function(t,e){var i=this.mixes,n="string"===typeof t?t:t.key,s="string"===typeof e?e:e.key,r=i.get(n);return r&&r.hasOwnProperty(s)?r[s]:0},add:function(t,e){return this.anims.has(t)?(console.warn("Animation key exists: "+t),this):(e.key=t,this.anims.set(t,e),this.emit(A.ADD_ANIMATION,t,e),this)},exists:function(t){return this.anims.has(t)},createFromAseprite:function(t,e){var i=[],n=this.game.cache.json.get(t);if(!n)return i;var s=this,r=l(n,"meta",null),o=l(n,"frames",null);if(r&&o){var A=l(r,"frameTags",[]);A.forEach((function(n){var r=[],A=h(n,"name",null),a=h(n,"from",0),l=h(n,"to",0),c=h(n,"direction","forward");if(A&&(!e||e&&e.indexOf(A)>-1)){for(var u=[],f=Number.MAX_SAFE_INTEGER,g=a;g<=l;g++){var d=g.toString(),p=o[d];if(p){var v=h(p,"duration",Number.MAX_SAFE_INTEGER);v<f&&(f=v),u.push({frame:d,duration:v})}}u.forEach((function(e){r.push({key:t,frame:e.frame,duration:f-e.duration})}));var m=f*r.length;"reverse"===c&&(r=r.reverse());var w={key:A,frames:r,duration:m,yoyo:"pingpong"===c},B=s.create(w);B&&i.push(B)}}))}return i},create:function(t){var e=t.key,i=!1;return e&&(i=this.get(e),i||(i=new n(this,e,t),this.anims.set(e,i),this.emit(A.ADD_ANIMATION,e,i))),i},fromJSON:function(t,e){void 0===e&&(e=!1),e&&this.anims.clear(),"string"===typeof t&&(t=JSON.parse(t));var i=[];if(t.hasOwnProperty("anims")&&Array.isArray(t.anims)){for(var n=0;n<t.anims.length;n++)i.push(this.create(t.anims[n]));t.hasOwnProperty("globalTimeScale")&&(this.globalTimeScale=t.globalTimeScale)}else t.hasOwnProperty("key")&&"frame"===t.type&&i.push(this.create(t));return i},generateFrameNames:function(t,e){var i,n=l(e,"prefix",""),s=l(e,"start",0),r=l(e,"end",0),o=l(e,"suffix",""),A=l(e,"zeroPad",0),a=l(e,"outputArray",[]),h=l(e,"frames",!1),f=this.textureManager.get(t);if(!f)return a;if(e)for(h||(h=u(s,r)),i=0;i<h.length;i++){var g=n+c(h[i],A,"0",1)+o;f.has(g)?a.push({key:t,frame:g}):console.warn("generateFrameNames: Frame missing: "+g+" from texture: "+t)}else for(h=f.getFrameNames(),i=0;i<h.length;i++)a.push({key:t,frame:h[i]});return a},generateFrameNumbers:function(t,e){var i=l(e,"start",0),n=l(e,"end",-1),s=l(e,"first",!1),r=l(e,"outputArray",[]),o=l(e,"frames",!1),A=this.textureManager.get(t);if(!A)return r;s&&A.has(s)&&r.push({key:t,frame:s}),o||(-1===n&&(n=A.frameTotal-2),o=u(i,n));for(var a=0;a<o.length;a++)A.has(o[a])?r.push({key:t,frame:o[a]}):console.warn("generateFrameNumbers: Frame "+a+" missing from texture: "+t);return r},get:function(t){return this.anims.get(t)},pauseAll:function(){return this.paused||(this.paused=!0,this.emit(A.PAUSE_ALL)),this},play:function(t,e){Array.isArray(e)||(e=[e]);for(var i=0;i<e.length;i++)e[i].anims.play(t);return this},staggerPlay:function(t,e,i,n){void 0===i&&(i=0),void 0===n&&(n=!0),Array.isArray(e)||(e=[e]);var s=e.length;n||s--;for(var r=0;r<e.length;r++){var o=i<0?Math.abs(i)*(s-r):i*r;e[r].anims.playAfterDelay(t,o)}return this},remove:function(t){var e=this.get(t);return e&&(this.emit(A.REMOVE_ANIMATION,t,e),this.anims.delete(t),this.removeMix(t)),e},resumeAll:function(){return this.paused&&(this.paused=!1,this.emit(A.RESUME_ALL)),this},toJSON:function(t){var e={anims:[],globalTimeScale:this.globalTimeScale};return void 0!==t&&""!==t?e.anims.push(this.anims.get(t).toJSON()):this.anims.each((function(t,i){e.anims.push(i.toJSON())})),e},destroy:function(){this.anims.clear(),this.mixes.clear(),this.textureManager=null,this.game=null}});t.exports=f},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s,r=[],o=!1;if((i||n)&&(o=!0,i||(i=""),n||(n="")),e<t)for(s=t;s>=e;s--)o?r.push(i+s.toString()+n):r.push(s);else for(s=t;s<=e;s++)o?r.push(i+s.toString()+n):r.push(s);return r};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(102),r=i(9),o=i(324),A=new n({initialize:function(){this.entries=new s,this.events=new r},add:function(t,e){return this.entries.set(t,e),this.events.emit(o.ADD,this,t,e),this},has:function(t){return this.entries.has(t)},exists:function(t){return this.entries.has(t)},get:function(t){return this.entries.get(t)},remove:function(t){var e=this.get(t);return e&&(this.entries.delete(t),this.events.emit(o.REMOVE,this,t,e.data)),this},getKeys:function(){return this.entries.keys()},destroy:function(){this.entries.clear(),this.events.removeAllListeners(),this.entries=null,this.events=null}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ADD:i(736),REMOVE:i(737)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(323),s=i(0),r=i(22),o=new s({initialize:function(t){this.game=t,this.binary=new n,this.bitmapFont=new n,this.json=new n,this.physics=new n,this.shader=new n,this.audio=new n,this.video=new n,this.text=new n,this.html=new n,this.obj=new n,this.tilemap=new n,this.xml=new n,this.custom={},this.game.events.once(r.DESTROY,this.destroy,this)},addCustom:function(t){return this.custom.hasOwnProperty(t)||(this.custom[t]=new n),this.custom[t]},destroy:function(){for(var t=["binary","bitmapFont","json","physics","shader","audio","video","text","html","obj","tilemap","xml"],e=0;e<t.length;e++)this[t[e]].destroy(),this[t[e]]=null;for(var i in this.custom)this.custom[i].destroy();this.custom=null,this.game=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(134),s=i(190),r=i(18),o=i(0),A=i(11),a=i(333),h=i(37),l=i(136),c=i(10),u=i(3),f=new o({Extends:n,Mixins:[A.Flip,A.Tint,A.Pipeline],initialize:function(t,e,i,s){n.call(this,t,e,i,s),this.postPipelines=[],this.pipelineData={},this.inputEnabled=!0,this.fadeEffect=new a.Fade(this),this.flashEffect=new a.Flash(this),this.shakeEffect=new a.Shake(this),this.panEffect=new a.Pan(this),this.rotateToEffect=new a.RotateTo(this),this.zoomEffect=new a.Zoom(this),this.lerp=new u(1,1),this.followOffset=new u,this.deadzone=null,this._follow=null},setDeadzone:function(t,e){if(void 0===t)this.deadzone=null;else{if(this.deadzone?(this.deadzone.width=t,this.deadzone.height=e):this.deadzone=new c(0,0,t,e),this._follow){var i=this.width/2,n=this.height/2,r=this._follow.x-this.followOffset.x,o=this._follow.y-this.followOffset.y;this.midPoint.set(r,o),this.scrollX=r-i,this.scrollY=o-n}s(this.deadzone,this.midPoint.x,this.midPoint.y)}return this},fadeIn:function(t,e,i,n,s,r){return this.fadeEffect.start(!1,t,e,i,n,!0,s,r)},fadeOut:function(t,e,i,n,s,r){return this.fadeEffect.start(!0,t,e,i,n,!0,s,r)},fadeFrom:function(t,e,i,n,s,r,o){return this.fadeEffect.start(!1,t,e,i,n,s,r,o)},fade:function(t,e,i,n,s,r,o){return this.fadeEffect.start(!0,t,e,i,n,s,r,o)},flash:function(t,e,i,n,s,r,o){return this.flashEffect.start(t,e,i,n,s,r,o)},shake:function(t,e,i,n,s){return this.shakeEffect.start(t,e,i,n,s)},pan:function(t,e,i,n,s,r,o){return this.panEffect.start(t,e,i,n,s,r,o)},rotateTo:function(t,e,i,n,s,r,o){return this.rotateToEffect.start(t,e,i,n,s,r,o)},zoomTo:function(t,e,i,n,s,r){return this.zoomEffect.start(t,e,i,n,s,r)},preRender:function(){this.renderList.length=0;var t=this.width,e=this.height,i=.5*t,n=.5*e,r=this.zoom,o=this.matrix,A=t*this.originX,a=e*this.originY,c=this._follow,u=this.deadzone,f=this.scrollX,g=this.scrollY;u&&s(u,this.midPoint.x,this.midPoint.y);var d=!1;if(c&&!this.panEffect.isRunning){var p=c.x-this.followOffset.x,v=c.y-this.followOffset.y;u?(p<u.x?f=l(f,f-(u.x-p),this.lerp.x):p>u.right&&(f=l(f,f+(p-u.right),this.lerp.x)),v<u.y?g=l(g,g-(u.y-v),this.lerp.y):v>u.bottom&&(g=l(g,g+(v-u.bottom),this.lerp.y))):(f=l(f,p-A,this.lerp.x),g=l(g,v-a,this.lerp.y)),d=!0}this.useBounds&&(f=this.clampX(f),g=this.clampY(g)),this.roundPixels&&(A=Math.round(A),a=Math.round(a),f=Math.round(f),g=Math.round(g)),this.scrollX=f,this.scrollY=g;var m=f+i,w=g+n;this.midPoint.set(m,w);var B=t/r,y=e/r,x=m-B/2,C=w-y/2;this.roundPixels&&(x=Math.round(x),C=Math.round(C)),this.worldView.setTo(x,C,B,y),o.applyITRS(this.x+A,this.y+a,this.rotation,r,r),o.translate(-A,-a),this.shakeEffect.preRender(),d&&this.emit(h.FOLLOW_UPDATE,this,c)},setLerp:function(t,e){return void 0===t&&(t=1),void 0===e&&(e=t),this.lerp.set(t,e),this},setFollowOffset:function(t,e){return void 0===t&&(t=0),void 0===e&&(e=0),this.followOffset.set(t,e),this},startFollow:function(t,e,i,n,s,o){void 0===e&&(e=!1),void 0===i&&(i=1),void 0===n&&(n=i),void 0===s&&(s=0),void 0===o&&(o=s),this._follow=t,this.roundPixels=e,i=r(i,0,1),n=r(n,0,1),this.lerp.set(i,n),this.followOffset.set(s,o);var A=this.width/2,a=this.height/2,h=t.x-s,l=t.y-o;return this.midPoint.set(h,l),this.scrollX=h-A,this.scrollY=l-a,this.useBounds&&(this.scrollX=this.clampX(this.scrollX),this.scrollY=this.clampY(this.scrollY)),this},stopFollow:function(){return this._follow=null,this},resetFX:function(){return this.rotateToEffect.reset(),this.panEffect.reset(),this.shakeEffect.reset(),this.flashEffect.reset(),this.fadeEffect.reset(),this},update:function(t,e){this.visible&&(this.rotateToEffect.update(t,e),this.panEffect.update(t,e),this.zoomEffect.update(t,e),this.shakeEffect.update(t,e),this.flashEffect.update(t,e),this.fadeEffect.update(t,e))},destroy:function(){this.resetFX(),n.prototype.destroy.call(this),this._follow=null,this.deadzone=null}});t.exports=f},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(38),s=function(t){var e=new n;t=t.replace(/^(?:#|0x)?([a-f\d])([a-f\d])([a-f\d])$/i,(function(t,e,i,n){return e+e+i+i+n+n}));var i=/^(?:#|0x)?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(t);if(i){var s=parseInt(i[1],16),r=parseInt(i[2],16),o=parseInt(i[3],16);e.setTo(s,r,o)}return e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){return n<<24|t<<16|e<<8|i};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===n&&(n={h:0,s:0,v:0}),t/=255,e/=255,i/=255;var s=Math.min(t,e,i),r=Math.max(t,e,i),o=r-s,A=0,a=0===r?0:o/r,h=r;return r!==s&&(r===t?A=(e-i)/o+(e<i?6:0):r===e?A=(i-t)/o+2:r===i&&(A=(t-e)/o+4),A/=6),n.hasOwnProperty("_h")?(n._h=A,n._s=a,n._v=h):(n.h=A,n.s=a,n.v=h),n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t>16777215?{a:t>>>24,r:t>>16&255,g:t>>8&255,b:255&t}:{a:255,r:t>>16&255,g:t>>8&255,b:255&t}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(38),s=function(t){return new n(t.r,t.g,t.b,t.a)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(38),s=function(t){var e=new n,i=/^rgba?\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*(?:,\s*(\d+(?:\.\d+)?))?\s*\)$/.exec(t.toLowerCase());if(i){var s=parseInt(i[1],10),r=parseInt(i[2],10),o=parseInt(i[3],10),A=void 0!==i[4]?parseFloat(i[4]):1;e.setTo(s,r,o,255*A)}return e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Fade:i(761),Flash:i(762),Pan:i(763),Shake:i(796),RotateTo:i(797),Zoom:i(798)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(764),Out:i(765),InOut:i(766)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(767),Out:i(768),InOut:i(769)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(770),Out:i(771),InOut:i(772)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(773),Out:i(774),InOut:i(775)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(776),Out:i(777),InOut:i(778)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(779),Out:i(780),InOut:i(781)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports=i(782)},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(783),Out:i(784),InOut:i(785)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(786),Out:i(787),InOut:i(788)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(789),Out:i(790),InOut:i(791)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={In:i(792),Out:i(793),InOut:i(794)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports=i(795)},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(33),r=i(347),o=i(2),A=i(6),a=i(7),h=i(193),l=i(1),c=i(197),u=i(187),f=new n({initialize:function(t){void 0===t&&(t={});var e=["#ff0000","#ffff00","#00ff00","#00ffff","#000000"],i="#ffffff";this.width=A(t,"width",1024),this.height=A(t,"height",768),this.zoom=A(t,"zoom",1),this.parent=A(t,"parent",void 0),this.scaleMode=A(t,"scaleMode",0),this.expandParent=A(t,"expandParent",!0),this.autoRound=A(t,"autoRound",!1),this.autoCenter=A(t,"autoCenter",0),this.resizeInterval=A(t,"resizeInterval",500),this.fullscreenTarget=A(t,"fullscreenTarget",null),this.minWidth=A(t,"minWidth",0),this.maxWidth=A(t,"maxWidth",0),this.minHeight=A(t,"minHeight",0),this.maxHeight=A(t,"maxHeight",0);var n=A(t,"scale",null);n&&(this.width=A(n,"width",this.width),this.height=A(n,"height",this.height),this.zoom=A(n,"zoom",this.zoom),this.parent=A(n,"parent",this.parent),this.scaleMode=A(n,"mode",this.scaleMode),this.expandParent=A(n,"expandParent",this.expandParent),this.autoRound=A(n,"autoRound",this.autoRound),this.autoCenter=A(n,"autoCenter",this.autoCenter),this.resizeInterval=A(n,"resizeInterval",this.resizeInterval),this.fullscreenTarget=A(n,"fullscreenTarget",this.fullscreenTarget),this.minWidth=A(n,"min.width",this.minWidth),this.maxWidth=A(n,"max.width",this.maxWidth),this.minHeight=A(n,"min.height",this.minHeight),this.maxHeight=A(n,"max.height",this.maxHeight)),this.renderType=A(t,"type",s.AUTO),this.canvas=A(t,"canvas",null),this.context=A(t,"context",null),this.canvasStyle=A(t,"canvasStyle",null),this.customEnvironment=A(t,"customEnvironment",!1),this.sceneConfig=A(t,"scene",null),this.seed=A(t,"seed",[(Date.now()*Math.random()).toString()]),h.RND=new h.RandomDataGenerator(this.seed),this.gameTitle=A(t,"title",""),this.gameURL=A(t,"url","https://phaser.io"),this.gameVersion=A(t,"version",""),this.autoFocus=A(t,"autoFocus",!0),this.domCreateContainer=A(t,"dom.createContainer",!1),this.domBehindCanvas=A(t,"dom.behindCanvas",!1),this.inputKeyboard=A(t,"input.keyboard",!0),this.inputKeyboardEventTarget=A(t,"input.keyboard.target",window),this.inputKeyboardCapture=A(t,"input.keyboard.capture",[]),this.inputMouse=A(t,"input.mouse",!0),this.inputMouseEventTarget=A(t,"input.mouse.target",null),this.inputMousePreventDefaultDown=A(t,"input.mouse.preventDefaultDown",!0),this.inputMousePreventDefaultUp=A(t,"input.mouse.preventDefaultUp",!0),this.inputMousePreventDefaultMove=A(t,"input.mouse.preventDefaultMove",!0),this.inputMousePreventDefaultWheel=A(t,"input.mouse.preventDefaultWheel",!0),this.inputTouch=A(t,"input.touch",r.input.touch),this.inputTouchEventTarget=A(t,"input.touch.target",null),this.inputTouchCapture=A(t,"input.touch.capture",!0),this.inputActivePointers=A(t,"input.activePointers",1),this.inputSmoothFactor=A(t,"input.smoothFactor",0),this.inputWindowEvents=A(t,"input.windowEvents",!0),this.inputGamepad=A(t,"input.gamepad",!1),this.inputGamepadEventTarget=A(t,"input.gamepad.target",window),this.disableContextMenu=A(t,"disableContextMenu",!1),this.audio=A(t,"audio",{}),this.hideBanner=!1===A(t,"banner",null),this.hidePhaser=A(t,"banner.hidePhaser",!1),this.bannerTextColor=A(t,"banner.text",i),this.bannerBackgroundColor=A(t,"banner.background",e),""===this.gameTitle&&this.hidePhaser&&(this.hideBanner=!0),this.fps=A(t,"fps",null);var f=A(t,"render",t);this.pipeline=A(f,"pipeline",null),this.antialias=A(f,"antialias",!0),this.antialiasGL=A(f,"antialiasGL",!0),this.mipmapFilter=A(f,"mipmapFilter","LINEAR"),this.desynchronized=A(f,"desynchronized",!1),this.roundPixels=A(f,"roundPixels",!1),this.pixelArt=A(f,"pixelArt",1!==this.zoom),this.pixelArt&&(this.antialias=!1,this.antialiasGL=!1,this.roundPixels=!0),this.transparent=A(f,"transparent",!1),this.clearBeforeRender=A(f,"clearBeforeRender",!0),this.preserveDrawingBuffer=A(f,"preserveDrawingBuffer",!1),this.premultipliedAlpha=A(f,"premultipliedAlpha",!0),this.failIfMajorPerformanceCaveat=A(f,"failIfMajorPerformanceCaveat",!1),this.powerPreference=A(f,"powerPreference","default"),this.batchSize=A(f,"batchSize",4096),this.maxTextures=A(f,"maxTextures",-1),this.maxLights=A(f,"maxLights",10);var g=A(t,"backgroundColor",0);this.backgroundColor=u(g),this.transparent&&(this.backgroundColor=u(0),this.backgroundColor.alpha=0),this.preBoot=A(t,"callbacks.preBoot",l),this.postBoot=A(t,"callbacks.postBoot",l),this.physics=A(t,"physics",{}),this.defaultPhysicsSystem=A(this.physics,"default",!1),this.loaderBaseURL=A(t,"loader.baseURL",""),this.loaderPath=A(t,"loader.path","");var d=r.os.android?6:32;this.loaderMaxParallelDownloads=A(t,"loader.maxParallelDownloads",d),this.loaderCrossOrigin=A(t,"loader.crossOrigin",void 0),this.loaderResponseType=A(t,"loader.responseType",""),this.loaderAsync=A(t,"loader.async",!0),this.loaderUser=A(t,"loader.user",""),this.loaderPassword=A(t,"loader.password",""),this.loaderTimeout=A(t,"loader.timeout",0),this.loaderWithCredentials=A(t,"loader.withCredentials",!1),this.installGlobalPlugins=[],this.installScenePlugins=[];var p=A(t,"plugins",null),v=c.DefaultScene;p&&(Array.isArray(p)?this.defaultPlugins=p:a(p)&&(this.installGlobalPlugins=o(p,"global",[]),this.installScenePlugins=o(p,"scene",[]),Array.isArray(p.default)?v=p.default:Array.isArray(p.defaultMerge)&&(v=v.concat(p.defaultMerge)))),this.defaultPlugins=v;var m="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAg";this.defaultImage=A(t,"images.default",m+"AQMAAABJtOi3AAAAA1BMVEX///+nxBvIAAAAAXRSTlMAQObYZgAAABVJREFUeF7NwIEAAAAAgKD9qdeocAMAoAABm3DkcAAAAABJRU5ErkJggg=="),this.missingImage=A(t,"images.missing",m+"CAIAAAD8GO2jAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAJ9JREFUeNq01ssOwyAMRFG46v//Mt1ESmgh+DFmE2GPOBARKb2NVjo+17PXLD8a1+pl5+A+wSgFygymWYHBb0FtsKhJDdZlncG2IzJ4ayoMDv20wTmSMzClEgbWYNTAkQ0Z+OJ+A/eWnAaR9+oxCF4Os0H8htsMUp+pwcgBBiMNnAwF8GqIgL2hAzaGFFgZauDPKABmowZ4GL369/0rwACp2yA/ttmvsQAAAABJRU5ErkJggg=="),this.whiteImage=A(t,"images.white","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAECAIAAAAmkwkpAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAABdJREFUeNpi/P//PwMMMDEgAdwcgAADAJZuAwXJYZOzAAAAAElFTkSuQmCC"),window&&(window.FORCE_WEBGL?this.renderType=s.WEBGL:window.FORCE_CANVAS&&(this.renderType=s.CANVAS))}});t.exports=f},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={os:i(105),browser:i(137),features:i(191),input:i(808),audio:i(809),video:i(810),fullscreen:i(811),canvasFeatures:i(348)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(31),s={supportInverseAlpha:!1,supportNewBlendModes:!1};function r(){var t="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAABAQMAAADD8p2OAAAAA1BMVEX/",e="AAAACklEQVQI12NgAAAAAgAB4iG8MwAAAABJRU5ErkJggg==",i=new Image;return i.onload=function(){var r=new Image;r.onload=function(){var t=n.create(r,6,1),e=t.getContext("2d");if(e.globalCompositeOperation="multiply",e.drawImage(i,0,0),e.drawImage(r,2,0),!e.getImageData(2,0,1,1))return!1;var o=e.getImageData(2,0,1,1).data;n.remove(r),s.supportNewBlendModes=255===o[0]&&0===o[1]&&0===o[2]},r.src=t+"/wCKxvRF"+e},i.src=t+"AP804Oa6"+e,!1}function o(){var t=n.create(this,2,1),e=t.getContext("2d");e.fillStyle="rgba(10, 20, 30, 0.5)",e.fillRect(0,0,1,1);var i=e.getImageData(0,0,1,1);if(null===i)return!1;e.putImageData(i,1,0);var s=e.getImageData(1,0,1,1);return s.data[0]===i.data[0]&&s.data[1]===i.data[1]&&s.data[2]===i.data[2]&&s.data[3]===i.data[3]}function A(){return"function"!==typeof importScripts&&void 0!==document&&(s.supportNewBlendModes=r(),s.supportInverseAlpha=o()),s}t.exports=A()},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){return Math.atan2(n-e,i-t)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return Math.atan2(e.y-t.y,e.x-t.x)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t%=2*Math.PI,t>=0?t:t+2*Math.PI};t.exports=i},function(t,e){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.x-e.x,n=t.y-e.y;return Math.sqrt(i*i+n*n)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=t-i,r=e-n;return s*s+r*r};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return void 0===i&&(i=1e-4),t>e-i};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return void 0===i&&(i=1e-4),t<e+i};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(357),s=function(t,e){return n(t)/n(e)/n(t-e)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){if(0===t)return 1;var e=t;while(--t)e*=t;return e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
function i(t,e){var i=1-t;return i*i*i*e}function n(t,e){var i=1-t;return 3*i*i*t*e}function s(t,e){return 3*(1-t)*t*t*e}function r(t,e){return t*t*t*e}var o=function(t,e,o,A,a){return i(t,e)+n(t,o)+s(t,A)+r(t,a)};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
function i(t,e){var i=1-t;return i*i*e}function n(t,e){return 2*(1-t)*t*e}function s(t,e){return t*t*e}var r=function(t,e,r,o){return i(t,e)+n(t,r)+s(t,o)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(184),s=function(t,e,i){return e+(i-e)*n(t,0,1)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e=Math.log(t)/.6931471805599453;return 1<<Math.ceil(e)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.x,n=t.y;return t.x=i*Math.cos(e)-n*Math.sin(e),t.y=i*Math.sin(e)+n*Math.cos(e),t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t>0?Math.ceil(t):Math.floor(t)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t){this.val=new Float32Array(9),t?this.copy(t):this.identity()},clone:function(){return new s(this)},set:function(t){return this.copy(t)},copy:function(t){var e=this.val,i=t.val;return e[0]=i[0],e[1]=i[1],e[2]=i[2],e[3]=i[3],e[4]=i[4],e[5]=i[5],e[6]=i[6],e[7]=i[7],e[8]=i[8],this},fromMat4:function(t){var e=t.val,i=this.val;return i[0]=e[0],i[1]=e[1],i[2]=e[2],i[3]=e[4],i[4]=e[5],i[5]=e[6],i[6]=e[8],i[7]=e[9],i[8]=e[10],this},fromArray:function(t){var e=this.val;return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],this},identity:function(){var t=this.val;return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=1,t[5]=0,t[6]=0,t[7]=0,t[8]=1,this},transpose:function(){var t=this.val,e=t[1],i=t[2],n=t[5];return t[1]=t[3],t[2]=t[6],t[3]=e,t[5]=t[7],t[6]=i,t[7]=n,this},invert:function(){var t=this.val,e=t[0],i=t[1],n=t[2],s=t[3],r=t[4],o=t[5],A=t[6],a=t[7],h=t[8],l=h*r-o*a,c=-h*s+o*A,u=a*s-r*A,f=e*l+i*c+n*u;return f?(f=1/f,t[0]=l*f,t[1]=(-h*i+n*a)*f,t[2]=(o*i-n*r)*f,t[3]=c*f,t[4]=(h*e-n*A)*f,t[5]=(-o*e+n*s)*f,t[6]=u*f,t[7]=(-a*e+i*A)*f,t[8]=(r*e-i*s)*f,this):null},adjoint:function(){var t=this.val,e=t[0],i=t[1],n=t[2],s=t[3],r=t[4],o=t[5],A=t[6],a=t[7],h=t[8];return t[0]=r*h-o*a,t[1]=n*a-i*h,t[2]=i*o-n*r,t[3]=o*A-s*h,t[4]=e*h-n*A,t[5]=n*s-e*o,t[6]=s*a-r*A,t[7]=i*A-e*a,t[8]=e*r-i*s,this},determinant:function(){var t=this.val,e=t[0],i=t[1],n=t[2],s=t[3],r=t[4],o=t[5],A=t[6],a=t[7],h=t[8];return e*(h*r-o*a)+i*(-h*s+o*A)+n*(a*s-r*A)},multiply:function(t){var e=this.val,i=e[0],n=e[1],s=e[2],r=e[3],o=e[4],A=e[5],a=e[6],h=e[7],l=e[8],c=t.val,u=c[0],f=c[1],g=c[2],d=c[3],p=c[4],v=c[5],m=c[6],w=c[7],B=c[8];return e[0]=u*i+f*r+g*a,e[1]=u*n+f*o+g*h,e[2]=u*s+f*A+g*l,e[3]=d*i+p*r+v*a,e[4]=d*n+p*o+v*h,e[5]=d*s+p*A+v*l,e[6]=m*i+w*r+B*a,e[7]=m*n+w*o+B*h,e[8]=m*s+w*A+B*l,this},translate:function(t){var e=this.val,i=t.x,n=t.y;return e[6]=i*e[0]+n*e[3]+e[6],e[7]=i*e[1]+n*e[4]+e[7],e[8]=i*e[2]+n*e[5]+e[8],this},rotate:function(t){var e=this.val,i=e[0],n=e[1],s=e[2],r=e[3],o=e[4],A=e[5],a=Math.sin(t),h=Math.cos(t);return e[0]=h*i+a*r,e[1]=h*n+a*o,e[2]=h*s+a*A,e[3]=h*r-a*i,e[4]=h*o-a*n,e[5]=h*A-a*s,this},scale:function(t){var e=this.val,i=t.x,n=t.y;return e[0]=i*e[0],e[1]=i*e[1],e[2]=i*e[2],e[3]=n*e[3],e[4]=n*e[4],e[5]=n*e[5],this},fromQuat:function(t){var e=t.x,i=t.y,n=t.z,s=t.w,r=e+e,o=i+i,A=n+n,a=e*r,h=e*o,l=e*A,c=i*o,u=i*A,f=n*A,g=s*r,d=s*o,p=s*A,v=this.val;return v[0]=1-(c+f),v[3]=h+p,v[6]=l-d,v[1]=h-p,v[4]=1-(a+f),v[7]=u+g,v[2]=l+d,v[5]=u-g,v[8]=1-(a+c),this},normalFromMat4:function(t){var e=t.val,i=this.val,n=e[0],s=e[1],r=e[2],o=e[3],A=e[4],a=e[5],h=e[6],l=e[7],c=e[8],u=e[9],f=e[10],g=e[11],d=e[12],p=e[13],v=e[14],m=e[15],w=n*a-s*A,B=n*h-r*A,y=n*l-o*A,x=s*h-r*a,C=s*l-o*a,E=r*l-o*h,I=c*p-u*d,D=c*v-f*d,P=c*m-g*d,b=u*v-f*p,M=u*m-g*p,O=f*m-g*v,Q=w*O-B*M+y*b+x*P-C*D+E*I;return Q?(Q=1/Q,i[0]=(a*O-h*M+l*b)*Q,i[1]=(h*P-A*O-l*D)*Q,i[2]=(A*M-a*P+l*I)*Q,i[3]=(r*M-s*O-o*b)*Q,i[4]=(n*O-r*P+o*D)*Q,i[5]=(s*P-n*M-o*I)*Q,i[6]=(p*E-v*C+m*x)*Q,i[7]=(v*y-d*E-m*B)*Q,i[8]=(d*C-p*y+m*w)*Q,this):null}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(364),r=i(1),o=i(39),A=1e-6,a=new Int8Array([1,2,0]),h=new Float32Array([0,0,0]),l=new o(1,0,0),c=new o(0,1,0),u=new o,f=new s,g=new n({initialize:function(t,e,i,n){this.onChangeCallback=r,this.set(t,e,i,n)},x:{get:function(){return this._x},set:function(t){this._x=t,this.onChangeCallback(this)}},y:{get:function(){return this._y},set:function(t){this._y=t,this.onChangeCallback(this)}},z:{get:function(){return this._z},set:function(t){this._z=t,this.onChangeCallback(this)}},w:{get:function(){return this._w},set:function(t){this._w=t,this.onChangeCallback(this)}},copy:function(t){return this.set(t)},set:function(t,e,i,n,s){return void 0===s&&(s=!0),"object"===typeof t?(this._x=t.x||0,this._y=t.y||0,this._z=t.z||0,this._w=t.w||0):(this._x=t||0,this._y=e||0,this._z=i||0,this._w=n||0),s&&this.onChangeCallback(this),this},add:function(t){return this._x+=t.x,this._y+=t.y,this._z+=t.z,this._w+=t.w,this.onChangeCallback(this),this},subtract:function(t){return this._x-=t.x,this._y-=t.y,this._z-=t.z,this._w-=t.w,this.onChangeCallback(this),this},scale:function(t){return this._x*=t,this._y*=t,this._z*=t,this._w*=t,this.onChangeCallback(this),this},length:function(){var t=this.x,e=this.y,i=this.z,n=this.w;return Math.sqrt(t*t+e*e+i*i+n*n)},lengthSq:function(){var t=this.x,e=this.y,i=this.z,n=this.w;return t*t+e*e+i*i+n*n},normalize:function(){var t=this.x,e=this.y,i=this.z,n=this.w,s=t*t+e*e+i*i+n*n;return s>0&&(s=1/Math.sqrt(s),this._x=t*s,this._y=e*s,this._z=i*s,this._w=n*s),this.onChangeCallback(this),this},dot:function(t){return this.x*t.x+this.y*t.y+this.z*t.z+this.w*t.w},lerp:function(t,e){void 0===e&&(e=0);var i=this.x,n=this.y,s=this.z,r=this.w;return this.set(i+e*(t.x-i),n+e*(t.y-n),s+e*(t.z-s),r+e*(t.w-r))},rotationTo:function(t,e){var i=t.x*e.x+t.y*e.y+t.z*e.z;return i<-.999999?(u.copy(l).cross(t).length()<A&&u.copy(c).cross(t),u.normalize(),this.setAxisAngle(u,Math.PI)):i>.999999?this.set(0,0,0,1):(u.copy(t).cross(e),this._x=u.x,this._y=u.y,this._z=u.z,this._w=1+i,this.normalize())},setAxes:function(t,e,i){var n=f.val;return n[0]=e.x,n[3]=e.y,n[6]=e.z,n[1]=i.x,n[4]=i.y,n[7]=i.z,n[2]=-t.x,n[5]=-t.y,n[8]=-t.z,this.fromMat3(f).normalize()},identity:function(){return this.set(0,0,0,1)},setAxisAngle:function(t,e){e*=.5;var i=Math.sin(e);return this.set(i*t.x,i*t.y,i*t.z,Math.cos(e))},multiply:function(t){var e=this.x,i=this.y,n=this.z,s=this.w,r=t.x,o=t.y,A=t.z,a=t.w;return this.set(e*a+s*r+i*A-n*o,i*a+s*o+n*r-e*A,n*a+s*A+e*o-i*r,s*a-e*r-i*o-n*A)},slerp:function(t,e){var i=this.x,n=this.y,s=this.z,r=this.w,o=t.x,a=t.y,h=t.z,l=t.w,c=i*o+n*a+s*h+r*l;c<0&&(c=-c,o=-o,a=-a,h=-h,l=-l);var u=1-e,f=e;if(1-c>A){var g=Math.acos(c),d=Math.sin(g);u=Math.sin((1-e)*g)/d,f=Math.sin(e*g)/d}return this.set(u*i+f*o,u*n+f*a,u*s+f*h,u*r+f*l)},invert:function(){var t=this.x,e=this.y,i=this.z,n=this.w,s=t*t+e*e+i*i+n*n,r=s?1/s:0;return this.set(-t*r,-e*r,-i*r,n*r)},conjugate:function(){return this._x=-this.x,this._y=-this.y,this._z=-this.z,this.onChangeCallback(this),this},rotateX:function(t){t*=.5;var e=this.x,i=this.y,n=this.z,s=this.w,r=Math.sin(t),o=Math.cos(t);return this.set(e*o+s*r,i*o+n*r,n*o-i*r,s*o-e*r)},rotateY:function(t){t*=.5;var e=this.x,i=this.y,n=this.z,s=this.w,r=Math.sin(t),o=Math.cos(t);return this.set(e*o-n*r,i*o+s*r,n*o+e*r,s*o-i*r)},rotateZ:function(t){t*=.5;var e=this.x,i=this.y,n=this.z,s=this.w,r=Math.sin(t),o=Math.cos(t);return this.set(e*o+i*r,i*o-e*r,n*o+s*r,s*o-n*r)},calculateW:function(){var t=this.x,e=this.y,i=this.z;return this.w=-Math.sqrt(1-t*t-e*e-i*i),this},setFromEuler:function(t,e){var i=t.x/2,n=t.y/2,s=t.z/2,r=Math.cos(i),o=Math.cos(n),A=Math.cos(s),a=Math.sin(i),h=Math.sin(n),l=Math.sin(s);switch(t.order){case"XYZ":this.set(a*o*A+r*h*l,r*h*A-a*o*l,r*o*l+a*h*A,r*o*A-a*h*l,e);break;case"YXZ":this.set(a*o*A+r*h*l,r*h*A-a*o*l,r*o*l-a*h*A,r*o*A+a*h*l,e);break;case"ZXY":this.set(a*o*A-r*h*l,r*h*A+a*o*l,r*o*l+a*h*A,r*o*A-a*h*l,e);break;case"ZYX":this.set(a*o*A-r*h*l,r*h*A+a*o*l,r*o*l-a*h*A,r*o*A+a*h*l,e);break;case"YZX":this.set(a*o*A+r*h*l,r*h*A+a*o*l,r*o*l-a*h*A,r*o*A-a*h*l,e);break;case"XZY":this.set(a*o*A-r*h*l,r*h*A-a*o*l,r*o*l+a*h*A,r*o*A+a*h*l,e);break}return this},setFromRotationMatrix:function(t){var e,i=t.val,n=i[0],s=i[4],r=i[8],o=i[1],A=i[5],a=i[9],h=i[2],l=i[6],c=i[10],u=n+A+c;return u>0?(e=.5/Math.sqrt(u+1),this.set((l-a)*e,(r-h)*e,(o-s)*e,.25/e)):n>A&&n>c?(e=2*Math.sqrt(1+n-A-c),this.set(.25*e,(s+o)/e,(r+h)/e,(l-a)/e)):A>c?(e=2*Math.sqrt(1+A-n-c),this.set((s+o)/e,.25*e,(a+l)/e,(r-h)/e)):(e=2*Math.sqrt(1+c-n-A),this.set((r+h)/e,(a+l)/e,.25*e,(o-s)/e)),this},fromMat3:function(t){var e,i=t.val,n=i[0]+i[4]+i[8];if(n>0)e=Math.sqrt(n+1),this.w=.5*e,e=.5/e,this._x=(i[7]-i[5])*e,this._y=(i[2]-i[6])*e,this._z=(i[3]-i[1])*e;else{var s=0;i[4]>i[0]&&(s=1),i[8]>i[3*s+s]&&(s=2);var r=a[s],o=a[r];e=Math.sqrt(i[3*s+s]-i[3*r+r]-i[3*o+o]+1),h[s]=.5*e,e=.5/e,h[r]=(i[3*r+s]+i[3*s+r])*e,h[o]=(i[3*o+s]+i[3*s+o])*e,this._x=h[0],this._y=h[1],this._z=h[2],this._w=(i[3*o+r]-i[3*r+o])*e}return this.onChangeCallback(this),this}});t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(367),s=i(31),r=i(33),o=i(191),A=function(t){var e=t.config;if((e.customEnvironment||e.canvas)&&e.renderType===r.AUTO)throw new Error("Must set explicit renderType in custom environment");if(!e.customEnvironment&&!e.canvas&&e.renderType!==r.HEADLESS)if(e.renderType===r.CANVAS||e.renderType!==r.CANVAS&&!o.webGL){if(!o.canvas)throw new Error("Cannot create Canvas or WebGL context, aborting.");e.renderType=r.CANVAS}else e.renderType=r.WEBGL;e.antialias||s.disableSmoothing();var A,a,h=t.scale.baseSize,l=h.width,c=h.height;(e.canvas?(t.canvas=e.canvas,t.canvas.width=l,t.canvas.height=c):t.canvas=s.create(t,l,c,e.renderType),e.canvasStyle&&(t.canvas.style=e.canvasStyle),e.antialias||n.setCrisp(t.canvas),e.renderType!==r.HEADLESS)&&(A=i(368),a=i(371),e.renderType===r.WEBGL?t.renderer=new a(t):(t.renderer=new A(t),t.context=t.renderer.gameContext))};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setCrisp:function(t){var e=["optimizeSpeed","-moz-crisp-edges","-o-crisp-edges","-webkit-optimize-contrast","optimize-contrast","crisp-edges","pixelated"];return e.forEach((function(e){t.style["image-rendering"]=e})),t.style.msInterpolationMode="nearest-neighbor",t},setBicubic:function(t){return t.style["image-rendering"]="auto",t.style.msInterpolationMode="bicubic",t}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(37),s=i(369),r=i(0),o=i(33),A=i(9),a=i(92),h=i(370),l=i(104),c=i(106),u=i(25),f=new r({Extends:A,initialize:function(t){A.call(this);var e=t.config;this.config={clearBeforeRender:e.clearBeforeRender,backgroundColor:e.backgroundColor,antialias:e.antialias,roundPixels:e.roundPixels},this.game=t,this.type=o.CANVAS,this.drawCount=0,this.width=0,this.height=0,this.gameCanvas=t.canvas;var i={alpha:t.config.transparent,desynchronized:t.config.desynchronized};this.gameContext=e.context?e.context:this.gameCanvas.getContext("2d",i),this.currentContext=this.gameContext,this.antialias=t.config.antialias,this.blendModes=h(),this.snapshotState={x:0,y:0,width:1,height:1,getPixel:!1,callback:null,type:"image/png",encoder:.92},this._tempMatrix1=new u,this._tempMatrix2=new u,this._tempMatrix3=new u,this.isBooted=!1,this.init()},init:function(){this.game.textures.once(c.READY,this.boot,this)},boot:function(){var t=this.game,e=t.scale.baseSize;this.width=e.width,this.height=e.height,this.isBooted=!0,t.scale.on(l.RESIZE,this.onResize,this),this.resize(e.width,e.height)},onResize:function(t,e){e.width===this.width&&e.height===this.height||this.resize(e.width,e.height)},resize:function(t,e){this.width=t,this.height=e,this.emit(a.RESIZE,t,e)},resetTransform:function(){this.currentContext.setTransform(1,0,0,1,0,0)},setBlendMode:function(t){return this.currentContext.globalCompositeOperation=t,this},setContext:function(t){return this.currentContext=t||this.gameContext,this},setAlpha:function(t){return this.currentContext.globalAlpha=t,this},preRender:function(){var t=this.gameContext,e=this.config,i=this.width,n=this.height;t.globalAlpha=1,t.globalCompositeOperation="source-over",t.setTransform(1,0,0,1,0,0),e.clearBeforeRender&&(t.clearRect(0,0,i,n),e.transparent||(t.fillStyle=e.backgroundColor.rgba,t.fillRect(0,0,i,n))),t.save(),this.drawCount=0,this.emit(a.PRE_RENDER)},render:function(t,e,i){var s=e.length;this.emit(a.RENDER,t,i);var r=i.x,o=i.y,A=i.width,h=i.height,l=i.renderToTexture?i.context:t.sys.context;l.save(),this.game.scene.customViewports&&(l.beginPath(),l.rect(r,o,A,h),l.clip()),this.currentContext=l;var c=i.mask;c&&c.preRenderCanvas(this,null,i._maskCamera),i.transparent||(l.fillStyle=i.backgroundColor.rgba,l.fillRect(r,o,A,h)),l.globalAlpha=i.alpha,l.globalCompositeOperation="source-over",this.drawCount+=s,i.renderToTexture&&i.emit(n.PRE_RENDER,i),i.matrix.copyToContext(l);for(var u=0;u<s;u++){var f=e[u];f.mask&&f.mask.preRenderCanvas(this,f,i),f.renderCanvas(this,f,i),f.mask&&f.mask.postRenderCanvas(this,f,i)}l.setTransform(1,0,0,1,0,0),l.globalCompositeOperation="source-over",l.globalAlpha=1,i.flashEffect.postRenderCanvas(l),i.fadeEffect.postRenderCanvas(l),i.dirty=!1,c&&c.postRenderCanvas(this),l.restore(),i.renderToTexture&&(i.emit(n.POST_RENDER,i),i.renderToGame&&t.sys.context.drawImage(i.canvas,r,o))},postRender:function(){var t=this.gameContext;t.restore(),this.emit(a.POST_RENDER);var e=this.snapshotState;e.callback&&(s(this.gameCanvas,e),e.callback=null)},snapshotCanvas:function(t,e,i,n,r,o,A,a,h){void 0===i&&(i=!1),this.snapshotArea(n,r,o,A,e,a,h);var l=this.snapshotState;return l.getPixel=i,s(this.canvas,l),l.callback=null,this},snapshot:function(t,e,i){return this.snapshotArea(0,0,this.gameCanvas.width,this.gameCanvas.height,t,e,i)},snapshotArea:function(t,e,i,n,s,r,o){var A=this.snapshotState;return A.callback=s,A.type=r,A.encoder=o,A.getPixel=!1,A.x=t,A.y=e,A.width=Math.min(i,this.gameCanvas.width),A.height=Math.min(n,this.gameCanvas.height),this},snapshotPixel:function(t,e,i){return this.snapshotArea(t,e,1,1,i),this.snapshotState.getPixel=!0,this},batchSprite:function(t,e,i,n){var s=i.alpha*t.alpha;if(0!==s){var r=this.currentContext,o=this._tempMatrix1,A=this._tempMatrix2,a=e.canvasData,h=a.x,l=a.y,c=e.cutWidth,u=e.cutHeight,f=e.customPivot,g=e.source.resolution,d=t.displayOriginX,p=t.displayOriginY,v=-d+e.x,m=-p+e.y;if(t.isCropped){var w=t._crop;w.flipX===t.flipX&&w.flipY===t.flipY||e.updateCropUVs(w,t.flipX,t.flipY),c=w.cw,u=w.ch,h=w.cx,l=w.cy,v=-d+w.x,m=-p+w.y,t.flipX&&(v>=0?v=-(v+c):v<0&&(v=Math.abs(v)-c)),t.flipY&&(m>=0?m=-(m+u):m<0&&(m=Math.abs(m)-u))}var B=1,y=1;t.flipX&&(f||(v+=-e.realWidth+2*d),B=-1),t.flipY&&(f||(m+=-e.realHeight+2*p),y=-1),A.applyITRS(t.x,t.y,t.rotation,t.scaleX*B,t.scaleY*y),o.copyFrom(i.matrix),n?(o.multiplyWithOffset(n,-i.scrollX*t.scrollFactorX,-i.scrollY*t.scrollFactorY),A.e=t.x,A.f=t.y):(A.e-=i.scrollX*t.scrollFactorX,A.f-=i.scrollY*t.scrollFactorY),o.multiply(A),r.save(),o.setToContext(r),r.globalCompositeOperation=this.blendModes[t.blendMode],r.globalAlpha=s,r.imageSmoothingEnabled=!(!this.antialias||e.source.scaleMode),t.mask&&t.mask.preRenderCanvas(this,t,i),r.drawImage(e.source.image,h,l,c,u,v,m,c/g,u/g),t.mask&&t.mask.postRenderCanvas(this,t,i),r.restore()}},destroy:function(){this.removeAllListeners(),this.game=null,this.gameCanvas=null,this.gameContext=null}});t.exports=f},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(31),s=i(38),r=i(2),o=function(t,e){var i=r(e,"callback"),o=r(e,"type","image/png"),A=r(e,"encoder",.92),a=Math.abs(Math.round(r(e,"x",0))),h=Math.abs(Math.round(r(e,"y",0))),l=r(e,"width",t.width),c=r(e,"height",t.height),u=r(e,"getPixel",!1);if(u){var f=t.getContext("2d"),g=f.getImageData(a,h,1,1),d=g.data;i.call(null,new s(d[0],d[1],d[2],d[3]/255))}else if(0!==a||0!==h||l!==t.width||c!==t.height){var p=n.createWebGL(this,l,c),v=p.getContext("2d");v.drawImage(t,a,h,l,c,0,0,l,c);var m=new Image;m.onerror=function(){i.call(null),n.remove(p)},m.onload=function(){i.call(null,m),n.remove(p)},m.src=p.toDataURL(o,A)}else{var w=new Image;w.onerror=function(){i.call(null)},w.onload=function(){i.call(null,w)},w.src=t.toDataURL(o,A)}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(35),s=i(348),r=function(){var t=[],e=s.supportNewBlendModes,i="source-over";return t[n.NORMAL]=i,t[n.ADD]="lighter",t[n.MULTIPLY]=e?"multiply":i,t[n.SCREEN]=e?"screen":i,t[n.OVERLAY]=e?"overlay":i,t[n.DARKEN]=e?"darken":i,t[n.LIGHTEN]=e?"lighten":i,t[n.COLOR_DODGE]=e?"color-dodge":i,t[n.COLOR_BURN]=e?"color-burn":i,t[n.HARD_LIGHT]=e?"hard-light":i,t[n.SOFT_LIGHT]=e?"soft-light":i,t[n.DIFFERENCE]=e?"difference":i,t[n.EXCLUSION]=e?"exclusion":i,t[n.HUE]=e?"hue":i,t[n.SATURATION]=e?"saturation":i,t[n.COLOR]=e?"color":i,t[n.LUMINOSITY]=e?"luminosity":i,t[n.ERASE]="destination-out",t[n.SOURCE_IN]="source-in",t[n.SOURCE_OUT]="source-out",t[n.SOURCE_ATOP]="source-atop",t[n.DESTINATION_OVER]="destination-over",t[n.DESTINATION_IN]="destination-in",t[n.DESTINATION_OUT]="destination-out",t[n.DESTINATION_ATOP]="destination-atop",t[n.LIGHTER]="lighter",t[n.COPY]="copy",t[n.XOR]="xor",t};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(93),s=i(37),r=i(0),o=i(33),A=i(9),a=i(92),h=i(22),l=i(139),c=i(69),u=i(1),f=i(372),g=i(142),d=i(104),p=i(106),v=i(12),m=i(383),w=new r({Extends:A,initialize:function(t){A.call(this);var e=t.config,i={alpha:e.transparent,desynchronized:e.desynchronized,depth:!1,antialias:e.antialiasGL,premultipliedAlpha:e.premultipliedAlpha,stencil:!0,failIfMajorPerformanceCaveat:e.failIfMajorPerformanceCaveat,powerPreference:e.powerPreference,preserveDrawingBuffer:e.preserveDrawingBuffer};this.config={clearBeforeRender:e.clearBeforeRender,antialias:e.antialias,backgroundColor:e.backgroundColor,contextCreation:i,roundPixels:e.roundPixels,maxTextures:e.maxTextures,maxTextureSize:e.maxTextureSize,batchSize:e.batchSize,maxLights:e.maxLights,mipmapFilter:e.mipmapFilter},this.game=t,this.type=o.WEBGL,this.pipelines=null,this.width=0,this.height=0,this.canvas=t.canvas,this.blendModes=[],this.contextLost=!1,this.snapshotState={x:0,y:0,width:1,height:1,getPixel:!1,callback:null,type:"image/png",encoder:.92,isFramebuffer:!1,bufferWidth:0,bufferHeight:0},this.currentActiveTexture=0,this.startActiveTexture=0,this.maxTextures=0,this.textureIndexes,this.tempTextures,this.textureZero,this.normalTexture,this.currentFramebuffer=null,this.fboStack=[],this.currentProgram=null,this.currentBlendMode=1/0,this.currentScissorEnabled=!1,this.currentScissor=null,this.scissorStack=[],this.contextLostHandler=u,this.contextRestoredHandler=u,this.gl=null,this.supportedExtensions=null,this.instancedArraysExtension=null,this.vaoExtension=null,this.extensions={},this.glFormats=[],this.compression={ETC1:!1,PVRTC:!1,S3TC:!1},this.drawingBufferHeight=0,this.blankTexture=null,this.whiteTexture=null,this.maskCount=0,this.maskStack=[],this.currentMask={mask:null,camera:null},this.currentCameraMask={mask:null,camera:null},this.glFuncMap=null,this.currentType="",this.newType=!1,this.nextTypeMatch=!1,this.finalType=!1,this.mipmapFilter=null,this.textureFlush=0,this.isTextureClean=!1,this.defaultScissor=[0,0,0,0],this.isBooted=!1,this.renderTarget=null,this.projectionMatrix,this.projectionWidth=0,this.projectionHeight=0,this.init(this.config)},init:function(t){var e,i=this.game,n=this.canvas,s=t.backgroundColor;if(e=i.config.context?i.config.context:n.getContext("webgl",t.contextCreation)||n.getContext("experimental-webgl",t.contextCreation),!e||e.isContextLost())throw this.contextLost=!0,new Error("WebGL unsupported");this.gl=e;var r=this;this.contextLostHandler=function(t){r.contextLost=!0,r.game.events.emit(h.CONTEXT_LOST,r),t.preventDefault()},this.contextRestoredHandler=function(){r.contextLost=!1,r.init(r.config),r.game.events.emit(h.CONTEXT_RESTORED,r)},n.addEventListener("webglcontextlost",this.contextLostHandler,!1),n.addEventListener("webglcontextrestored",this.contextRestoredHandler,!1),i.context=e;for(var A=0;A<=27;A++)this.blendModes.push({func:[e.ONE,e.ONE_MINUS_SRC_ALPHA],equation:e.FUNC_ADD});this.blendModes[1].func=[e.ONE,e.DST_ALPHA],this.blendModes[2].func=[e.DST_COLOR,e.ONE_MINUS_SRC_ALPHA],this.blendModes[3].func=[e.ONE,e.ONE_MINUS_SRC_COLOR],this.blendModes[17]={func:[e.ZERO,e.ONE_MINUS_SRC_ALPHA],equation:e.FUNC_REVERSE_SUBTRACT},this.glFormats[0]=e.BYTE,this.glFormats[1]=e.SHORT,this.glFormats[2]=e.UNSIGNED_BYTE,this.glFormats[3]=e.UNSIGNED_SHORT,this.glFormats[4]=e.FLOAT,this.glFuncMap={mat2:{func:e.uniformMatrix2fv,length:1,matrix:!0},mat3:{func:e.uniformMatrix3fv,length:1,matrix:!0},mat4:{func:e.uniformMatrix4fv,length:1,matrix:!0},"1f":{func:e.uniform1f,length:1},"1fv":{func:e.uniform1fv,length:1},"1i":{func:e.uniform1i,length:1},"1iv":{func:e.uniform1iv,length:1},"2f":{func:e.uniform2f,length:2},"2fv":{func:e.uniform2fv,length:1},"2i":{func:e.uniform2i,length:2},"2iv":{func:e.uniform2iv,length:1},"3f":{func:e.uniform3f,length:3},"3fv":{func:e.uniform3fv,length:1},"3i":{func:e.uniform3i,length:3},"3iv":{func:e.uniform3iv,length:1},"4f":{func:e.uniform4f,length:4},"4fv":{func:e.uniform4fv,length:1},"4i":{func:e.uniform4i,length:4},"4iv":{func:e.uniform4iv,length:1}};var a=e.getSupportedExtensions();t.maxTextures&&-1!==t.maxTextures||(t.maxTextures=e.getParameter(e.MAX_TEXTURE_IMAGE_UNITS)),t.maxTextureSize||(t.maxTextureSize=e.getParameter(e.MAX_TEXTURE_SIZE));var l="WEBGL_compressed_texture_",u="WEBKIT_"+l;this.compression.ETC1=e.getExtension(l+"etc1")||e.getExtension(u+"etc1"),this.compression.PVRTC=e.getExtension(l+"pvrtc")||e.getExtension(u+"pvrtc"),this.compression.S3TC=e.getExtension(l+"s3tc")||e.getExtension(u+"s3tc"),this.supportedExtensions=a;var g="ANGLE_instanced_arrays";this.instancedArraysExtension=a.indexOf(g)>-1?e.getExtension(g):null;var d="OES_vertex_array_object";this.vaoExtension=a.indexOf(d)>-1?e.getExtension(d):null,e.disable(e.DEPTH_TEST),e.disable(e.CULL_FACE),e.enable(e.BLEND),e.clearColor(s.redGL,s.greenGL,s.blueGL,s.alphaGL),this.mipmapFilter=e[t.mipmapFilter],this.maxTextures=v.checkShaderMax(e,t.maxTextures),this.textureIndexes=[];var m=this.tempTextures;if(Array.isArray(m))for(var w=0;A<this.maxTextures;w++)e.deleteTexture(m[w]);else m=new Array(this.maxTextures);for(var B=0;B<this.maxTextures;B++){var y=e.createTexture();e.activeTexture(e.TEXTURE0+B),e.bindTexture(e.TEXTURE_2D,y),e.texImage2D(e.TEXTURE_2D,0,e.RGBA,1,1,0,e.RGBA,e.UNSIGNED_BYTE,new Uint8Array([0,0,255,255])),m[B]=y,this.textureIndexes.push(B)}return this.tempTextures=m,this.currentActiveTexture=1,this.startActiveTexture++,e.activeTexture(e.TEXTURE1),this.pipelines=new f(this),this.setBlendMode(o.BlendModes.NORMAL),this.projectionMatrix=(new c).identity(),i.textures.once(p.READY,this.boot,this),this},boot:function(){var t=this.game,e=this.pipelines,i=t.scale.baseSize;this.width=i.width,this.height=i.height,this.isBooted=!0,this.renderTarget=new g(this,this.width,this.height,1,0,!0,!0),e.boot(t.config.pipeline),this.blankTexture=t.textures.getFrame("__DEFAULT"),this.whiteTexture=t.textures.getFrame("__WHITE");var n=this.gl;n.bindFramebuffer(n.FRAMEBUFFER,null),n.enable(n.SCISSOR_TEST),t.scale.on(d.RESIZE,this.onResize,this),this.resize(i.width,i.height)},onResize:function(t,e){e.width===this.width&&e.height===this.height||this.resize(e.width,e.height)},beginCapture:function(t,e){void 0===t&&(t=this.width),void 0===e&&(e=this.height),this.renderTarget.bind(!0,t,e),this.setProjectionMatrix(t,e),this.resetTextures()},endCapture:function(){return this.renderTarget.unbind(!0),this.resetProjectionMatrix(),this.renderTarget},resize:function(t,e){var i=this.gl;return this.width=t,this.height=e,this.setProjectionMatrix(t,e),i.viewport(0,0,t,e),this.drawingBufferHeight=i.drawingBufferHeight,i.scissor(0,i.drawingBufferHeight-e,t,e),this.defaultScissor[2]=t,this.defaultScissor[3]=e,this.emit(a.RESIZE,t,e),this},getAspectRatio:function(){return this.width/this.height},setProjectionMatrix:function(t,e){return t===this.projectionWidth&&e===this.projectionHeight||(this.projectionWidth=t,this.projectionHeight=e,this.projectionMatrix.ortho(0,t,e,0,-1e3,1e3)),this},resetProjectionMatrix:function(){this.projectionWidth=this.width,this.projectionHeight=this.height,this.projectionMatrix.ortho(0,this.width,this.height,0,-1e3,1e3)},hasExtension:function(t){return!!this.supportedExtensions&&this.supportedExtensions.indexOf(t)},getExtension:function(t){return this.hasExtension(t)?(t in this.extensions||(this.extensions[t]=this.gl.getExtension(t)),this.extensions[t]):null},flush:function(){this.pipelines.flush()},pushScissor:function(t,e,i,n,s){void 0===s&&(s=this.drawingBufferHeight);var r=this.scissorStack,o=[t,e,i,n];return r.push(o),this.setScissor(t,e,i,n,s),this.currentScissor=o,o},setScissor:function(t,e,i,n,s){void 0===s&&(s=this.drawingBufferHeight);var r=this.gl,o=this.currentScissor,A=i>0&&n>0;if(o&&A){var a=o[0],h=o[1],l=o[2],c=o[3];A=a!==t||h!==e||l!==i||c!==n}A&&(this.flush(),r.scissor(t,s-e-n,i,n))},resetScissor:function(){var t=this.gl;t.enable(t.SCISSOR_TEST);var e=this.currentScissor;if(e){var i=e[0],n=e[1],s=e[2],r=e[3];s>0&&r>0&&t.scissor(i,this.drawingBufferHeight-n-r,s,r)}},popScissor:function(){var t=this.scissorStack;t.pop();var e=t[t.length-1];e&&this.setScissor(e[0],e[1],e[2],e[3]),this.currentScissor=e},hasActiveStencilMask:function(){var t=this.currentMask.mask,e=this.currentCameraMask.mask;return t&&t.isStencil||e&&e.isStencil},resetViewport:function(){var t=this.gl;t.viewport(0,0,this.width,this.height),this.drawingBufferHeight=t.drawingBufferHeight},setBlendMode:function(t,e){void 0===e&&(e=!1);var i=this.gl,n=this.blendModes[t];return!!(e||t!==o.BlendModes.SKIP_CHECK&&this.currentBlendMode!==t)&&(this.flush(),i.enable(i.BLEND),i.blendEquation(n.equation),n.func.length>2?i.blendFuncSeparate(n.func[0],n.func[1],n.func[2],n.func[3]):i.blendFunc(n.func[0],n.func[1]),this.currentBlendMode=t,!0)},addBlendMode:function(t,e){var i=this.blendModes.push({func:t,equation:e});return i-1},updateBlendMode:function(t,e,i){return this.blendModes[t]&&(this.blendModes[t].func=e,i&&(this.blendModes[t].equation=i)),this},removeBlendMode:function(t){return t>17&&this.blendModes[t]&&this.blendModes.splice(t,1),this},setBlankTexture:function(){this.setTexture2D(this.blankTexture.glTexture)},setTextureSource:function(t){if(this.pipelines.forceZero())return this.setTextureZero(t.glTexture,!0),0;var e=this.gl,i=this.currentActiveTexture;return t.glIndexCounter<this.startActiveTexture&&(t.glIndexCounter=this.startActiveTexture,i<this.maxTextures?(t.glIndex=i,e.activeTexture(e.TEXTURE0+i),e.bindTexture(e.TEXTURE_2D,t.glTexture),this.currentActiveTexture++):(this.flush(),this.startActiveTexture++,this.textureFlush++,t.glIndexCounter=this.startActiveTexture,t.glIndex=1,e.activeTexture(e.TEXTURE1),e.bindTexture(e.TEXTURE_2D,t.glTexture),this.currentActiveTexture=2)),this.isTextureClean=!1,t.glIndex},isNewNormalMap:function(t,e){return this.textureZero!==t||this.normalTexture!==e},setTextureZero:function(t,e){if(this.textureZero!==t){e&&this.flush();var i=this.gl;i.activeTexture(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,t),this.textureZero=t}},clearTextureZero:function(){this.textureZero=null},setNormalMap:function(t){if(this.normalTexture!==t){var e=this.gl;e.activeTexture(e.TEXTURE1),e.bindTexture(e.TEXTURE_2D,t),this.normalTexture=t,1===this.currentActiveTexture&&(this.currentActiveTexture=2)}},clearNormalMap:function(){this.normalTexture=null,this.startActiveTexture++,this.currentActiveTexture=1,this.textureFlush++},unbindTextures:function(){for(var t=this.gl,e=this.tempTextures,i=0;i<e.length;i++)t.activeTexture(t.TEXTURE0+i),t.bindTexture(t.TEXTURE_2D,null);this.normalTexture=null,this.textureZero=null,this.currentActiveTexture=1,this.startActiveTexture++,this.textureFlush++},resetTextures:function(t){if(void 0===t&&(t=!1),!this.isTextureClean){this.flush();var e=this.gl,i=this.tempTextures;if(t){for(var n=0;n<i.length;n++)e.activeTexture(e.TEXTURE0+n),e.bindTexture(e.TEXTURE_2D,i[n]);e.activeTexture(e.TEXTURE1),e.bindTexture(e.TEXTURE_2D,i[1]),this.isTextureClean=!0}else e.activeTexture(e.TEXTURE0),e.bindTexture(e.TEXTURE_2D,i[0]),e.activeTexture(e.TEXTURE1),e.bindTexture(e.TEXTURE_2D,i[1]);this.normalTexture=null,this.textureZero=null,this.currentActiveTexture=1,this.startActiveTexture++,this.textureFlush++}},setTexture2D:function(t){if(this.pipelines.forceZero())return this.setTextureZero(t,!0),0;var e=this.gl,i=this.currentActiveTexture;return t.glIndexCounter<this.startActiveTexture&&(t.glIndexCounter=this.startActiveTexture,i<this.maxTextures?(t.glIndex=i,e.activeTexture(e.TEXTURE0+i),e.bindTexture(e.TEXTURE_2D,t),this.currentActiveTexture++):(this.flush(),this.startActiveTexture++,this.textureFlush++,t.glIndexCounter=this.startActiveTexture,t.glIndex=1,e.activeTexture(e.TEXTURE1),e.bindTexture(e.TEXTURE_2D,t),this.currentActiveTexture=2)),this.isTextureClean=!1,t.glIndex},pushFramebuffer:function(t,e,i,n){return t===this.currentFramebuffer?this:(this.fboStack.push(t),this.setFramebuffer(t,e,i,n))},setFramebuffer:function(t,e,i,n){if(void 0===e&&(e=!1),void 0===i&&(i=!1),void 0===n&&(n=!0),t===this.currentFramebuffer)return this;var s=this.gl,r=this.width,o=this.height;return t&&t.renderTexture&&n?(r=t.renderTexture.width,o=t.renderTexture.height):this.flush(),s.bindFramebuffer(s.FRAMEBUFFER,t),n&&s.viewport(0,0,r,o),e&&(t?(this.drawingBufferHeight=o,this.pushScissor(0,0,r,o)):(this.drawingBufferHeight=this.height,this.popScissor())),this.currentFramebuffer=t,i&&this.resetTextures(),this},popFramebuffer:function(t,e,i){void 0===t&&(t=!1),void 0===e&&(e=!1),void 0===i&&(i=!0);var n=this.fboStack;n.pop();var s=n[n.length-1];return s||(s=null),this.setFramebuffer(s,t,e,i),s},setProgram:function(t){return t!==this.currentProgram&&(this.flush(),this.gl.useProgram(t),this.currentProgram=t,!0)},resetProgram:function(){return this.gl.useProgram(this.currentProgram),this},createTextureFromSource:function(t,e,i,n){var s=this.gl,r=s.NEAREST,A=s.NEAREST,a=s.CLAMP_TO_EDGE,h=null;e=t?t.width:e,i=t?t.height:i;var c=l(e,i);return c&&(a=s.REPEAT),n===o.ScaleModes.LINEAR&&this.config.antialias&&(r=c?this.mipmapFilter:s.LINEAR,A=s.LINEAR),h=t||"number"!==typeof e||"number"!==typeof i?this.createTexture2D(0,r,A,a,a,s.RGBA,t):this.createTexture2D(0,r,A,a,a,s.RGBA,null,e,i),h},createTexture2D:function(t,e,i,n,s,r,o,A,a,h,c,u){h=void 0===h||null===h||h,void 0===c&&(c=!1),void 0===u&&(u=!1);var f=this.gl,g=f.createTexture();f.activeTexture(f.TEXTURE0);var d=f.getParameter(f.TEXTURE_BINDING_2D);return f.bindTexture(f.TEXTURE_2D,g),f.texParameteri(f.TEXTURE_2D,f.TEXTURE_MIN_FILTER,e),f.texParameteri(f.TEXTURE_2D,f.TEXTURE_MAG_FILTER,i),f.texParameteri(f.TEXTURE_2D,f.TEXTURE_WRAP_S,s),f.texParameteri(f.TEXTURE_2D,f.TEXTURE_WRAP_T,n),f.pixelStorei(f.UNPACK_PREMULTIPLY_ALPHA_WEBGL,h),f.pixelStorei(f.UNPACK_FLIP_Y_WEBGL,u),null===o||void 0===o?f.texImage2D(f.TEXTURE_2D,t,r,A,a,0,r,f.UNSIGNED_BYTE,null):(c||(A=o.width,a=o.height),f.texImage2D(f.TEXTURE_2D,t,r,r,f.UNSIGNED_BYTE,o)),l(A,a)&&f.generateMipmap(f.TEXTURE_2D),d&&f.bindTexture(f.TEXTURE_2D,d),g.isAlphaPremultiplied=h,g.isRenderTexture=!1,g.width=A,g.height=a,g.glIndex=0,g.glIndexCounter=-1,g},createFramebuffer:function(t,e,i,n){var s=this.gl,r=s.createFramebuffer(),o=0;if(this.setFramebuffer(r),n){var A=s.createRenderbuffer();s.bindRenderbuffer(s.RENDERBUFFER,A),s.renderbufferStorage(s.RENDERBUFFER,s.DEPTH_STENCIL,t,e),s.framebufferRenderbuffer(s.FRAMEBUFFER,s.DEPTH_STENCIL_ATTACHMENT,s.RENDERBUFFER,A)}if(i.isRenderTexture=!0,i.isAlphaPremultiplied=!1,s.framebufferTexture2D(s.FRAMEBUFFER,s.COLOR_ATTACHMENT0,s.TEXTURE_2D,i,0),o=s.checkFramebufferStatus(s.FRAMEBUFFER),o!==s.FRAMEBUFFER_COMPLETE){var a={36054:"Incomplete Attachment",36055:"Missing Attachment",36057:"Incomplete Dimensions",36061:"Framebuffer Unsupported"};throw new Error("Framebuffer status: "+a[o])}return r.renderTexture=i,this.setFramebuffer(null),this.resetTextures(),r},createProgram:function(t,e){var i=this.gl,n=i.createProgram(),s=i.createShader(i.VERTEX_SHADER),r=i.createShader(i.FRAGMENT_SHADER);if(i.shaderSource(s,t),i.shaderSource(r,e),i.compileShader(s),i.compileShader(r),!i.getShaderParameter(s,i.COMPILE_STATUS))throw new Error("Vertex Shader failed:\n"+i.getShaderInfoLog(s));if(!i.getShaderParameter(r,i.COMPILE_STATUS))throw new Error("Fragment Shader failed:\n"+i.getShaderInfoLog(r));if(i.attachShader(n,s),i.attachShader(n,r),i.linkProgram(n),!i.getProgramParameter(n,i.LINK_STATUS))throw new Error("Link Program failed:\n"+i.getProgramInfoLog(n));return i.useProgram(n),n},createVertexBuffer:function(t,e){var i=this.gl,n=i.createBuffer();return i.bindBuffer(i.ARRAY_BUFFER,n),i.bufferData(i.ARRAY_BUFFER,t,e),i.bindBuffer(i.ARRAY_BUFFER,null),n},createIndexBuffer:function(t,e){var i=this.gl,n=i.createBuffer();return i.bindBuffer(i.ELEMENT_ARRAY_BUFFER,n),i.bufferData(i.ELEMENT_ARRAY_BUFFER,t,e),i.bindBuffer(i.ELEMENT_ARRAY_BUFFER,null),n},deleteTexture:function(t,e){return e&&this.resetTextures(!0),t&&this.gl.deleteTexture(t),this},deleteFramebuffer:function(t){return t&&(this.gl.deleteFramebuffer(t),n(this.fboStack,t),this.currentFramebuffer===t&&(this.currentFramebuffer=null)),this},deleteProgram:function(t){return t&&this.gl.deleteProgram(t),this},deleteBuffer:function(t){return this.gl.deleteBuffer(t),this},preRenderCamera:function(t){var e=t.x,i=t.y,n=t.width,r=t.height,o=t.backgroundColor;if(t.emit(s.PRE_RENDER,t),this.pipelines.preBatchCamera(t),this.pushScissor(e,i,n,r),t.mask&&(this.currentCameraMask.mask=t.mask,this.currentCameraMask.camera=t._maskCamera,t.mask.preRenderWebGL(this,t,t._maskCamera)),o.alphaGL>0){var A=this.pipelines.setMulti();A.drawFillRect(e,i,n,r,v.getTintFromFloats(o.blueGL,o.greenGL,o.redGL,1),o.alphaGL)}},getCurrentStencilMask:function(){var t=null,e=this.maskStack,i=this.currentCameraMask;return e.length>0?t=e[e.length-1]:i.mask&&i.mask.isStencil&&(t=i),t},postRenderCamera:function(t){var e=t.flashEffect,i=t.fadeEffect;if(e.isRunning||i.isRunning||i.isComplete){var n=this.pipelines.setMulti();e.postRenderWebGL(n,v.getTintFromFloats),i.postRenderWebGL(n,v.getTintFromFloats)}t.dirty=!1,this.popScissor(),t.mask&&(this.currentCameraMask.mask=null,t.mask.postRenderWebGL(this,t._maskCamera)),this.pipelines.postBatchCamera(t),t.emit(s.POST_RENDER,t)},preRender:function(){if(!this.contextLost){var t=this.gl;if(t.bindFramebuffer(t.FRAMEBUFFER,null),this.config.clearBeforeRender){var e=this.config.backgroundColor;t.clearColor(e.redGL,e.greenGL,e.blueGL,e.alphaGL),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT|t.STENCIL_BUFFER_BIT)}t.enable(t.SCISSOR_TEST),this.currentScissor=this.defaultScissor,this.scissorStack.length=0,this.scissorStack.push(this.currentScissor),this.game.scene.customViewports&&t.scissor(0,this.drawingBufferHeight-this.height,this.width,this.height),this.currentMask.mask=null,this.currentCameraMask.mask=null,this.maskStack.length=0,this.textureFlush=0,this.emit(a.PRE_RENDER)}},render:function(t,e,i){if(!this.contextLost){var n=e.length;if(this.emit(a.RENDER,t,i),this.preRenderCamera(i),0===n)return this.setBlendMode(o.BlendModes.NORMAL),void this.postRenderCamera(i);this.currentType="";for(var s=this.currentMask,r=0;r<n;r++){this.finalType=r===n-1;var A=e[r],h=A.mask;s=this.currentMask,s.mask&&s.mask!==h&&s.mask.postRenderWebGL(this,s.camera),h&&s.mask!==h&&h.preRenderWebGL(this,A,i),A.blendMode!==this.currentBlendMode&&this.setBlendMode(A.blendMode);var l=A.type;l!==this.currentType&&(this.newType=!0,this.currentType=l),this.finalType?this.nextTypeMatch=!1:this.nextTypeMatch=e[r+1].type===this.currentType,A.renderWebGL(this,A,i),this.newType=!1}s=this.currentMask,s.mask&&s.mask.postRenderWebGL(this,s.camera),this.setBlendMode(o.BlendModes.NORMAL),this.postRenderCamera(i)}},postRender:function(){if(!this.contextLost){this.flush(),this.emit(a.POST_RENDER);var t=this.snapshotState;t.callback&&(m(this.canvas,t),t.callback=null),this.textureFlush>0&&(this.startActiveTexture++,this.currentActiveTexture=1)}},snapshot:function(t,e,i){return this.snapshotArea(0,0,this.gl.drawingBufferWidth,this.gl.drawingBufferHeight,t,e,i)},snapshotArea:function(t,e,i,n,s,r,o){var A=this.snapshotState;return A.callback=s,A.type=r,A.encoder=o,A.getPixel=!1,A.x=t,A.y=e,A.width=Math.min(i,this.gl.drawingBufferWidth),A.height=Math.min(n,this.gl.drawingBufferHeight),this},snapshotPixel:function(t,e,i){return this.snapshotArea(t,e,1,1,i),this.snapshotState.getPixel=!0,this},snapshotFramebuffer:function(t,e,i,n,s,r,o,A,a,h,l){void 0===s&&(s=!1),void 0===r&&(r=0),void 0===o&&(o=0),void 0===A&&(A=e),void 0===a&&(a=i);var c=this.currentFramebuffer;this.snapshotArea(r,o,A,a,n,h,l);var u=this.snapshotState;return u.getPixel=s,u.isFramebuffer=!0,u.bufferWidth=e,u.bufferHeight=i,this.setFramebuffer(t),m(this.canvas,u),this.setFramebuffer(c),u.callback=null,u.isFramebuffer=!1,this},canvasToTexture:function(t,e,i,n){return void 0===i&&(i=!1),void 0===n&&(n=!1),e?this.updateCanvasTexture(t,e,n):this.createCanvasTexture(t,i,n)},createCanvasTexture:function(t,e,i){void 0===e&&(e=!1),void 0===i&&(i=!1);var n=this.gl,s=n.NEAREST,r=n.NEAREST,o=t.width,A=t.height,a=n.CLAMP_TO_EDGE,h=l(o,A);return!e&&h&&(a=n.REPEAT),this.config.antialias&&(s=h?this.mipmapFilter:n.LINEAR,r=n.LINEAR),this.createTexture2D(0,s,r,a,a,n.RGBA,t,o,A,!0,!1,i)},updateCanvasTexture:function(t,e,i){void 0===i&&(i=!1);var n=this.gl,s=t.width,r=t.height;if(s>0&&r>0){n.activeTexture(n.TEXTURE0);var o=n.getParameter(n.TEXTURE_BINDING_2D);n.bindTexture(n.TEXTURE_2D,e),n.pixelStorei(n.UNPACK_FLIP_Y_WEBGL,i),n.pixelStorei(n.UNPACK_PREMULTIPLY_ALPHA_WEBGL,!0),n.texImage2D(n.TEXTURE_2D,0,n.RGBA,n.RGBA,n.UNSIGNED_BYTE,t),e.width=s,e.height=r,o&&n.bindTexture(n.TEXTURE_2D,o)}return e},createVideoTexture:function(t,e,i){void 0===e&&(e=!1),void 0===i&&(i=!1);var n=this.gl,s=n.NEAREST,r=n.NEAREST,o=t.videoWidth,A=t.videoHeight,a=n.CLAMP_TO_EDGE,h=l(o,A);return!e&&h&&(a=n.REPEAT),this.config.antialias&&(s=h?this.mipmapFilter:n.LINEAR,r=n.LINEAR),this.createTexture2D(0,s,r,a,a,n.RGBA,t,o,A,!0,!0,i)},updateVideoTexture:function(t,e,i){void 0===i&&(i=!1);var n=this.gl,s=t.videoWidth,r=t.videoHeight;if(s>0&&r>0){n.activeTexture(n.TEXTURE0);var o=n.getParameter(n.TEXTURE_BINDING_2D);n.bindTexture(n.TEXTURE_2D,e),n.pixelStorei(n.UNPACK_FLIP_Y_WEBGL,i),n.texImage2D(n.TEXTURE_2D,0,n.RGBA,n.RGBA,n.UNSIGNED_BYTE,t),e.width=s,e.height=r,o&&n.bindTexture(n.TEXTURE_2D,o)}return e},setTextureFilter:function(t,e){var i=this.gl,n=[i.LINEAR,i.NEAREST][e];i.activeTexture(i.TEXTURE0);var s=i.getParameter(i.TEXTURE_BINDING_2D);return i.bindTexture(i.TEXTURE_2D,t),i.texParameteri(i.TEXTURE_2D,i.TEXTURE_MIN_FILTER,n),i.texParameteri(i.TEXTURE_2D,i.TEXTURE_MAG_FILTER,n),s&&i.bindTexture(i.TEXTURE_2D,s),this},getMaxTextureSize:function(){return this.config.maxTextureSize},destroy:function(){this.canvas.removeEventListener("webglcontextlost",this.contextLostHandler,!1),this.canvas.removeEventListener("webglcontextrestored",this.contextRestoredHandler,!1);for(var t=this.gl,e=this.tempTextures,i=0;i<e.length;i++)t.deleteTexture(e[i]);this.pipelines.destroy(),this.removeAllListeners(),this.fboStack=[],this.maskStack=[],this.extensions={},this.textureIndexes=[],this.gl=null,this.game=null,this.canvas=null,this.contextLost=!0,this.currentMask=null,this.currentCameraMask=null}});t.exports=w},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(67),r=i(102),o=i(373),A=i(376),a=i(377),h=i(108),l=i(378),c=i(379),u=i(380),f=i(381),g=new n({initialize:function(t){this.game=t.game,this.renderer=t,this.classes=new r([[s.UTILITY_PIPELINE,f],[s.MULTI_PIPELINE,h],[s.BITMAPMASK_PIPELINE,o],[s.SINGLE_PIPELINE,u],[s.ROPE_PIPELINE,c],[s.LIGHT_PIPELINE,a],[s.POINTLIGHT_PIPELINE,l],[s.GRAPHICS_PIPELINE,A]]),this.postPipelineClasses=new r,this.pipelines=new r,this.current=null,this.previous=null,this.MULTI_PIPELINE=null,this.BITMAPMASK_PIPELINE=null,this.UTILITY_PIPELINE=null,this.fullFrame1,this.fullFrame2,this.halfFrame1,this.halfFrame2},boot:function(t){var e,i,n=this,r=this.game;if(this.classes.each((function(t,i){e=n.add(t,new i({game:r})),t===s.UTILITY_PIPELINE&&(n.UTILITY_PIPELINE=e,n.fullFrame1=e.fullFrame1,n.fullFrame2=e.fullFrame2,n.halfFrame1=e.halfFrame1,n.halfFrame2=e.halfFrame2)})),this.MULTI_PIPELINE=this.get(s.MULTI_PIPELINE),this.BITMAPMASK_PIPELINE=this.get(s.BITMAPMASK_PIPELINE),t)for(i in t){var o=t[i];e=new o(r),e.isPostFX?this.postPipelineClasses.set(i,o):this.has(i)||(this.classes.set(i,o),this.add(i,e))}},add:function(t,e){if(!e.isPostFX){var i=this.pipelines,n=this.renderer;return i.has(t)?console.warn("Pipeline exists: "+t):(e.name=t,e.manager=this,i.set(t,e)),e.hasBooted||e.boot(),0!==n.width&&0!==n.height&&e.resize(n.width,n.height),e}console.warn(t+" is a Post Pipeline. Use `addPostPipeline` instead")},addPostPipeline:function(t,e){this.postPipelineClasses.has(t)||this.postPipelineClasses.set(t,e)},flush:function(){this.current&&this.current.flush()},has:function(t){var e=this.pipelines;return"string"===typeof t?e.has(t):!!e.contains(t)},get:function(t){var e=this.pipelines;return"string"===typeof t?e.get(t):e.contains(t)?t:void 0},getPostPipeline:function(t,e){var i,n=this.postPipelineClasses;if("string"===typeof t?i=n.get(t):"function"===typeof t?n.contains(t)&&(i=t):"object"===typeof t&&(i=n.get(t.name)),i){var s=new i(this.game);return e&&(s.gameObject=e),s}},remove:function(t,e,i){void 0===e&&(e=!0),void 0===i&&(i=!0),this.pipelines.delete(t),e&&this.classes.delete(t),i&&this.postPipelineClasses.delete(t)},set:function(t,e,i){if(!t.isPostFX)return this.isCurrent(t,i)||(this.flush(),this.current&&this.current.unbind(),this.current=t,t.bind(i)),t.updateProjectionMatrix(),t.onBind(e),t},preBatch:function(t){if(t.hasPostPipeline){this.flush();for(var e=t.postPipelines,i=e.length-1;i>=0;i--){var n=e[i];n.active&&n.preBatch(t)}}},postBatch:function(t){if(t.hasPostPipeline){this.flush();for(var e=t.postPipelines,i=0;i<e.length;i++){var n=e[i];n.active&&n.postBatch(t)}}},preBatchCamera:function(t){if(t.hasPostPipeline){this.flush();for(var e=t.postPipelines,i=e.length-1;i>=0;i--){var n=e[i];n.active&&n.preBatch(t)}}},postBatchCamera:function(t){if(t.hasPostPipeline){this.flush();for(var e=t.postPipelines,i=0;i<e.length;i++){var n=e[i];n.active&&n.postBatch(t)}}},isCurrent:function(t,e){var i=this.renderer,n=this.current;return n&&!e&&(e=n.currentShader),!(n!==t||e.program!==i.currentProgram)},copyFrame:function(t,e,i,n,s){return this.setUtility(this.UTILITY_PIPELINE.copyShader).copyFrame(t,e,i,n,s),this},copyToGame:function(t){return this.setUtility(this.UTILITY_PIPELINE.copyShader).copyToGame(t),this},drawFrame:function(t,e,i,n){return this.setUtility(this.UTILITY_PIPELINE.colorMatrixShader).drawFrame(t,e,i,n),this},blendFrames:function(t,e,i,n,s){return this.setUtility(this.UTILITY_PIPELINE.linearShader).blendFrames(t,e,i,n,s),this},blendFramesAdditive:function(t,e,i,n,s){return this.setUtility(this.UTILITY_PIPELINE.addShader).blendFramesAdditive(t,e,i,n,s),this},clearFrame:function(t,e){return this.UTILITY_PIPELINE.clearFrame(t,e),this},blitFrame:function(t,e,i,n,s,r){return this.setUtility(this.UTILITY_PIPELINE.copyShader).blitFrame(t,e,i,n,s,r),this},copyFrameRect:function(t,e,i,n,s,r,o,A){return this.UTILITY_PIPELINE.copyFrameRect(t,e,i,n,s,r,o,A),this},forceZero:function(){return this.current&&this.current.forceZero},setMulti:function(){return this.set(this.MULTI_PIPELINE)},setUtility:function(t){return this.UTILITY_PIPELINE.bind(t)},rebind:function(t){void 0===t&&this.previous&&(t=this.previous);var e=this.renderer,i=e.gl;i.disable(i.DEPTH_TEST),i.disable(i.CULL_FACE),e.hasActiveStencilMask()?i.clear(i.DEPTH_BUFFER_BIT):(i.disable(i.STENCIL_TEST),i.clear(i.DEPTH_BUFFER_BIT|i.STENCIL_BUFFER_BIT)),i.viewport(0,0,e.width,e.height),e.currentProgram=null,e.setBlendMode(0,!0);var n=this.pipelines.entries;for(var s in n)n[s].glReset=!0;t&&(this.current=t,t.rebind()),e.resetTextures()},clear:function(){var t=this.renderer;this.flush(),this.current?(this.current.unbind(),this.previous=this.current,this.current=null):this.previous=null,t.currentProgram=null,t.setBlendMode(0,!0)},destroy:function(){this.flush(),this.classes.clear(),this.postPipelineClasses.clear(),this.pipelines.clear(),this.renderer=null,this.game=null,this.classes=null,this.postPipelineClasses=null,this.pipelines=null,this.current=null,this.previous=null}});t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=i(866),o=i(867),A=i(107),a=i(58),h=new n({Extends:a,initialize:function(t){t.fragShader=s(t,"fragShader",r),t.vertShader=s(t,"vertShader",o),t.batchSize=s(t,"batchSize",1),t.vertices=s(t,"vertices",[-1,1,-1,-7,7,1]),t.attributes=s(t,"attributes",[{name:"inPosition",size:2,type:A.FLOAT}]),a.call(this,t)},boot:function(){a.prototype.boot.call(this),this.set1i("uMainSampler",0),this.set1i("uMaskSampler",1)},resize:function(t,e){a.prototype.resize.call(this,t,e),this.set2f("uResolution",t,e)},beginMask:function(t,e,i){var n=this.gl;if(t.bitmapMask&&n){var s=this.renderer;s.flush(),s.pushFramebuffer(t.mainFramebuffer),n.disable(n.STENCIL_TEST),n.clearColor(0,0,0,0),n.clear(n.COLOR_BUFFER_BIT),s.currentCameraMask.mask!==t&&(s.currentMask.mask=t,s.currentMask.camera=i)}},endMask:function(t,e){var i=this.gl,n=this.renderer,s=t.bitmapMask;if(s&&i){n.flush(),n.pushFramebuffer(t.maskFramebuffer),i.clearColor(0,0,0,0),i.clear(i.COLOR_BUFFER_BIT),n.setBlendMode(0,!0),s.renderWebGL(n,s,e),n.flush(),n.popFramebuffer(),n.popFramebuffer();var r=n.getCurrentStencilMask();r?(i.enable(i.STENCIL_TEST),r.mask.applyStencil(n,r.camera,!0)):n.currentMask.mask=null,n.pipelines.set(this),i.activeTexture(i.TEXTURE1),i.bindTexture(i.TEXTURE_2D,t.maskTexture),i.activeTexture(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,t.mainTexture),this.set1i("uInvertMaskAlpha",t.invertAlpha),i.drawArrays(this.topology,0,3),n.resetTextures()}}});t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={AFTER_FLUSH:i(868),BEFORE_FLUSH:i(869),BIND:i(870),BOOT:i(871),DESTROY:i(872),REBIND:i(873),RESIZE:i(874)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=i(107),o=new n({initialize:function(t,e,i,n,s){this.pipeline=t,this.name=e,this.renderer=t.renderer,this.gl=this.renderer.gl,this.program=this.renderer.createProgram(i,n),this.attributes,this.vertexComponentCount=0,this.vertexSize=0,this.uniforms={},this.createAttributes(s),this.createUniforms()},createAttributes:function(t){var e=0,i=0,n=[];this.vertexComponentCount=0;for(var o=0;o<t.length;o++){var A=t[o],a=A.name,h=s(A,"size",1),l=s(A,"type",r.FLOAT),c=l.enum,u=l.size,f=!!A.normalized;n.push({name:a,size:h,type:c,normalized:f,offset:i,enabled:!1,location:-1}),4===u?e+=h:e++,i+=h*u}this.vertexSize=i,this.vertexComponentCount=e,this.attributes=n},bind:function(t,e){return void 0===t&&(t=!1),void 0===e&&(e=!1),e&&this.pipeline.flush(),this.renderer.setProgram(this.program),t&&this.setAttribPointers(),this},rebind:function(){return this.renderer.setProgram(this.program),this.setAttribPointers(!0),this},setAttribPointers:function(t){void 0===t&&(t=!1);for(var e=this.gl,i=this.vertexSize,n=this.attributes,s=this.program,r=0;r<n.length;r++){var o=n[r],A=o.size,a=o.type,h=o.offset,l=o.enabled,c=o.location,u=!!o.normalized;if(t){var f=e.getAttribLocation(s,o.name);f>=0?(e.enableVertexAttribArray(f),e.vertexAttribPointer(f,A,a,u,i,h),o.enabled=!0,o.location=f):-1!==f&&e.disableVertexAttribArray(f)}else l?e.vertexAttribPointer(c,A,a,u,i,h):!l&&c>-1&&(e.disableVertexAttribArray(c),o.location=-1)}return this},createUniforms:function(){var t,e,i,n=this.gl,s=this.program,r=this.uniforms,o=n.getProgramParameter(s,n.ACTIVE_UNIFORMS);for(t=0;t<o;t++){var A=n.getActiveUniform(s,t);if(A){e=A.name,i=n.getUniformLocation(s,e),null!==i&&(r[e]={name:e,location:i,value1:null,value2:null,value3:null,value4:null});var a=e.indexOf("[");a>0&&(e=e.substr(0,a),r.hasOwnProperty(e)||(i=n.getUniformLocation(s,e),null!==i&&(r[e]={name:e,location:i,value1:null,value2:null,value3:null,value4:null})))}}return this},hasUniform:function(t){return this.uniforms.hasOwnProperty(t)},resetUniform:function(t){var e=this.uniforms[t];return e&&(e.value1=null,e.value2=null,e.value3=null,e.value4=null),this},setUniform1:function(t,e,i){var n=this.uniforms[e];return n?(n.value1!==i&&(n.value1=i,this.renderer.setProgram(this.program),t.call(this.gl,n.location,i),this.pipeline.currentShader=this),this):this},setUniform2:function(t,e,i,n){var s=this.uniforms[e];return s?(s.value1===i&&s.value2===n||(s.value1=i,s.value2=n,this.renderer.setProgram(this.program),t.call(this.gl,s.location,i,n),this.pipeline.currentShader=this),this):this},setUniform3:function(t,e,i,n,s){var r=this.uniforms[e];return r?(r.value1===i&&r.value2===n&&r.value3===s||(r.value1=i,r.value2=n,r.value3=s,this.renderer.setProgram(this.program),t.call(this.gl,r.location,i,n,s),this.pipeline.currentShader=this),this):this},setUniform4:function(t,e,i,n,s,r){var o=this.uniforms[e];return o?(o.value1===i&&o.value2===n&&o.value3===s&&o.value4===r||(o.value1=i,o.value2=n,o.value3=s,o.value4=r,this.renderer.setProgram(this.program),t.call(this.gl,o.location,i,n,s,r),this.pipeline.currentShader=this),this):this},set1f:function(t,e){return this.setUniform1(this.gl.uniform1f,t,e)},set2f:function(t,e,i){return this.setUniform2(this.gl.uniform2f,t,e,i)},set3f:function(t,e,i,n){return this.setUniform3(this.gl.uniform3f,t,e,i,n)},set4f:function(t,e,i,n,s){return this.setUniform4(this.gl.uniform4f,t,e,i,n,s)},set1fv:function(t,e){return this.setUniform1(this.gl.uniform1fv,t,e)},set2fv:function(t,e){return this.setUniform1(this.gl.uniform2fv,t,e)},set3fv:function(t,e){return this.setUniform1(this.gl.uniform3fv,t,e)},set4fv:function(t,e){return this.setUniform1(this.gl.uniform4fv,t,e)},set1iv:function(t,e){return this.setUniform1(this.gl.uniform1iv,t,e)},set2iv:function(t,e){return this.setUniform1(this.gl.uniform2iv,t,e)},set3iv:function(t,e){return this.setUniform1(this.gl.uniform3iv,t,e)},set4iv:function(t,e){return this.setUniform1(this.gl.uniform4iv,t,e)},set1i:function(t,e){return this.setUniform1(this.gl.uniform1i,t,e)},set2i:function(t,e,i){return this.setUniform2(this.gl.uniform2i,t,e,i)},set3i:function(t,e,i,n){return this.setUniform3(this.gl.uniform3i,t,e,i,n)},set4i:function(t,e,i,n,s){return this.setUniform4(this.gl.uniform4i,t,e,i,n,s)},setMatrix2fv:function(t,e,i){return this.setUniform2(this.gl.uniformMatrix2fv,t,e,i)},setMatrix3fv:function(t,e,i){return this.setUniform2(this.gl.uniformMatrix3fv,t,e,i)},setMatrix4fv:function(t,e,i){return this.setUniform2(this.gl.uniformMatrix4fv,t,e,i)},destroy:function(){this.gl.deleteProgram(this.program),this.pipeline=null,this.renderer=null,this.gl=null,this.program=null,this.attributes=null,this.uniforms=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(70),r=i(2),o=i(875),A=i(876),a=i(25),h=i(107),l=i(58),c=new n({Extends:l,initialize:function(t){t.fragShader=r(t,"fragShader",o),t.vertShader=r(t,"vertShader",A),t.attributes=r(t,"attributes",[{name:"inPosition",size:2},{name:"inColor",size:4,type:h.UNSIGNED_BYTE,normalized:!0}]),l.call(this,t),this.calcMatrix=new a,this.tempTriangle=[{x:0,y:0,width:0},{x:0,y:0,width:0},{x:0,y:0,width:0},{x:0,y:0,width:0}],this.strokeTint={TL:0,TR:0,BL:0,BR:0},this.fillTint={TL:0,TR:0,BL:0,BR:0},this.currentFrame={u0:0,v0:0,u1:1,v1:1},this.firstQuad=[0,0,0,0,0],this.prevQuad=[0,0,0,0,0],this.polygonCache=[]},batchFillRect:function(t,e,i,n,s,r){this.renderer.pipelines.set(this);var o=this.calcMatrix;r&&r.multiply(s,o);var A=t+i,a=e+n,h=o.getX(t,e),l=o.getY(t,e),c=o.getX(t,a),u=o.getY(t,a),f=o.getX(A,a),g=o.getY(A,a),d=o.getX(A,e),p=o.getY(A,e),v=this.fillTint;this.batchQuad(h,l,c,u,f,g,d,p,v.TL,v.TR,v.BL,v.BR)},batchFillTriangle:function(t,e,i,n,s,r,o,A){this.renderer.pipelines.set(this);var a=this.calcMatrix;A&&A.multiply(o,a);var h=a.getX(t,e),l=a.getY(t,e),c=a.getX(i,n),u=a.getY(i,n),f=a.getX(s,r),g=a.getY(s,r),d=this.fillTint;this.batchTri(h,l,c,u,f,g,d.TL,d.TR,d.BL)},batchStrokeTriangle:function(t,e,i,n,s,r,o,A,a){var h=this.tempTriangle;h[0].x=t,h[0].y=e,h[0].width=o,h[1].x=i,h[1].y=n,h[1].width=o,h[2].x=s,h[2].y=r,h[2].width=o,h[3].x=t,h[3].y=e,h[3].width=o,this.batchStrokePath(h,o,!1,A,a)},batchFillPath:function(t,e,i){this.renderer.pipelines.set(this);var n=this.calcMatrix;i&&i.multiply(e,n);for(var r,o,A=t.length,a=this.polygonCache,h=this.fillTint.TL,l=this.fillTint.TR,c=this.fillTint.BL,u=0;u<A;++u)o=t[u],a.push(o.x,o.y);r=s(a),A=r.length;for(var f=0;f<A;f+=3){var g=2*r[f+0],d=2*r[f+1],p=2*r[f+2],v=a[g+0],m=a[g+1],w=a[d+0],B=a[d+1],y=a[p+0],x=a[p+1],C=n.getX(v,m),E=n.getY(v,m),I=n.getX(w,B),D=n.getY(w,B),P=n.getX(y,x),b=n.getY(y,x);this.batchTri(C,E,I,D,P,b,h,l,c)}a.length=0},batchStrokePath:function(t,e,i,n,s){this.renderer.pipelines.set(this),this.prevQuad[4]=0,this.firstQuad[4]=0;for(var r=t.length-1,o=0;o<r;o++){var A=t[o],a=t[o+1];this.batchLine(A.x,A.y,a.x,a.y,A.width/2,a.width/2,e,o,!i&&o===r-1,n,s)}},batchLine:function(t,e,i,n,s,r,o,A,a,h,l){this.renderer.pipelines.set(this);var c=this.calcMatrix;l&&l.multiply(h,c);var u=i-t,f=n-e,g=Math.sqrt(u*u+f*f),d=s*(n-e)/g,p=s*(t-i)/g,v=r*(n-e)/g,m=r*(t-i)/g,w=i-v,B=n-m,y=t-d,x=e-p,C=i+v,E=n+m,I=t+d,D=e+p,P=c.getX(w,B),b=c.getY(w,B),M=c.getX(y,x),O=c.getY(y,x),Q=c.getX(C,E),T=c.getY(C,E),S=c.getX(I,D),R=c.getY(I,D),k=this.strokeTint,z=k.TL,L=k.TR,H=k.BL,G=k.BR;if(this.batchQuad(S,R,M,O,P,b,Q,T,z,L,H,G),!(o<=2)){var F=this.prevQuad,Y=this.firstQuad;A>0&&F[4]?this.batchQuad(S,R,M,O,F[0],F[1],F[2],F[3],z,L,H,G):(Y[0]=S,Y[1]=R,Y[2]=M,Y[3]=O,Y[4]=1),a&&Y[4]?this.batchQuad(P,b,Q,T,Y[0],Y[1],Y[2],Y[3],z,L,H,G):(F[0]=P,F[1]=b,F[2]=Q,F[3]=T,F[4]=1)}},batchVert:function(t,e,i){var n=this.vertexViewF32,s=this.vertexViewU32,r=this.vertexCount*this.currentShader.vertexComponentCount-1;n[++r]=t,n[++r]=e,s[++r]=i,this.vertexCount++},batchQuad:function(t,e,i,n,s,r,o,A,a,h,l,c){var u=!1;return this.shouldFlush(6)&&(this.flush(),u=!0),this.batchVert(t,e,a),this.batchVert(i,n,l),this.batchVert(s,r,c),this.batchVert(t,e,a),this.batchVert(s,r,c),this.batchVert(o,A,h),u},batchTri:function(t,e,i,n,s,r,o,A,a){var h=!1;return this.shouldFlush(3)&&(this.flush(),h=!0),this.batchVert(t,e,o),this.batchVert(i,n,A),this.batchVert(s,r,a),h},destroy:function(){return l.prototype.destroy.call(this),this.polygonCache=null,this}});t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=i(877),o=i(108),A=i(3),a=i(58),h=10,l=new A,c=new n({Extends:o,initialize:function(t){h=t.game.renderer.config.maxLights;for(var e=s(t,"fragShader",r),i=[],n=1;n<=h;n++)i.push({name:"lights"+n,fragShader:e.replace("%LIGHT_COUNT%",n.toString())});t.shaders=i,o.call(this,t),this.inverseRotationMatrix=new Float32Array([1,0,0,0,1,0,0,0,1]),this.defaultNormalMap,this.lightsActive=!0},boot:function(){a.prototype.boot.call(this);var t=this.gl,e=t.createTexture();t.activeTexture(t.TEXTURE0),t.bindTexture(t.TEXTURE_2D,e),t.texImage2D(t.TEXTURE_2D,0,t.RGBA,1,1,0,t.RGBA,t.UNSIGNED_BYTE,new Uint8Array([127,127,255,255])),this.defaultNormalMap={glTexture:e};for(var i=0;i<this.shaders.length;i++)this["lightShader"+(i+1)]=this.shaders[i]},onRender:function(t,e){var i=t.sys.lights;if(this.lightsActive=!1,i&&i.active){var n=i.getLights(e),s=n.length;if(0!==s){var r;this.lightsActive=!0,this.setShader(this["lightShader"+s],!0);var o=this.renderer,A=o.height,a=e.matrix;for(this.set1i("uMainSampler",0),this.set1i("uNormSampler",1),this.set2f("uResolution",this.width/2,this.height/2),this.set4f("uCamera",e.x,e.y,e.rotation,e.zoom),this.set3f("uAmbientLightColor",i.ambientColor.r,i.ambientColor.g,i.ambientColor.b),r=0;r<s;r++){var h=n[r].light,c=h.color,u="uLights["+r+"].";a.transformPoint(h.x,h.y,l),this.set2f(u+"position",l.x-e.scrollX*h.scrollFactorX*e.zoom,A-(l.y-e.scrollY*h.scrollFactorY*e.zoom)),this.set3f(u+"color",c.r,c.g,c.b),this.set1f(u+"intensity",h.intensity),this.set1f(u+"radius",h.radius)}this.currentNormalMapRotation=null}}},setNormalMapRotation:function(t){if(t!==this.currentNormalMapRotation||0===this.vertexCount){this.vertexCount>0&&this.flush();var e=this.inverseRotationMatrix;if(t){var i=-t,n=Math.cos(i),s=Math.sin(i);e[1]=s,e[3]=-s,e[0]=e[4]=n}else e[0]=e[4]=1,e[1]=e[3]=0;this.setMatrix3fv("uInverseRotationMatrix",!1,e),this.currentNormalMapRotation=t}},setTexture2D:function(t,e){var i=this.renderer;void 0===t&&(t=i.tempTextures[0]);var n=this.getNormalMap(e);i.isNewNormalMap(t,n)&&(this.flush(),i.setTextureZero(t),i.setNormalMap(n));var s=e?e.rotation:0;return this.setNormalMapRotation(s),this.currentUnit=0,0},setGameObject:function(t,e){void 0===e&&(e=t.frame);var i=this.renderer,n=e.glTexture,s=this.getNormalMap(t);return i.isNewNormalMap()&&(this.flush(),i.setTextureZero(n),i.setNormalMap(s)),this.setNormalMapRotation(t.rotation),this.currentUnit=0,0},getNormalMap:function(t){var e;return t?t.displayTexture?e=t.displayTexture.dataSource[t.displayFrame.sourceIndex]:t.texture?e=t.texture.dataSource[t.frame.sourceIndex]:t.tileset&&(e=Array.isArray(t.tileset)?t.tileset[0].image.dataSource[0]:t.tileset.image.dataSource[0]):e=this.defaultNormalMap,e||(e=this.defaultNormalMap),e.glTexture},batchSprite:function(t,e,i){this.lightsActive&&o.prototype.batchSprite.call(this,t,e,i)},batchTexture:function(t,e,i,n,s,r,A,a,h,l,c,u,f,g,d,p,v,m,w,B,y,x,C,E,I,D,P,b,M,O,Q,T){this.lightsActive&&o.prototype.batchTexture.call(this,t,e,i,n,s,r,A,a,h,l,c,u,f,g,d,p,v,m,w,B,y,x,C,E,I,D,P,b,M,O,Q,T)},batchTextureFrame:function(t,e,i,n,s,r,A){this.lightsActive&&o.prototype.batchTextureFrame.call(this,t,e,i,n,s,r,A)}});c.LIGHT_COUNT=h,t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=i(880),o=i(881),A=i(58),a=new n({Extends:A,initialize:function(t){t.vertShader=s(t,"vertShader",o),t.fragShader=s(t,"fragShader",r),t.attributes=s(t,"attributes",[{name:"inPosition",size:2},{name:"inLightPosition",size:2},{name:"inLightRadius"},{name:"inLightAttenuation"},{name:"inLightColor",size:4}]),A.call(this,t)},onRender:function(t,e){this.set2f("uResolution",this.width,this.height),this.set1f("uCameraZoom",e.zoom)},batchPointLight:function(t,e,i,n,s,r,o,A,a,h,l,c){var u=t.color,f=t.intensity,g=t.radius,d=t.attenuation,p=u.r*f,v=u.g*f,m=u.b*f,w=e.alpha*t.alpha;this.shouldFlush(6)&&this.flush(),this.batchLightVert(i,n,l,c,g,d,p,v,m,w),this.batchLightVert(s,r,l,c,g,d,p,v,m,w),this.batchLightVert(o,A,l,c,g,d,p,v,m,w),this.batchLightVert(i,n,l,c,g,d,p,v,m,w),this.batchLightVert(o,A,l,c,g,d,p,v,m,w),this.batchLightVert(a,h,l,c,g,d,p,v,m,w)},batchLightVert:function(t,e,i,n,s,r,o,A,a,h){var l=this.vertexViewF32,c=this.vertexCount*this.currentShader.vertexComponentCount-1;l[++c]=t,l[++c]=e,l[++c]=i,l[++c]=n,l[++c]=s,l[++c]=r,l[++c]=o,l[++c]=A,l[++c]=a,l[++c]=h,this.vertexCount++}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=i(108),o=new n({Extends:r,initialize:function(t){t.topology=5,t.batchSize=s(t,"batchSize",256),r.call(this,t)}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=i(108),o=i(882),A=i(883),a=i(58),h=new n({Extends:r,initialize:function(t){t.fragShader=s(t,"fragShader",o),t.vertShader=s(t,"vertShader",A),t.forceZero=!0,r.call(this,t)},boot:function(){a.prototype.boot.call(this),this.set1i("uMainSampler",0)}});t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(884),s=i(35),r=i(0),o=i(198),A=i(885),a=i(886),h=i(2),l=i(887),c=i(382),u=i(58),f=new r({Extends:u,initialize:function(t){t.renderTarget=h(t,"renderTarget",[{scale:1},{scale:1},{scale:.5},{scale:.5}]),t.vertShader=h(t,"vertShader",c),t.shaders=h(t,"shaders",[{name:"Copy",fragShader:a},{name:"AddBlend",fragShader:n},{name:"LinearBlend",fragShader:l},{name:"ColorMatrix",fragShader:A}]),t.attributes=h(t,"attributes",[{name:"inPosition",size:2},{name:"inTexCoord",size:2}]),t.vertices=[-1,-1,0,0,-1,1,0,1,1,1,1,1,-1,-1,0,0,1,1,1,1,1,-1,1,0],t.batchSize=1,u.call(this,t),this.colorMatrix=new o,this.copyShader,this.addShader,this.linearShader,this.colorMatrixShader,this.fullFrame1,this.fullFrame2,this.halfFrame1,this.halfFrame2},boot:function(){u.prototype.boot.call(this);var t=this.shaders,e=this.renderTargets;this.copyShader=t[0],this.addShader=t[1],this.linearShader=t[2],this.colorMatrixShader=t[3],this.fullFrame1=e[0],this.fullFrame2=e[1],this.halfFrame1=e[2],this.halfFrame2=e[3]},copyFrame:function(t,e,i,n,s){void 0===i&&(i=1),void 0===n&&(n=!0),void 0===s&&(s=!0);var r=this.gl;this.setShader(this.copyShader),this.set1i("uMainSampler",0),this.set1f("uBrightness",i),r.activeTexture(r.TEXTURE0),r.bindTexture(r.TEXTURE_2D,t.texture),e?(r.viewport(0,0,e.width,e.height),r.bindFramebuffer(r.FRAMEBUFFER,e.framebuffer),r.framebufferTexture2D(r.FRAMEBUFFER,r.COLOR_ATTACHMENT0,r.TEXTURE_2D,e.texture,0)):r.viewport(0,0,t.width,t.height),n&&(s?r.clearColor(0,0,0,0):r.clearColor(0,0,0,1),r.clear(r.COLOR_BUFFER_BIT)),r.bufferData(r.ARRAY_BUFFER,this.vertexData,r.STATIC_DRAW),r.drawArrays(r.TRIANGLES,0,6),r.bindFramebuffer(r.FRAMEBUFFER,null),r.bindTexture(r.TEXTURE_2D,null)},blitFrame:function(t,e,i,n,r,o){void 0===i&&(i=1),void 0===n&&(n=!0),void 0===r&&(r=!0),void 0===o&&(o=!1);var A=this.gl;if(this.setShader(this.copyShader),this.set1i("uMainSampler",0),this.set1f("uBrightness",i),A.activeTexture(A.TEXTURE0),A.bindTexture(A.TEXTURE_2D,t.texture),t.height>e.height)A.viewport(0,0,t.width,t.height),this.setTargetUVs(t,e);else{var a=e.height-t.height;A.viewport(0,a,t.width,t.height)}if(A.bindFramebuffer(A.FRAMEBUFFER,e.framebuffer),A.framebufferTexture2D(A.FRAMEBUFFER,A.COLOR_ATTACHMENT0,A.TEXTURE_2D,e.texture,0),n&&(r?A.clearColor(0,0,0,0):A.clearColor(0,0,0,1),A.clear(A.COLOR_BUFFER_BIT)),o){var h=this.renderer.currentBlendMode;this.renderer.setBlendMode(s.ERASE)}A.bufferData(A.ARRAY_BUFFER,this.vertexData,A.STATIC_DRAW),A.drawArrays(A.TRIANGLES,0,6),o&&this.renderer.setBlendMode(h),A.bindFramebuffer(A.FRAMEBUFFER,null),A.bindTexture(A.TEXTURE_2D,null),this.resetUVs()},copyFrameRect:function(t,e,i,n,s,r,o,A){void 0===o&&(o=!0),void 0===A&&(A=!0);var a=this.gl;a.bindFramebuffer(a.FRAMEBUFFER,t.framebuffer),a.framebufferTexture2D(a.FRAMEBUFFER,a.COLOR_ATTACHMENT0,a.TEXTURE_2D,t.texture,0),o&&(A?a.clearColor(0,0,0,0):a.clearColor(0,0,0,1),a.clear(a.COLOR_BUFFER_BIT)),a.activeTexture(a.TEXTURE0),a.bindTexture(a.TEXTURE_2D,e.texture),a.copyTexSubImage2D(a.TEXTURE_2D,0,0,0,i,n,s,r),a.bindFramebuffer(a.FRAMEBUFFER,null),a.bindTexture(a.TEXTURE_2D,null)},copyToGame:function(t){var e=this.gl;this.setShader(this.copyShader),this.set1i("uMainSampler",0),this.set1f("uBrightness",1),this.renderer.popFramebuffer(),e.activeTexture(e.TEXTURE0),e.bindTexture(e.TEXTURE_2D,t.texture),e.bufferData(e.ARRAY_BUFFER,this.vertexData,e.STATIC_DRAW),e.drawArrays(e.TRIANGLES,0,6),this.renderer.resetTextures()},drawFrame:function(t,e,i,n){void 0===i&&(i=!0),void 0===n&&(n=this.colorMatrix);var s=this.gl;this.setShader(this.colorMatrixShader),this.set1i("uMainSampler",0),this.set1fv("uColorMatrix",n.getData()),this.set1f("uAlpha",n.alpha),s.activeTexture(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,t.texture),e?(s.viewport(0,0,e.width,e.height),s.bindFramebuffer(s.FRAMEBUFFER,e.framebuffer),s.framebufferTexture2D(s.FRAMEBUFFER,s.COLOR_ATTACHMENT0,s.TEXTURE_2D,e.texture,0)):s.viewport(0,0,t.width,t.height),i?s.clearColor(0,0,0,0):s.clearColor(0,0,0,1),s.clear(s.COLOR_BUFFER_BIT),s.bufferData(s.ARRAY_BUFFER,this.vertexData,s.STATIC_DRAW),s.drawArrays(s.TRIANGLES,0,6),s.bindFramebuffer(s.FRAMEBUFFER,null),s.bindTexture(s.TEXTURE_2D,null)},blendFrames:function(t,e,i,n,s,r){void 0===n&&(n=1),void 0===s&&(s=!0),void 0===r&&(r=this.linearShader);var o=this.gl;this.setShader(r),this.set1i("uMainSampler1",0),this.set1i("uMainSampler2",1),this.set1f("uStrength",n),o.activeTexture(o.TEXTURE0),o.bindTexture(o.TEXTURE_2D,t.texture),o.activeTexture(o.TEXTURE1),o.bindTexture(o.TEXTURE_2D,e.texture),i?(o.bindFramebuffer(o.FRAMEBUFFER,i.framebuffer),o.framebufferTexture2D(o.FRAMEBUFFER,o.COLOR_ATTACHMENT0,o.TEXTURE_2D,i.texture,0),o.viewport(0,0,i.width,i.height)):o.viewport(0,0,t.width,t.height),s?o.clearColor(0,0,0,0):o.clearColor(0,0,0,1),o.clear(o.COLOR_BUFFER_BIT),o.bufferData(o.ARRAY_BUFFER,this.vertexData,o.STATIC_DRAW),o.drawArrays(o.TRIANGLES,0,6),o.bindFramebuffer(o.FRAMEBUFFER,null),o.bindTexture(o.TEXTURE_2D,null)},blendFramesAdditive:function(t,e,i,n,s){this.blendFrames(t,e,i,n,s,this.addShader)},clearFrame:function(t,e){void 0===e&&(e=!0);var i=this.gl;i.viewport(0,0,t.width,t.height),i.bindFramebuffer(i.FRAMEBUFFER,t.framebuffer),e?i.clearColor(0,0,0,0):i.clearColor(0,0,0,1),i.clear(i.COLOR_BUFFER_BIT);var n=this.renderer.currentFramebuffer;i.bindFramebuffer(i.FRAMEBUFFER,n)},setUVs:function(t,e,i,n,s,r,o,A){var a=this.vertexViewF32;a[2]=t,a[3]=e,a[6]=i,a[7]=n,a[10]=s,a[11]=r,a[14]=t,a[15]=e,a[18]=s,a[19]=r,a[22]=o,a[23]=A},setTargetUVs:function(t,e){var i=e.height/t.height;i=i>.5?.5-(i-.5):.5-i+.5,this.setUVs(0,i,0,1+i,1,1+i,1,i)},flipX:function(){this.setUVs(1,0,1,1,0,1,0,0)},flipY:function(){this.setUVs(0,1,0,0,1,0,1,1)},resetUVs:function(){this.setUVs(0,0,0,1,1,1,1,0)}});t.exports=f},function(t,e){t.exports=["#define SHADER_NAME PHASER_QUAD_VS","","precision mediump float;","","attribute vec2 inPosition;","attribute vec2 inTexCoord;","","varying vec2 outFragCoord;","varying vec2 outTexCoord;","","void main ()","{","    outFragCoord = inPosition.xy * 0.5 + 0.5;","    outTexCoord = inTexCoord;","","    gl_Position = vec4(inPosition, 0, 1);","}",""].join("\n")},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(31),s=i(38),r=i(2),o=function(t,e){var i=t.getContext("experimental-webgl"),o=r(e,"callback"),A=r(e,"type","image/png"),a=r(e,"encoder",.92),h=r(e,"x",0),l=r(e,"y",0),c=r(e,"getPixel",!1),u=r(e,"isFramebuffer",!1),f=u?r(e,"bufferWidth",1):i.drawingBufferWidth,g=u?r(e,"bufferHeight",1):i.drawingBufferHeight;if(c){var d=new Uint8Array(4),p=u?l:g-l;i.readPixels(h,p,1,1,i.RGBA,i.UNSIGNED_BYTE,d),o.call(null,new s(d[0],d[1],d[2],d[3]/255))}else{var v=r(e,"width",f),m=r(e,"height",g),w=v*m*4,B=new Uint8Array(w);i.readPixels(h,g-l-m,v,m,i.RGBA,i.UNSIGNED_BYTE,B);for(var y=n.createWebGL(this,v,m),x=y.getContext("2d"),C=x.getImageData(0,0,v,m),E=C.data,I=0;I<m;I++)for(var D=0;D<v;D++){var P=4*((m-I-1)*v+D),b=4*(I*v+D);E[b+0]=B[P+0],E[b+1]=B[P+1],E[b+2]=B[P+2],E[b+3]=B[P+3]}x.putImageData(C,0,0);var M=new Image;M.onerror=function(){o.call(null),n.remove(y)},M.onload=function(){o.call(null,M),n.remove(y)},M.src=y.toDataURL(A,a)}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(33),s=function(t){var e=t.config;if(!e.hideBanner){var i="WebGL";e.renderType===n.CANVAS?i="Canvas":e.renderType===n.HEADLESS&&(i="Headless");var s,r=e.audio,o=t.device.audio;if(s=o.webAudio&&!r.disableWebAudio?"Web Audio":r.noAudio||!o.webAudio&&!o.audioData?"No Audio":"HTML5 Audio",t.device.browser.ie)window["console"]&&console.log("Phaser v"+n.VERSION+" / https://phaser.io");else{var A,a="",h=[a];if(Array.isArray(e.bannerBackgroundColor))e.bannerBackgroundColor.forEach((function(t){a=a.concat("%c "),h.push("background: "+t),A=t})),h[h.length-1]="color: "+e.bannerTextColor+"; background: "+A;else a=a.concat("%c "),h.push("color: "+e.bannerTextColor+"; background: "+e.bannerBackgroundColor);h.push("background: transparent"),e.gameTitle&&(a=a.concat(e.gameTitle),e.gameVersion&&(a=a.concat(" v"+e.gameVersion)),e.hidePhaser||(a=a.concat(" / ")));var l="";e.hidePhaser||(a=a.concat("Phaser v"+n.VERSION+l+" ("+i+" | "+s+")")),a=a.concat(" %c "+e.gameURL),h[0]=a,console.log.apply(console,h)}}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(6),r=i(1),o=i(386),A=new n({initialize:function(t,e){this.game=t,this.raf=new o,this.started=!1,this.running=!1,this.minFps=s(e,"min",5),this.targetFps=s(e,"target",60),this._min=1e3/this.minFps,this._target=1e3/this.targetFps,this.actualFps=this.targetFps,this.nextFpsUpdate=0,this.framesThisSecond=0,this.callback=r,this.forceSetTimeOut=s(e,"forceSetTimeOut",!1),this.time=0,this.startTime=0,this.lastTime=0,this.frame=0,this.inFocus=!0,this._pauseTime=0,this._coolDown=0,this.delta=0,this.deltaIndex=0,this.deltaHistory=[],this.deltaSmoothingMax=s(e,"deltaHistory",10),this.panicMax=s(e,"panicMax",120),this.rawDelta=0,this.now=0,this.smoothStep=s(e,"smoothStep",!0)},blur:function(){this.inFocus=!1},focus:function(){this.inFocus=!0,this.resetDelta()},pause:function(){this._pauseTime=window.performance.now()},resume:function(){this.resetDelta(),this.startTime+=this.time-this._pauseTime},resetDelta:function(){var t=window.performance.now();this.time=t,this.lastTime=t,this.nextFpsUpdate=t+1e3,this.framesThisSecond=0;for(var e=0;e<this.deltaSmoothingMax;e++)this.deltaHistory[e]=Math.min(this._target,this.deltaHistory[e]);this.delta=0,this.deltaIndex=0,this._coolDown=this.panicMax},start:function(t){if(this.started)return this;this.started=!0,this.running=!0;for(var e=0;e<this.deltaSmoothingMax;e++)this.deltaHistory[e]=this._target;this.resetDelta(),this.startTime=window.performance.now(),this.callback=t,this.raf.start(this.step.bind(this),this.forceSetTimeOut,this._target)},step:function(){var t=window.performance.now();this.now=t;var e=t-this.lastTime;e<0&&(e=0),this.rawDelta=e;var i=this.deltaIndex,n=this.deltaHistory,s=this.deltaSmoothingMax,r=e,o=e;if(this.smoothStep){(this._coolDown>0||!this.inFocus)&&(this._coolDown--,r=Math.min(r,this._target)),r>this._min&&(r=n[i],r=Math.min(r,this._min)),n[i]=r,this.deltaIndex++,this.deltaIndex>s&&(this.deltaIndex=0),o=0;for(var A=0;A<s;A++)o+=n[A];o/=s}this.delta=o,this.time+=this.rawDelta,t>this.nextFpsUpdate&&(this.actualFps=.25*this.framesThisSecond+.75*this.actualFps,this.nextFpsUpdate=t+1e3,this.framesThisSecond=0),this.framesThisSecond++;var a=o/this._target;this.callback(t,o,a),this.lastTime=t,this.frame++},tick:function(){this.step()},sleep:function(){this.running&&(this.raf.stop(),this.running=!1)},wake:function(t){this.running||(t&&(this.startTime+=-this.lastTime+(this.lastTime+window.performance.now())),this.raf.start(this.step.bind(this),this.useRAF),this.running=!0,this.step())},getDuration:function(){return Math.round(this.lastTime-this.startTime)/1e3},getDurationMS:function(){return Math.round(this.lastTime-this.startTime)},stop:function(){return this.running=!1,this.started=!1,this.raf.stop(),this},destroy:function(){this.stop(),this.callback=r,this.raf=null,this.game=null}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(1),r=new n({initialize:function(){this.isRunning=!1,this.callback=s,this.tick=0,this.isSetTimeOut=!1,this.timeOutID=null,this.lastTime=0,this.target=0;var t=this;this.step=function e(){var i=window.performance.now();t.lastTime=t.tick,t.tick=i,t.callback(i),t.timeOutID=window.requestAnimationFrame(e)},this.stepTimeout=function e(){var i=Date.now(),n=Math.min(Math.max(2*t.target+t.tick-i,0),t.target);t.lastTime=t.tick,t.tick=i,t.callback(i),t.timeOutID=window.setTimeout(e,n)}},start:function(t,e,i){this.isRunning||(this.callback=t,this.isSetTimeOut=e,this.target=i,this.isRunning=!0,this.timeOutID=e?window.setTimeout(this.stepTimeout,0):window.requestAnimationFrame(this.step))},stop:function(){this.isRunning=!1,this.isSetTimeOut?clearTimeout(this.timeOutID):window.cancelAnimationFrame(this.timeOutID)},destroy:function(){this.stop(),this.callback=s}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(22),s=function(t){var e,i=t.events;if(void 0!==document.hidden)e="visibilitychange";else{var s=["webkit","moz","ms"];s.forEach((function(t){void 0!==document[t+"Hidden"]&&(document.hidden=function(){return document[t+"Hidden"]},e=t+"visibilitychange")}))}var r=function(t){document.hidden||"pause"===t.type?i.emit(n.HIDDEN):i.emit(n.VISIBLE)};e&&document.addEventListener(e,r,!1),window.onblur=function(){i.emit(n.BLUR)},window.onfocus=function(){i.emit(n.FOCUS)},window.focus&&t.config.autoFocus&&window.focus()};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(389),s=i(31),r=i(6),o=function(t){var e=r(t,"data",[]),i=r(t,"canvas",null),o=r(t,"palette",n),A=r(t,"pixelWidth",1),a=r(t,"pixelHeight",A),h=r(t,"resizeCanvas",!0),l=r(t,"clearCanvas",!0),c=r(t,"preRender",null),u=r(t,"postRender",null),f=Math.floor(Math.abs(e[0].length*A)),g=Math.floor(Math.abs(e.length*a));i||(i=s.create2D(this,f,g),h=!1,l=!1),h&&(i.width=f,i.height=g);var d=i.getContext("2d");l&&d.clearRect(0,0,f,g),c&&c(i,d);for(var p=0;p<e.length;p++)for(var v=e[p],m=0;m<v.length;m++){var w=v[m];"."!==w&&" "!==w&&(d.fillStyle=o[w],d.fillRect(m*A,p*a,A,a))}return u&&u(i,d),i};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={0:"#000",1:"#9D9D9D",2:"#FFF",3:"#BE2633",4:"#E06F8B",5:"#493C2B",6:"#A46422",7:"#EB8931",8:"#F7E26B",9:"#2F484E",A:"#44891A",B:"#A3CE27",C:"#1B2632",D:"#005784",E:"#31A2F2",F:"#B2DCEF"}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(358),r=i(94),o=i(3),A=new n({Extends:r,initialize:function(t,e,i,n){r.call(this,"CubicBezierCurve"),Array.isArray(t)&&(n=new o(t[6],t[7]),i=new o(t[4],t[5]),e=new o(t[2],t[3]),t=new o(t[0],t[1])),this.p0=t,this.p1=e,this.p2=i,this.p3=n},getStartPoint:function(t){return void 0===t&&(t=new o),t.copy(this.p0)},getResolution:function(t){return t},getPoint:function(t,e){void 0===e&&(e=new o);var i=this.p0,n=this.p1,r=this.p2,A=this.p3;return e.set(s(t,i.x,n.x,r.x,A.x),s(t,i.y,n.y,r.y,A.y))},draw:function(t,e){void 0===e&&(e=32);var i=this.getPoints(e);t.beginPath(),t.moveTo(this.p0.x,this.p0.y);for(var n=1;n<i.length;n++)t.lineTo(i[n].x,i[n].y);return t.strokePath(),t},toJSON:function(){return{type:this.type,points:[this.p0.x,this.p0.y,this.p1.x,this.p1.y,this.p2.x,this.p2.y,this.p3.x,this.p3.y]}}});A.fromJSON=function(t){var e=t.points,i=new o(e[0],e[1]),n=new o(e[2],e[3]),s=new o(e[4],e[5]),r=new o(e[6],e[7]);return new A(i,n,s,r)},t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(94),r=i(36),o=i(6),A=i(196),a=i(3),h=new n({Extends:s,initialize:function(t,e,i,n,A,h,l,c){if("object"===typeof t){var u=t;t=o(u,"x",0),e=o(u,"y",0),i=o(u,"xRadius",0),n=o(u,"yRadius",i),A=o(u,"startAngle",0),h=o(u,"endAngle",360),l=o(u,"clockwise",!1),c=o(u,"rotation",0)}else void 0===n&&(n=i),void 0===A&&(A=0),void 0===h&&(h=360),void 0===l&&(l=!1),void 0===c&&(c=0);s.call(this,"EllipseCurve"),this.p0=new a(t,e),this._xRadius=i,this._yRadius=n,this._startAngle=r(A),this._endAngle=r(h),this._clockwise=l,this._rotation=r(c)},getStartPoint:function(t){return void 0===t&&(t=new a),this.getPoint(0,t)},getResolution:function(t){return 2*t},getPoint:function(t,e){void 0===e&&(e=new a);var i=2*Math.PI,n=this._endAngle-this._startAngle,s=Math.abs(n)<Number.EPSILON;while(n<0)n+=i;while(n>i)n-=i;n<Number.EPSILON&&(n=s?0:i),this._clockwise&&!s&&(n===i?n=-i:n-=i);var r=this._startAngle+t*n,o=this.p0.x+this._xRadius*Math.cos(r),A=this.p0.y+this._yRadius*Math.sin(r);if(0!==this._rotation){var h=Math.cos(this._rotation),l=Math.sin(this._rotation),c=o-this.p0.x,u=A-this.p0.y;o=c*h-u*l+this.p0.x,A=c*l+u*h+this.p0.y}return e.set(o,A)},setXRadius:function(t){return this.xRadius=t,this},setYRadius:function(t){return this.yRadius=t,this},setWidth:function(t){return this.xRadius=t/2,this},setHeight:function(t){return this.yRadius=t/2,this},setStartAngle:function(t){return this.startAngle=t,this},setEndAngle:function(t){return this.endAngle=t,this},setClockwise:function(t){return this.clockwise=t,this},setRotation:function(t){return this.rotation=t,this},x:{get:function(){return this.p0.x},set:function(t){this.p0.x=t}},y:{get:function(){return this.p0.y},set:function(t){this.p0.y=t}},xRadius:{get:function(){return this._xRadius},set:function(t){this._xRadius=t}},yRadius:{get:function(){return this._yRadius},set:function(t){this._yRadius=t}},startAngle:{get:function(){return A(this._startAngle)},set:function(t){this._startAngle=r(t)}},endAngle:{get:function(){return A(this._endAngle)},set:function(t){this._endAngle=r(t)}},clockwise:{get:function(){return this._clockwise},set:function(t){this._clockwise=t}},angle:{get:function(){return A(this._rotation)},set:function(t){this._rotation=r(t)}},rotation:{get:function(){return this._rotation},set:function(t){this._rotation=t}},toJSON:function(){return{type:this.type,x:this.p0.x,y:this.p0.y,xRadius:this._xRadius,yRadius:this._yRadius,startAngle:A(this._startAngle),endAngle:A(this._endAngle),clockwise:this._clockwise,rotation:A(this._rotation)}}});h.fromJSON=function(t){return new h(t)},t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(94),r=i(199),o=i(10),A=i(3),a=new n({Extends:s,initialize:function(t,e){s.call(this,"LineCurve"),Array.isArray(t)&&(e=new A(t[2],t[3]),t=new A(t[0],t[1])),this.p0=t,this.p1=e,this.arcLengthDivisions=1},getBounds:function(t){return void 0===t&&(t=new o),r([this.p0,this.p1],t)},getStartPoint:function(t){return void 0===t&&(t=new A),t.copy(this.p0)},getResolution:function(t){return void 0===t&&(t=1),t},getPoint:function(t,e){return void 0===e&&(e=new A),1===t?e.copy(this.p1):(e.copy(this.p1).subtract(this.p0).scale(t).add(this.p0),e)},getPointAt:function(t,e){return this.getPoint(t,e)},getTangent:function(t,e){return void 0===e&&(e=new A),e.copy(this.p1).subtract(this.p0).normalize(),e},getUtoTmapping:function(t,e,i){var n;if(e){var s=this.getLengths(i),r=s[s.length-1],o=Math.min(e,r);n=o/r}else n=t;return n},draw:function(t){return t.lineBetween(this.p0.x,this.p0.y,this.p1.x,this.p1.y),t},toJSON:function(){return{type:this.type,points:[this.p0.x,this.p0.y,this.p1.x,this.p1.y]}}});a.fromJSON=function(t){var e=t.points,i=new A(e[0],e[1]),n=new A(e[2],e[3]);return new a(i,n)},t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(3),r=new n({initialize:function(t,e){this.active=!1,this.p0=new s(t,e)},getPoint:function(t,e){return void 0===e&&(e=new s),e.copy(this.p0)},getPointAt:function(t,e){return this.getPoint(t,e)},getResolution:function(){return 1},getLength:function(){return 0},toJSON:function(){return{type:"MoveTo",points:[this.p0.x,this.p0.y]}}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(94),r=i(359),o=i(3),A=new n({Extends:s,initialize:function(t,e,i){s.call(this,"QuadraticBezier"),Array.isArray(t)&&(i=new o(t[4],t[5]),e=new o(t[2],t[3]),t=new o(t[0],t[1])),this.p0=t,this.p1=e,this.p2=i},getStartPoint:function(t){return void 0===t&&(t=new o),t.copy(this.p0)},getResolution:function(t){return t},getPoint:function(t,e){void 0===e&&(e=new o);var i=this.p0,n=this.p1,s=this.p2;return e.set(r(t,i.x,n.x,s.x),r(t,i.y,n.y,s.y))},draw:function(t,e){void 0===e&&(e=32);var i=this.getPoints(e);t.beginPath(),t.moveTo(this.p0.x,this.p0.y);for(var n=1;n<i.length;n++)t.lineTo(i[n].x,i[n].y);return t.strokePath(),t},toJSON:function(){return{type:this.type,points:[this.p0.x,this.p0.y,this.p1.x,this.p1.y,this.p2.x,this.p2.y]}}});A.fromJSON=function(t){var e=t.points,i=new o(e[0],e[1]),n=new o(e[2],e[3]),s=new o(e[4],e[5]);return new A(i,n,s)},t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(194),s=i(0),r=i(94),o=i(3),A=new s({Extends:r,initialize:function(t){void 0===t&&(t=[]),r.call(this,"SplineCurve"),this.points=[],this.addPoints(t)},addPoints:function(t){for(var e=0;e<t.length;e++){var i=new o;"number"===typeof t[e]?(i.x=t[e],i.y=t[e+1],e++):Array.isArray(t[e])?(i.x=t[e][0],i.y=t[e][1]):(i.x=t[e].x,i.y=t[e].y),this.points.push(i)}return this},addPoint:function(t,e){var i=new o(t,e);return this.points.push(i),i},getStartPoint:function(t){return void 0===t&&(t=new o),t.copy(this.points[0])},getResolution:function(t){return t*this.points.length},getPoint:function(t,e){void 0===e&&(e=new o);var i=this.points,s=(i.length-1)*t,r=Math.floor(s),A=s-r,a=i[0===r?r:r-1],h=i[r],l=i[r>i.length-2?i.length-1:r+1],c=i[r>i.length-3?i.length-1:r+2];return e.set(n(A,a.x,h.x,l.x,c.x),n(A,a.y,h.y,l.y,c.y))},toJSON:function(){for(var t=[],e=0;e<this.points.length;e++)t.push(this.points[e].x),t.push(this.points[e].y);return{type:this.type,points:t}}});A.fromJSON=function(t){return new A(t.points)},t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i,n){e&&""!==e||(e=["precision mediump float;","uniform vec2 resolution;","varying vec2 fragCoord;","void main () {","    vec2 uv = fragCoord / resolution.xy;","    gl_FragColor = vec4(uv.xyx, 1.0);","}"].join("\n")),i&&""!==i||(i=["precision mediump float;","uniform mat4 uProjectionMatrix;","uniform mat4 uViewMatrix;","uniform vec2 uResolution;","attribute vec2 inPosition;","varying vec2 fragCoord;","varying vec2 outTexCoord;","void main () {","   gl_Position = uProjectionMatrix * uViewMatrix * vec4(inPosition, 1.0, 1.0);","   fragCoord = vec2(inPosition.x, uResolution.y - inPosition.y);","   outTexCoord = vec2(inPosition.x / uResolution.x, fragCoord.y / uResolution.y);","}"].join("\n")),void 0===n&&(n=null),this.key=t,this.fragmentSrc=e,this.vertexSrc=i,this.uniforms=n}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(38);n.ColorSpectrum=i(909),n.ColorToRGBA=i(910),n.ComponentToHex=i(398),n.GetColor=i(103),n.GetColor32=i(328),n.HexStringToColor=i(327),n.HSLToColor=i(911),n.HSVColorWheel=i(912),n.HSVToRGB=i(188),n.HueToComponent=i(399),n.IntegerToColor=i(189),n.IntegerToRGB=i(330),n.Interpolate=i(913),n.ObjectToColor=i(331),n.RandomRGB=i(914),n.RGBStringToColor=i(332),n.RGBToHSV=i(329),n.RGBToString=i(915),n.ValueToColor=i(187),t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e=t.toString(16);return 1===e.length?"0"+e:e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return i<0&&(i+=1),i>1&&(i-=1),i<1/6?t+6*(e-t)*i:i<.5?e:i<2/3?t+(e-t)*(2/3-i)*6:t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(105),s=function(t){if("complete"!==document.readyState&&"interactive"!==document.readyState){var e=function(){document.removeEventListener("deviceready",e,!0),document.removeEventListener("DOMContentLoaded",e,!0),window.removeEventListener("load",e,!0),t()};document.body?n.cordova?document.addEventListener("deviceready",e,!1):(document.addEventListener("DOMContentLoaded",e,!0),window.addEventListener("load",e,!0)):window.setTimeout(e,20)}else t()};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){if(!t)return window.innerHeight;var e=Math.abs(window.orientation),i={w:0,h:0},n=document.createElement("div");return n.setAttribute("style","position: fixed; height: 100vh; width: 0; top: 0"),document.documentElement.appendChild(n),i.w=90===e?n.offsetHeight:window.innerWidth,i.h=90===e?window.innerWidth:n.offsetHeight,document.documentElement.removeChild(n),n=null,90!==Math.abs(window.orientation)?i.h:i.w};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(201),s=function(t,e){var i=window.screen,s=!!i&&(i.orientation||i.mozOrientation||i.msOrientation);return s&&"string"===typeof s.type?s.type:"string"===typeof s?s:"number"===typeof window.orientation?0===window.orientation||180===window.orientation?n.ORIENTATION.PORTRAIT:n.ORIENTATION.LANDSCAPE:window.matchMedia?window.matchMedia("(orientation: portrait)").matches?n.ORIENTATION.PORTRAIT:window.matchMedia("(orientation: landscape)").matches?n.ORIENTATION.LANDSCAPE:void 0:e>t?n.ORIENTATION.PORTRAIT:n.ORIENTATION.LANDSCAPE};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={NO_CENTER:0,CENTER_BOTH:1,CENTER_HORIZONTALLY:2,CENTER_VERTICALLY:3}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={LANDSCAPE:"landscape-primary",PORTRAIT:"portrait-primary"}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={NONE:0,WIDTH_CONTROLS_HEIGHT:1,HEIGHT_CONTROLS_WIDTH:2,FIT:3,ENVELOP:4,RESIZE:5}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={NO_ZOOM:1,ZOOM_2X:2,ZOOM_4X:4,MAX_ZOOM:-1}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e;return""!==t&&("string"===typeof t?e=document.getElementById(t):t&&1===t.nodeType&&(e=t)),e||(e=document.body),e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e="";try{if(window["DOMParser"]){var i=new DOMParser;e=i.parseFromString(t,"text/xml")}else e=new ActiveXObject("Microsoft.XMLDOM"),e.loadXML(t)}catch(n){e=null}return e&&e.documentElement&&!e.getElementsByTagName("parsererror").length?e:null};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(203),r=i(9),o=i(51),A=i(22),a=i(410),h=i(411),l=i(412),c=i(413),u=i(25),f=i(177),g=new n({initialize:function(t,e){this.game=t,this.scaleManager,this.canvas,this.config=e,this.enabled=!0,this.events=new r,this.isOver=!0,this.defaultCursor="",this.keyboard=e.inputKeyboard?new a(this):null,this.mouse=e.inputMouse?new h(this):null,this.touch=e.inputTouch?new c(this):null,this.pointers=[],this.pointersTotal=e.inputActivePointers,e.inputTouch&&1===this.pointersTotal&&(this.pointersTotal=2);for(var i=0;i<=this.pointersTotal;i++){var n=new l(this,i);n.smoothFactor=e.inputSmoothFactor,this.pointers.push(n)}this.mousePointer=e.inputMouse?this.pointers[0]:null,this.activePointer=this.pointers[0],this.globalTopOnly=!0,this.time=0,this._tempPoint={x:0,y:0},this._tempHitTest=[],this._tempMatrix=new u,this._tempMatrix2=new u,this._tempSkip=!1,this.mousePointerContainer=[this.mousePointer],t.events.once(A.BOOT,this.boot,this)},boot:function(){this.canvas=this.game.canvas,this.scaleManager=this.game.scale,this.events.emit(o.MANAGER_BOOT),this.game.events.on(A.PRE_RENDER,this.preRender,this),this.game.events.once(A.DESTROY,this.destroy,this)},setCanvasOver:function(t){this.isOver=!0,this.events.emit(o.GAME_OVER,t)},setCanvasOut:function(t){this.isOver=!1,this.events.emit(o.GAME_OUT,t)},preRender:function(){var t=this.game.loop.now,e=this.game.loop.delta,i=this.game.scene.getScenes(!0,!0);this.time=t,this.events.emit(o.MANAGER_UPDATE);for(var n=0;n<i.length;n++){var s=i[n];if(s.sys.input&&s.sys.input.updatePoll(t,e)&&this.globalTopOnly)return}},setDefaultCursor:function(t){this.defaultCursor=t,this.canvas.style.cursor!==t&&(this.canvas.style.cursor=t)},setCursor:function(t){t.cursor&&(this.canvas.style.cursor=t.cursor)},resetCursor:function(t){t.cursor&&this.canvas&&(this.canvas.style.cursor=this.defaultCursor)},addPointer:function(t){void 0===t&&(t=1);var e=[];this.pointersTotal+t>10&&(t=10-this.pointersTotal);for(var i=0;i<t;i++){var n=this.pointers.length,s=new l(this,n);s.smoothFactor=this.config.inputSmoothFactor,this.pointers.push(s),this.pointersTotal++,e.push(s)}return e},updateInputPlugins:function(t,e){var i=this.game.scene.getScenes(!0,!0);this._tempSkip=!1;for(var n=0;n<i.length;n++){var s=i[n];if(s.sys.input){var r=s.sys.input.update(t,e);if(r&&this.globalTopOnly||this._tempSkip)return}}},onTouchStart:function(t){for(var e=this.pointers,i=[],n=0;n<t.changedTouches.length;n++)for(var r=t.changedTouches[n],o=1;o<this.pointersTotal;o++){var A=e[o];if(!A.active){A.touchstart(r,t),this.activePointer=A,i.push(A);break}}this.updateInputPlugins(s.TOUCH_START,i)},onTouchMove:function(t){for(var e=this.pointers,i=[],n=0;n<t.changedTouches.length;n++)for(var r=t.changedTouches[n],o=1;o<this.pointersTotal;o++){var A=e[o];if(A.active&&A.identifier===r.identifier){A.touchmove(r,t),this.activePointer=A,i.push(A);break}}this.updateInputPlugins(s.TOUCH_MOVE,i)},onTouchEnd:function(t){for(var e=this.pointers,i=[],n=0;n<t.changedTouches.length;n++)for(var r=t.changedTouches[n],o=1;o<this.pointersTotal;o++){var A=e[o];if(A.active&&A.identifier===r.identifier){A.touchend(r,t),i.push(A);break}}this.updateInputPlugins(s.TOUCH_END,i)},onTouchCancel:function(t){for(var e=this.pointers,i=[],n=0;n<t.changedTouches.length;n++)for(var r=t.changedTouches[n],o=1;o<this.pointersTotal;o++){var A=e[o];if(A.active&&A.identifier===r.identifier){A.touchcancel(r,t),i.push(A);break}}this.updateInputPlugins(s.TOUCH_CANCEL,i)},onMouseDown:function(t){var e=this.mousePointer;e.down(t),e.updateMotion(),this.activePointer=e,this.updateInputPlugins(s.MOUSE_DOWN,this.mousePointerContainer)},onMouseMove:function(t){var e=this.mousePointer;e.move(t),e.updateMotion(),this.activePointer=e,this.updateInputPlugins(s.MOUSE_MOVE,this.mousePointerContainer)},onMouseUp:function(t){var e=this.mousePointer;e.up(t),e.updateMotion(),this.activePointer=e,this.updateInputPlugins(s.MOUSE_UP,this.mousePointerContainer)},onMouseWheel:function(t){var e=this.mousePointer;e.wheel(t),this.activePointer=e,this.updateInputPlugins(s.MOUSE_WHEEL,this.mousePointerContainer)},onPointerLockChange:function(t){var e=this.mouse.locked;this.mousePointer.locked=e,this.events.emit(o.POINTERLOCK_CHANGE,t,e)},inputCandidate:function(t,e){var i=t.input;if(!i||!i.enabled||!i.alwaysEnabled&&!t.willRender(e))return!1;var n=!0,s=t.parentContainer;if(s)do{if(!s.willRender(e)){n=!1;break}s=s.parentContainer}while(s);return n},hitTest:function(t,e,i,n){void 0===n&&(n=this._tempHitTest);var s=this._tempPoint,r=i.scrollX,o=i.scrollY;n.length=0;var A=t.x,a=t.y;i.getWorldPoint(A,a,s),t.worldX=s.x,t.worldY=s.y;for(var h={x:0,y:0},l=this._tempMatrix,c=this._tempMatrix2,u=0;u<e.length;u++){var g=e[u];if(this.inputCandidate(g,i)){var d=s.x+r*g.scrollFactorX-r,p=s.y+o*g.scrollFactorY-o;g.parentContainer?(g.getWorldTransformMatrix(l,c),l.applyInverse(d,p,h)):f(d,p,g.x,g.y,g.rotation,g.scaleX,g.scaleY,h),this.pointWithinHitArea(g,h.x,h.y)&&n.push(g)}}return n},pointWithinHitArea:function(t,e,i){e+=t.displayOriginX,i+=t.displayOriginY;var n=t.input;return!(!n||!n.hitAreaCallback(n.hitArea,e,i,t))&&(n.localX=e,n.localY=i,!0)},pointWithinInteractiveObject:function(t,e,i){return!!t.hitArea&&(e+=t.gameObject.displayOriginX,i+=t.gameObject.displayOriginY,t.localX=e,t.localY=i,t.hitAreaCallback(t.hitArea,e,i,t))},transformPointer:function(t,e,i,n){var s=t.position,r=t.prevPosition;r.x=s.x,r.y=s.y;var o=this.scaleManager.transformX(e),A=this.scaleManager.transformY(i),a=t.smoothFactor;n&&0!==a?(s.x=o*a+r.x*(1-a),s.y=A*a+r.y*(1-a)):(s.x=o,s.y=A)},destroy:function(){this.events.removeAllListeners(),this.game.events.off(A.PRE_RENDER),this.keyboard&&this.keyboard.destroy(),this.mouse&&this.mouse.destroy(),this.touch&&this.touch.destroy();for(var t=0;t<this.pointers.length;t++)this.pointers[t].destroy();this.pointers=[],this._tempHitTest=[],this._tempMatrix.destroy(),this.canvas=null,this.game=null}});t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(93),s=i(0),r=i(22),o=i(51),A=i(144),a=i(1),h=new s({initialize:function(t){this.manager=t,this.queue=[],this.preventDefault=!0,this.captures=[],this.enabled=!1,this.target,this.onKeyDown=a,this.onKeyUp=a,t.events.once(o.MANAGER_BOOT,this.boot,this)},boot:function(){var t=this.manager.config;this.enabled=t.inputKeyboard,this.target=t.inputKeyboardEventTarget,this.addCapture(t.inputKeyboardCapture),!this.target&&window&&(this.target=window),this.enabled&&this.target&&this.startListeners(),this.manager.game.events.on(r.POST_STEP,this.postUpdate,this)},startListeners:function(){var t=this;this.onKeyDown=function(e){if(!e.defaultPrevented&&t.enabled&&t.manager){t.queue.push(e),t.manager.events.emit(o.MANAGER_PROCESS);var i=e.altKey||e.ctrlKey||e.shiftKey||e.metaKey;t.preventDefault&&!i&&t.captures.indexOf(e.keyCode)>-1&&e.preventDefault()}},this.onKeyUp=function(e){if(!e.defaultPrevented&&t.enabled&&t.manager){t.queue.push(e),t.manager.events.emit(o.MANAGER_PROCESS);var i=e.altKey||e.ctrlKey||e.shiftKey||e.metaKey;t.preventDefault&&!i&&t.captures.indexOf(e.keyCode)>-1&&e.preventDefault()}};var e=this.target;e&&(e.addEventListener("keydown",this.onKeyDown,!1),e.addEventListener("keyup",this.onKeyUp,!1),this.enabled=!0)},stopListeners:function(){var t=this.target;t.removeEventListener("keydown",this.onKeyDown,!1),t.removeEventListener("keyup",this.onKeyUp,!1),this.enabled=!1},postUpdate:function(){this.queue=[]},addCapture:function(t){"string"===typeof t&&(t=t.split(",")),Array.isArray(t)||(t=[t]);for(var e=this.captures,i=0;i<t.length;i++){var n=t[i];"string"===typeof n&&(n=A[n.trim().toUpperCase()]),-1===e.indexOf(n)&&e.push(n)}this.preventDefault=e.length>0},removeCapture:function(t){"string"===typeof t&&(t=t.split(",")),Array.isArray(t)||(t=[t]);for(var e=this.captures,i=0;i<t.length;i++){var s=t[i];"string"===typeof s&&(s=A[s.toUpperCase()]),n(e,s)}this.preventDefault=e.length>0},clearCaptures:function(){this.captures=[],this.preventDefault=!1},destroy:function(){this.stopListeners(),this.clearCaptures(),this.queue=[],this.manager.game.events.off(r.POST_RENDER,this.postUpdate,this),this.target=null,this.enabled=!1,this.manager=null}});t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(191),r=i(51),o=i(1),A=new n({initialize:function(t){this.manager=t,this.preventDefaultDown=!0,this.preventDefaultUp=!0,this.preventDefaultMove=!0,this.preventDefaultWheel=!1,this.enabled=!1,this.target,this.locked=!1,this.onMouseMove=o,this.onMouseDown=o,this.onMouseUp=o,this.onMouseDownWindow=o,this.onMouseUpWindow=o,this.onMouseOver=o,this.onMouseOut=o,this.onMouseWheel=o,this.pointerLockChange=o,this.isTop=!0,t.events.once(r.MANAGER_BOOT,this.boot,this)},boot:function(){var t=this.manager.config;this.enabled=t.inputMouse,this.target=t.inputMouseEventTarget,this.passive=t.inputMousePassive,this.preventDefaultDown=t.inputMousePreventDefaultDown,this.preventDefaultUp=t.inputMousePreventDefaultUp,this.preventDefaultMove=t.inputMousePreventDefaultMove,this.preventDefaultWheel=t.inputMousePreventDefaultWheel,this.target?"string"===typeof this.target&&(this.target=document.getElementById(this.target)):this.target=this.manager.game.canvas,t.disableContextMenu&&this.disableContextMenu(),this.enabled&&this.target&&this.startListeners()},disableContextMenu:function(){return document.body.addEventListener("contextmenu",(function(t){return t.preventDefault(),!1})),this},requestPointerLock:function(){if(s.pointerLock){var t=this.target;t.requestPointerLock=t.requestPointerLock||t.mozRequestPointerLock||t.webkitRequestPointerLock,t.requestPointerLock()}},releasePointerLock:function(){s.pointerLock&&(document.exitPointerLock=document.exitPointerLock||document.mozExitPointerLock||document.webkitExitPointerLock,document.exitPointerLock())},startListeners:function(){var t=this.target;if(t){var e=this,i=this.manager,n=i.canvas,r=window&&window.focus&&i.game.config.autoFocus;this.onMouseMove=function(t){!t.defaultPrevented&&e.enabled&&i&&i.enabled&&(i.onMouseMove(t),e.preventDefaultMove&&t.preventDefault())},this.onMouseDown=function(t){r&&window.focus(),!t.defaultPrevented&&e.enabled&&i&&i.enabled&&(i.onMouseDown(t),e.preventDefaultDown&&t.target===n&&t.preventDefault())},this.onMouseDownWindow=function(t){!t.defaultPrevented&&e.enabled&&i&&i.enabled&&t.target!==n&&i.onMouseDown(t)},this.onMouseUp=function(t){!t.defaultPrevented&&e.enabled&&i&&i.enabled&&(i.onMouseUp(t),e.preventDefaultUp&&t.target===n&&t.preventDefault())},this.onMouseUpWindow=function(t){!t.defaultPrevented&&e.enabled&&i&&i.enabled&&t.target!==n&&i.onMouseUp(t)},this.onMouseOver=function(t){!t.defaultPrevented&&e.enabled&&i&&i.enabled&&i.setCanvasOver(t)},this.onMouseOut=function(t){!t.defaultPrevented&&e.enabled&&i&&i.enabled&&i.setCanvasOut(t)},this.onMouseWheel=function(t){!t.defaultPrevented&&e.enabled&&i&&i.enabled&&i.onMouseWheel(t),e.preventDefaultWheel&&t.target===n&&t.preventDefault()};var o={passive:!0};if(t.addEventListener("mousemove",this.onMouseMove),t.addEventListener("mousedown",this.onMouseDown),t.addEventListener("mouseup",this.onMouseUp),t.addEventListener("mouseover",this.onMouseOver,o),t.addEventListener("mouseout",this.onMouseOut,o),this.preventDefaultWheel?t.addEventListener("wheel",this.onMouseWheel,{passive:!1}):t.addEventListener("wheel",this.onMouseWheel,o),window&&i.game.config.inputWindowEvents)try{window.top.addEventListener("mousedown",this.onMouseDownWindow,o),window.top.addEventListener("mouseup",this.onMouseUpWindow,o)}catch(A){window.addEventListener("mousedown",this.onMouseDownWindow,o),window.addEventListener("mouseup",this.onMouseUpWindow,o),this.isTop=!1}s.pointerLock&&(this.pointerLockChange=function(t){var n=e.target;e.locked=document.pointerLockElement===n||document.mozPointerLockElement===n||document.webkitPointerLockElement===n,i.onPointerLockChange(t)},document.addEventListener("pointerlockchange",this.pointerLockChange,!0),document.addEventListener("mozpointerlockchange",this.pointerLockChange,!0),document.addEventListener("webkitpointerlockchange",this.pointerLockChange,!0)),this.enabled=!0}},stopListeners:function(){var t=this.target;t.removeEventListener("mousemove",this.onMouseMove),t.removeEventListener("mousedown",this.onMouseDown),t.removeEventListener("mouseup",this.onMouseUp),t.removeEventListener("mouseover",this.onMouseOver),t.removeEventListener("mouseout",this.onMouseOut),window&&(t=this.isTop?window.top:window,t.removeEventListener("mousedown",this.onMouseDownWindow),t.removeEventListener("mouseup",this.onMouseUpWindow)),s.pointerLock&&(document.removeEventListener("pointerlockchange",this.pointerLockChange,!0),document.removeEventListener("mozpointerlockchange",this.pointerLockChange,!0),document.removeEventListener("webkitpointerlockchange",this.pointerLockChange,!0))},destroy:function(){this.stopListeners(),this.target=null,this.enabled=!1,this.manager=null}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(349),s=i(0),r=i(50),o=i(125),A=i(360),a=i(3),h=i(105),l=new s({initialize:function(t,e){this.manager=t,this.id=e,this.event,this.downElement,this.upElement,this.camera=null,this.button=0,this.buttons=0,this.position=new a,this.prevPosition=new a,this.midPoint=new a(-1,-1),this.velocity=new a,this.angle=0,this.distance=0,this.smoothFactor=0,this.motionFactor=.2,this.worldX=0,this.worldY=0,this.moveTime=0,this.downX=0,this.downY=0,this.downTime=0,this.upX=0,this.upY=0,this.upTime=0,this.primaryDown=!1,this.isDown=!1,this.wasTouch=!1,this.wasCanceled=!1,this.movementX=0,this.movementY=0,this.identifier=0,this.pointerId=null,this.active=0===e,this.locked=!1,this.deltaX=0,this.deltaY=0,this.deltaZ=0},updateWorldPoint:function(t){var e=t.getWorldPoint(this.x,this.y);return this.worldX=e.x,this.worldY=e.y,this},positionToCamera:function(t,e){return t.getWorldPoint(this.x,this.y,e)},updateMotion:function(){var t=this.position.x,e=this.position.y,i=this.midPoint.x,s=this.midPoint.y;if(t!==i||e!==s){var r=A(this.motionFactor,i,t),a=A(this.motionFactor,s,e);o(r,t,.1)&&(r=t),o(a,e,.1)&&(a=e),this.midPoint.set(r,a);var h=t-r,l=e-a;this.velocity.set(h,l),this.angle=n(r,a,t,e),this.distance=Math.sqrt(h*h+l*l)}},up:function(t){"buttons"in t&&(this.buttons=t.buttons),this.event=t,this.button=t.button,this.upElement=t.target,this.manager.transformPointer(this,t.pageX,t.pageY,!1),0===t.button&&(this.primaryDown=!1,this.upX=this.x,this.upY=this.y),0===this.buttons&&(this.isDown=!1,this.upTime=t.timeStamp,this.wasTouch=!1)},down:function(t){"buttons"in t&&(this.buttons=t.buttons),this.event=t,this.button=t.button,this.downElement=t.target,this.manager.transformPointer(this,t.pageX,t.pageY,!1),0===t.button&&(this.primaryDown=!0,this.downX=this.x,this.downY=this.y),h.macOS&&t.ctrlKey&&(this.buttons=2,this.primaryDown=!1),this.isDown||(this.isDown=!0,this.downTime=t.timeStamp),this.wasTouch=!1},move:function(t){"buttons"in t&&(this.buttons=t.buttons),this.event=t,this.manager.transformPointer(this,t.pageX,t.pageY,!0),this.locked&&(this.movementX=t.movementX||t.mozMovementX||t.webkitMovementX||0,this.movementY=t.movementY||t.mozMovementY||t.webkitMovementY||0),this.moveTime=t.timeStamp,this.wasTouch=!1},wheel:function(t){"buttons"in t&&(this.buttons=t.buttons),this.event=t,this.manager.transformPointer(this,t.pageX,t.pageY,!1),this.deltaX=t.deltaX,this.deltaY=t.deltaY,this.deltaZ=t.deltaZ,this.wasTouch=!1},touchstart:function(t,e){t["pointerId"]&&(this.pointerId=t.pointerId),this.identifier=t.identifier,this.target=t.target,this.active=!0,this.buttons=1,this.event=e,this.downElement=t.target,this.manager.transformPointer(this,t.pageX,t.pageY,!1),this.primaryDown=!0,this.downX=this.x,this.downY=this.y,this.downTime=e.timeStamp,this.isDown=!0,this.wasTouch=!0,this.wasCanceled=!1,this.updateMotion()},touchmove:function(t,e){this.event=e,this.manager.transformPointer(this,t.pageX,t.pageY,!0),this.moveTime=e.timeStamp,this.wasTouch=!0,this.updateMotion()},touchend:function(t,e){this.buttons=0,this.event=e,this.upElement=t.target,this.manager.transformPointer(this,t.pageX,t.pageY,!1),this.primaryDown=!1,this.upX=this.x,this.upY=this.y,this.upTime=e.timeStamp,this.isDown=!1,this.wasTouch=!0,this.wasCanceled=!1,this.active=!1,this.updateMotion()},touchcancel:function(t,e){this.buttons=0,this.event=e,this.upElement=t.target,this.manager.transformPointer(this,t.pageX,t.pageY,!1),this.primaryDown=!1,this.upX=this.x,this.upY=this.y,this.upTime=e.timeStamp,this.isDown=!1,this.wasTouch=!0,this.wasCanceled=!0,this.active=!1},noButtonDown:function(){return 0===this.buttons},leftButtonDown:function(){return!!(1&this.buttons)},rightButtonDown:function(){return!!(2&this.buttons)},middleButtonDown:function(){return!!(4&this.buttons)},backButtonDown:function(){return!!(8&this.buttons)},forwardButtonDown:function(){return!!(16&this.buttons)},leftButtonReleased:function(){return 0===this.button&&!this.isDown},rightButtonReleased:function(){return 2===this.button&&!this.isDown},middleButtonReleased:function(){return 1===this.button&&!this.isDown},backButtonReleased:function(){return 3===this.button&&!this.isDown},forwardButtonReleased:function(){return 4===this.button&&!this.isDown},getDistance:function(){return this.isDown?r(this.downX,this.downY,this.x,this.y):r(this.downX,this.downY,this.upX,this.upY)},getDistanceX:function(){return this.isDown?Math.abs(this.downX-this.x):Math.abs(this.downX-this.upX)},getDistanceY:function(){return this.isDown?Math.abs(this.downY-this.y):Math.abs(this.downY-this.upY)},getDuration:function(){return this.isDown?this.manager.time-this.downTime:this.upTime-this.downTime},getAngle:function(){return this.isDown?n(this.downX,this.downY,this.x,this.y):n(this.downX,this.downY,this.upX,this.upY)},getInterpolatedPosition:function(t,e){void 0===t&&(t=10),void 0===e&&(e=[]);for(var i=this.prevPosition.x,n=this.prevPosition.y,s=this.position.x,r=this.position.y,o=0;o<t;o++){var a=1/t*o;e[o]={x:A(a,i,s),y:A(a,n,r)}}return e},destroy:function(){this.camera=null,this.manager=null,this.position=null},x:{get:function(){return this.position.x},set:function(t){this.position.x=t}},y:{get:function(){return this.position.y},set:function(t){this.position.y=t}},time:{get:function(){return this.event?this.event.timeStamp:0}}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(51),r=i(1),o=new n({initialize:function(t){this.manager=t,this.capture=!0,this.enabled=!1,this.target,this.onTouchStart=r,this.onTouchStartWindow=r,this.onTouchMove=r,this.onTouchEnd=r,this.onTouchEndWindow=r,this.onTouchCancel=r,this.onTouchCancelWindow=r,this.onTouchOver=r,this.onTouchOut=r,t.events.once(s.MANAGER_BOOT,this.boot,this)},boot:function(){var t=this.manager.config;this.enabled=t.inputTouch,this.target=t.inputTouchEventTarget,this.capture=t.inputTouchCapture,this.target||(this.target=this.manager.game.canvas),t.disableContextMenu&&this.disableContextMenu(),this.enabled&&this.target&&this.startListeners()},disableContextMenu:function(){return document.body.addEventListener("contextmenu",(function(t){return t.preventDefault(),!1})),this},startListeners:function(){var t=this,e=this.manager.canvas,i=window&&window.focus&&this.manager.game.config.autoFocus;this.onTouchStart=function(n){i&&window.focus(),!n.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&(t.manager.onTouchStart(n),t.capture&&n.cancelable&&n.target===e&&n.preventDefault())},this.onTouchStartWindow=function(i){!i.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&i.target!==e&&t.manager.onTouchStart(i)},this.onTouchMove=function(e){!e.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&(t.manager.onTouchMove(e),t.capture&&e.cancelable&&e.preventDefault())},this.onTouchEnd=function(i){!i.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&(t.manager.onTouchEnd(i),t.capture&&i.cancelable&&i.target===e&&i.preventDefault())},this.onTouchEndWindow=function(i){!i.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&i.target!==e&&t.manager.onTouchEnd(i)},this.onTouchCancel=function(e){!e.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&(t.manager.onTouchCancel(e),t.capture&&e.preventDefault())},this.onTouchCancelWindow=function(e){!e.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&t.manager.onTouchCancel(e)},this.onTouchOver=function(e){!e.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&t.manager.setCanvasOver(e)},this.onTouchOut=function(e){!e.defaultPrevented&&t.enabled&&t.manager&&t.manager.enabled&&t.manager.setCanvasOut(e)};var n=this.target;if(n){var s={passive:!0},r={passive:!1};n.addEventListener("touchstart",this.onTouchStart,this.capture?r:s),n.addEventListener("touchmove",this.onTouchMove,this.capture?r:s),n.addEventListener("touchend",this.onTouchEnd,this.capture?r:s),n.addEventListener("touchcancel",this.onTouchCancel,this.capture?r:s),n.addEventListener("touchover",this.onTouchOver,this.capture?r:s),n.addEventListener("touchout",this.onTouchOut,this.capture?r:s),window&&this.manager.game.config.inputWindowEvents&&(window.addEventListener("touchstart",this.onTouchStartWindow,r),window.addEventListener("touchend",this.onTouchEndWindow,r),window.addEventListener("touchcancel",this.onTouchCancelWindow,r)),this.enabled=!0}},stopListeners:function(){var t=this.target;t.removeEventListener("touchstart",this.onTouchStart),t.removeEventListener("touchmove",this.onTouchMove),t.removeEventListener("touchend",this.onTouchEnd),t.removeEventListener("touchcancel",this.onTouchCancel),t.removeEventListener("touchover",this.onTouchOver),t.removeEventListener("touchout",this.onTouchOut),window&&(window.removeEventListener("touchstart",this.onTouchStartWindow),window.removeEventListener("touchend",this.onTouchEndWindow))},destroy:function(){this.stopListeners(),this.target=null,this.enabled=!1,this.manager=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(22),r=i(9),o=i(8),A=i(16),a=i(5),h=i(2),l=i(24),c=i(93),u=new n({Extends:r,initialize:function(t){r.call(this),this.game=t,this.plugins=[],this.scenePlugins=[],this._pendingGlobal=[],this._pendingScene=[],t.isBooted?this.boot():t.events.once(s.BOOT,this.boot,this)},boot:function(){var t,e,i,n,r,o,A,a=this.game.config,l=a.installGlobalPlugins;for(l=l.concat(this._pendingGlobal),t=0;t<l.length;t++)e=l[t],i=h(e,"key",null),n=h(e,"plugin",null),r=h(e,"start",!1),o=h(e,"mapping",null),A=h(e,"data",null),i&&(n?this.install(i,n,r,o,A):console.warn("Missing `plugin` for key: "+i));for(l=a.installScenePlugins,l=l.concat(this._pendingScene),t=0;t<l.length;t++)e=l[t],i=h(e,"key",null),n=h(e,"plugin",null),o=h(e,"mapping",null),i&&(n?this.installScenePlugin(i,n,o):console.warn("Missing `plugin` for key: "+i));this._pendingGlobal=[],this._pendingScene=[],this.game.events.once(s.DESTROY,this.destroy,this)},addToScene:function(t,e,i){var n,s,r,o=this.game,A=t.scene,a=t.settings.map,h=t.settings.isBooted;for(n=0;n<e.length;n++)s=e[n],o[s]?(t[s]=o[s],a.hasOwnProperty(s)&&(A[a[s]]=t[s])):"game"===s&&a.hasOwnProperty(s)&&(A[a[s]]=o);for(var c=0;c<i.length;c++)for(r=i[c],n=0;n<r.length;n++)if(s=r[n],l.hasCore(s)){var u=l.getCore(s),f=u.mapping,g=new u.plugin(A,this,f);t[f]=g,u.custom?A[f]=g:a.hasOwnProperty(f)&&(A[a[f]]=g),h&&g.boot()}for(r=this.plugins,n=0;n<r.length;n++){var d=r[n];d.mapping&&(A[d.mapping]=d.plugin)}},getDefaultScenePlugins:function(){var t=this.game.config.defaultPlugins;return t=t.concat(this.scenePlugins),t},installScenePlugin:function(t,e,i,n,s){if(void 0===s&&(s=!1),"function"===typeof e){if(l.hasCore(t)){if(!s&&l.hasCore(t))return void console.warn("Scene Plugin key in use: "+t)}else l.register(t,e,i,!0),this.scenePlugins.push(t);if(n){var r=new e(n,this,t);n.sys[t]=r,i&&""!==i&&(n[i]=r),r.boot()}}else console.warn("Invalid Scene Plugin: "+t)},install:function(t,e,i,n,s){if(void 0===i&&(i=!1),void 0===n&&(n=null),void 0===s&&(s=null),"function"!==typeof e)return console.warn("Invalid Plugin: "+t),null;if(l.hasCustom(t))return console.warn("Plugin key in use: "+t),null;if(null!==n&&(i=!0),this.game.isBooted){if(l.registerCustom(t,e,n,s),i)return this.start(t)}else this._pendingGlobal.push({key:t,plugin:e,start:i,mapping:n,data:s});return null},getIndex:function(t){for(var e=this.plugins,i=0;i<e.length;i++){var n=e[i];if(n.key===t)return i}return-1},getEntry:function(t){var e=this.getIndex(t);if(-1!==e)return this.plugins[e]},isActive:function(t){var e=this.getEntry(t);return e&&e.active},start:function(t,e){void 0===e&&(e=t);var i=this.getEntry(e);return i&&!i.active?(i.active=!0,i.plugin.start()):i||(i=this.createEntry(t,e)),i?i.plugin:null},createEntry:function(t,e){var i=l.getCustom(t);if(i){var n=new i.plugin(this);i={key:e,plugin:n,active:!0,mapping:i.mapping,data:i.data},this.plugins.push(i),n.init(i.data),n.start()}return i},stop:function(t){var e=this.getEntry(t);return e&&e.active&&(e.active=!1,e.plugin.stop()),this},get:function(t,e){void 0===e&&(e=!0);var i=this.getEntry(t);if(i)return i.plugin;var n=this.getClass(t);return n&&e?(i=this.createEntry(t,t),i?i.plugin:null):n||null},getClass:function(t){return l.getCustomClass(t)},removeGlobalPlugin:function(t){var e=this.getEntry(t);e&&c(this.plugins,e),l.removeCustom(t)},removeScenePlugin:function(t){c(this.scenePlugins,t),l.remove(t)},registerGameObject:function(t,e,i){return e&&a.register(t,e),i&&A.register(t,i),this},removeGameObject:function(t,e,i){return void 0===e&&(e=!0),void 0===i&&(i=!0),e&&a.remove(t),i&&A.remove(t),this},registerFileType:function(t,e,i){o.register(t,e),i&&i.sys.load&&(i.sys.load[t]=e)},destroy:function(){for(var t=0;t<this.plugins.length;t++)this.plugins[t].plugin.destroy();l.destroyCustomPlugins(),this.game.noReturn&&l.destroyCorePlugins(),this.game=null,this.plugins=[],this.scenePlugins=[]}});t.exports=u},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(201),s=i(0),r=i(9),o=i(104),A=i(22),a=i(401),h=i(407),l=i(402),c=i(1),u=i(10),f=i(416),g=i(77),d=i(3),p=new s({Extends:r,initialize:function(t){r.call(this),this.game=t,this.canvas,this.canvasBounds=new u,this.parent=null,this.parentIsWindow=!1,this.parentSize=new f,this.gameSize=new f,this.baseSize=new f,this.displaySize=new f,this.scaleMode=n.SCALE_MODE.NONE,this.zoom=1,this._resetZoom=!1,this.displayScale=new d(1,1),this.autoRound=!1,this.autoCenter=n.CENTER.NO_CENTER,this.orientation=n.ORIENTATION.LANDSCAPE,this.fullscreen,this.fullscreenTarget=null,this._createdFullscreenTarget=!1,this.dirty=!1,this.resizeInterval=500,this._lastCheck=0,this._checkOrientation=!1,this.listeners={orientationChange:c,windowResize:c,fullScreenChange:c,fullScreenError:c}},preBoot:function(){this.parseConfig(this.game.config),this.game.events.once(A.BOOT,this.boot,this)},boot:function(){var t=this.game;this.canvas=t.canvas,this.fullscreen=t.device.fullscreen,this.scaleMode!==n.SCALE_MODE.RESIZE&&this.displaySize.setAspectMode(this.scaleMode),this.scaleMode===n.SCALE_MODE.NONE?this.resize(this.width,this.height):(this.getParentBounds(),this.parentSize.width>0&&this.parentSize.height>0&&this.displaySize.setParent(this.parentSize),this.refresh()),t.events.on(A.PRE_STEP,this.step,this),t.events.once(A.READY,this.refresh,this),t.events.once(A.DESTROY,this.destroy,this),this.startListeners()},parseConfig:function(t){this.getParent(t),this.getParentBounds();var e=t.width,i=t.height,s=t.scaleMode,r=t.zoom,o=t.autoRound;if("string"===typeof e){var A=this.parentSize.width;0===A&&(A=window.innerWidth);var a=parseInt(e,10)/100;e=Math.floor(A*a)}if("string"===typeof i){var h=this.parentSize.height;0===h&&(h=window.innerHeight);var c=parseInt(i,10)/100;i=Math.floor(h*c)}this.scaleMode=s,this.autoRound=o,this.autoCenter=t.autoCenter,this.resizeInterval=t.resizeInterval,o&&(e=Math.floor(e),i=Math.floor(i)),this.gameSize.setSize(e,i),r===n.ZOOM.MAX_ZOOM&&(r=this.getMaxZoom()),this.zoom=r,1!==r&&(this._resetZoom=!0),this.baseSize.setSize(e,i),o&&(this.baseSize.width=Math.floor(this.baseSize.width),this.baseSize.height=Math.floor(this.baseSize.height)),t.minWidth>0&&this.displaySize.setMin(t.minWidth*r,t.minHeight*r),t.maxWidth>0&&this.displaySize.setMax(t.maxWidth*r,t.maxHeight*r),this.displaySize.setSize(e,i),this.orientation=l(e,i)},getParent:function(t){var e=t.parent;if(null!==e){if(this.parent=h(e),this.parentIsWindow=this.parent===document.body,t.expandParent&&t.scaleMode!==n.SCALE_MODE.NONE){var i=this.parent.getBoundingClientRect();(this.parentIsWindow||0===i.height)&&(document.documentElement.style.height="100%",document.body.style.height="100%",i=this.parent.getBoundingClientRect(),this.parentIsWindow||0!==i.height||(this.parent.style.overflow="hidden",this.parent.style.width="100%",this.parent.style.height="100%"))}t.fullscreenTarget&&!this.fullscreenTarget&&(this.fullscreenTarget=h(t.fullscreenTarget))}},getParentBounds:function(){if(!this.parent)return!1;var t=this.parentSize,e=this.parent.getBoundingClientRect();this.parentIsWindow&&this.game.device.os.iOS&&(e.height=a(!0));var i=e.width,n=e.height;return(t.width!==i||t.height!==n)&&(t.setSize(i,n),!0)},lockOrientation:function(t){var e=screen.lockOrientation||screen.mozLockOrientation||screen.msLockOrientation;return!!e&&e.call(screen,t)},setParentSize:function(t,e){return this.parentSize.setSize(t,e),this.refresh()},setGameSize:function(t,e){var i=this.autoRound;i&&(t=Math.floor(t),e=Math.floor(e));var n=this.width,s=this.height;return this.gameSize.resize(t,e),this.baseSize.resize(t,e),i&&(this.baseSize.width=Math.floor(this.baseSize.width),this.baseSize.height=Math.floor(this.baseSize.height)),this.displaySize.setAspectRatio(t/e),this.canvas.width=this.baseSize.width,this.canvas.height=this.baseSize.height,this.refresh(n,s)},resize:function(t,e){var i=this.zoom,n=this.autoRound;n&&(t=Math.floor(t),e=Math.floor(e));var s=this.width,r=this.height;this.gameSize.resize(t,e),this.baseSize.resize(t,e),n&&(this.baseSize.width=Math.floor(this.baseSize.width),this.baseSize.height=Math.floor(this.baseSize.height)),this.displaySize.setSize(t*i,e*i),this.canvas.width=this.baseSize.width,this.canvas.height=this.baseSize.height;var o=this.canvas.style,A=t*i,a=e*i;return n&&(A=Math.floor(A),a=Math.floor(a)),A===t&&a===e||(o.width=A+"px",o.height=a+"px"),this.refresh(s,r)},setZoom:function(t){return this.zoom=t,this._resetZoom=!0,this.refresh()},setMaxZoom:function(){return this.zoom=this.getMaxZoom(),this._resetZoom=!0,this.refresh()},refresh:function(t,e){void 0===t&&(t=this.width),void 0===e&&(e=this.height),this.updateScale(),this.updateBounds(),this.updateOrientation(),this.displayScale.set(this.baseSize.width/this.canvasBounds.width,this.baseSize.height/this.canvasBounds.height);var i=this.game.domContainer;if(i){this.baseSize.setCSS(i);var n=this.canvas.style,s=i.style;s.transform="scale("+this.displaySize.width/this.baseSize.width+","+this.displaySize.height/this.baseSize.height+")",s.marginLeft=n.marginLeft,s.marginTop=n.marginTop}return this.emit(o.RESIZE,this.gameSize,this.baseSize,this.displaySize,t,e),this},updateOrientation:function(){if(this._checkOrientation){this._checkOrientation=!1;var t=l(this.width,this.height);t!==this.orientation&&(this.orientation=t,this.emit(o.ORIENTATION_CHANGE,t))}},updateScale:function(){var t,e,i=this.canvas.style,s=this.gameSize.width,r=this.gameSize.height,o=this.zoom,A=this.autoRound;this.scaleMode===n.SCALE_MODE.NONE?(this.displaySize.setSize(s*o,r*o),t=this.displaySize.width,e=this.displaySize.height,A&&(t=Math.floor(t),e=Math.floor(e)),this._resetZoom&&(i.width=t+"px",i.height=e+"px",this._resetZoom=!1)):this.scaleMode===n.SCALE_MODE.RESIZE?(this.displaySize.setSize(this.parentSize.width,this.parentSize.height),this.gameSize.setSize(this.displaySize.width,this.displaySize.height),this.baseSize.setSize(this.displaySize.width,this.displaySize.height),t=this.displaySize.width,e=this.displaySize.height,A&&(t=Math.floor(t),e=Math.floor(e)),this.canvas.width=t,this.canvas.height=e):(this.displaySize.setSize(this.parentSize.width,this.parentSize.height),t=this.displaySize.width,e=this.displaySize.height,A&&(t=Math.floor(t),e=Math.floor(e)),i.width=t+"px",i.height=e+"px"),this.getParentBounds(),this.updateCenter()},getMaxZoom:function(){var t=g(this.parentSize.width,this.gameSize.width,0,!0),e=g(this.parentSize.height,this.gameSize.height,0,!0);return Math.max(Math.min(t,e),1)},updateCenter:function(){var t=this.autoCenter;if(t!==n.CENTER.NO_CENTER){var e=this.canvas,i=e.style,s=e.getBoundingClientRect(),r=s.width,o=s.height,A=Math.floor((this.parentSize.width-r)/2),a=Math.floor((this.parentSize.height-o)/2);t===n.CENTER.CENTER_HORIZONTALLY?a=0:t===n.CENTER.CENTER_VERTICALLY&&(A=0),i.marginLeft=A+"px",i.marginTop=a+"px"}},updateBounds:function(){var t=this.canvasBounds,e=this.canvas.getBoundingClientRect();t.x=e.left+(window.pageXOffset||0)-(document.documentElement.clientLeft||0),t.y=e.top+(window.pageYOffset||0)-(document.documentElement.clientTop||0),t.width=e.width,t.height=e.height},transformX:function(t){return(t-this.canvasBounds.left)*this.displayScale.x},transformY:function(t){return(t-this.canvasBounds.top)*this.displayScale.y},startFullscreen:function(t){void 0===t&&(t={navigationUI:"hide"});var e=this.fullscreen;if(e.available){if(!e.active){var i=this.getFullscreenTarget();e.keyboard?i[e.request](Element.ALLOW_KEYBOARD_INPUT):i[e.request](t)}}else this.emit(o.FULLSCREEN_UNSUPPORTED)},fullscreenSuccessHandler:function(){this.getParentBounds(),this.refresh(),this.emit(o.ENTER_FULLSCREEN)},fullscreenErrorHandler:function(t){this.removeFullscreenTarget(),this.emit(o.FULLSCREEN_FAILED,t)},getFullscreenTarget:function(){if(!this.fullscreenTarget){var t=document.createElement("div");t.style.margin="0",t.style.padding="0",t.style.width="100%",t.style.height="100%",this.fullscreenTarget=t,this._createdFullscreenTarget=!0}if(this._createdFullscreenTarget){var e=this.canvas.parentNode;e.insertBefore(this.fullscreenTarget,this.canvas),this.fullscreenTarget.appendChild(this.canvas)}return this.fullscreenTarget},removeFullscreenTarget:function(){if(this._createdFullscreenTarget){var t=this.fullscreenTarget;if(t&&t.parentNode){var e=t.parentNode;e.insertBefore(this.canvas,t),e.removeChild(t)}}},stopFullscreen:function(){var t=this.fullscreen;if(!t.available)return this.emit(o.FULLSCREEN_UNSUPPORTED),!1;t.active&&document[t.cancel](),this.removeFullscreenTarget(),this.getParentBounds(),this.emit(o.LEAVE_FULLSCREEN),this.refresh()},toggleFullscreen:function(t){this.fullscreen.active?this.stopFullscreen():this.startFullscreen(t)},startListeners:function(){var t=this,e=this.listeners;if(e.orientationChange=function(){t.updateBounds(),t._checkOrientation=!0,t.dirty=!0},e.windowResize=function(){t.updateBounds(),t.dirty=!0},window.addEventListener("orientationchange",e.orientationChange,!1),window.addEventListener("resize",e.windowResize,!1),this.fullscreen.available){e.fullScreenChange=function(e){return t.onFullScreenChange(e)},e.fullScreenError=function(e){return t.onFullScreenError(e)};var i=["webkit","moz",""];i.forEach((function(t){document.addEventListener(t+"fullscreenchange",e.fullScreenChange,!1),document.addEventListener(t+"fullscreenerror",e.fullScreenError,!1)})),document.addEventListener("MSFullscreenChange",e.fullScreenChange,!1),document.addEventListener("MSFullscreenError",e.fullScreenError,!1)}},onFullScreenChange:function(){document.fullscreenElement||document.webkitFullscreenElement||document.msFullscreenElement||document.mozFullScreenElement?this.fullscreenSuccessHandler():this.stopFullscreen()},onFullScreenError:function(){this.removeFullscreenTarget()},step:function(t,e){this.parent&&(this._lastCheck+=e,(this.dirty||this._lastCheck>this.resizeInterval)&&(this.getParentBounds()&&this.refresh(),this.dirty=!1,this._lastCheck=0))},stopListeners:function(){var t=this.listeners;window.removeEventListener("orientationchange",t.orientationChange,!1),window.removeEventListener("resize",t.windowResize,!1);var e=["webkit","moz",""];e.forEach((function(e){document.removeEventListener(e+"fullscreenchange",t.fullScreenChange,!1),document.removeEventListener(e+"fullscreenerror",t.fullScreenError,!1)})),document.removeEventListener("MSFullscreenChange",t.fullScreenChange,!1),document.removeEventListener("MSFullscreenError",t.fullScreenError,!1)},destroy:function(){this.removeAllListeners(),this.stopListeners(),this.game=null,this.canvas=null,this.canvasBounds=null,this.parent=null,this.fullscreenTarget=null,this.parentSize.destroy(),this.gameSize.destroy(),this.baseSize.destroy(),this.displaySize.destroy()},isFullscreen:{get:function(){return this.fullscreen.active}},width:{get:function(){return this.gameSize.width}},height:{get:function(){return this.gameSize.height}},isPortrait:{get:function(){return this.orientation===n.ORIENTATION.PORTRAIT}},isLandscape:{get:function(){return this.orientation===n.ORIENTATION.LANDSCAPE}},isGamePortrait:{get:function(){return this.height>this.width}},isGameLandscape:{get:function(){return this.width>this.height}}});t.exports=p},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(77),o=i(3),A=new s({initialize:function(t,e,i,n){void 0===t&&(t=0),void 0===e&&(e=t),void 0===i&&(i=0),void 0===n&&(n=null),this._width=t,this._height=e,this._parent=n,this.aspectMode=i,this.aspectRatio=0===e?1:t/e,this.minWidth=0,this.minHeight=0,this.maxWidth=Number.MAX_VALUE,this.maxHeight=Number.MAX_VALUE,this.snapTo=new o},setAspectMode:function(t){return void 0===t&&(t=0),this.aspectMode=t,this.setSize(this._width,this._height)},setSnap:function(t,e){return void 0===t&&(t=0),void 0===e&&(e=t),this.snapTo.set(t,e),this.setSize(this._width,this._height)},setParent:function(t){return this._parent=t,this.setSize(this._width,this._height)},setMin:function(t,e){return void 0===t&&(t=0),void 0===e&&(e=t),this.minWidth=n(t,0,this.maxWidth),this.minHeight=n(e,0,this.maxHeight),this.setSize(this._width,this._height)},setMax:function(t,e){return void 0===t&&(t=Number.MAX_VALUE),void 0===e&&(e=t),this.maxWidth=n(t,this.minWidth,Number.MAX_VALUE),this.maxHeight=n(e,this.minHeight,Number.MAX_VALUE),this.setSize(this._width,this._height)},setSize:function(t,e){switch(void 0===t&&(t=0),void 0===e&&(e=t),this.aspectMode){case A.NONE:this._width=this.getNewWidth(r(t,this.snapTo.x)),this._height=this.getNewHeight(r(e,this.snapTo.y)),this.aspectRatio=0===this._height?1:this._width/this._height;break;case A.WIDTH_CONTROLS_HEIGHT:this._width=this.getNewWidth(r(t,this.snapTo.x)),this._height=this.getNewHeight(this._width*(1/this.aspectRatio),!1);break;case A.HEIGHT_CONTROLS_WIDTH:this._height=this.getNewHeight(r(e,this.snapTo.y)),this._width=this.getNewWidth(this._height*this.aspectRatio,!1);break;case A.FIT:this.constrain(t,e,!0);break;case A.ENVELOP:this.constrain(t,e,!1);break}return this},setAspectRatio:function(t){return this.aspectRatio=t,this.setSize(this._width,this._height)},resize:function(t,e){return this._width=this.getNewWidth(r(t,this.snapTo.x)),this._height=this.getNewHeight(r(e,this.snapTo.y)),this.aspectRatio=0===this._height?1:this._width/this._height,this},getNewWidth:function(t,e){return void 0===e&&(e=!0),t=n(t,this.minWidth,this.maxWidth),e&&this._parent&&t>this._parent.width&&(t=Math.max(this.minWidth,this._parent.width)),t},getNewHeight:function(t,e){return void 0===e&&(e=!0),t=n(t,this.minHeight,this.maxHeight),e&&this._parent&&t>this._parent.height&&(t=Math.max(this.minHeight,this._parent.height)),t},constrain:function(t,e,i){void 0===t&&(t=0),void 0===e&&(e=t),void 0===i&&(i=!0),t=this.getNewWidth(t),e=this.getNewHeight(e);var n=this.snapTo,s=0===e?1:t/e;return i&&this.aspectRatio>s||!i&&this.aspectRatio<s?(t=r(t,n.x),e=t/this.aspectRatio,n.y>0&&(e=r(e,n.y),t=e*this.aspectRatio)):(i&&this.aspectRatio<s||!i&&this.aspectRatio>s)&&(e=r(e,n.y),t=e*this.aspectRatio,n.x>0&&(t=r(t,n.x),e=t*(1/this.aspectRatio))),this._width=t,this._height=e,this},fitTo:function(t,e){return this.constrain(t,e,!0)},envelop:function(t,e){return this.constrain(t,e,!1)},setWidth:function(t){return this.setSize(t,this._height)},setHeight:function(t){return this.setSize(this._width,t)},toString:function(){return"[{ Size (width="+this._width+" height="+this._height+" aspectRatio="+this.aspectRatio+" aspectMode="+this.aspectMode+") }]"},setCSS:function(t){t&&t.style&&(t.style.width=this._width+"px",t.style.height=this._height+"px")},copy:function(t){return t.setAspectMode(this.aspectMode),t.aspectRatio=this.aspectRatio,t.setSize(this.width,this.height)},destroy:function(){this._parent=null,this.snapTo=null},width:{get:function(){return this._width},set:function(t){this.setSize(t,this._height)}},height:{get:function(){return this._height},set:function(t){this.setSize(this._width,t)}}});A.NONE=0,A.WIDTH_CONTROLS_HEIGHT=1,A.HEIGHT_CONTROLS_WIDTH=2,A.FIT=3,A.ENVELOP=4,t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(145),r=i(20),o=i(22),A=i(6),a=i(95),h=i(1),l=i(418),c=i(204),u=new n({initialize:function(t,e){if(this.game=t,this.keys={},this.scenes=[],this._pending=[],this._start=[],this._queue=[],this._data={},this.isProcessing=!1,this.isBooted=!1,this.customViewports=0,e){Array.isArray(e)||(e=[e]);for(var i=0;i<e.length;i++)this._pending.push({key:"default",scene:e[i],autoStart:0===i,data:{}})}t.events.once(o.READY,this.bootQueue,this)},bootQueue:function(){if(!this.isBooted){var t,e,i,n;for(t=0;t<this._pending.length;t++){var s;e=this._pending[t],i=e.key,n=e.scene,n instanceof l?s=this.createSceneFromInstance(i,n):"object"===typeof n?s=this.createSceneFromObject(i,n):"function"===typeof n&&(s=this.createSceneFromFunction(i,n)),i=s.sys.settings.key,this.keys[i]=s,this.scenes.push(s),this._data[i]&&(s.sys.settings.data=this._data[i].data,this._data[i].autoStart&&(e.autoStart=!0)),(e.autoStart||s.sys.settings.active)&&this._start.push(i)}for(this._pending.length=0,this._data={},this.isBooted=!0,t=0;t<this._start.length;t++)e=this._start[t],this.start(e);this._start.length=0}},processQueue:function(){var t=this._pending.length,e=this._queue.length;if(0!==t||0!==e){var i,n;if(t){for(i=0;i<t;i++)n=this._pending[i],this.add(n.key,n.scene,n.autoStart,n.data);for(i=0;i<this._start.length;i++)n=this._start[i],this.start(n);return this._start.length=0,void(this._pending.length=0)}for(i=0;i<this._queue.length;i++)n=this._queue[i],this[n.op](n.keyA,n.keyB);this._queue.length=0}},add:function(t,e,i,n){return void 0===i&&(i=!1),void 0===n&&(n={}),this.isProcessing||!this.isBooted?(this._pending.push({key:t,scene:e,autoStart:i,data:n}),this.isBooted||(this._data[t]={data:n}),null):(t=this.getKey(t,e),e instanceof l?s=this.createSceneFromInstance(t,e):"object"===typeof e?(e.key=t,s=this.createSceneFromObject(t,e)):"function"===typeof e&&(s=this.createSceneFromFunction(t,e)),s.sys.settings.data=n,t=s.sys.settings.key,this.keys[t]=s,this.scenes.push(s),(i||s.sys.settings.active)&&(this._pending.length?this._start.push(t):this.start(t)),s);var s},remove:function(t){if(this.isProcessing)this._queue.push({op:"remove",keyA:t,keyB:null});else{var e=this.getScene(t);if(!e||e.sys.isTransitioning())return this;var i=this.scenes.indexOf(e),n=e.sys.settings.key;i>-1&&(delete this.keys[n],this.scenes.splice(i,1),this._start.indexOf(n)>-1&&(i=this._start.indexOf(n),this._start.splice(i,1)),e.sys.destroy())}return this},bootScene:function(t){var e,i=t.sys,n=i.settings;i.sceneUpdate=h,t.init&&(t.init.call(t,n.data),n.status=s.INIT,n.isTransition&&i.events.emit(r.TRANSITION_INIT,n.transitionFrom,n.transitionDuration)),i.load&&(e=i.load,e.reset()),e&&t.preload?(t.preload.call(t),0===e.list.size?this.create(t):(n.status=s.LOADING,e.once(a.COMPLETE,this.loadComplete,this),e.start())):this.create(t)},loadComplete:function(t){this.create(t.scene)},payloadComplete:function(t){this.bootScene(t.scene)},update:function(t,e){this.processQueue(),this.isProcessing=!0;for(var i=this.scenes.length-1;i>=0;i--){var n=this.scenes[i].sys;n.settings.status>s.START&&n.settings.status<=s.RUNNING&&n.step(t,e)}},render:function(t){for(var e=0;e<this.scenes.length;e++){var i=this.scenes[e].sys;i.settings.visible&&i.settings.status>=s.LOADING&&i.settings.status<s.SLEEPING&&i.render(t)}this.isProcessing=!1},create:function(t){var e=t.sys,i=e.settings;t.create&&(i.status=s.CREATING,t.create.call(t,i.data),i.status===s.DESTROYED)||(i.isTransition&&e.events.emit(r.TRANSITION_START,i.transitionFrom,i.transitionDuration),t.update&&(e.sceneUpdate=t.update),i.status=s.RUNNING,e.events.emit(r.CREATE,t))},createSceneFromFunction:function(t,e){var i=new e;if(i instanceof l){var n=i.sys.settings.key;if(""!==n&&(t=n),this.keys.hasOwnProperty(t))throw new Error("Cannot add a Scene with duplicate key: "+t);return this.createSceneFromInstance(t,i)}return i.sys=new c(i),i.sys.settings.key=t,i.sys.init(this.game),i},createSceneFromInstance:function(t,e){var i=e.sys.settings.key;return""===i&&(e.sys.settings.key=t),e.sys.init(this.game),e},createSceneFromObject:function(t,e){var i=new l(e),n=i.sys.settings.key;""!==n?t=n:i.sys.settings.key=t,i.sys.init(this.game);for(var s=["init","preload","create","update","render"],r=0;r<s.length;r++){var o=A(e,s[r],null);o&&(i[s[r]]=o)}if(e.hasOwnProperty("extend"))for(var a in e.extend)if(e.extend.hasOwnProperty(a)){var h=e.extend[a];"data"===a&&i.hasOwnProperty("data")&&"object"===typeof h?i.data.merge(h):"sys"!==a&&(i[a]=h)}return i},getKey:function(t,e){if(t||(t="default"),"function"===typeof e)return t;if(e instanceof l?t=e.sys.settings.key:"object"===typeof e&&e.hasOwnProperty("key")&&(t=e.key),this.keys.hasOwnProperty(t))throw new Error("Cannot add a Scene with duplicate key: "+t);return t},getScenes:function(t,e){void 0===t&&(t=!0),void 0===e&&(e=!1);for(var i=[],n=this.scenes,s=0;s<n.length;s++){var r=n[s];r&&(!t||t&&r.sys.isActive())&&i.push(r)}return e?i.reverse():i},getScene:function(t){if("string"===typeof t){if(this.keys[t])return this.keys[t]}else for(var e=0;e<this.scenes.length;e++)if(t===this.scenes[e])return t;return null},isActive:function(t){var e=this.getScene(t);return e?e.sys.isActive():null},isPaused:function(t){var e=this.getScene(t);return e?e.sys.isPaused():null},isVisible:function(t){var e=this.getScene(t);return e?e.sys.isVisible():null},isSleeping:function(t){var e=this.getScene(t);return e?e.sys.isSleeping():null},pause:function(t,e){var i=this.getScene(t);return i&&i.sys.pause(e),this},resume:function(t,e){var i=this.getScene(t);return i&&i.sys.resume(e),this},sleep:function(t,e){var i=this.getScene(t);return i&&!i.sys.isTransitioning()&&i.sys.sleep(e),this},wake:function(t,e){var i=this.getScene(t);return i&&i.sys.wake(e),this},run:function(t,e){var i=this.getScene(t);if(!i){for(var n=0;n<this._pending.length;n++)if(this._pending[n].key===t){this.queueOp("start",t,e);break}return this}i.sys.isSleeping()?i.sys.wake(e):i.sys.isPaused()?i.sys.resume(e):this.start(t,e)},start:function(t,e){if(!this.isBooted)return this._data[t]={autoStart:!0,data:e},this;var i=this.getScene(t);if(i){var n,r=i.sys;if(r.isActive()||r.isPaused())r.shutdown(),r.sceneUpdate=h,r.start(e);else if(r.sceneUpdate=h,r.start(e),r.load&&(n=r.load),n&&r.settings.hasOwnProperty("pack")&&(n.reset(),n.addPack({payload:r.settings.pack})))return r.settings.status=s.LOADING,n.once(a.COMPLETE,this.payloadComplete,this),n.start(),this;this.bootScene(i)}return this},stop:function(t,e){var i=this.getScene(t);return i&&!i.sys.isTransitioning()&&i.sys.shutdown(e),this},switch:function(t,e){var i=this.getScene(t),n=this.getScene(e);return i&&n&&i!==n&&(this.sleep(t),this.isSleeping(e)?this.wake(e):this.start(e)),this},getAt:function(t){return this.scenes[t]},getIndex:function(t){var e=this.getScene(t);return this.scenes.indexOf(e)},bringToTop:function(t){if(this.isProcessing)this._queue.push({op:"bringToTop",keyA:t,keyB:null});else{var e=this.getIndex(t);if(-1!==e&&e<this.scenes.length){var i=this.getScene(t);this.scenes.splice(e,1),this.scenes.push(i)}}return this},sendToBack:function(t){if(this.isProcessing)this._queue.push({op:"sendToBack",keyA:t,keyB:null});else{var e=this.getIndex(t);if(-1!==e&&e>0){var i=this.getScene(t);this.scenes.splice(e,1),this.scenes.unshift(i)}}return this},moveDown:function(t){if(this.isProcessing)this._queue.push({op:"moveDown",keyA:t,keyB:null});else{var e=this.getIndex(t);if(e>0){var i=e-1,n=this.getScene(t),s=this.getAt(i);this.scenes[e]=s,this.scenes[i]=n}}return this},moveUp:function(t){if(this.isProcessing)this._queue.push({op:"moveUp",keyA:t,keyB:null});else{var e=this.getIndex(t);if(e<this.scenes.length-1){var i=e+1,n=this.getScene(t),s=this.getAt(i);this.scenes[e]=s,this.scenes[i]=n}}return this},moveAbove:function(t,e){if(t===e)return this;if(this.isProcessing)this._queue.push({op:"moveAbove",keyA:t,keyB:e});else{var i=this.getIndex(t),n=this.getIndex(e);if(-1!==i&&-1!==n){var s=this.getAt(n);this.scenes.splice(n,1),this.scenes.splice(i+1,0,s)}}return this},moveBelow:function(t,e){if(t===e)return this;if(this.isProcessing)this._queue.push({op:"moveBelow",keyA:t,keyB:e});else{var i=this.getIndex(t),n=this.getIndex(e);if(-1!==i&&-1!==n){var s=this.getAt(n);this.scenes.splice(n,1),0===i?this.scenes.unshift(s):this.scenes.splice(i,0,s)}}return this},queueOp:function(t,e,i){return this._queue.push({op:t,keyA:e,keyB:i}),this},swapPosition:function(t,e){if(t===e)return this;if(this.isProcessing)this._queue.push({op:"swapPosition",keyA:t,keyB:e});else{var i=this.getIndex(t),n=this.getIndex(e);if(i!==n&&-1!==i&&-1!==n){var s=this.getAt(i);this.scenes[i]=this.scenes[n],this.scenes[n]=s}}return this},dump:function(){for(var t=[],e=["pending","init","start","loading","creating","running","paused","sleeping","shutdown","destroyed"],i=0;i<this.scenes.length;i++){var n=this.scenes[i].sys,r=!n.settings.visible||n.settings.status!==s.RUNNING&&n.settings.status!==s.PAUSED?"[-] ":"[*] ";r+=n.settings.key+" ("+e[n.settings.status]+")",t.push(r)}console.log(t.join("\n"))},destroy:function(){for(var t=0;t<this.scenes.length;t++){var e=this.scenes[t].sys;e.destroy()}this.update=h,this.scenes=[],this._pending=[],this._start=[],this._queue=[],this.game=null}});t.exports=u},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(204),r=new n({initialize:function(t){this.sys=new s(this,t),this.game,this.anims,this.cache,this.registry,this.sound,this.textures,this.events,this.cameras,this.add,this.make,this.scene,this.children,this.lights,this.data,this.input,this.load,this.time,this.tweens,this.physics,this.matter,this.scale,this.plugins,this.renderer},update:function(){}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(2),s=i(205),r=function(t){var e=t.game.config.defaultPhysicsSystem,i=n(t.settings,"physics",!1);if(e||i){var r=[];if(e&&r.push(s(e+"Physics")),i)for(var o in i)o=s(o.concat("Physics")),-1===r.indexOf(o)&&r.push(o);return r}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(2),s=function(t){var e=t.plugins.getDefaultScenePlugins(),i=n(t.settings,"plugins",!1);return Array.isArray(i)?i:e||[]};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(145),s=i(6),r=i(128),o=i(978),A={create:function(t){return"string"===typeof t?t={key:t}:void 0===t&&(t={}),{status:n.PENDING,key:s(t,"key",""),active:s(t,"active",!1),visible:s(t,"visible",!0),isBooted:!1,isTransition:!1,transitionFrom:null,transitionDuration:0,transitionAllowInput:!0,data:{},pack:s(t,"pack",!1),cameras:s(t,"cameras",null),map:s(t,"map",r(o,s(t,"mapAdd",{}))),physics:s(t,"physics",{}),loader:s(t,"loader",{}),plugins:s(t,"plugins",!1),input:s(t,"input",{})}}};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(31),s=i(423),r=i(0),o=i(38),A=i(33),a=i(9),h=i(106),l=i(22),c=i(388),u=i(6),f=i(425),g=i(206),d=new r({Extends:a,initialize:function(t){a.call(this),this.game=t,this.name="TextureManager",this.list={},this._tempCanvas=n.create2D(this,1,1),this._tempContext=this._tempCanvas.getContext("2d"),this._pending=0,t.events.once(l.BOOT,this.boot,this)},boot:function(){this.on(h.LOAD,this.updatePending,this),this.on(h.ERROR,this.updatePending,this);var t=this.game.config;this.addBase64("__DEFAULT",t.defaultImage),this.addBase64("__MISSING",t.missingImage),this.addBase64("__WHITE",t.whiteImage),this._pending=3,this.game.events.once(l.DESTROY,this.destroy,this)},updatePending:function(){this._pending--,0===this._pending&&(this.off(h.LOAD),this.off(h.ERROR),this.emit(h.READY))},checkKey:function(t){return!this.exists(t)||(console.error("Texture key already in use: "+t),!1)},remove:function(t){if("string"===typeof t){if(!this.exists(t))return console.warn("No texture found matching key: "+t),this;t=this.get(t)}return this.list.hasOwnProperty(t.key)&&(t.destroy(),this.emit(h.REMOVE,t.key)),this},removeKey:function(t){return this.list.hasOwnProperty(t)&&delete this.list[t],this},addBase64:function(t,e){if(this.checkKey(t)){var i=this,n=new Image;n.onerror=function(){i.emit(h.ERROR,t)},n.onload=function(){var e=i.create(t,n);f.Image(e,0),i.emit(h.ADD,t,e),i.emit(h.LOAD,t,e)},n.src=e}return this},getBase64:function(t,e,i,s){void 0===i&&(i="image/png"),void 0===s&&(s=.92);var r="",o=this.getFrame(t,e);if(o&&(o.source.isRenderTexture||o.source.isGLTexture))console.warn("Cannot getBase64 from WebGL Texture");else if(o){var A=o.canvasData,a=n.create2D(this,A.width,A.height),h=a.getContext("2d");h.drawImage(o.source.image,A.x,A.y,A.width,A.height,0,0,A.width,A.height),r=a.toDataURL(i,s),n.remove(a)}return r},addImage:function(t,e,i){var n=null;return this.checkKey(t)&&(n=this.create(t,e),f.Image(n,0),i&&n.setDataSource(i),this.emit(h.ADD,t,n)),n},addGLTexture:function(t,e,i,n){var s=null;return this.checkKey(t)&&(void 0===i&&(i=e.width),void 0===n&&(n=e.height),s=this.create(t,e,i,n),s.add("__BASE",0,0,0,i,n),this.emit(h.ADD,t,s)),s},addRenderTexture:function(t,e){var i=null;return this.checkKey(t)&&(i=this.create(t,e),i.add("__BASE",0,0,0,e.width,e.height),this.emit(h.ADD,t,i)),i},generate:function(t,e){if(this.checkKey(t)){var i=n.create(this,1,1);return e.canvas=i,c(e),this.addCanvas(t,i)}return null},createCanvas:function(t,e,i){if(void 0===e&&(e=256),void 0===i&&(i=256),this.checkKey(t)){var s=n.create(this,e,i,A.CANVAS,!0);return this.addCanvas(t,s)}return null},addCanvas:function(t,e,i){void 0===i&&(i=!1);var n=null;return i?n=new s(this,t,e,e.width,e.height):this.checkKey(t)&&(n=new s(this,t,e,e.width,e.height),this.list[t]=n,this.emit(h.ADD,t,n)),n},addAtlas:function(t,e,i,n){return Array.isArray(i.textures)||Array.isArray(i.frames)?this.addAtlasJSONArray(t,e,i,n):this.addAtlasJSONHash(t,e,i,n)},addAtlasJSONArray:function(t,e,i,n){var s=null;if(this.checkKey(t)){if(s=this.create(t,e),Array.isArray(i))for(var r=1===i.length,o=0;o<s.source.length;o++){var A=r?i[0]:i[o];f.JSONArray(s,o,A)}else f.JSONArray(s,0,i);n&&s.setDataSource(n),this.emit(h.ADD,t,s)}return s},addAtlasJSONHash:function(t,e,i,n){var s=null;if(this.checkKey(t)){if(s=this.create(t,e),Array.isArray(i))for(var r=0;r<i.length;r++)f.JSONHash(s,r,i[r]);else f.JSONHash(s,0,i);n&&s.setDataSource(n),this.emit(h.ADD,t,s)}return s},addAtlasXML:function(t,e,i,n){var s=null;return this.checkKey(t)&&(s=this.create(t,e),f.AtlasXML(s,0,i),n&&s.setDataSource(n),this.emit(h.ADD,t,s)),s},addUnityAtlas:function(t,e,i,n){var s=null;return this.checkKey(t)&&(s=this.create(t,e),f.UnityYAML(s,0,i),n&&s.setDataSource(n),this.emit(h.ADD,t,s)),s},addSpriteSheet:function(t,e,i){var n=null;if(this.checkKey(t)){n=this.create(t,e);var s=n.source[0].width,r=n.source[0].height;f.SpriteSheet(n,0,0,0,s,r,i),this.emit(h.ADD,t,n)}return n},addSpriteSheetFromAtlas:function(t,e){if(!this.checkKey(t))return null;var i=u(e,"atlas",null),n=u(e,"frame",null);if(i&&n){var s=this.get(i),r=s.get(n);if(r){var o=this.create(t,r.source.image);return r.trimmed?f.SpriteSheetFromAtlas(o,r,e):f.SpriteSheet(o,0,r.cutX,r.cutY,r.cutWidth,r.cutHeight,e),this.emit(h.ADD,t,o),o}}},create:function(t,e,i,n){var s=null;return this.checkKey(t)&&(s=new g(this,t,e,i,n),this.list[t]=s),s},exists:function(t){return this.list.hasOwnProperty(t)},get:function(t){return void 0===t&&(t="__DEFAULT"),this.list[t]?this.list[t]:t instanceof g?t:this.list["__MISSING"]},cloneFrame:function(t,e){if(this.list[t])return this.list[t].get(e).clone()},getFrame:function(t,e){if(this.list[t])return this.list[t].get(e)},getTextureKeys:function(){var t=[];for(var e in this.list)"__DEFAULT"!==e&&"__MISSING"!==e&&t.push(e);return t},getPixel:function(t,e,i,n){var s=this.getFrame(i,n);if(s){t-=s.x,e-=s.y;var r=s.data.cut;if(t+=r.x,e+=r.y,t>=r.x&&t<r.r&&e>=r.y&&e<r.b){var A=this._tempContext;A.clearRect(0,0,1,1),A.drawImage(s.source.image,t,e,1,1,0,0,1,1);var a=A.getImageData(0,0,1,1);return new o(a.data[0],a.data[1],a.data[2],a.data[3])}}return null},getPixelAlpha:function(t,e,i,n){var s=this.getFrame(i,n);if(s){t-=s.x,e-=s.y;var r=s.data.cut;if(t+=r.x,e+=r.y,t>=r.x&&t<r.r&&e>=r.y&&e<r.b){var o=this._tempContext;o.clearRect(0,0,1,1),o.drawImage(s.source.image,t,e,1,1,0,0,1,1);var A=o.getImageData(0,0,1,1);return A.data[3]}}return null},setTexture:function(t,e,i){return this.list[e]&&(t.texture=this.list[e],t.frame=t.texture.get(i)),t},renameTexture:function(t,e){var i=this.get(t);return!(!i||t===e)&&(i.key=e,this.list[e]=i,delete this.list[t],!0)},each:function(t,e){for(var i=[null],n=1;n<arguments.length;n++)i.push(arguments[n]);for(var s in this.list)i[0]=this.list[s],t.apply(e,i)},destroy:function(){for(var t in this.list)this.list[t].destroy();this.list={},this.game=null,n.remove(this._tempCanvas)}});t.exports=d},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(18),r=i(38),o=i(33),A=i(139),a=i(206),h=new n({Extends:a,initialize:function(t,e,i,n,s){a.call(this,t,e,i,n,s),this.add("__BASE",0,0,0,n,s),this._source=this.frames["__BASE"].source,this.canvas=this._source.image,this.context=this.canvas.getContext("2d"),this.width=n,this.height=s,this.imageData=this.context.getImageData(0,0,n,s),this.data=null,this.imageData&&(this.data=this.imageData.data),this.pixels=null,this.buffer,this.data&&(this.imageData.data.buffer?(this.buffer=this.imageData.data.buffer,this.pixels=new Uint32Array(this.buffer)):window.ArrayBuffer?(this.buffer=new ArrayBuffer(this.imageData.data.length),this.pixels=new Uint32Array(this.buffer)):this.pixels=this.imageData.data)},update:function(){return this.imageData=this.context.getImageData(0,0,this.width,this.height),this.data=this.imageData.data,this.imageData.data.buffer?(this.buffer=this.imageData.data.buffer,this.pixels=new Uint32Array(this.buffer)):window.ArrayBuffer?(this.buffer=new ArrayBuffer(this.imageData.data.length),this.pixels=new Uint32Array(this.buffer)):this.pixels=this.imageData.data,this.manager.game.config.renderType===o.WEBGL&&this.refresh(),this},draw:function(t,e,i){return this.context.drawImage(i,t,e),this.update()},drawFrame:function(t,e,i,n){void 0===i&&(i=0),void 0===n&&(n=0);var s=this.manager.getFrame(t,e);if(s){var r=s.canvasData,o=s.cutWidth,A=s.cutHeight,a=s.source.resolution;return this.context.drawImage(s.source.image,r.x,r.y,o,A,i,n,o/a,A/a),this.update()}return this},setPixel:function(t,e,i,n,s,r){void 0===r&&(r=255),t=Math.abs(Math.floor(t)),e=Math.abs(Math.floor(e));var o=this.getIndex(t,e);if(o>-1){var A=this.context.getImageData(t,e,1,1);A.data[0]=i,A.data[1]=n,A.data[2]=s,A.data[3]=r,this.context.putImageData(A,t,e)}return this},putData:function(t,e,i,n,s,r,o){return void 0===n&&(n=0),void 0===s&&(s=0),void 0===r&&(r=t.width),void 0===o&&(o=t.height),this.context.putImageData(t,e,i,n,s,r,o),this},getData:function(t,e,i,n){t=s(Math.floor(t),0,this.width-1),e=s(Math.floor(e),0,this.height-1),i=s(i,1,this.width-t),n=s(n,1,this.height-e);var r=this.context.getImageData(t,e,i,n);return r},getPixel:function(t,e,i){i||(i=new r);var n=this.getIndex(t,e);if(n>-1){var s=this.data,o=s[n+0],A=s[n+1],a=s[n+2],h=s[n+3];i.setTo(o,A,a,h)}return i},getPixels:function(t,e,i,n){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=this.width),void 0===n&&(n=i),t=Math.abs(Math.round(t)),e=Math.abs(Math.round(e));for(var o=s(t,0,this.width),A=s(t+i,0,this.width),a=s(e,0,this.height),h=s(e+n,0,this.height),l=new r,c=[],u=a;u<h;u++){for(var f=[],g=o;g<A;g++)l=this.getPixel(g,u,l),f.push({x:g,y:u,color:l.color,alpha:l.alphaGL});c.push(f)}return c},getIndex:function(t,e){return t=Math.abs(Math.round(t)),e=Math.abs(Math.round(e)),t<this.width&&e<this.height?4*(t+e*this.width):-1},refresh:function(){return this._source.update(),this},getCanvas:function(){return this.canvas},getContext:function(){return this.context},clear:function(t,e,i,n){return void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=this.width),void 0===n&&(n=this.height),this.context.clearRect(t,e,i,n),this.update()},setSize:function(t,e){return void 0===e&&(e=t),t===this.width&&e===this.height||(this.canvas.width=t,this.canvas.height=e,this._source.width=t,this._source.height=e,this._source.isPowerOf2=A(t,e),this.frames["__BASE"].setSize(t,e,0,0),this.width=t,this.height=e,this.refresh()),this},destroy:function(){a.prototype.destroy.call(this),this._source=null,this.canvas=null,this.context=null,this.imageData=null,this.data=null,this.pixels=null,this.buffer=null}});t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(31),s=i(0),r=i(139),o=i(168),A=new s({initialize:function(t,e,i,n,s){void 0===s&&(s=!1);var A=t.manager.game;this.renderer=A.renderer,this.texture=t,this.source=e,this.image=e,this.compressionAlgorithm=null,this.resolution=1,this.width=i||e.naturalWidth||e.videoWidth||e.width||0,this.height=n||e.naturalHeight||e.videoHeight||e.height||0,this.scaleMode=o.DEFAULT,this.isCanvas=e instanceof HTMLCanvasElement,this.isVideo=window.hasOwnProperty("HTMLVideoElement")&&e instanceof HTMLVideoElement,this.isRenderTexture="RenderTexture"===e.type,this.isGLTexture=window.hasOwnProperty("WebGLTexture")&&e instanceof WebGLTexture,this.isPowerOf2=r(this.width,this.height),this.glTexture=null,this.glIndex=0,this.glIndexCounter=-1,this.flipY=s,this.init(A)},init:function(t){var e=this.renderer;e&&(e.gl?this.isCanvas?this.glTexture=e.createCanvasTexture(this.image,!1,this.flipY):this.isVideo?this.glTexture=e.createVideoTexture(this.image,!1,this.flipY):this.isRenderTexture?(this.image=this.source.canvas,this.glTexture=e.createTextureFromSource(null,this.width,this.height,this.scaleMode)):this.isGLTexture?this.glTexture=this.source:this.glTexture=e.createTextureFromSource(this.image,this.width,this.height,this.scaleMode):this.isRenderTexture&&(this.image=this.source.canvas)),t.config.antialias||this.setFilter(1)},setFilter:function(t){this.renderer.gl&&this.renderer.setTextureFilter(this.glTexture,t),this.scaleMode=t},setFlipY:function(t){return void 0===t&&(t=!0),this.flipY=t,this},update:function(){var t=this.renderer.gl;t&&this.isCanvas?this.glTexture=this.renderer.updateCanvasTexture(this.image,this.glTexture,this.flipY):t&&this.isVideo&&(this.glTexture=this.renderer.updateVideoTexture(this.image,this.glTexture,this.flipY))},destroy:function(){this.glTexture&&this.renderer.deleteTexture(this.glTexture,!0),this.isCanvas&&n.remove(this.image),this.renderer=null,this.texture=null,this.source=null,this.image=null,this.glTexture=null}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={AtlasXML:i(979),Canvas:i(980),Image:i(981),JSONArray:i(982),JSONHash:i(983),SpriteSheet:i(984),SpriteSheetFromAtlas:i(985),UnityYAML:i(986)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(427),s=i(430),r=i(432),o={create:function(t){var e=t.config.audio,i=t.device.audio;return e.noAudio||!i.webAudio&&!i.audioData?new s(t):i.webAudio&&!e.disableWebAudio?new r(t):new n(t)}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(146),s=i(0),r=i(71),o=i(429),A=new s({Extends:n,initialize:function(t){this.override=!0,this.audioPlayDelay=.1,this.loopEndOffset=.05,this.onBlurPausedSounds=[],this.locked="ontouchstart"in window,this.lockedActionsQueue=this.locked?[]:null,this._mute=!1,this._volume=1,n.call(this,t)},add:function(t,e){var i=new o(this,t,e);return this.sounds.push(i),i},unlock:function(){this.locked=!1;var t=this;if(this.game.cache.audio.entries.each((function(e,i){for(var n=0;n<i.length;n++)if("true"===i[n].dataset.locked)return t.locked=!0,!1;return!0})),this.locked){var e=!1,i=function(){e=!0},n=function(){if(e)e=!1;else{document.body.removeEventListener("touchmove",i),document.body.removeEventListener("touchend",n);var s=[];if(t.game.cache.audio.entries.each((function(t,e){for(var i=0;i<e.length;i++){var n=e[i];"true"===n.dataset.locked&&s.push(n)}return!0})),0!==s.length){var r=s[s.length-1];r.oncanplaythrough=function(){r.oncanplaythrough=null,s.forEach((function(t){t.dataset.locked="false"})),t.unlocked=!0},s.forEach((function(t){t.load()}))}}};this.once(r.UNLOCKED,(function(){this.forEachActiveSound((function(t){null===t.currentMarker&&0===t.duration&&(t.duration=t.tags[0].duration),t.totalDuration=t.tags[0].duration}));while(this.lockedActionsQueue.length){var t=this.lockedActionsQueue.shift();t.sound[t.prop].apply?t.sound[t.prop].apply(t.sound,t.value||[]):t.sound[t.prop]=t.value}}),this),document.body.addEventListener("touchmove",i,!1),document.body.addEventListener("touchend",n,!1)}},onBlur:function(){this.forEachActiveSound((function(t){t.isPlaying&&(this.onBlurPausedSounds.push(t),t.onBlur())}))},onFocus:function(){this.onBlurPausedSounds.forEach((function(t){t.onFocus()})),this.onBlurPausedSounds.length=0},destroy:function(){n.prototype.destroy.call(this),this.onBlurPausedSounds.length=0,this.onBlurPausedSounds=null},isLocked:function(t,e,i){return"true"===t.tags[0].dataset.locked&&(this.lockedActionsQueue.push({sound:t,prop:e,value:i}),!0)},setMute:function(t){return this.mute=t,this},mute:{get:function(){return this._mute},set:function(t){this._mute=t,this.forEachActiveSound((function(t){t.updateMute()})),this.emit(r.GLOBAL_MUTE,this,t)}},setVolume:function(t){return this.volume=t,this},volume:{get:function(){return this._volume},set:function(t){this._volume=t,this.forEachActiveSound((function(t){t.updateVolume()})),this.emit(r.GLOBAL_VOLUME,this,t)}}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(79),s=function(t,e,i,s,r){if(void 0===s&&(s=0),void 0===r&&(r=t.length),n(t,s,r))for(var o=s;o<r;o++){var A=t[o];if(!e||e&&void 0===i&&A.hasOwnProperty(e)||e&&void 0!==i&&A[e]===i)return A}return null};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(147),s=i(0),r=i(71),o=i(18),A=new s({Extends:n,initialize:function(t,e,i){if(void 0===i&&(i={}),this.tags=t.game.cache.audio.get(e),!this.tags)throw new Error('There is no audio asset with key "'+e+'" in the audio cache');this.audio=null,this.startTime=0,this.previousTime=0,this.duration=this.tags[0].duration,this.totalDuration=this.tags[0].duration,n.call(this,t,e,i)},play:function(t,e){return!this.manager.isLocked(this,"play",[t,e])&&(!!n.prototype.play.call(this,t,e)&&(!!this.pickAndPlayAudioTag()&&(this.emit(r.PLAY,this),!0)))},pause:function(){return!this.manager.isLocked(this,"pause")&&(!(this.startTime>0)&&(!!n.prototype.pause.call(this)&&(this.currentConfig.seek=this.audio.currentTime-(this.currentMarker?this.currentMarker.start:0),this.stopAndReleaseAudioTag(),this.emit(r.PAUSE,this),!0)))},resume:function(){return!this.manager.isLocked(this,"resume")&&(!(this.startTime>0)&&(!!n.prototype.resume.call(this)&&(!!this.pickAndPlayAudioTag()&&(this.emit(r.RESUME,this),!0))))},stop:function(){return!this.manager.isLocked(this,"stop")&&(!!n.prototype.stop.call(this)&&(this.stopAndReleaseAudioTag(),this.emit(r.STOP,this),!0))},pickAndPlayAudioTag:function(){if(!this.pickAudioTag())return this.reset(),!1;var t=this.currentConfig.seek,e=this.currentConfig.delay,i=(this.currentMarker?this.currentMarker.start:0)+t;return this.previousTime=i,this.audio.currentTime=i,this.applyConfig(),0===e?(this.startTime=0,this.audio.paused&&this.playCatchPromise()):(this.startTime=window.performance.now()+1e3*e,this.audio.paused||this.audio.pause()),this.resetConfig(),!0},pickAudioTag:function(){if(this.audio)return!0;for(var t=0;t<this.tags.length;t++){var e=this.tags[t];if("false"===e.dataset.used)return e.dataset.used="true",this.audio=e,!0}if(!this.manager.override)return!1;var i=[];this.manager.forEachActiveSound((function(t){t.key===this.key&&t.audio&&i.push(t)}),this),i.sort((function(t,e){return t.loop===e.loop?e.seek/e.duration-t.seek/t.duration:t.loop?1:-1}));var n=i[0];return this.audio=n.audio,n.reset(),n.audio=null,n.startTime=0,n.previousTime=0,!0},playCatchPromise:function(){var t=this.audio.play();t&&t.catch((function(t){console.warn(t)}))},stopAndReleaseAudioTag:function(){this.startTime=0,this.previousTime=0,this.audio&&(this.audio.pause(),this.audio.dataset.used="false",this.audio=null)},reset:function(){n.prototype.stop.call(this)},onBlur:function(){this.isPlaying=!1,this.isPaused=!0,this.currentConfig.seek=this.audio.currentTime-(this.currentMarker?this.currentMarker.start:0),this.currentConfig.delay=Math.max(0,(this.startTime-window.performance.now())/1e3),this.stopAndReleaseAudioTag()},onFocus:function(){this.isPlaying=!0,this.isPaused=!1,this.pickAndPlayAudioTag()},update:function(t){if(this.isPlaying)if(this.startTime>0)this.startTime<t-this.manager.audioPlayDelay&&(this.audio.currentTime+=Math.max(0,t-this.startTime)/1e3,this.startTime=0,this.previousTime=this.audio.currentTime,this.playCatchPromise());else{var e=this.currentMarker?this.currentMarker.start:0,i=e+this.duration,n=this.audio.currentTime;if(this.currentConfig.loop)n>=i-this.manager.loopEndOffset?(this.audio.currentTime=e+Math.max(0,n-i),n=this.audio.currentTime):n<e&&(this.audio.currentTime+=e,n=this.audio.currentTime),n<this.previousTime&&this.emit(r.LOOPED,this);else if(n>=i)return this.reset(),this.stopAndReleaseAudioTag(),void this.emit(r.COMPLETE,this);this.previousTime=n}},destroy:function(){n.prototype.destroy.call(this),this.tags=null,this.audio&&this.stopAndReleaseAudioTag()},updateMute:function(){this.audio&&(this.audio.muted=this.currentConfig.mute||this.manager.mute)},updateVolume:function(){this.audio&&(this.audio.volume=o(this.currentConfig.volume*this.manager.volume,0,1))},calculateRate:function(){n.prototype.calculateRate.call(this),this.audio&&(this.audio.playbackRate=this.totalRate)},mute:{get:function(){return this.currentConfig.mute},set:function(t){this.currentConfig.mute=t,this.manager.isLocked(this,"mute",t)||(this.updateMute(),this.emit(r.MUTE,this,t))}},setMute:function(t){return this.mute=t,this},volume:{get:function(){return this.currentConfig.volume},set:function(t){this.currentConfig.volume=t,this.manager.isLocked(this,"volume",t)||(this.updateVolume(),this.emit(r.VOLUME,this,t))}},setVolume:function(t){return this.volume=t,this},rate:{get:function(){return this.currentConfig.rate},set:function(t){this.currentConfig.rate=t,this.manager.isLocked(this,r.RATE,t)||(this.calculateRate(),this.emit(r.RATE,this,t))}},setRate:function(t){return this.rate=t,this},detune:{get:function(){return this.currentConfig.detune},set:function(t){this.currentConfig.detune=t,this.manager.isLocked(this,r.DETUNE,t)||(this.calculateRate(),this.emit(r.DETUNE,this,t))}},setDetune:function(t){return this.detune=t,this},seek:{get:function(){return this.isPlaying?this.audio.currentTime-(this.currentMarker?this.currentMarker.start:0):this.isPaused?this.currentConfig.seek:0},set:function(t){this.manager.isLocked(this,"seek",t)||this.startTime>0||(this.isPlaying||this.isPaused)&&(t=Math.min(Math.max(0,t),this.duration),this.isPlaying?(this.previousTime=t,this.audio.currentTime=t):this.isPaused&&(this.currentConfig.seek=t),this.emit(r.SEEK,this,t))}},setSeek:function(t){return this.seek=t,this},loop:{get:function(){return this.currentConfig.loop},set:function(t){this.currentConfig.loop=t,this.manager.isLocked(this,"loop",t)||(this.audio&&(this.audio.loop=t),this.emit(r.LOOP,this,t))}},setLoop:function(t){return this.loop=t,this},pan:{get:function(){return this.currentConfig.pan},set:function(t){this.currentConfig.pan=t,this.emit(r.PAN,this,t)}},setPan:function(t){return this.pan=t,this}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(146),s=i(0),r=i(9),o=i(431),A=i(1),a=new s({Extends:r,initialize:function(t){r.call(this),this.game=t,this.sounds=[],this.mute=!1,this.volume=1,this.rate=1,this.detune=0,this.pauseOnBlur=!0,this.locked=!1},add:function(t,e){var i=new o(this,t,e);return this.sounds.push(i),i},addAudioSprite:function(t,e){var i=this.add(t,e);return i.spritemap={},i},play:function(t,e){return!1},playAudioSprite:function(t,e,i){return!1},remove:function(t){return n.prototype.remove.call(this,t)},removeByKey:function(t){return n.prototype.removeByKey.call(this,t)},pauseAll:A,resumeAll:A,stopAll:A,update:A,setRate:A,setDetune:A,setMute:A,setVolume:A,forEachActiveSound:function(t,e){n.prototype.forEachActiveSound.call(this,t,e)},destroy:function(){n.prototype.destroy.call(this)}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(147),s=i(0),r=i(9),o=i(17),A=function(){return!1},a=function(){return null},h=function(){return this},l=new s({Extends:r,initialize:function(t,e,i){void 0===i&&(i={}),r.call(this),this.manager=t,this.key=e,this.isPlaying=!1,this.isPaused=!1,this.totalRate=1,this.duration=0,this.totalDuration=0,this.config=o({mute:!1,volume:1,rate:1,detune:0,seek:0,loop:!1,delay:0,pan:0},i),this.currentConfig=this.config,this.mute=!1,this.volume=1,this.rate=1,this.detune=0,this.seek=0,this.loop=!1,this.pan=0,this.markers={},this.currentMarker=null,this.pendingRemove=!1},addMarker:A,updateMarker:A,removeMarker:a,play:A,pause:A,resume:A,stop:A,destroy:function(){n.prototype.destroy.call(this)},setMute:h,setVolume:h,setRate:h,setDetune:h,setSeek:h,setLoop:h,setPan:h});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(433),s=i(146),r=i(0),o=i(71),A=i(22),a=i(434),h=new r({Extends:s,initialize:function(t){this.context=this.createAudioContext(t),this.masterMuteNode=this.context.createGain(),this.masterVolumeNode=this.context.createGain(),this.masterMuteNode.connect(this.masterVolumeNode),this.masterVolumeNode.connect(this.context.destination),this.destination=this.masterMuteNode,this.locked="suspended"===this.context.state&&("ontouchstart"in window||"onclick"in window),s.call(this,t),this.locked&&t.isBooted?this.unlock():t.events.once(A.BOOT,this.unlock,this)},createAudioContext:function(t){var e=t.config.audio;return e.context?(e.context.resume(),e.context):window.hasOwnProperty("AudioContext")?new AudioContext:window.hasOwnProperty("webkitAudioContext")?new window.webkitAudioContext:void 0},setAudioContext:function(t){return this.context&&this.context.close(),this.masterMuteNode&&this.masterMuteNode.disconnect(),this.masterVolumeNode&&this.masterVolumeNode.disconnect(),this.context=t,this.masterMuteNode=t.createGain(),this.masterVolumeNode=t.createGain(),this.masterMuteNode.connect(this.masterVolumeNode),this.masterVolumeNode.connect(t.destination),this.destination=this.masterMuteNode,this},add:function(t,e){var i=new a(this,t,e);return this.sounds.push(i),i},decodeAudio:function(t,e){var i;i=Array.isArray(t)?t:[{key:t,data:e}];for(var s=this.game.cache.audio,r=i.length,A=0;A<i.length;A++){var a=i[A],h=a.key,l=a.data;"string"===typeof l&&(l=n(l));var c=function(t,e){s.add(t,e),this.emit(o.DECODED,t),r--,0===r&&this.emit(o.DECODED_ALL)}.bind(this,h),u=function(t,e){console.error("Error decoding audio: "+t+" - ",e?e.message:""),r--,0===r&&this.emit(o.DECODED_ALL)}.bind(this,h);this.context.decodeAudioData(l,c,u)}},unlock:function(){var t=this,e=document.body,i=function i(){if(t.context&&e){var n=e.removeEventListener;t.context.resume().then((function(){n("touchstart",i),n("touchend",i),n("click",i),n("keydown",i),t.unlocked=!0}),(function(){n("touchstart",i),n("touchend",i),n("click",i),n("keydown",i)}))}};e&&(e.addEventListener("touchstart",i,!1),e.addEventListener("touchend",i,!1),e.addEventListener("click",i,!1),e.addEventListener("keydown",i,!1))},onBlur:function(){this.locked||this.context.suspend()},onFocus:function(){var t=this.context;"suspended"!==t.state&&"interrupted"!==t.state||this.locked||t.resume()},update:function(t,e){s.prototype.update.call(this,t,e);var i=this.context;i&&"interrupted"===i.state&&i.resume()},destroy:function(){if(this.destination=null,this.masterVolumeNode.disconnect(),this.masterVolumeNode=null,this.masterMuteNode.disconnect(),this.masterMuteNode=null,this.game.config.audio.context)this.context.suspend();else{var t=this;this.context.close().then((function(){t.context=null}))}s.prototype.destroy.call(this)},setMute:function(t){return this.mute=t,this},mute:{get:function(){return 0===this.masterMuteNode.gain.value},set:function(t){this.masterMuteNode.gain.setValueAtTime(t?0:1,0),this.emit(o.GLOBAL_MUTE,this,t)}},setVolume:function(t){return this.volume=t,this},volume:{get:function(){return this.masterVolumeNode.gain.value},set:function(t){this.masterVolumeNode.gain.setValueAtTime(t,0),this.emit(o.GLOBAL_VOLUME,this,t)}}});t.exports=h},function(t,e){for(
/**
 * @author       Niklas von Hertzen (https://github.com/niklasvh/base64-arraybuffer)
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/",n=new Uint8Array(256),s=0;s<i.length;s++)n[i.charCodeAt(s)]=s;var r=function(t){t=t.substr(t.indexOf(",")+1);var e,i,s,r,o=t.length,A=.75*o,a=0;"="===t[o-1]&&(A--,"="===t[o-2]&&A--);for(var h=new ArrayBuffer(A),l=new Uint8Array(h),c=0;c<o;c+=4)e=n[t.charCodeAt(c)],i=n[t.charCodeAt(c+1)],s=n[t.charCodeAt(c+2)],r=n[t.charCodeAt(c+3)],l[a++]=e<<2|i>>4,l[a++]=(15&i)<<4|s>>2,l[a++]=(3&s)<<6|63&r;return h};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(147),s=i(0),r=i(71),o=new s({Extends:n,initialize:function(t,e,i){if(void 0===i&&(i={}),this.audioBuffer=t.game.cache.audio.get(e),!this.audioBuffer)throw new Error('Audio key "'+e+'" missing from cache');this.source=null,this.loopSource=null,this.muteNode=t.context.createGain(),this.volumeNode=t.context.createGain(),this.pannerNode=null,this.playTime=0,this.startTime=0,this.loopTime=0,this.rateUpdates=[],this.hasEnded=!1,this.hasLooped=!1,this.muteNode.connect(this.volumeNode),t.context.createStereoPanner?(this.pannerNode=t.context.createStereoPanner(),this.volumeNode.connect(this.pannerNode),this.pannerNode.connect(t.destination)):this.volumeNode.connect(t.destination),this.duration=this.audioBuffer.duration,this.totalDuration=this.audioBuffer.duration,n.call(this,t,e,i)},play:function(t,e){return!!n.prototype.play.call(this,t,e)&&(this.stopAndRemoveBufferSource(),this.createAndStartBufferSource(),this.emit(r.PLAY,this),!0)},pause:function(){return!(this.manager.context.currentTime<this.startTime)&&(!!n.prototype.pause.call(this)&&(this.currentConfig.seek=this.getCurrentTime(),this.stopAndRemoveBufferSource(),this.emit(r.PAUSE,this),!0))},resume:function(){return!(this.manager.context.currentTime<this.startTime)&&(!!n.prototype.resume.call(this)&&(this.createAndStartBufferSource(),this.emit(r.RESUME,this),!0))},stop:function(){return!!n.prototype.stop.call(this)&&(this.stopAndRemoveBufferSource(),this.emit(r.STOP,this),!0)},createAndStartBufferSource:function(){var t=this.currentConfig.seek,e=this.currentConfig.delay,i=this.manager.context.currentTime+e,n=(this.currentMarker?this.currentMarker.start:0)+t,s=this.duration-t;this.playTime=i-t,this.startTime=i,this.source=this.createBufferSource(),this.applyConfig(),this.source.start(Math.max(0,i),Math.max(0,n),Math.max(0,s)),this.resetConfig()},createAndStartLoopBufferSource:function(){var t=this.getLoopTime(),e=this.currentMarker?this.currentMarker.start:0,i=this.duration;this.loopTime=t,this.loopSource=this.createBufferSource(),this.loopSource.playbackRate.setValueAtTime(this.totalRate,0),this.loopSource.start(Math.max(0,t),Math.max(0,e),Math.max(0,i))},createBufferSource:function(){var t=this,e=this.manager.context.createBufferSource();return e.buffer=this.audioBuffer,e.connect(this.muteNode),e.onended=function(e){e.target===t.source&&(t.currentConfig.loop?t.hasLooped=!0:t.hasEnded=!0)},e},stopAndRemoveBufferSource:function(){this.source&&(this.source.stop(),this.source.disconnect(),this.source=null),this.playTime=0,this.startTime=0,this.stopAndRemoveLoopBufferSource()},stopAndRemoveLoopBufferSource:function(){this.loopSource&&(this.loopSource.stop(),this.loopSource.disconnect(),this.loopSource=null),this.loopTime=0},applyConfig:function(){this.rateUpdates.length=0,this.rateUpdates.push({time:0,rate:1}),n.prototype.applyConfig.call(this)},update:function(){this.hasEnded?(this.hasEnded=!1,n.prototype.stop.call(this),this.stopAndRemoveBufferSource(),this.emit(r.COMPLETE,this)):this.hasLooped&&(this.hasLooped=!1,this.source=this.loopSource,this.loopSource=null,this.playTime=this.startTime=this.loopTime,this.rateUpdates.length=0,this.rateUpdates.push({time:0,rate:this.totalRate}),this.createAndStartLoopBufferSource(),this.emit(r.LOOPED,this))},destroy:function(){n.prototype.destroy.call(this),this.audioBuffer=null,this.stopAndRemoveBufferSource(),this.muteNode.disconnect(),this.muteNode=null,this.volumeNode.disconnect(),this.volumeNode=null,this.pannerNode&&(this.pannerNode.disconnect(),this.pannerNode=null),this.rateUpdates.length=0,this.rateUpdates=null},calculateRate:function(){n.prototype.calculateRate.call(this);var t=this.manager.context.currentTime;this.source&&"number"===typeof this.totalRate&&this.source.playbackRate.setValueAtTime(this.totalRate,t),this.isPlaying&&(this.rateUpdates.push({time:Math.max(this.startTime,t)-this.playTime,rate:this.totalRate}),this.loopSource&&(this.stopAndRemoveLoopBufferSource(),this.createAndStartLoopBufferSource()))},getCurrentTime:function(){for(var t=0,e=0;e<this.rateUpdates.length;e++){var i=0;i=e<this.rateUpdates.length-1?this.rateUpdates[e+1].time:this.manager.context.currentTime-this.playTime,t+=(i-this.rateUpdates[e].time)*this.rateUpdates[e].rate}return t},getLoopTime:function(){for(var t=0,e=0;e<this.rateUpdates.length-1;e++)t+=(this.rateUpdates[e+1].time-this.rateUpdates[e].time)*this.rateUpdates[e].rate;var i=this.rateUpdates[this.rateUpdates.length-1];return this.playTime+i.time+(this.duration-t)/i.rate},rate:{get:function(){return this.currentConfig.rate},set:function(t){this.currentConfig.rate=t,this.calculateRate(),this.emit(r.RATE,this,t)}},setRate:function(t){return this.rate=t,this},detune:{get:function(){return this.currentConfig.detune},set:function(t){this.currentConfig.detune=t,this.calculateRate(),this.emit(r.DETUNE,this,t)}},setDetune:function(t){return this.detune=t,this},mute:{get:function(){return 0===this.muteNode.gain.value},set:function(t){this.currentConfig.mute=t,this.muteNode.gain.setValueAtTime(t?0:1,0),this.emit(r.MUTE,this,t)}},setMute:function(t){return this.mute=t,this},volume:{get:function(){return this.volumeNode.gain.value},set:function(t){this.currentConfig.volume=t,this.volumeNode.gain.setValueAtTime(t,0),this.emit(r.VOLUME,this,t)}},setVolume:function(t){return this.volume=t,this},seek:{get:function(){return this.isPlaying?this.manager.context.currentTime<this.startTime?this.startTime-this.playTime:this.getCurrentTime():this.isPaused?this.currentConfig.seek:0},set:function(t){this.manager.context.currentTime<this.startTime||(this.isPlaying||this.isPaused)&&(t=Math.min(Math.max(0,t),this.duration),this.currentConfig.seek=t,this.isPlaying&&(this.stopAndRemoveBufferSource(),this.createAndStartBufferSource()),this.emit(r.SEEK,this,t))}},setSeek:function(t){return this.seek=t,this},loop:{get:function(){return this.currentConfig.loop},set:function(t){this.currentConfig.loop=t,this.isPlaying&&(this.stopAndRemoveLoopBufferSource(),t&&this.createAndStartLoopBufferSource()),this.emit(r.LOOP,this,t)}},setLoop:function(t){return this.loop=t,this},pan:{get:function(){return this.pannerNode?this.pannerNode.pan.value:0},set:function(t){this.currentConfig.pan=t,this.pannerNode&&this.pannerNode.pan.setValueAtTime(t,this.manager.context.currentTime),this.emit(r.PAN,this,t)}},setPan:function(t){return this.pan=t,this}});t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){for(var e=t.length,i=t[0].length,n=new Array(i),s=0;s<i;s++){n[s]=new Array(e);for(var r=e-1;r>-1;r--)n[s][r]=t[r][s]}return n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
function i(t,e,i){var n=t[e];t[e]=t[i],t[i]=n}function n(t,e){return t<e?-1:t>e?1:0}var s=function(t,e,r,o,A){void 0===r&&(r=0),void 0===o&&(o=t.length-1),void 0===A&&(A=n);while(o>r){if(o-r>600){var a=o-r+1,h=e-r+1,l=Math.log(a),c=.5*Math.exp(2*l/3),u=.5*Math.sqrt(l*c*(a-c)/a)*(h-a/2<0?-1:1),f=Math.max(r,Math.floor(e-h*c/a+u)),g=Math.min(o,Math.floor(e+(a-h)*c/a+u));s(t,e,f,g,A)}var d=t[e],p=r,v=o;i(t,r,e),A(t[o],d)>0&&i(t,r,o);while(p<v){i(t,p,v),p++,v--;while(A(t[p],d)<0)p++;while(A(t[v],d)>0)v--}0===A(t[r],d)?i(t,r,v):(v++,i(t,v,o)),v<=e&&(r=v+1),e<=v&&(o=v-1)}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(6),s=i(132),r=function(t,e,i){for(var n=[],s=0;s<t.length;s++)for(var r=0;r<e.length;r++)for(var o=0;o<i;o++)n.push({a:t[s],b:e[r]});return n},o=function(t,e,i){var o=n(i,"max",0),A=n(i,"qty",1),a=n(i,"random",!1),h=n(i,"randomB",!1),l=n(i,"repeat",0),c=n(i,"yoyo",!1),u=[];if(h&&s(e),-1===l)if(0===o)l=0;else{var f=t.length*e.length*A;c&&(f*=2),l=Math.ceil(o/f)}for(var g=0;g<=l;g++){var d=r(t,e,A);a&&s(d),u=u.concat(d),c&&(d.reverse(),u=u.concat(d))}return o&&u.splice(o),u};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={PROCESS_QUEUE_ADD:i(1039),PROCESS_QUEUE_REMOVE:i(1040)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(13),s=function(t,e){var i=n(e,"anims",null);if(null===i)return t;if("string"===typeof i)t.anims.play(i);else if("object"===typeof i){var s=t.anims,r=n(i,"key",void 0);if(r){var o=n(i,"startFrame",void 0),A=n(i,"delay",0),a=n(i,"repeat",0),h=n(i,"repeatDelay",0),l=n(i,"yoyo",!1),c=n(i,"play",!1),u=n(i,"delayedPlay",0),f={key:r,delay:A,repeat:a,repeatDelay:h,yoyo:l,startFrame:o};c?s.play(f):u>0?s.playAfterDelay(f,u):s.load(f)}}return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(109),r=new n({initialize:function(t,e,i,n,s){this.parent=t,this.x=e,this.y=i,this.frame=n,this.data={},this.tint=16777215,this._visible=s,this._alpha=1,this.flipX=!1,this.flipY=!1},setFrame:function(t){return void 0===t?this.frame=this.parent.frame:t instanceof s&&t.texture===this.parent.texture?this.frame=t:this.frame=this.parent.texture.get(t),this},resetFlip:function(){return this.flipX=!1,this.flipY=!1,this},reset:function(t,e,i){return this.x=t,this.y=e,this.flipX=!1,this.flipY=!1,this._alpha=1,this._visible=!0,this.parent.dirty=!0,i&&this.setFrame(i),this},setPosition:function(t,e){return this.x=t,this.y=e,this},setFlipX:function(t){return this.flipX=t,this},setFlipY:function(t){return this.flipY=t,this},setFlip:function(t,e){return this.flipX=t,this.flipY=e,this},setVisible:function(t){return this.visible=t,this},setAlpha:function(t){return this.alpha=t,this},setTint:function(t){return this.tint=t,this},destroy:function(){this.parent.dirty=!0,this.parent.children.remove(this),this.parent=void 0,this.frame=void 0,this.data=void 0},visible:{get:function(){return this._visible},set:function(t){this.parent.dirty|=this._visible!==t,this._visible=t}},alpha:{get:function(){return this._alpha},set:function(t){this.parent.dirty|=this._alpha>0!==t>0,this._alpha=t}}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=function(t,e,i){void 0===i&&(i=new n);var s=Math.min(t.x,e.x),r=Math.min(t.y,e.y),o=Math.max(t.right,e.right)-s,A=Math.max(t.bottom,e.bottom)-r;return i.setTo(s,r,o,A)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(1053),o=i(15),A=i(7),a=i(202),h=i(20),l=i(141),c=new n({Extends:o,Mixins:[s.AlphaSingle,s.BlendMode,s.Depth,s.Origin,s.ScrollFactor,s.Transform,s.Visible,r],initialize:function(t,e,i,n,s,r){o.call(this,t,"DOMElement"),this.parent=t.sys.game.domContainer,this.cache=t.sys.cache.html,this.node,this.transformOnly=!1,this.skewX=0,this.skewY=0,this.rotate3d=new l,this.rotate3dAngle="deg",this.width=0,this.height=0,this.displayWidth=0,this.displayHeight=0,this.handler=this.dispatchNativeEvent.bind(this),this.setPosition(e,i),"string"===typeof n?"#"===n[0]?this.setElement(n.substr(1),s,r):this.createElement(n,s,r):n&&this.setElement(n,s,r),t.sys.events.on(h.SLEEP,this.handleSceneEvent,this),t.sys.events.on(h.WAKE,this.handleSceneEvent,this)},addedToScene:function(){this.scene.sys.updateList.add(this)},removedFromScene:function(){this.scene.sys.updateList.remove(this)},handleSceneEvent:function(t){var e=this.node,i=e.style;e&&(i.display=t.settings.visible?"block":"none")},setSkew:function(t,e){return void 0===t&&(t=0),void 0===e&&(e=t),this.skewX=t,this.skewY=e,this},setPerspective:function(t){return this.parent.style.perspective=t+"px",this},perspective:{get:function(){return parseFloat(this.parent.style.perspective)},set:function(t){this.parent.style.perspective=t+"px"}},addListener:function(t){if(this.node){t=t.split(" ");for(var e=0;e<t.length;e++)this.node.addEventListener(t[e],this.handler,!1)}return this},removeListener:function(t){if(this.node){t=t.split(" ");for(var e=0;e<t.length;e++)this.node.removeEventListener(t[e],this.handler)}return this},dispatchNativeEvent:function(t){this.emit(t.type,t)},createElement:function(t,e,i){return this.setElement(document.createElement(t),e,i)},setElement:function(t,e,i){var n;if(this.removeElement(),"string"===typeof t?("#"===t[0]&&(t=t.substr(1)),n=document.getElementById(t)):"object"===typeof t&&1===t.nodeType&&(n=t),!n)return this;if(this.node=n,e&&A(e))for(var s in e)n.style[s]=e[s];else"string"===typeof e&&(n.style=e);return n.style.zIndex="0",n.style.display="inline",n.style.position="absolute",n.phaser=this,this.parent&&this.parent.appendChild(n),i&&(n.innerText=i),this.updateSize()},createFromCache:function(t,e){var i=this.cache.get(t);return i&&this.createFromHTML(i,e),this},createFromHTML:function(t,e){void 0===e&&(e="div"),this.removeElement();var i=document.createElement(e);return this.node=i,i.style.zIndex="0",i.style.display="inline",i.style.position="absolute",i.phaser=this,this.parent&&this.parent.appendChild(i),i.innerHTML=t,this.updateSize()},removeElement:function(){return this.node&&(a(this.node),this.node=null),this},updateSize:function(){var t=this.node,e=t.getBoundingClientRect();return this.width=t.clientWidth,this.height=t.clientHeight,this.displayWidth=e.width||0,this.displayHeight=e.height||0,this},getChildByProperty:function(t,e){if(this.node)for(var i=this.node.querySelectorAll("*"),n=0;n<i.length;n++)if(i[n][t]===e)return i[n];return null},getChildByID:function(t){return this.getChildByProperty("id",t)},getChildByName:function(t){return this.getChildByProperty("name",t)},setClassName:function(t){return this.node&&(this.node.className=t,this.updateSize()),this},setText:function(t){return this.node&&(this.node.innerText=t,this.updateSize()),this},setHTML:function(t){return this.node&&(this.node.innerHTML=t,this.updateSize()),this},preUpdate:function(){var t=this.parentContainer,e=this.node;e&&t&&!t.willRender()&&(e.style.display="none")},willRender:function(){return!0},preDestroy:function(){this.removeElement(),this.scene.sys.events.off(h.SLEEP,this.handleSceneEvent,this),this.scene.sys.events.off(h.WAKE,this.handleSceneEvent,this)}});t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1054),s=i(15),r=i(25),o=new r,A=new r,a=new r,h=function(t,e,i,r){if(e.node){var h=e.node.style,l=e.scene.sys.settings;if(!h||!l.visible||s.RENDER_MASK!==e.renderFlags||0!==e.cameraFilter&&e.cameraFilter&i.id||e.parentContainer&&!e.parentContainer.willRender())h.display="none";else{var c=e.parentContainer,u=i.alpha*e.alpha;c&&(u*=c.alpha);var f=o,g=A,d=a,p=0,v=0,m="0%",w="0%";r?(p=e.width*e.scaleX*e.originX,v=e.height*e.scaleY*e.originY,g.applyITRS(e.x-p,e.y-v,e.rotation,e.scaleX,e.scaleY),f.copyFrom(i.matrix),f.multiplyWithOffset(r,-i.scrollX*e.scrollFactorX,-i.scrollY*e.scrollFactorY),g.e=e.x-p,g.f=e.y-v,f.multiply(g,d)):(p=e.width*e.originX,v=e.height*e.originY,g.applyITRS(e.x-p,e.y-v,e.rotation,e.scaleX,e.scaleY),f.copyFrom(i.matrix),m=100*e.originX+"%",w=100*e.originY+"%",g.e-=i.scrollX*e.scrollFactorX,g.f-=i.scrollY*e.scrollFactorY,f.multiply(g,d)),e.transformOnly||(h.display="block",h.opacity=u,h.zIndex=e._depth,h.mixBlendMode=n[e._blendMode]),h.transform=d.getCSSMatrix()+" skew("+e.skewX+"rad, "+e.skewY+"rad) rotate3d("+e.rotate3d.x+","+e.rotate3d.y+","+e.rotate3d.z+","+e.rotate3d.w+e.rotate3dAngle+")",h.transformOrigin=m+" "+w}}};t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(15),o=i(1058),A=new n({Extends:r,Mixins:[s.Alpha,s.BlendMode,s.Depth,s.Flip,s.Origin,s.ScrollFactor,s.Size,s.Texture,s.Tint,s.Transform,s.Visible,o],initialize:function(t){r.call(this,t,"Extern")},addedToScene:function(){this.scene.sys.updateList.add(this)},removedFromScene:function(){this.scene.sys.updateList.remove(this)},preUpdate:function(){},render:function(){}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(218),s=i(98),r=i(14),o=i(4),A=function(t,e,i){void 0===i&&(i=new o);var A=s(e,0,r.PI2);return n(t,A,i)};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(447),s=i(218),r=i(98),o=i(14),A=function(t,e,i,A){void 0===A&&(A=[]),!e&&i>0&&(e=n(t)/i);for(var a=0;a<e;a++){var h=r(a/e,0,o.PI2);A.push(s(t,h))}return A};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e=t.width/2,i=t.height/2,n=Math.pow(e-i,2)/Math.pow(e+i,2);return Math.PI*(e+i)*(1+3*n/(10+Math.sqrt(4-3*n)))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(217),s=i(30),r=function(t,e,i,r,o,A){var a=e.commandBuffer,h=a.length,l=o||t.currentContext;if(0!==h&&s(t,l,e,i,r)){i.addToRenderList(e);var c=1,u=1,f=0,g=0,d=1,p=0,v=0,m=0;l.beginPath();for(var w=0;w<h;++w){var B=a[w];switch(B){case n.ARC:l.arc(a[w+1],a[w+2],a[w+3],a[w+4],a[w+5],a[w+6]),w+=7;break;case n.LINE_STYLE:d=a[w+1],f=a[w+2],c=a[w+3],p=(16711680&f)>>>16,v=(65280&f)>>>8,m=255&f,l.strokeStyle="rgba("+p+","+v+","+m+","+c+")",l.lineWidth=d,w+=3;break;case n.FILL_STYLE:g=a[w+1],u=a[w+2],p=(16711680&g)>>>16,v=(65280&g)>>>8,m=255&g,l.fillStyle="rgba("+p+","+v+","+m+","+u+")",w+=2;break;case n.BEGIN_PATH:l.beginPath();break;case n.CLOSE_PATH:l.closePath();break;case n.FILL_PATH:A||l.fill();break;case n.STROKE_PATH:A||l.stroke();break;case n.FILL_RECT:A?l.rect(a[w+1],a[w+2],a[w+3],a[w+4]):l.fillRect(a[w+1],a[w+2],a[w+3],a[w+4]),w+=4;break;case n.FILL_TRIANGLE:l.beginPath(),l.moveTo(a[w+1],a[w+2]),l.lineTo(a[w+3],a[w+4]),l.lineTo(a[w+5],a[w+6]),l.closePath(),A||l.fill(),w+=6;break;case n.STROKE_TRIANGLE:l.beginPath(),l.moveTo(a[w+1],a[w+2]),l.lineTo(a[w+3],a[w+4]),l.lineTo(a[w+5],a[w+6]),l.closePath(),A||l.stroke(),w+=6;break;case n.LINE_TO:l.lineTo(a[w+1],a[w+2]),w+=2;break;case n.MOVE_TO:l.moveTo(a[w+1],a[w+2]),w+=2;break;case n.LINE_FX_TO:l.lineTo(a[w+1],a[w+2]),w+=5;break;case n.MOVE_FX_TO:l.moveTo(a[w+1],a[w+2]),w+=5;break;case n.SAVE:l.save();break;case n.RESTORE:l.restore();break;case n.TRANSLATE:l.translate(a[w+1],a[w+2]),w+=2;break;case n.SCALE:l.scale(a[w+1],a[w+2]),w+=2;break;case n.ROTATE:l.rotate(a[w+1]),w+=1;break;case n.GRADIENT_FILL_STYLE:w+=5;break;case n.GRADIENT_LINE_STYLE:w+=6;break}}l.restore()}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(138),r=i(81),o=i(2),A=i(68),a=new n({initialize:function(t,e,i,n){void 0===n&&(n=!1),this.propertyKey=e,this.propertyValue=i,this.defaultValue=i,this.steps=0,this.counter=0,this.start=0,this.end=0,this.ease,this.emitOnly=n,this.onEmit=this.defaultEmit,this.onUpdate=this.defaultUpdate,this.loadConfig(t)},loadConfig:function(t,e){void 0===t&&(t={}),e&&(this.propertyKey=e),this.propertyValue=o(t,this.propertyKey,this.defaultValue),this.setMethods(),this.emitOnly&&(this.onUpdate=this.defaultUpdate)},toJSON:function(){return this.propertyValue},onChange:function(t){return this.propertyValue=t,this.setMethods()},setMethods:function(){var t=this.propertyValue,e=typeof t;if(this.onEmit=this.defaultEmit,this.onUpdate=this.defaultUpdate,"number"===e)this.onEmit=this.staticValueEmit,this.onUpdate=this.staticValueUpdate;else if(Array.isArray(t))this.onEmit=this.randomStaticValueEmit;else if("function"===e)this.emitOnly?this.onEmit=t:this.onUpdate=t;else if("object"===e&&this.hasBoth(t,"start","end")){this.start=t.start,this.end=t.end;var i=this.has(t,"random");if(i&&(this.onEmit=this.randomRangedValueEmit),this.has(t,"steps"))this.steps=t.steps,this.counter=this.start,this.onEmit=this.steppedEmit;else{var n=this.has(t,"ease")?t.ease:"Linear";this.ease=r(n,t.easeParams),i||(this.onEmit=this.easedValueEmit),this.onUpdate=this.easeValueUpdate}}else if("object"===e&&this.hasBoth(t,"min","max"))this.start=t.min,this.end=t.max,this.onEmit=this.randomRangedValueEmit;else if("object"===e&&this.has(t,"random")){var s=t.random;Array.isArray(s)&&(this.start=s[0],this.end=s[1]),this.onEmit=this.randomRangedValueEmit}else"object"===e&&this.hasEither(t,"onEmit","onUpdate")&&(this.has(t,"onEmit")&&(this.onEmit=t.onEmit),this.has(t,"onUpdate")&&(this.onUpdate=t.onUpdate));return this},has:function(t,e){return t.hasOwnProperty(e)},hasBoth:function(t,e,i){return t.hasOwnProperty(e)&&t.hasOwnProperty(i)},hasEither:function(t,e,i){return t.hasOwnProperty(e)||t.hasOwnProperty(i)},defaultEmit:function(t,e,i){return i},defaultUpdate:function(t,e,i,n){return n},staticValueEmit:function(){return this.propertyValue},staticValueUpdate:function(){return this.propertyValue},randomStaticValueEmit:function(){var t=Math.floor(Math.random()*this.propertyValue.length);return this.propertyValue[t]},randomRangedValueEmit:function(t,e){var i=s(this.start,this.end);return t&&t.data[e]&&(t.data[e].min=i),i},steppedEmit:function(){var t=this.counter,e=this.counter+(this.end-this.start)/this.steps;return this.counter=A(e,this.start,this.end),t},easedValueEmit:function(t,e){if(t&&t.data[e]){var i=t.data[e];i.min=this.start,i.max=this.end}return this.start},easeValueUpdate:function(t,e,i){var n=t.data[e];return(n.max-n.min)*this.ease(i)+n.min}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=new n({initialize:function(t,e,i,n,r){if("object"===typeof t){var o=t;t=s(o,"x",0),e=s(o,"y",0),i=s(o,"power",0),n=s(o,"epsilon",100),r=s(o,"gravity",50)}else void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=100),void 0===r&&(r=50);this.x=t,this.y=e,this.active=!0,this._gravity=r,this._power=0,this._epsilon=0,this.power=i,this.epsilon=n},update:function(t,e){var i=this.x-t.x,n=this.y-t.y,s=i*i+n*n;if(0!==s){var r=Math.sqrt(s);s<this._epsilon&&(s=this._epsilon);var o=this._power*e/(s*r)*100;t.velocityX+=i*o,t.velocityY+=n*o}},epsilon:{get:function(){return Math.sqrt(this._epsilon)},set:function(t){this._epsilon=t*t}},power:{get:function(){return this._power/this._gravity},set:function(t){this._power=t*this._gravity}},gravity:{get:function(){return this._gravity},set:function(t){var e=this.power;this._gravity=t,this.power=e}}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(36),r=i(50),o=new n({initialize:function(t){this.emitter=t,this.frame=null,this.x=0,this.y=0,this.velocityX=0,this.velocityY=0,this.accelerationX=0,this.accelerationY=0,this.maxVelocityX=1e4,this.maxVelocityY=1e4,this.bounce=0,this.scaleX=1,this.scaleY=1,this.alpha=1,this.angle=0,this.rotation=0,this.tint=16777215,this.life=1e3,this.lifeCurrent=1e3,this.delayCurrent=0,this.lifeT=0,this.data={tint:{min:16777215,max:16777215,current:16777215},alpha:{min:1,max:1},rotate:{min:0,max:0},scaleX:{min:1,max:1},scaleY:{min:1,max:1}}},isAlive:function(){return this.lifeCurrent>0},resetPosition:function(){this.x=0,this.y=0},fire:function(t,e){var i=this.emitter;this.frame=i.getFrame(),i.emitZone&&i.emitZone.getPoint(this),this.x+=void 0===t?i.x.onEmit(this,"x"):t,this.y+=void 0===e?i.y.onEmit(this,"y"):e,this.life=i.lifespan.onEmit(this,"lifespan"),this.lifeCurrent=this.life,this.lifeT=0;var n=i.speedX.onEmit(this,"speedX"),o=i.speedY?i.speedY.onEmit(this,"speedY"):n;if(i.radial){var A=s(i.angle.onEmit(this,"angle"));this.velocityX=Math.cos(A)*Math.abs(n),this.velocityY=Math.sin(A)*Math.abs(o)}else if(i.moveTo){var a=i.moveToX.onEmit(this,"moveToX"),h=i.moveToY?i.moveToY.onEmit(this,"moveToY"):a,l=Math.atan2(h-this.y,a-this.x),c=r(this.x,this.y,a,h)/(this.life/1e3);this.velocityX=Math.cos(l)*c,this.velocityY=Math.sin(l)*c}else this.velocityX=n,this.velocityY=o;i.acceleration&&(this.accelerationX=i.accelerationX.onEmit(this,"accelerationX"),this.accelerationY=i.accelerationY.onEmit(this,"accelerationY")),this.maxVelocityX=i.maxVelocityX.onEmit(this,"maxVelocityX"),this.maxVelocityY=i.maxVelocityY.onEmit(this,"maxVelocityY"),this.delayCurrent=i.delay.onEmit(this,"delay"),this.scaleX=i.scaleX.onEmit(this,"scaleX"),this.scaleY=i.scaleY?i.scaleY.onEmit(this,"scaleY"):this.scaleX,this.angle=i.rotate.onEmit(this,"rotate"),this.rotation=s(this.angle),this.bounce=i.bounce.onEmit(this,"bounce"),this.alpha=i.alpha.onEmit(this,"alpha"),this.tint=i.tint.onEmit(this,"tint")},computeVelocity:function(t,e,i,n){var s=this.velocityX,r=this.velocityY,o=this.accelerationX,A=this.accelerationY,a=this.maxVelocityX,h=this.maxVelocityY;s+=t.gravityX*i,r+=t.gravityY*i,o&&(s+=o*i),A&&(r+=A*i),s>a?s=a:s<-a&&(s=-a),r>h?r=h:r<-h&&(r=-h),this.velocityX=s,this.velocityY=r;for(var l=0;l<n.length;l++)n[l].update(this,e,i)},checkBounds:function(t){var e=t.bounds,i=-this.bounce;this.x<e.x&&t.collideLeft?(this.x=e.x,this.velocityX*=i):this.x>e.right&&t.collideRight&&(this.x=e.right,this.velocityX*=i),this.y<e.y&&t.collideTop?(this.y=e.y,this.velocityY*=i):this.y>e.bottom&&t.collideBottom&&(this.y=e.bottom,this.velocityY*=i)},update:function(t,e,i){if(this.delayCurrent>0)return this.delayCurrent-=t,!1;var n=this.emitter,r=1-this.lifeCurrent/this.life;return this.lifeT=r,this.computeVelocity(n,t,e,i),this.x+=this.velocityX*e,this.y+=this.velocityY*e,n.bounds&&this.checkBounds(n),n.deathZone&&n.deathZone.willKill(this)?(this.lifeCurrent=0,!0):(this.scaleX=n.scaleX.onUpdate(this,"scaleX",r,this.scaleX),n.scaleY?this.scaleY=n.scaleY.onUpdate(this,"scaleY",r,this.scaleY):this.scaleY=this.scaleX,this.angle=n.rotate.onUpdate(this,"rotate",r,this.angle),this.rotation=s(this.angle),this.alpha=n.alpha.onUpdate(this,"alpha",r,this.alpha),this.tint=n.tint.onUpdate(this,"tint",r,this.tint),this.lifeCurrent-=t,this.lifeCurrent<=0)}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(35),s=i(0),r=i(11),o=i(453),A=i(454),a=i(449),h=i(2),l=i(210),c=i(455),u=i(127),f=i(451),g=i(456),d=i(10),p=i(80),v=i(3),m=i(68),w=new s({Mixins:[r.BlendMode,r.Mask,r.ScrollFactor,r.Visible],initialize:function(t,e){this.manager=t,this.texture=t.texture,this.frames=[t.defaultFrame],this.defaultFrame=t.defaultFrame,this.configFastMap=["active","blendMode","collideBottom","collideLeft","collideRight","collideTop","deathCallback","deathCallbackScope","emitCallback","emitCallbackScope","follow","frequency","gravityX","gravityY","maxParticles","name","on","particleBringToTop","particleClass","radial","timeScale","trackVisible","visible"],this.configOpMap=["accelerationX","accelerationY","angle","alpha","bounce","delay","lifespan","maxVelocityX","maxVelocityY","moveToX","moveToY","quantity","rotate","scaleX","scaleY","speedX","speedY","tint","x","y"],this.name="",this.particleClass=f,this.x=new a(e,"x",0,!0),this.y=new a(e,"y",0,!0),this.radial=!0,this.gravityX=0,this.gravityY=0,this.acceleration=!1,this.accelerationX=new a(e,"accelerationX",0,!0),this.accelerationY=new a(e,"accelerationY",0,!0),this.maxVelocityX=new a(e,"maxVelocityX",1e4,!0),this.maxVelocityY=new a(e,"maxVelocityY",1e4,!0),this.speedX=new a(e,"speedX",0,!0),this.speedY=new a(e,"speedY",0,!0),this.moveTo=!1,this.moveToX=new a(e,"moveToX",0,!0),this.moveToY=new a(e,"moveToY",0,!0),this.bounce=new a(e,"bounce",0,!0),this.scaleX=new a(e,"scaleX",1),this.scaleY=new a(e,"scaleY",1),this.tint=new a(e,"tint",16777215),this.alpha=new a(e,"alpha",1),this.lifespan=new a(e,"lifespan",1e3,!0),this.angle=new a(e,"angle",{min:0,max:360},!0),this.rotate=new a(e,"rotate",0),this.emitCallback=null,this.emitCallbackScope=null,this.deathCallback=null,this.deathCallbackScope=null,this.maxParticles=0,this.quantity=new a(e,"quantity",1,!0),this.delay=new a(e,"delay",0,!0),this.frequency=0,this.on=!0,this.particleBringToTop=!0,this.timeScale=1,this.emitZone=null,this.deathZone=null,this.bounds=null,this.collideLeft=!0,this.collideRight=!0,this.collideTop=!0,this.collideBottom=!0,this.active=!0,this.visible=!0,this.blendMode=n.NORMAL,this.follow=null,this.followOffset=new v,this.trackVisible=!1,this.currentFrame=0,this.randomFrame=!0,this.frameQuantity=1,this.dead=[],this.alive=[],this._counter=0,this._frameCounter=0,e&&this.fromJSON(e)},fromJSON:function(t){if(!t)return this;var e=0,i="";for(e=0;e<this.configFastMap.length;e++)i=this.configFastMap[e],u(t,i)&&(this[i]=h(t,i));for(e=0;e<this.configOpMap.length;e++)i=this.configOpMap[e],u(t,i)&&this[i].loadConfig(t);if(this.acceleration=0!==this.accelerationX.propertyValue||0!==this.accelerationY.propertyValue,this.moveTo=0!==this.moveToX.propertyValue||0!==this.moveToY.propertyValue,u(t,"speed")&&(this.speedX.loadConfig(t,"speed"),this.speedY=null),(c(t,["speedX","speedY"])||this.moveTo)&&(this.radial=!1),u(t,"scale")&&(this.scaleX.loadConfig(t,"scale"),this.scaleY=null),u(t,"callbackScope")){var n=h(t,"callbackScope",null);this.emitCallbackScope=n,this.deathCallbackScope=n}return u(t,"emitZone")&&this.setEmitZone(t.emitZone),u(t,"deathZone")&&this.setDeathZone(t.deathZone),u(t,"bounds")&&this.setBounds(t.bounds),u(t,"followOffset")&&this.followOffset.setFromObject(h(t,"followOffset",0)),u(t,"frame")&&this.setFrame(t.frame),u(t,"reserve")&&this.reserve(t.reserve),this},toJSON:function(t){void 0===t&&(t={});var e=0,i="";for(e=0;e<this.configFastMap.length;e++)i=this.configFastMap[e],t[i]=this[i];for(e=0;e<this.configOpMap.length;e++)i=this.configOpMap[e],this[i]&&(t[i]=this[i].toJSON());return this.speedY||(delete t.speedX,t.speed=this.speedX.toJSON()),this.scaleY||(delete t.scaleX,t.scale=this.scaleX.toJSON()),t},startFollow:function(t,e,i,n){return void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=!1),this.follow=t,this.followOffset.set(e,i),this.trackVisible=n,this},stopFollow:function(){return this.follow=null,this.followOffset.set(0,0),this.trackVisible=!1,this},getFrame:function(){if(1===this.frames.length)return this.defaultFrame;if(this.randomFrame)return l(this.frames);var t=this.frames[this.currentFrame];return this._frameCounter++,this._frameCounter===this.frameQuantity&&(this._frameCounter=0,this.currentFrame=m(this.currentFrame+1,0,this._frameLength)),t},setFrame:function(t,e,i){void 0===e&&(e=!0),void 0===i&&(i=1),this.randomFrame=e,this.frameQuantity=i,this.currentFrame=0,this._frameCounter=0;var n=typeof t;if(Array.isArray(t)||"string"===n||"number"===n)this.manager.setEmitterFrames(t,this);else if("object"===n){var s=t;t=h(s,"frames",null),t&&this.manager.setEmitterFrames(t,this);var r=h(s,"cycle",!1);this.randomFrame=!r,this.frameQuantity=h(s,"quantity",i)}return this._frameLength=this.frames.length,1===this._frameLength&&(this.frameQuantity=1,this.randomFrame=!1),this},setRadial:function(t){return void 0===t&&(t=!0),this.radial=t,this},setPosition:function(t,e){return this.x.onChange(t),this.y.onChange(e),this},setBounds:function(t,e,i,n){if("object"===typeof t){var s=t;t=s.x,e=s.y,i=u(s,"w")?s.w:s.width,n=u(s,"h")?s.h:s.height}return this.bounds?this.bounds.setTo(t,e,i,n):this.bounds=new d(t,e,i,n),this},setSpeedX:function(t){return this.speedX.onChange(t),this.radial=!1,this},setSpeedY:function(t){return this.speedY&&(this.speedY.onChange(t),this.radial=!1),this},setSpeed:function(t){return this.speedX.onChange(t),this.speedY=null,this.radial=!0,this},setScaleX:function(t){return this.scaleX.onChange(t),this},setScaleY:function(t){return this.scaleY.onChange(t),this},setScale:function(t){return this.scaleX.onChange(t),this.scaleY=null,this},setGravityX:function(t){return this.gravityX=t,this},setGravityY:function(t){return this.gravityY=t,this},setGravity:function(t,e){return this.gravityX=t,this.gravityY=e,this},setAlpha:function(t){return this.alpha.onChange(t),this},setTint:function(t){return this.tint.onChange(t),this},setEmitterAngle:function(t){return this.angle.onChange(t),this},setAngle:function(t){return this.angle.onChange(t),this},setLifespan:function(t){return this.lifespan.onChange(t),this},setQuantity:function(t){return this.quantity.onChange(t),this},setFrequency:function(t,e){return this.frequency=t,this._counter=0,e&&this.quantity.onChange(e),this},setEmitZone:function(t){if(void 0===t)this.emitZone=null;else{var e=h(t,"type","random"),i=h(t,"source",null);switch(e){case"random":this.emitZone=new g(i);break;case"edge":var n=h(t,"quantity",1),s=h(t,"stepRate",0),r=h(t,"yoyo",!1),o=h(t,"seamless",!0);this.emitZone=new A(i,n,s,r,o);break}}return this},setDeathZone:function(t){if(void 0===t)this.deathZone=null;else{var e=h(t,"type","onEnter"),i=h(t,"source",null);if(i&&"function"===typeof i.contains){var n="onEnter"===e;this.deathZone=new o(i,n)}}return this},reserve:function(t){for(var e=this.dead,i=0;i<t;i++)e.push(new this.particleClass(this));return this},getAliveParticleCount:function(){return this.alive.length},getDeadParticleCount:function(){return this.dead.length},getParticleCount:function(){return this.getAliveParticleCount()+this.getDeadParticleCount()},atLimit:function(){return this.maxParticles>0&&this.getParticleCount()===this.maxParticles},onParticleEmit:function(t,e){return void 0===t?(this.emitCallback=null,this.emitCallbackScope=null):"function"===typeof t&&(this.emitCallback=t,e&&(this.emitCallbackScope=e)),this},onParticleDeath:function(t,e){return void 0===t?(this.deathCallback=null,this.deathCallbackScope=null):"function"===typeof t&&(this.deathCallback=t,e&&(this.deathCallbackScope=e)),this},killAll:function(){var t=this.dead,e=this.alive;while(e.length>0)t.push(e.pop());return this},forEachAlive:function(t,e){for(var i=this.alive,n=i.length,s=0;s<n;++s)t.call(e,i[s],this);return this},forEachDead:function(t,e){for(var i=this.dead,n=i.length,s=0;s<n;++s)t.call(e,i[s],this);return this},start:function(){return this.on=!0,this._counter=0,this},stop:function(){return this.on=!1,this},pause:function(){return this.active=!1,this},resume:function(){return this.active=!0,this},remove:function(){return this.manager.removeEmitter(this),this},depthSort:function(){return p(this.alive,this.depthSortCallback),this},flow:function(t,e){return void 0===e&&(e=1),this.frequency=t,this.quantity.onChange(e),this.start()},explode:function(t,e,i){return this.frequency=-1,this.emitParticle(t,e,i)},emitParticleAt:function(t,e,i){return this.emitParticle(i,t,e)},emitParticle:function(t,e,i){if(!this.atLimit()){void 0===t&&(t=this.quantity.onEmit());for(var n=this.dead,s=this.follow?this.follow.x+this.followOffset.x:e,r=this.follow?this.follow.y+this.followOffset.y:i,o=0;o<t;o++){var A=n.pop();if(A||(A=new this.particleClass(this)),A.fire(s,r),this.particleBringToTop?this.alive.push(A):this.alive.unshift(A),this.emitCallback&&this.emitCallback.call(this.emitCallbackScope,A,this),this.atLimit())break}return A}},preUpdate:function(t,e){e*=this.timeScale;var i=e/1e3;this.trackVisible&&(this.visible=this.follow.visible);var n=this.manager.getProcessors(),s=this.alive,r=this.dead,o=0,A=[],a=s.length;for(o=0;o<a;o++){var h=s[o];h.update(e,i,n)&&A.push({index:o,particle:h})}if(a=A.length,a>0){var l=this.deathCallback,c=this.deathCallbackScope;for(o=a-1;o>=0;o--){var u=A[o];s.splice(u.index,1),r.push(u.particle),l&&l.call(c,u.particle),u.particle.resetPosition()}}this.on&&(0===this.frequency?this.emitParticle():this.frequency>0&&(this._counter-=e,this._counter<=0&&(this.emitParticle(),this._counter=this.frequency-Math.abs(this._counter))))},depthSortCallback:function(t,e){return t.y-e.y}});t.exports=w},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e){this.source=t,this.killOnEnter=e},willKill:function(t){var e=this.source.contains(t.x,t.y);return e&&this.killOnEnter||!e&&!this.killOnEnter}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i,n,s){void 0===n&&(n=!1),void 0===s&&(s=!0),this.source=t,this.points=[],this.quantity=e,this.stepRate=i,this.yoyo=n,this.counter=-1,this.seamless=s,this._length=0,this._direction=0,this.updateSource()},updateSource:function(){if(this.points=this.source.getPoints(this.quantity,this.stepRate),this.seamless){var t=this.points[0],e=this.points[this.points.length-1];t.x===e.x&&t.y===e.y&&this.points.pop()}var i=this._length;return this._length=this.points.length,this._length<i&&this.counter>this._length&&(this.counter=this._length-1),this},changeSource:function(t){return this.source=t,this.updateSource()},getPoint:function(t){0===this._direction?(this.counter++,this.counter>=this._length&&(this.yoyo?(this._direction=1,this.counter=this._length-1):this.counter=0)):(this.counter--,-1===this.counter&&(this.yoyo?(this._direction=0,this.counter=0):this.counter=this._length-1));var e=this.points[this.counter];e&&(t.x=e.x,t.y=e.y)}});t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){for(var i=0;i<e.length;i++)if(t.hasOwnProperty(e[i]))return!0;return!1};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(3),r=new n({initialize:function(t){this.source=t,this._tempVec=new s},getPoint:function(t){var e=this._tempVec;this.source.getRandomPoint(e),t.x=e.x,t.y=e.y}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(74),o=new n({Extends:r,Mixins:[s.PathFollower],initialize:function(t,e,i,n,s,o){r.call(this,t,i,n,s,o),this.path=e},preUpdate:function(t,e){this.anims.update(t,e),this.pathUpdate(t)}});t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=t.canvas,s=t.context,r=t.style,o=[],A=0,a=i.length;r.maxLines>0&&r.maxLines<i.length&&(a=r.maxLines),r.syncFont(n,s);for(var h=0;h<a;h++){var l=r.strokeThickness;l+=s.measureText(i[h]).width,r.wordWrap&&(l-=s.measureText(" ").width),o[h]=Math.ceil(l),A=Math.max(A,o[h])}var c=e.fontSize+r.strokeThickness,u=c*a,f=t.lineSpacing;return a>1&&(u+=f*(a-1)),{width:A,height:u,lines:a,lineWidths:o,lineSpacing:f,lineHeight:c}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(13),r=i(6),o=i(460),A={fontFamily:["fontFamily","Courier"],fontSize:["fontSize","16px"],fontStyle:["fontStyle",""],backgroundColor:["backgroundColor",null],color:["color","#fff"],stroke:["stroke","#fff"],strokeThickness:["strokeThickness",0],shadowOffsetX:["shadow.offsetX",0],shadowOffsetY:["shadow.offsetY",0],shadowColor:["shadow.color","#000"],shadowBlur:["shadow.blur",0],shadowStroke:["shadow.stroke",!1],shadowFill:["shadow.fill",!1],align:["align","left"],maxLines:["maxLines",0],fixedWidth:["fixedWidth",0],fixedHeight:["fixedHeight",0],resolution:["resolution",0],rtl:["rtl",!1],testString:["testString","|MÉqgy"],baselineX:["baselineX",1.2],baselineY:["baselineY",1.4],wordWrapWidth:["wordWrap.width",null],wordWrapCallback:["wordWrap.callback",null],wordWrapCallbackScope:["wordWrap.callbackScope",null],wordWrapUseAdvanced:["wordWrap.useAdvancedWrap",!1]},a=new n({initialize:function(t,e){this.parent=t,this.fontFamily,this.fontSize,this.fontStyle,this.backgroundColor,this.color,this.stroke,this.strokeThickness,this.shadowOffsetX,this.shadowOffsetY,this.shadowColor,this.shadowBlur,this.shadowStroke,this.shadowFill,this.align,this.maxLines,this.fixedWidth,this.fixedHeight,this.resolution,this.rtl,this.testString,this.baselineX,this.baselineY,this.wordWrapWidth,this.wordWrapCallback,this.wordWrapCallbackScope,this.wordWrapUseAdvanced,this._font,this.setStyle(e,!1,!0);var i=r(e,"metrics",!1);this.metrics=i?{ascent:r(i,"ascent",0),descent:r(i,"descent",0),fontSize:r(i,"fontSize",0)}:o(this)},setStyle:function(t,e,i){for(var n in void 0===e&&(e=!0),void 0===i&&(i=!1),t&&t.hasOwnProperty("fontSize")&&"number"===typeof t.fontSize&&(t.fontSize=t.fontSize.toString()+"px"),A){var o=i?A[n][1]:this[n];this[n]="wordWrapCallback"===n||"wordWrapCallbackScope"===n?r(t,A[n][0],o):s(t,A[n][0],o)}var a=r(t,"font",null);null!==a&&this.setFont(a,!1),this._font=[this.fontStyle,this.fontSize,this.fontFamily].join(" ").trim();var h=r(t,"fill",null);return null!==h&&(this.color=h),e?this.update(!0):this.parent},syncFont:function(t,e){e.font=this._font},syncStyle:function(t,e){e.textBaseline="alphabetic",e.fillStyle=this.color,e.strokeStyle=this.stroke,e.lineWidth=this.strokeThickness,e.lineCap="round",e.lineJoin="round"},syncShadow:function(t,e){e?(t.shadowOffsetX=this.shadowOffsetX,t.shadowOffsetY=this.shadowOffsetY,t.shadowColor=this.shadowColor,t.shadowBlur=this.shadowBlur):(t.shadowOffsetX=0,t.shadowOffsetY=0,t.shadowColor=0,t.shadowBlur=0)},update:function(t){return t&&(this._font=[this.fontStyle,this.fontSize,this.fontFamily].join(" ").trim(),this.metrics=o(this)),this.parent.updateText()},setFont:function(t,e){void 0===e&&(e=!0);var i=t,n="",s="";if("string"!==typeof t)i=r(t,"fontFamily","Courier"),n=r(t,"fontSize","16px"),s=r(t,"fontStyle","");else{var o=t.split(" "),A=0;s=o.length>2?o[A++]:"",n=o[A++]||"16px",i=o[A++]||"Courier"}return i===this.fontFamily&&n===this.fontSize&&s===this.fontStyle||(this.fontFamily=i,this.fontSize=n,this.fontStyle=s,e&&this.update(!0)),this.parent},setFontFamily:function(t){return this.fontFamily!==t&&(this.fontFamily=t,this.update(!0)),this.parent},setFontStyle:function(t){return this.fontStyle!==t&&(this.fontStyle=t,this.update(!0)),this.parent},setFontSize:function(t){return"number"===typeof t&&(t=t.toString()+"px"),this.fontSize!==t&&(this.fontSize=t,this.update(!0)),this.parent},setTestString:function(t){return this.testString=t,this.update(!0)},setFixedSize:function(t,e){return this.fixedWidth=t,this.fixedHeight=e,t&&(this.parent.width=t),e&&(this.parent.height=e),this.update(!1)},setBackgroundColor:function(t){return this.backgroundColor=t,this.update(!1)},setFill:function(t){return this.color=t,this.update(!1)},setColor:function(t){return this.color=t,this.update(!1)},setResolution:function(t){return this.resolution=t,this.update(!1)},setStroke:function(t,e){return void 0===e&&(e=this.strokeThickness),void 0===t&&0!==this.strokeThickness?(this.strokeThickness=0,this.update(!0)):this.stroke===t&&this.strokeThickness===e||(this.stroke=t,this.strokeThickness=e,this.update(!0)),this.parent},setShadow:function(t,e,i,n,s,r){return void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i="#000"),void 0===n&&(n=0),void 0===s&&(s=!1),void 0===r&&(r=!0),this.shadowOffsetX=t,this.shadowOffsetY=e,this.shadowColor=i,this.shadowBlur=n,this.shadowStroke=s,this.shadowFill=r,this.update(!1)},setShadowOffset:function(t,e){return void 0===t&&(t=0),void 0===e&&(e=t),this.shadowOffsetX=t,this.shadowOffsetY=e,this.update(!1)},setShadowColor:function(t){return void 0===t&&(t="#000"),this.shadowColor=t,this.update(!1)},setShadowBlur:function(t){return void 0===t&&(t=0),this.shadowBlur=t,this.update(!1)},setShadowStroke:function(t){return this.shadowStroke=t,this.update(!1)},setShadowFill:function(t){return this.shadowFill=t,this.update(!1)},setWordWrapWidth:function(t,e){return void 0===e&&(e=!1),this.wordWrapWidth=t,this.wordWrapUseAdvanced=e,this.update(!1)},setWordWrapCallback:function(t,e){return void 0===e&&(e=null),this.wordWrapCallback=t,this.wordWrapCallbackScope=e,this.update(!1)},setAlign:function(t){return void 0===t&&(t="left"),this.align=t,this.update(!1)},setMaxLines:function(t){return void 0===t&&(t=0),this.maxLines=t,this.update(!1)},getTextMetrics:function(){var t=this.metrics;return{ascent:t.ascent,descent:t.descent,fontSize:t.fontSize}},toJSON:function(){var t={};for(var e in A)t[e]=this[e];return t.metrics=this.getTextMetrics(),t},destroy:function(){this.parent=void 0}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(31),s=function(t){var e=n.create(this),i=e.getContext("2d");t.syncFont(e,i);var s=i.measureText(t.testString);if(s.hasOwnProperty("actualBoundingBoxAscent")){var r=s.actualBoundingBoxAscent,o=s.actualBoundingBoxDescent;return n.remove(e),{ascent:r,descent:o,fontSize:r+o}}var A=Math.ceil(s.width*t.baselineX),a=A,h=2*a;a=a*t.baselineY|0,e.width=A,e.height=h,i.fillStyle="#f00",i.fillRect(0,0,A,h),i.font=t._font,i.textBaseline="alphabetic",i.fillStyle="#000",i.fillText(t.testString,0,a);var l={ascent:0,descent:0,fontSize:0};if(!i.getImageData(0,0,A,h))return l.ascent=a,l.descent=a+6,l.fontSize=l.ascent+l.descent,n.remove(e),l;var c,u,f=i.getImageData(0,0,A,h).data,g=f.length,d=4*A,p=0,v=!1;for(c=0;c<a;c++){for(u=0;u<d;u+=4)if(255!==f[p+u]){v=!0;break}if(v)break;p+=d}for(l.ascent=a-c,p=g-d,v=!1,c=h;c>a;c--){for(u=0;u<d;u+=4)if(255!==f[p+u]){v=!0;break}if(v)break;p-=d}return l.descent=c-a,l.fontSize=l.ascent+l.descent,n.remove(e),l};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1095),s=i(0),r=i(36),o=i(70),A=i(64),a=i(14),h=i(34),l=new s({Extends:h,Mixins:[n],initialize:function(t,e,i,n,s,r,o,a,l){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=128),void 0===s&&(s=0),void 0===r&&(r=360),void 0===o&&(o=!1),h.call(this,t,"Arc",new A(0,0,n)),this._startAngle=s,this._endAngle=r,this._anticlockwise=o,this._iterations=.01,this.setPosition(e,i);var c=2*this.geom.radius;this.setSize(c,c),void 0!==a&&this.setFillStyle(a,l),this.updateDisplayOrigin(),this.updateData()},iterations:{get:function(){return this._iterations},set:function(t){this._iterations=t,this.updateData()}},radius:{get:function(){return this.geom.radius},set:function(t){this.geom.radius=t;var e=2*t;this.setSize(e,e),this.updateDisplayOrigin(),this.updateData()}},startAngle:{get:function(){return this._startAngle},set:function(t){this._startAngle=t,this.updateData()}},endAngle:{get:function(){return this._endAngle},set:function(t){this._endAngle=t,this.updateData()}},anticlockwise:{get:function(){return this._anticlockwise},set:function(t){this._anticlockwise=t,this.updateData()}},setRadius:function(t){return this.radius=t,this},setIterations:function(t){return void 0===t&&(t=.01),this.iterations=t,this},setStartAngle:function(t,e){return this._startAngle=t,void 0!==e&&(this._anticlockwise=e),this.updateData()},setEndAngle:function(t,e){return this._endAngle=t,void 0!==e&&(this._anticlockwise=e),this.updateData()},updateData:function(){var t=this._iterations,e=t,i=this.geom.radius,n=r(this._startAngle),s=r(this._endAngle),A=this._anticlockwise,h=i,l=i;s-=n,A?s<-a.PI2?s=-a.PI2:s>0&&(s=-a.PI2+s%a.PI2):s>a.PI2?s=a.PI2:s<0&&(s=a.PI2+s%a.PI2);var c,u=[h+Math.cos(n)*i,l+Math.sin(n)*i];while(e<1)c=s*e+n,u.push(h+Math.cos(c)*i,l+Math.sin(c)*i),e+=t;return c=s+n,u.push(h+Math.cos(c)*i,l+Math.sin(c)*i),u.push(h+Math.cos(n)*i,l+Math.sin(n)*i),this.pathIndexes=o(u),this.pathData=u,this}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(1098),r=i(70),o=i(10),A=i(34),a=new n({Extends:A,Mixins:[s],initialize:function(t,e,i,n,s,r){void 0===e&&(e=0),void 0===i&&(i=0),A.call(this,t,"Curve",n),this._smoothness=32,this._curveBounds=new o,this.closePath=!1,this.setPosition(e,i),void 0!==s&&this.setFillStyle(s,r),this.updateData()},smoothness:{get:function(){return this._smoothness},set:function(t){this._smoothness=t,this.updateData()}},setSmoothness:function(t){return this._smoothness=t,this.updateData()},updateData:function(){var t=this._curveBounds,e=this._smoothness;this.geom.getBounds(t,e),this.setSize(t.width,t.height),this.updateDisplayOrigin();for(var i=[],n=this.geom.getPoints(e),s=0;s<n.length;s++)i.push(n[s].x,n[s].y);return i.push(n[0].x,n[0].y),this.pathIndexes=r(i),this.pathData=i,this}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(70),r=i(1101),o=i(111),A=i(34),a=new n({Extends:A,Mixins:[r],initialize:function(t,e,i,n,s,r,a){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=128),void 0===s&&(s=128),A.call(this,t,"Ellipse",new o(n/2,s/2,n,s)),this._smoothness=64,this.setPosition(e,i),this.width=n,this.height=s,void 0!==r&&this.setFillStyle(r,a),this.updateDisplayOrigin(),this.updateData()},smoothness:{get:function(){return this._smoothness},set:function(t){this._smoothness=t,this.updateData()}},setSize:function(t,e){return this.width=t,this.height=e,this.geom.setPosition(t/2,e/2),this.geom.setSize(t,e),this.updateData()},setSmoothness:function(t){return this._smoothness=t,this.updateData()},updateData:function(){for(var t=[],e=this.geom.getPoints(this._smoothness),i=0;i<e.length;i++)t.push(e[i].x,e[i].y);return t.push(e[0].x,e[0].y),this.pathIndexes=s(t),this.pathData=t,this}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(34),r=i(1104),o=new n({Extends:s,Mixins:[r],initialize:function(t,e,i,n,r,o,A,a,h,l,c){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=128),void 0===r&&(r=128),void 0===o&&(o=32),void 0===A&&(A=32),s.call(this,t,"Grid",null),this.cellWidth=o,this.cellHeight=A,this.showCells=!0,this.outlineFillColor=0,this.outlineFillAlpha=0,this.showOutline=!0,this.showAltCells=!1,this.altFillColor,this.altFillAlpha,this.setPosition(e,i),this.setSize(n,r),this.setFillStyle(a,h),void 0!==l&&this.setOutlineStyle(l,c),this.updateDisplayOrigin()},setFillStyle:function(t,e){return void 0===e&&(e=1),void 0===t?this.showCells=!1:(this.fillColor=t,this.fillAlpha=e,this.showCells=!0),this},setAltFillStyle:function(t,e){return void 0===e&&(e=1),void 0===t?this.showAltCells=!1:(this.altFillColor=t,this.altFillAlpha=e,this.showAltCells=!0),this},setOutlineStyle:function(t,e){return void 0===e&&(e=1),void 0===t?this.showOutline=!1:(this.outlineFillColor=t,this.outlineFillAlpha=e,this.showOutline=!0),this}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1107),s=i(0),r=i(34),o=new s({Extends:r,Mixins:[n],initialize:function(t,e,i,n,s,o,A,a){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=48),void 0===s&&(s=32),void 0===o&&(o=15658734),void 0===A&&(A=10066329),void 0===a&&(a=13421772),r.call(this,t,"IsoBox",null),this.projection=4,this.fillTop=o,this.fillLeft=A,this.fillRight=a,this.showTop=!0,this.showLeft=!0,this.showRight=!0,this.isFilled=!0,this.setPosition(e,i),this.setSize(n,s),this.updateDisplayOrigin()},setProjection:function(t){return this.projection=t,this},setFaces:function(t,e,i){return void 0===t&&(t=!0),void 0===e&&(e=!0),void 0===i&&(i=!0),this.showTop=t,this.showLeft=e,this.showRight=i,this},setFillStyle:function(t,e,i){return this.fillTop=t,this.fillLeft=e,this.fillRight=i,this.isFilled=!0,this}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(1110),r=i(34),o=new n({Extends:r,Mixins:[s],initialize:function(t,e,i,n,s,o,A,a,h){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=48),void 0===s&&(s=32),void 0===o&&(o=!1),void 0===A&&(A=15658734),void 0===a&&(a=10066329),void 0===h&&(h=13421772),r.call(this,t,"IsoTriangle",null),this.projection=4,this.fillTop=A,this.fillLeft=a,this.fillRight=h,this.showTop=!0,this.showLeft=!0,this.showRight=!0,this.isReversed=o,this.isFilled=!0,this.setPosition(e,i),this.setSize(n,s),this.updateDisplayOrigin()},setProjection:function(t){return this.projection=t,this},setReversed:function(t){return this.isReversed=t,this},setFaces:function(t,e,i){return void 0===t&&(t=!0),void 0===e&&(e=!0),void 0===i&&(i=!0),this.showTop=t,this.showLeft=e,this.showRight=i,this},setFillStyle:function(t,e,i){return this.fillTop=t,this.fillLeft=e,this.fillRight=i,this.isFilled=!0,this}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(34),r=i(47),o=i(1113),A=new n({Extends:s,Mixins:[o],initialize:function(t,e,i,n,o,A,a,h,l){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),void 0===o&&(o=0),void 0===A&&(A=128),void 0===a&&(a=0),s.call(this,t,"Line",new r(n,o,A,a));var c=Math.max(1,this.geom.right-this.geom.left),u=Math.max(1,this.geom.bottom-this.geom.top);this.lineWidth=1,this._startWidth=1,this._endWidth=1,this.setPosition(e,i),this.setSize(c,u),void 0!==h&&this.setStrokeStyle(1,h,l),this.updateDisplayOrigin()},setLineWidth:function(t,e){return void 0===e&&(e=t),this._startWidth=t,this._endWidth=e,this.lineWidth=t,this},setTo:function(t,e,i,n){return this.geom.setTo(t,e,i,n),this}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1116),s=i(0),r=i(70),o=i(469),A=i(227),a=i(34),h=i(472),l=new s({Extends:a,Mixins:[n],initialize:function(t,e,i,n,s,r){void 0===e&&(e=0),void 0===i&&(i=0),a.call(this,t,"Polygon",new A(n));var h=o(this.geom);this.setPosition(e,i),this.setSize(h.width,h.height),void 0!==s&&this.setFillStyle(s,r),this.updateDisplayOrigin(),this.updateData()},smooth:function(t){void 0===t&&(t=1);for(var e=0;e<t;e++)h(this.geom);return this.updateData()},updateData:function(){for(var t=[],e=this.geom.points,i=0;i<e.length;i++)t.push(e[i].x,e[i].y);return t.push(e[0].x,e[0].y),this.pathIndexes=r(t),this.pathData=t,this}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=function(t,e){void 0===e&&(e=new n);for(var i,s=1/0,r=1/0,o=-s,A=-r,a=0;a<t.points.length;a++)i=t.points[a],s=Math.min(s,i.x),r=Math.min(r,i.y),o=Math.max(o,i.x),A=Math.max(A,i.y);return e.x=s,e.y=r,e.width=o-s,e.height=A-r,e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(66),s=i(47),r=i(471),o=function(t,e,i,o){void 0===o&&(o=[]);var A=t.points,a=r(t);!e&&i>0&&(e=a/i);for(var h=0;h<e;h++)for(var l=a*(h/e),c=0,u=0;u<A.length;u++){var f=A[u],g=A[(u+1)%A.length],d=new s(f.x,f.y,g.x,g.y),p=n(d);if(!(l<c||l>c+p)){var v=d.getPoint((l-c)/p);o.push(v);break}c+=p}return o};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(66),s=i(47),r=function(t){for(var e=t.points,i=0,r=0;r<e.length;r++){var o=e[r],A=e[(r+1)%e.length],a=new s(o.x,o.y,A.x,A.y);i+=n(a)}return i};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Igor Ognichenko <ognichenko.igor@gmail.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t[0]=e[0],t[1]=e[1],t},n=function(t){var e,n=[],s=t.points;for(e=0;e<s.length;e++)n.push([s[e].x,s[e].y]);var r=[];for(n.length>0&&r.push(i([0,0],n[0])),e=0;e<n.length-1;e++){var o=n[e],A=n[e+1],a=o[0],h=o[1],l=A[0],c=A[1];r.push([.85*a+.15*l,.85*h+.15*c]),r.push([.15*a+.85*l,.15*h+.85*c])}return n.length>1&&r.push(i([0,0],n[n.length-1])),t.setTo(r)};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(10),r=i(34),o=i(1119),A=new n({Extends:r,Mixins:[o],initialize:function(t,e,i,n,o,A,a){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=128),void 0===o&&(o=128),r.call(this,t,"Rectangle",new s(0,0,n,o)),this.setPosition(e,i),this.setSize(n,o),void 0!==A&&this.setFillStyle(A,a),this.updateDisplayOrigin(),this.updateData()},setSize:function(t,e){return this.width=t,this.height=e,this.geom.setSize(t,e),this.updateData(),this},updateData:function(){var t=[],e=this.geom,i=this._tempLine;return e.getLineA(i),t.push(i.x1,i.y1,i.x2,i.y2),e.getLineB(i),t.push(i.x2,i.y2),e.getLineC(i),t.push(i.x2,i.y2),e.getLineD(i),t.push(i.x2,i.y2),this.pathData=t,this}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1122),s=i(0),r=i(70),o=i(34),A=new s({Extends:o,Mixins:[n],initialize:function(t,e,i,n,s,r,A,a){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=5),void 0===s&&(s=32),void 0===r&&(r=64),o.call(this,t,"Star",null),this._points=n,this._innerRadius=s,this._outerRadius=r,this.setPosition(e,i),this.setSize(2*r,2*r),void 0!==A&&this.setFillStyle(A,a),this.updateDisplayOrigin(),this.updateData()},setPoints:function(t){return this._points=t,this.updateData()},setInnerRadius:function(t){return this._innerRadius=t,this.updateData()},setOuterRadius:function(t){return this._outerRadius=t,this.updateData()},points:{get:function(){return this._points},set:function(t){this._points=t,this.updateData()}},innerRadius:{get:function(){return this._innerRadius},set:function(t){this._innerRadius=t,this.updateData()}},outerRadius:{get:function(){return this._outerRadius},set:function(t){this._outerRadius=t,this.updateData()}},updateData:function(){var t=[],e=this._points,i=this._innerRadius,n=this._outerRadius,s=Math.PI/2*3,o=Math.PI/e,A=n,a=n;t.push(A,a+-n);for(var h=0;h<e;h++)t.push(A+Math.cos(s)*n,a+Math.sin(s)*n),s+=o,t.push(A+Math.cos(s)*i,a+Math.sin(s)*i),s+=o;return t.push(A,a+-n),this.pathIndexes=r(t),this.pathData=t,this}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(34),r=i(83),o=i(1125),A=new n({Extends:s,Mixins:[o],initialize:function(t,e,i,n,o,A,a,h,l,c,u){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),void 0===o&&(o=128),void 0===A&&(A=64),void 0===a&&(a=0),void 0===h&&(h=128),void 0===l&&(l=128),s.call(this,t,"Triangle",new r(n,o,A,a,h,l));var f=this.geom.right-this.geom.left,g=this.geom.bottom-this.geom.top;this.setPosition(e,i),this.setSize(f,g),void 0!==c&&this.setFillStyle(c,u),this.updateDisplayOrigin(),this.updateData()},setTo:function(t,e,i,n,s,r){return this.geom.setTo(t,e,i,n,s,r),this.updateData()},updateData:function(){var t=[],e=this.geom,i=this._tempLine;return e.getLineA(i),t.push(i.x1,i.y1,i.x2,i.y2),e.getLineB(i),t.push(i.x2,i.y2),e.getLineC(i),t.push(i.x2,i.y2),this.pathData=t,this}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=i(66),r=function(t,e,i){void 0===i&&(i=new n);var r=t.getLineA(),o=t.getLineB(),A=t.getLineC();if(e<=0||e>=1)return i.x=r.x1,i.y=r.y1,i;var a=s(r),h=s(o),l=s(A),c=a+h+l,u=c*e,f=0;return u<a?(f=u/a,i.x=r.x1+(r.x2-r.x1)*f,i.y=r.y1+(r.y2-r.y1)*f):u>a+h?(u-=a+h,f=u/l,i.x=A.x1+(A.x2-A.x1)*f,i.y=A.y1+(A.y2-A.y1)*f):(u-=a,f=u/h,i.x=o.x1+(o.x2-o.x1)*f,i.y=o.y1+(o.y2-o.y1)*f),i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(66),s=i(4),r=function(t,e,i,r){void 0===r&&(r=[]);var o=t.getLineA(),A=t.getLineB(),a=t.getLineC(),h=n(o),l=n(A),c=n(a),u=h+l+c;!e&&i>0&&(e=u/i);for(var f=0;f<e;f++){var g=u*(f/e),d=0,p=new s;g<h?(d=g/h,p.x=o.x1+(o.x2-o.x1)*d,p.y=o.y1+(o.y2-o.y1)*d):g>h+l?(g-=h+l,d=g/c,p.x=a.x1+(a.x2-a.x1)*d,p.y=a.y1+(a.y2-a.y1)*d):(g-=h,d=g/l,p.x=A.x1+(A.x2-A.x1)*d,p.y=A.y1+(A.y2-A.y1)*d),r.push(p)}return r};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(!t||"number"===typeof t)return!1;if(t.hasOwnProperty(e))return t[e]=i,!0;if(-1!==e.indexOf(".")){for(var n=e.split("."),s=t,r=t,o=0;o<n.length;o++){if(!s.hasOwnProperty(n[o]))return!1;r=s,s=s[n[o]]}return r[n[n.length-1]]=i,!0}return!1};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(116),s=i(118),r=function(t,e,i,r,o,A,a){if(void 0===r&&(r=!1),void 0===A&&(A=16777215),void 0===a&&(a=1),t.length===e.length){var h,l,c,u,f,g,d,p,v,m,w,B={faces:[],vertices:[]},y=r?3:2,x=Array.isArray(A),C=Array.isArray(a);if(Array.isArray(i)&&i.length>0)for(h=0;h<i.length;h++){var E=i[h],I=2*i[h],D=i[h]*y;l=t[D],c=t[D+1],u=r?t[D+2]:0,f=e[I],g=e[I+1],d=x?A[E]:A,p=C?a[E]:a,v=0,m=0,w=0,o&&(v=o[D],m=o[D+1],w=r?o[D+2]:0),B.vertices.push(new s(l,c,u,f,g,d,p,v,m,w))}else{var P=0,b=0;for(h=0;h<t.length;h+=y)l=t[h],c=t[h+1],u=r?t[h+2]:0,f=e[P],g=e[P+1],d=x?A[b]:A,p=C?a[b]:a,v=0,m=0,w=0,o&&(v=o[h],m=o[h+1],w=r?o[h+2]:0),B.vertices.push(new s(l,c,u,f,g,d,p,v,m,w)),P+=2,b++}for(h=0;h<B.vertices.length;h+=3){var M=B.vertices[h],O=B.vertices[h+1],Q=B.vertices[h+2];B.faces.push(new n(M,O,Q))}return B}console.warn("GenerateVerts: vertices and uvs count not equal")};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(116),s=i(69),r=i(39),o=i(118),A=new r,a=new r,h=new s,l=function(t,e,i,s,r,l,c,u,f,g){void 0===i&&(i=1),void 0===s&&(s=0),void 0===r&&(r=0),void 0===l&&(l=0),void 0===c&&(c=0),void 0===u&&(u=0),void 0===f&&(f=0),void 0===g&&(g=!0);var d={faces:[],verts:[]},p=t.materials;A.set(s,r,l),a.set(c,u,f),h.fromRotationXYTranslation(a,A,g);for(var v=0;v<t.models.length;v++)for(var m=t.models[v],w=m.vertices,B=m.textureCoords,y=m.faces,x=0;x<y.length;x++){var C=y[x],E=C.vertices[0],I=C.vertices[1],D=C.vertices[2],P=w[E.vertexIndex],b=w[I.vertexIndex],M=w[D.vertexIndex],O=E.textureCoordsIndex,Q=I.textureCoordsIndex,T=D.textureCoordsIndex,S=-1===O?{u:0,v:1}:B[O],R=-1===Q?{u:0,v:0}:B[Q],k=-1===T?{u:1,v:1}:B[T],z=16777215;""!==C.material&&p[C.material]&&(z=p[C.material]);var L=new o(P.x*i,P.y*i,P.z*i,S.u,S.v,z).transformMat4(h),H=new o(b.x*i,b.y*i,b.z*i,R.u,R.v,z).transformMat4(h),G=new o(M.x*i,M.y*i,M.z*i,k.u,k.v,z).transformMat4(h);d.verts.push(L,H,G),d.faces.push(new n(L,H,G))}return e&&(e.faces=e.faces.concat(d.faces),e.vertices=e.vertices.concat(d.verts)),d};t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(64),s=i(0),r=i(11),o=i(200),A=i(12),a=new s({Extends:n,Mixins:[r.ScrollFactor,r.Visible],initialize:function(t,e,i,s,r,A,a){n.call(this,t,e,i),this.color=new o(s,r,A),this.intensity=a,this.renderFlags=15,this.cameraFilter=0,this.setScrollFactor(1,1)},willRender:function(t){return!(a.RENDER_MASK!==this.renderFlags||0!==this.cameraFilter&&this.cameraFilter&t.id)},setColor:function(t){var e=A.getFloatsFromUintRGB(t);return this.color.set(e[0],e[1],e[2]),this},setIntensity:function(t){return this.intensity=t,this},setRadius:function(t){return this.radius=t,this}});a.RENDER_MASK=15,t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(152),s=i(0),r=i(50),o=i(481),A=i(151),a=i(200),h=i(75),l=i(80),c=i(12),u=new s({initialize:function(){this.lights=[],this.ambientColor=new a(.1,.1,.1),this.active=!1,this.maxLights=-1,this.visibleLights=0},addPointLight:function(t,e,i,n,s,r){return this.systems.displayList.add(new A(this.scene,t,e,i,n,s,r))},enable:function(){return-1===this.maxLights&&(this.maxLights=this.systems.renderer.config.maxLights),this.active=!0,this},disable:function(){return this.active=!1,this},getLights:function(t){for(var e=this.lights,i=t.worldView,s=[],o=0;o<e.length;o++){var A=e[o];A.willRender(t)&&n(A,i)&&s.push({light:A,distance:r(A.x,A.y,i.centerX,i.centerY)})}return s.length>this.maxLights&&(l(s,this.sortByDistance),s=s.slice(0,this.maxLights)),this.visibleLights=s.length,s},sortByDistance:function(t,e){return t.distance>=e.distance},setAmbientColor:function(t){var e=c.getFloatsFromUintRGB(t);return this.ambientColor.set(e[0],e[1],e[2]),this},getMaxVisibleLights:function(){return this.maxLights},getLightCount:function(){return this.lights.length},addLight:function(t,e,i,n,s){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=128),void 0===n&&(n=16777215),void 0===s&&(s=1);var r=c.getFloatsFromUintRGB(n),A=new o(t,e,i,r[0],r[1],r[2],s);return this.lights.push(A),A},removeLight:function(t){var e=this.lights.indexOf(t);return e>=0&&h(this.lights,e),this},shutdown:function(){this.lights.length=0},destroy:function(){this.shutdown()}});t.exports=u},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(56),s=i(17),r={Circle:i(1189),Ellipse:i(1199),Intersects:i(484),Line:i(1219),Mesh:i(1241),Point:i(1244),Polygon:i(1258),Rectangle:i(502),Triangle:i(1291)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={CircleToCircle:i(231),CircleToRectangle:i(152),GetCircleToCircle:i(1209),GetCircleToRectangle:i(1210),GetLineToCircle:i(232),GetLineToLine:i(485),GetLineToPoints:i(486),GetLineToPolygon:i(487),GetLineToRectangle:i(234),GetRaysFromPointToPolygon:i(1211),GetRectangleIntersection:i(1212),GetRectangleToRectangle:i(1213),GetRectangleToTriangle:i(1214),GetTriangleToCircle:i(1215),GetTriangleToLine:i(492),GetTriangleToTriangle:i(1216),LineToCircle:i(233),LineToLine:i(96),LineToRectangle:i(488),PointToLine:i(496),PointToLineSegment:i(1217),RectangleToRectangle:i(117),RectangleToTriangle:i(489),RectangleToValues:i(1218),TriangleToCircle:i(491),TriangleToLine:i(493),TriangleToTriangle:i(494)}},function(t,e,i){
/**
 * @author       Richard Davey
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(39),s=function(t,e,i){var s=t.x1,r=t.y1,o=t.x2,A=t.y2,a=e.x1,h=e.y1,l=e.x2,c=e.y2,u=o-s,f=A-r,g=l-a,d=c-h,p=d*u-g*f;if(0===u||0===p)return!1;var v=(u*(h-r)+f*(s-a))/(g*f-d*u),m=(a+g*v-s)/u;return m<0||v<0||v>1?null:(void 0===i&&(i=new n),i.set(s+u*m,r+f*m,m))};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(39),s=i(485),r=i(47),o=new r,A=new n,a=function(t,e,i){void 0===i&&(i=new n);var r=!1;i.set(),A.set();for(var a=e[0],h=1;h<e.length;h++){var l=e[h];o.setTo(a.x,a.y,l.x,l.y),a=l,s(t,o,A)&&(!r||A.z<i.z)&&(i.copy(A),r=!0)}return r?i:null};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(39),s=i(141),r=i(486),o=new n,A=function(t,e,i){void 0===i&&(i=new s),Array.isArray(e)||(e=[e]);var n=!1;i.set(),o.set();for(var A=0;A<e.length;A++)r(t,e[A].points,o)&&(!n||o.z<i.z)&&(i.set(o.x,o.y,o.z,A),n=!0);return n?i:null};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.x1,n=t.y1,s=t.x2,r=t.y2,o=e.x,A=e.y,a=e.right,h=e.bottom,l=0;if(i>=o&&i<=a&&n>=A&&n<=h||s>=o&&s<=a&&r>=A&&r<=h)return!0;if(i<o&&s>=o){if(l=n+(r-n)*(o-i)/(s-i),l>A&&l<=h)return!0}else if(i>a&&s<=a&&(l=n+(r-n)*(a-i)/(s-i),l>=A&&l<=h))return!0;if(n<A&&r>=A){if(l=i+(s-i)*(A-n)/(r-n),l>=o&&l<=a)return!0}else if(n>h&&r<=h&&(l=i+(s-i)*(h-n)/(r-n),l>=o&&l<=a))return!0;return!1};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(96),s=i(57),r=i(235),o=i(490),A=function(t,e){if(e.left>t.right||e.right<t.left||e.top>t.bottom||e.bottom<t.top)return!1;var i=e.getLineA(),A=e.getLineB(),a=e.getLineC();if(s(t,i.x1,i.y1)||s(t,i.x2,i.y2))return!0;if(s(t,A.x1,A.y1)||s(t,A.x2,A.y2))return!0;if(s(t,a.x1,a.y1)||s(t,a.x2,a.y2))return!0;var h=t.getLineA(),l=t.getLineB(),c=t.getLineC(),u=t.getLineD();if(n(i,h)||n(i,l)||n(i,c)||n(i,u))return!0;if(n(A,h)||n(A,l)||n(A,c)||n(A,u))return!0;if(n(a,h)||n(a,l)||n(a,c)||n(a,u))return!0;var f=o(t),g=r(e,f,!0);return g.length>0};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e=[]),e.push({x:t.x,y:t.y}),e.push({x:t.right,y:t.y}),e.push({x:t.right,y:t.bottom}),e.push({x:t.x,y:t.bottom}),e};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(233),s=i(115),r=function(t,e){return!(t.left>e.right||t.right<e.left||t.top>e.bottom||t.bottom<e.top)&&(!!s(t,e.x,e.y)||(!!n(t.getLineA(),e)||(!!n(t.getLineB(),e)||!!n(t.getLineC(),e))))};t.exports=r},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=i(493),r=i(96),o=function(t,e,i){if(void 0===i&&(i=[]),s(t,e))for(var o=t.getLineA(),A=t.getLineB(),a=t.getLineC(),h=[new n,new n,new n],l=[r(o,e,h[0]),r(A,e,h[1]),r(a,e,h[2])],c=0;c<3;c++)l[c]&&i.push(h[c]);return i};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(96),s=function(t,e){return!(!t.contains(e.x1,e.y1)&&!t.contains(e.x2,e.y2))||(!!n(t.getLineA(),e)||(!!n(t.getLineB(),e)||!!n(t.getLineC(),e)))};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(235),s=i(495),r=i(96),o=function(t,e){if(t.left>e.right||t.right<e.left||t.top>e.bottom||t.bottom<e.top)return!1;var i=t.getLineA(),o=t.getLineB(),A=t.getLineC(),a=e.getLineA(),h=e.getLineB(),l=e.getLineC();if(r(i,a)||r(i,h)||r(i,l))return!0;if(r(o,a)||r(o,h)||r(o,l))return!0;if(r(A,a)||r(A,h)||r(A,l))return!0;var c=s(t),u=n(e,c,!0);return u.length>0||(c=s(e),u=n(t,c,!0),u.length>0)};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e=[]),e.push({x:t.x1,y:t.y1}),e.push({x:t.x2,y:t.y2}),e.push({x:t.x3,y:t.y3}),e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Florian Mertens
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){void 0===i&&(i=1);var n=e.x1,s=e.y1,r=e.x2,o=e.y2,A=t.x,a=t.y,h=(r-n)*(r-n)+(o-s)*(o-s);if(0===h)return!1;var l=((A-n)*(r-n)+(a-s)*(o-s))/h;if(l<0)return Math.sqrt((n-A)*(n-A)+(s-a)*(s-a))<=i;if(l>=0&&l<=1){var c=((s-a)*(r-n)-(n-A)*(o-s))/h;return Math.abs(c)*Math.sqrt(h)<=i}return Math.sqrt((r-A)*(r-A)+(o-a)*(o-a))<=i};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=i(68),r=i(97),o=function(t){var e=r(t)-n.TAU;return s(e,-Math.PI,Math.PI)};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=!0,n="untitled",s="",r="";function o(t){var e=t.indexOf("#");return e>-1?t.substring(0,e):t}function A(t){return 0===t.models.length&&t.models.push({faces:[],name:n,textureCoords:[],vertexNormals:[],vertices:[]}),s="",t.models[t.models.length-1]}function a(t,e){var i=t.length>=2?t[1]:n;e.models.push({faces:[],name:i,textureCoords:[],vertexNormals:[],vertices:[]}),s=""}function h(t){2===t.length&&(s=t[1])}function l(t,e){var i=t.length,n=i>=2?parseFloat(t[1]):0,s=i>=3?parseFloat(t[2]):0,r=i>=4?parseFloat(t[3]):0;A(e).vertices.push({x:n,y:s,z:r})}function c(t,e){var n=t.length,s=n>=2?parseFloat(t[1]):0,r=n>=3?parseFloat(t[2]):0,o=n>=4?parseFloat(t[3]):0;isNaN(s)&&(s=0),isNaN(r)&&(r=0),isNaN(o)&&(o=0),i&&(r=1-r),A(e).textureCoords.push({u:s,v:r,w:o})}function u(t,e){var i=t.length,n=i>=2?parseFloat(t[1]):0,s=i>=3?parseFloat(t[2]):0,r=i>=4?parseFloat(t[3]):0;A(e).vertexNormals.push({x:n,y:s,z:r})}function f(t,e){var i=t.length-1;if(!(i<3)){for(var n={group:s,material:r,vertices:[]},o=0;o<i;o++){var a=t[o+1],h=a.split("/"),l=h.length;if(!(l<1||l>3)){var c=0,u=0,f=0;c=parseInt(h[0],10),l>1&&""!==h[1]&&(u=parseInt(h[1],10)),l>2&&(f=parseInt(h[2],10)),0!==c&&(c<0&&(c=A(e).vertices.length+1+c),u-=1,c-=1,f-=1,n.vertices.push({textureCoordsIndex:u,vertexIndex:c,vertexNormalIndex:f}))}}A(e).faces.push(n)}}function g(t,e){t.length>=2&&e.materialLibraries.push(t[1])}function d(t){t.length>=2&&(r=t[1])}var p=function(t,e){void 0===e&&(e=!0),i=e;var n={materials:{},materialLibraries:[],models:[]};s="",r="";for(var A=t.split("\n"),p=0;p<A.length;p++){var v=o(A[p]),m=v.replace(/\s\s+/g," ").trim().split(" ");switch(m[0].toLowerCase()){case"o":a(m,n);break;case"g":h(m);break;case"v":l(m,n);break;case"vt":c(m,n);break;case"vn":u(m,n);break;case"f":f(m,n);break;case"mtllib":g(m,n);break;case"usemtl":d(m);break}}return n};t.exports=p},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(103),s=function(t){for(var e={},i=t.split("\n"),s="",r=0;r<i.length;r++){var o=i[r].trim();if(0!==o.indexOf("#")&&""!==o){var A=o.replace(/\s\s+/g," ").trim().split(" ");switch(A[0].toLowerCase()){case"newmtl":s=A[1];break;case"kd":var a=Math.floor(255*A[1]),h=A.length>=2?Math.floor(255*A[2]):a,l=A.length>=3?Math.floor(255*A[3]):a;e[s]=n(a,h,l);break}}}return e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return Math.sqrt(t.x*t.x+t.y*t.y)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.x*t.x+t.y*t.y};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10);n.Area=i(1265),n.Ceil=i(1266),n.CeilAll=i(1267),n.CenterOn=i(190),n.Clone=i(1268),n.Contains=i(57),n.ContainsPoint=i(1269),n.ContainsRect=i(503),n.CopyFrom=i(1270),n.Decompose=i(490),n.Equals=i(1271),n.FitInside=i(1272),n.FitOutside=i(1273),n.Floor=i(1274),n.FloorAll=i(1275),n.FromPoints=i(199),n.FromXY=i(1276),n.GetAspectRatio=i(237),n.GetCenter=i(1277),n.GetPoint=i(171),n.GetPoints=i(306),n.GetSize=i(1278),n.Inflate=i(1279),n.Intersection=i(1280),n.MarchingAnts=i(316),n.MergePoints=i(1281),n.MergeRect=i(1282),n.MergeXY=i(1283),n.Offset=i(1284),n.OffsetPoint=i(1285),n.Overlaps=i(1286),n.Perimeter=i(131),n.PerimeterPoint=i(1287),n.Random=i(174),n.RandomOutside=i(1288),n.SameDimensions=i(1289),n.Scale=i(1290),n.Union=i(441),t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return!(e.width*e.height>t.width*t.height)&&(e.x>t.x&&e.x<t.right&&e.right>t.x&&e.right<t.right&&e.y>t.y&&e.y<t.bottom&&e.bottom>t.y&&e.bottom<t.bottom)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){return void 0===e&&(e=new n),e.x=(t.x1+t.x2+t.x3)/3,e.y=(t.y1+t.y2+t.y3)/3,e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t.x1+=e,t.y1+=i,t.x2+=e,t.y2+=i,t.x3+=e,t.y3+=i,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4);function s(t,e,i,n){var s=t-i,r=e-n,o=s*s+r*r;return Math.sqrt(o)}var r=function(t,e){void 0===e&&(e=new n);var i=t.x1,r=t.y1,o=t.x2,A=t.y2,a=t.x3,h=t.y3,l=s(a,h,o,A),c=s(i,r,a,h),u=s(o,A,i,r),f=l+c+u;return e.x=(i*l+o*c+a*u)/f,e.y=(r*l+A*c+h*u)/f,e};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return function(i,n,s,r){var o=t.getPixelAlpha(n,s,r.texture.key,r.frame.name);return o&&o>=e}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return{gameObject:t,enabled:!0,alwaysEnabled:!1,draggable:!1,dropZone:!1,cursor:!1,target:null,camera:null,hitArea:e,hitAreaCallback:i,hitAreaDebug:null,customHitArea:!1,localX:0,localY:0,dragState:0,dragStartX:0,dragStartY:0,dragStartXGlobal:0,dragStartYGlobal:0,dragX:0,dragY:0}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e){this.pad=t,this.events=t.events,this.index=e,this.value=0,this.threshold=.1},update:function(t){this.value=t},getValue:function(){return Math.abs(this.value)<this.threshold?0:this.value},destroy:function(){this.pad=null,this.events=null}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(239),r=new n({initialize:function(t,e){this.pad=t,this.events=t.manager,this.index=e,this.value=0,this.threshold=1,this.pressed=!1},update:function(t){this.value=t;var e=this.pad,i=this.index;t>=this.threshold?this.pressed||(this.pressed=!0,this.events.emit(s.BUTTON_DOWN,e,this,t),this.pad.emit(s.GAMEPAD_BUTTON_DOWN,i,t,this)):this.pressed&&(this.pressed=!1,this.events.emit(s.BUTTON_UP,e,this,t),this.pad.emit(s.GAMEPAD_BUTTON_UP,i,t,this))},destroy:function(){this.pad=null,this.events=null}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(509),s=i(510),r=i(0),o=i(9),A=i(3),a=new r({Extends:o,initialize:function(t,e){o.call(this),this.manager=t,this.pad=e,this.id=e.id,this.index=e.index;for(var i=[],r=0;r<e.buttons.length;r++)i.push(new s(this,r));this.buttons=i;var a=[];for(r=0;r<e.axes.length;r++)a.push(new n(this,r));this.axes=a,this.vibration=e.vibrationActuator;var h={value:0,pressed:!1};this._LCLeft=i[14]?i[14]:h,this._LCRight=i[15]?i[15]:h,this._LCTop=i[12]?i[12]:h,this._LCBottom=i[13]?i[13]:h,this._RCLeft=i[2]?i[2]:h,this._RCRight=i[1]?i[1]:h,this._RCTop=i[3]?i[3]:h,this._RCBottom=i[0]?i[0]:h,this._FBLeftTop=i[4]?i[4]:h,this._FBLeftBottom=i[6]?i[6]:h,this._FBRightTop=i[5]?i[5]:h,this._FBRightBottom=i[7]?i[7]:h;var l={value:0};this._HAxisLeft=a[0]?a[0]:l,this._VAxisLeft=a[1]?a[1]:l,this._HAxisRight=a[2]?a[2]:l,this._VAxisRight=a[3]?a[3]:l,this.leftStick=new A,this.rightStick=new A,this._created=performance.now()},getAxisTotal:function(){return this.axes.length},getAxisValue:function(t){return this.axes[t].getValue()},setAxisThreshold:function(t){for(var e=0;e<this.axes.length;e++)this.axes[e].threshold=t},getButtonTotal:function(){return this.buttons.length},getButtonValue:function(t){return this.buttons[t].value},isButtonDown:function(t){return this.buttons[t].pressed},update:function(t){if(!(t.timestamp<this._created)){var e,i=this.buttons,n=t.buttons,s=i.length;for(e=0;e<s;e++)i[e].update(n[e].value);var r=this.axes,o=t.axes;for(s=r.length,e=0;e<s;e++)r[e].update(o[e]);s>=2&&(this.leftStick.set(r[0].getValue(),r[1].getValue()),s>=4&&this.rightStick.set(r[2].getValue(),r[3].getValue()))}},destroy:function(){var t;for(this.removeAllListeners(),this.manager=null,this.pad=null,t=0;t<this.buttons.length;t++)this.buttons[t].destroy();for(t=0;t<this.axes.length;t++)this.axes[t].destroy();this.buttons=[],this.axes=[]},connected:{get:function(){return this.pad.connected}},timestamp:{get:function(){return this.pad.timestamp}},left:{get:function(){return this._LCLeft.pressed}},right:{get:function(){return this._LCRight.pressed}},up:{get:function(){return this._LCTop.pressed}},down:{get:function(){return this._LCBottom.pressed}},A:{get:function(){return this._RCBottom.pressed}},Y:{get:function(){return this._RCTop.pressed}},X:{get:function(){return this._RCLeft.pressed}},B:{get:function(){return this._RCRight.pressed}},L1:{get:function(){return this._FBLeftTop.value}},L2:{get:function(){return this._FBLeftBottom.value}},R1:{get:function(){return this._FBRightTop.value}},R2:{get:function(){return this._FBRightBottom.value}}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(9),r=i(154),o=new n({Extends:s,initialize:function(t,e){s.call(this),this.plugin=t,this.keyCode=e,this.originalEvent=void 0,this.enabled=!0,this.isDown=!1,this.isUp=!0,this.altKey=!1,this.ctrlKey=!1,this.shiftKey=!1,this.metaKey=!1,this.location=0,this.timeDown=0,this.duration=0,this.timeUp=0,this.emitOnRepeat=!1,this.repeats=0,this._justDown=!1,this._justUp=!1,this._tick=-1},setEmitOnRepeat:function(t){return this.emitOnRepeat=t,this},onDown:function(t){this.originalEvent=t,this.enabled&&(this.altKey=t.altKey,this.ctrlKey=t.ctrlKey,this.shiftKey=t.shiftKey,this.metaKey=t.metaKey,this.location=t.location,this.repeats++,this.isDown?this.emitOnRepeat&&this.emit(r.DOWN,this,t):(this.isDown=!0,this.isUp=!1,this.timeDown=t.timeStamp,this.duration=0,this._justDown=!0,this._justUp=!1,this.emit(r.DOWN,this,t)))},onUp:function(t){this.originalEvent=t,this.enabled&&(this.isDown=!1,this.isUp=!0,this.timeUp=t.timeStamp,this.duration=this.timeUp-this.timeDown,this.repeats=0,this._justDown=!1,this._justUp=!0,this._tick=-1,this.emit(r.UP,this,t))},reset:function(){return this.preventDefault=!0,this.enabled=!0,this.isDown=!1,this.isUp=!0,this.altKey=!1,this.ctrlKey=!1,this.shiftKey=!1,this.metaKey=!1,this.timeDown=0,this.duration=0,this.timeUp=0,this.repeats=0,this._justDown=!1,this._justUp=!1,this._tick=-1,this},getDuration:function(){return this.isDown?this.plugin.game.loop.time-this.timeDown:0},destroy:function(){this.removeAllListeners(),this.originalEvent=null,this.plugin=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(154),r=i(2),o=i(514),A=i(516),a=new n({initialize:function(t,e,i){if(void 0===i&&(i={}),e.length<2)return!1;this.manager=t,this.enabled=!0,this.keyCodes=[];for(var n=0;n<e.length;n++){var a=e[n];"string"===typeof a?this.keyCodes.push(a.toUpperCase().charCodeAt(0)):"number"===typeof a?this.keyCodes.push(a):a.hasOwnProperty("keyCode")&&this.keyCodes.push(a.keyCode)}this.current=this.keyCodes[0],this.index=0,this.size=this.keyCodes.length,this.timeLastMatched=0,this.matched=!1,this.timeMatched=0,this.resetOnWrongKey=r(i,"resetOnWrongKey",!0),this.maxKeyDelay=r(i,"maxKeyDelay",0),this.resetOnMatch=r(i,"resetOnMatch",!1),this.deleteOnMatch=r(i,"deleteOnMatch",!1);var h=this,l=function(t){if(!h.matched&&h.enabled){var e=o(t,h);e&&(h.manager.emit(s.COMBO_MATCH,h,t),h.resetOnMatch?A(h):h.deleteOnMatch&&h.destroy())}};this.onKeyDown=l,this.manager.on(s.ANY_KEY_DOWN,this.onKeyDown)},progress:{get:function(){return this.index/this.size}},destroy:function(){this.enabled=!1,this.keyCodes=[],this.manager.off(s.ANY_KEY_DOWN,this.onKeyDown),this.manager=null}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(515),s=function(t,e){if(e.matched)return!0;var i=!1,s=!1;if(t.keyCode===e.current)if(e.index>0&&e.maxKeyDelay>0){var r=e.timeLastMatched+e.maxKeyDelay;t.timeStamp<=r&&(s=!0,i=n(t,e))}else s=!0,i=n(t,e);return!s&&e.resetOnWrongKey&&(e.index=0,e.current=e.keyCodes[0]),i&&(e.timeLastMatched=t.timeStamp,e.matched=!0,e.timeMatched=t.timeStamp),i};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return e.timeLastMatched=t.timeStamp,e.index++,e.index===e.size||(e.current=e.keyCodes[e.index],!1)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.current=t.keyCodes[0],t.index=0,t.timeLastMatched=0,t.matched=!1,t.timeMatched=0,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(240),s=function(t,e){var i=n(e,t.xhrSettings),s=new XMLHttpRequest;if(s.open("GET",t.src,i.async,i.user,i.password),s.responseType=t.xhrSettings.responseType,s.timeout=i.timeout,i.headers)for(var r in i.headers)s.setRequestHeader(r,i.headers[r]);return i.header&&i.headerValue&&s.setRequestHeader(i.header,i.headerValue),i.requestedWith&&s.setRequestHeader("X-Requested-With",i.requestedWith),i.overrideMimeType&&s.overrideMimeType(i.overrideMimeType),i.withCredentials&&(s.withCredentials=!0),s.onload=t.onLoad.bind(t,s),s.onerror=t.onError.bind(t,s),s.onprogress=t.onProgress.bind(t),s.send(),s};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(519),h=i(7),l=new n({Extends:r,initialize:function(t,e,i,n,s){if(h(e)){var o=e;e=A(o,"key"),n=A(o,"xhrSettings"),s=A(o,"context",s)}var a={type:"audio",cache:t.cacheManager.audio,extension:i.type,responseType:"arraybuffer",key:e,url:i.url,xhrSettings:n,config:{context:s}};r.call(this,t,a)},onProcess:function(){this.state=s.FILE_PROCESSING;var t=this;this.config.context.decodeAudioData(this.xhrLoader.response,(function(e){t.data=e,t.onProcessComplete()}),(function(e){console.error("Error decoding audio: "+t.key+" - ",e?e.message:null),t.onProcessError()})),this.config.context=null}});l.create=function(t,e,i,n,s){var r=t.systems.game,o=r.config.audio,c=r.device.audio;h(e)&&(i=A(e,"url",[]),n=A(e,"config",{}));var u=l.getAudioURL(r,i);return u?c.webAudio&&!o.disableWebAudio?new l(t,e,u,s,r.sound.context):new a(t,e,u,n):null},l.getAudioURL=function(t,e){Array.isArray(e)||(e=[e]);for(var i=0;i<e.length;i++){var n=A(e[i],"url",e[i]);if(0===n.indexOf("blob:")||0===n.indexOf("data:"))return{url:n,type:""};var s=n.match(/\.([a-zA-Z0-9]+)($|\?)/);if(s=A(e[i],"type",s?s[1]:"").toLowerCase(),t.device.audio[s])return{url:n,type:s}}return null},o.register("audio",(function(t,e,i,n){var s,r=this.systems.game,o=r.config.audio,A=r.device.audio;if(o.noAudio||!A.webAudio&&!A.audioData)return this;if(Array.isArray(t))for(var a=0;a<t.length;a++)s=l.create(this,t[a]),s&&this.addFile(s);else s=l.create(this,t,e,i,n),s&&this.addFile(s);return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(95),r=i(23),o=i(2),A=i(155),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n){if(a(e)){var s=e;e=o(s,"key"),n=o(s,"config",n)}var A={type:"audio",cache:t.cacheManager.audio,extension:i.type,key:e,url:i.url,config:n};r.call(this,t,A),this.locked="ontouchstart"in window,this.loaded=!1,this.filesLoaded=0,this.filesTotal=0},onLoad:function(){this.loaded||(this.loaded=!0,this.loader.nextFile(this,!0))},onError:function(){for(var t=0;t<this.data.length;t++){var e=this.data[t];e.oncanplaythrough=null,e.onerror=null}this.loader.nextFile(this,!1)},onProgress:function(t){var e=t.target;e.oncanplaythrough=null,e.onerror=null,this.filesLoaded++,this.percentComplete=Math.min(this.filesLoaded/this.filesTotal,1),this.loader.emit(s.FILE_PROGRESS,this,this.percentComplete),this.filesLoaded===this.filesTotal&&this.onLoad()},load:function(){this.data=[];var t=this.config&&this.config.instances||1;this.filesTotal=t,this.filesLoaded=0,this.percentComplete=0;for(var e=0;e<t;e++){var i=new Audio;i.dataset||(i.dataset={}),i.dataset.name=this.key+("0"+e).slice(-2),i.dataset.used="false",this.locked?i.dataset.locked="true":(i.dataset.locked="false",i.preload="auto",i.oncanplaythrough=this.onProgress.bind(this),i.onerror=this.onError.bind(this)),this.data.push(i)}for(e=0;e<this.data.length;e++)i=this.data[e],i.src=A(this,this.loader.baseURL),this.locked||i.load();this.locked&&setTimeout(this.onLoad.bind(this))}});t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n){var s="js";if(a(e)){var o=e;e=A(o,"key"),i=A(o,"url"),n=A(o,"xhrSettings"),s=A(o,"extension",s)}var h={type:"script",cache:!1,extension:s,responseType:"text",key:e,url:i,xhrSettings:n};r.call(this,t,h)},onProcess:function(){this.state=s.FILE_PROCESSING,this.data=document.createElement("script"),this.data.language="javascript",this.data.type="text/javascript",this.data.defer=!1,this.data.text=this.xhrLoader.responseText,document.head.appendChild(this.data),this.onProcessComplete()}});o.register("script",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new h(this,t[n]));else this.addFile(new h(this,t,e,i));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(522),s=i(157),r=i(0),o=i(61),A=i(524),a=i(525),h=new r({initialize:function(t){this.world=t,this.scene=t.scene,this.sys=t.scene.sys},collider:function(t,e,i,n,s){return this.world.addCollider(t,e,i,n,s)},overlap:function(t,e,i,n,s){return this.world.addOverlap(t,e,i,n,s)},existing:function(t,e){var i=e?o.STATIC_BODY:o.DYNAMIC_BODY;return this.world.enableBody(t,i),t},staticImage:function(t,e,i,s){var r=new n(this.scene,t,e,i,s);return this.sys.displayList.add(r),this.world.enableBody(r,o.STATIC_BODY),r},image:function(t,e,i,s){var r=new n(this.scene,t,e,i,s);return this.sys.displayList.add(r),this.world.enableBody(r,o.DYNAMIC_BODY),r},staticSprite:function(t,e,i,n){var r=new s(this.scene,t,e,i,n);return this.sys.displayList.add(r),this.sys.updateList.add(r),this.world.enableBody(r,o.STATIC_BODY),r},sprite:function(t,e,i,n){var r=new s(this.scene,t,e,i,n);return this.sys.displayList.add(r),this.sys.updateList.add(r),this.world.enableBody(r,o.DYNAMIC_BODY),r},staticGroup:function(t,e){return this.sys.updateList.add(new a(this.world,this.world.scene,t,e))},group:function(t,e){return this.sys.updateList.add(new A(this.world,this.world.scene,t,e))},destroy:function(){this.world=null,this.scene=null,this.sys=null}});t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(243),r=i(126),o=new n({Extends:r,Mixins:[s.Acceleration,s.Angular,s.Bounce,s.Debug,s.Drag,s.Enable,s.Friction,s.Gravity,s.Immovable,s.Mass,s.Pushable,s.Size,s.Velocity],initialize:function(t,e,i,n,s){r.call(this,t,e,i,n,s),this.body=null}});t.exports=o},function(t,e,i){var n=i(244),s=i(64),r=i(231),o=i(152),A=function(t,e,i,A,a,h){var l=n(t,e-A,i-A,2*A,2*A,a,h);if(0===l.length)return l;for(var c=new s(e,i,A),u=new s,f=[],g=0;g<l.length;g++){var d=l[g];d.isCircle?(u.setTo(d.center.x,d.center.y,d.halfWidth),r(c,u)&&f.push(d)):o(c,d)&&f.push(d)}return f};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(157),s=i(0),r=i(61),o=i(2),A=i(113),a=i(7),h=new s({Extends:A,initialize:function(t,e,i,s){if(i||s)if(a(i))s=i,i=null,s.internalCreateCallback=this.createCallbackHandler,s.internalRemoveCallback=this.removeCallbackHandler;else if(Array.isArray(i)&&a(i[0])){s=i[0];var h=this;i.forEach((function(t){t.internalCreateCallback=h.createCallbackHandler,t.internalRemoveCallback=h.removeCallbackHandler})),i=null}else s={internalCreateCallback:this.createCallbackHandler,internalRemoveCallback:this.removeCallbackHandler};else s={internalCreateCallback:this.createCallbackHandler,internalRemoveCallback:this.removeCallbackHandler};this.world=t,s.classType=o(s,"classType",n),this.physicsType=r.DYNAMIC_BODY,this.defaults={setCollideWorldBounds:o(s,"collideWorldBounds",!1),setBoundsRectangle:o(s,"customBoundsRectangle",null),setAccelerationX:o(s,"accelerationX",0),setAccelerationY:o(s,"accelerationY",0),setAllowDrag:o(s,"allowDrag",!0),setAllowGravity:o(s,"allowGravity",!0),setAllowRotation:o(s,"allowRotation",!0),setBounceX:o(s,"bounceX",0),setBounceY:o(s,"bounceY",0),setDragX:o(s,"dragX",0),setDragY:o(s,"dragY",0),setEnable:o(s,"enable",!0),setGravityX:o(s,"gravityX",0),setGravityY:o(s,"gravityY",0),setFrictionX:o(s,"frictionX",0),setFrictionY:o(s,"frictionY",0),setMaxVelocityX:o(s,"maxVelocityX",1e4),setMaxVelocityY:o(s,"maxVelocityY",1e4),setVelocityX:o(s,"velocityX",0),setVelocityY:o(s,"velocityY",0),setAngularVelocity:o(s,"angularVelocity",0),setAngularAcceleration:o(s,"angularAcceleration",0),setAngularDrag:o(s,"angularDrag",0),setMass:o(s,"mass",1),setImmovable:o(s,"immovable",!1)},A.call(this,e,i,s),this.type="PhysicsGroup"},createCallbackHandler:function(t){t.body||this.world.enableBody(t,r.DYNAMIC_BODY);var e=t.body;for(var i in this.defaults)e[i](this.defaults[i])},removeCallbackHandler:function(t){t.body&&this.world.disableBody(t)},setVelocity:function(t,e,i){void 0===i&&(i=0);for(var n=this.getChildren(),s=0;s<n.length;s++)n[s].body.velocity.set(t+s*i,e+s*i);return this},setVelocityX:function(t,e){void 0===e&&(e=0);for(var i=this.getChildren(),n=0;n<i.length;n++)i[n].body.velocity.x=t+n*e;return this},setVelocityY:function(t,e){void 0===e&&(e=0);for(var i=this.getChildren(),n=0;n<i.length;n++)i[n].body.velocity.y=t+n*e;return this}});t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(157),s=i(0),r=i(61),o=i(2),A=i(113),a=i(7),h=new s({Extends:A,initialize:function(t,e,i,s){i||s?a(i)?(s=i,i=null,s.internalCreateCallback=this.createCallbackHandler,s.internalRemoveCallback=this.removeCallbackHandler,s.createMultipleCallback=this.createMultipleCallbackHandler,s.classType=o(s,"classType",n)):Array.isArray(i)&&a(i[0])?(s=i,i=null,s.forEach((function(t){t.internalCreateCallback=this.createCallbackHandler,t.internalRemoveCallback=this.removeCallbackHandler,t.createMultipleCallback=this.createMultipleCallbackHandler,t.classType=o(t,"classType",n)}))):s={internalCreateCallback:this.createCallbackHandler,internalRemoveCallback:this.removeCallbackHandler}:s={internalCreateCallback:this.createCallbackHandler,internalRemoveCallback:this.removeCallbackHandler,createMultipleCallback:this.createMultipleCallbackHandler,classType:n},this.world=t,this.physicsType=r.STATIC_BODY,A.call(this,e,i,s),this.type="StaticPhysicsGroup"},createCallbackHandler:function(t){t.body||this.world.enableBody(t,r.STATIC_BODY)},removeCallbackHandler:function(t){t.body&&this.world.disableBody(t)},createMultipleCallbackHandler:function(){this.refresh()},refresh:function(){for(var t=this.children.entries,e=0;e<t.length;e++)t[e].body.reset();return this}});t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(350),s=i(527),r=i(18),o=i(0),A=i(528),a=i(61),h=i(50),l=i(9),c=i(245),u=i(125),f=i(354),g=i(355),d=i(246),p=i(247),v=i(529),m=i(6),w=i(14),B=i(211),y=i(530),x=i(10),C=i(531),E=i(532),I=i(537),D=i(538),P=i(150),b=i(539),M=i(248),O=i(25),Q=i(3),T=i(68),S=new o({Extends:l,initialize:function(t,e){l.call(this),this.scene=t,this.bodies=new P,this.staticBodies=new P,this.pendingDestroy=new P,this.colliders=new B,this.gravity=new Q(m(e,"gravity.x",0),m(e,"gravity.y",0)),this.bounds=new x(m(e,"x",0),m(e,"y",0),m(e,"width",t.sys.scale.width),m(e,"height",t.sys.scale.height)),this.checkCollision={up:m(e,"checkCollision.up",!0),down:m(e,"checkCollision.down",!0),left:m(e,"checkCollision.left",!0),right:m(e,"checkCollision.right",!0)},this.fps=m(e,"fps",60),this.fixedStep=m(e,"fixedStep",!0),this._elapsed=0,this._frameTime=1/this.fps,this._frameTimeMS=1e3*this._frameTime,this.stepsLastFrame=0,this.timeScale=m(e,"timeScale",1),this.OVERLAP_BIAS=m(e,"overlapBias",4),this.TILE_BIAS=m(e,"tileBias",16),this.forceX=m(e,"forceX",!1),this.isPaused=m(e,"isPaused",!1),this._total=0,this.drawDebug=m(e,"debug",!1),this.debugGraphic,this.defaults={debugShowBody:m(e,"debugShowBody",!0),debugShowStaticBody:m(e,"debugShowStaticBody",!0),debugShowVelocity:m(e,"debugShowVelocity",!0),bodyDebugColor:m(e,"debugBodyColor",16711935),staticBodyDebugColor:m(e,"debugStaticBodyColor",255),velocityDebugColor:m(e,"debugVelocityColor",65280)},this.maxEntries=m(e,"maxEntries",16),this.useTree=m(e,"useTree",!0),this.tree=new C(this.maxEntries),this.staticTree=new C(this.maxEntries),this.treeMinMax={minX:0,minY:0,maxX:0,maxY:0},this._tempMatrix=new O,this._tempMatrix2=new O,this.drawDebug&&this.createDebugGraphic()},enable:function(t,e){void 0===e&&(e=a.DYNAMIC_BODY),Array.isArray(t)||(t=[t]);for(var i=0;i<t.length;i++){var n=t[i];if(n.isParent)for(var s=n.getChildren(),r=0;r<s.length;r++){var o=s[r];o.isParent?this.enable(o,e):this.enableBody(o,e)}else this.enableBody(n,e)}},enableBody:function(t,e){return void 0===e&&(e=a.DYNAMIC_BODY),t.body||(e===a.DYNAMIC_BODY?t.body=new s(this,t):e===a.STATIC_BODY&&(t.body=new b(this,t))),this.add(t.body),t},add:function(t){return t.physicsType===a.DYNAMIC_BODY?this.bodies.set(t):t.physicsType===a.STATIC_BODY&&(this.staticBodies.set(t),this.staticTree.insert(t)),t.enable=!0,t},disable:function(t){Array.isArray(t)||(t=[t]);for(var e=0;e<t.length;e++){var i=t[e];if(i.isParent)for(var n=i.getChildren(),s=0;s<n.length;s++){var r=n[s];r.isParent?this.disable(r):this.disableBody(r.body)}else this.disableBody(i.body)}},disableBody:function(t){this.remove(t),t.enable=!1},remove:function(t){t.physicsType===a.DYNAMIC_BODY?(this.tree.remove(t),this.bodies.delete(t)):t.physicsType===a.STATIC_BODY&&(this.staticBodies.delete(t),this.staticTree.remove(t))},createDebugGraphic:function(){var t=this.scene.sys.add.graphics({x:0,y:0});return t.setDepth(Number.MAX_VALUE),this.debugGraphic=t,this.drawDebug=!0,t},setBounds:function(t,e,i,n,s,r,o,A){return this.bounds.setTo(t,e,i,n),void 0!==s&&this.setBoundsCollision(s,r,o,A),this},setBoundsCollision:function(t,e,i,n){return void 0===t&&(t=!0),void 0===e&&(e=!0),void 0===i&&(i=!0),void 0===n&&(n=!0),this.checkCollision.left=t,this.checkCollision.right=e,this.checkCollision.up=i,this.checkCollision.down=n,this},pause:function(){return this.isPaused=!0,this.emit(c.PAUSE),this},resume:function(){return this.isPaused=!1,this.emit(c.RESUME),this},addCollider:function(t,e,i,n,s){void 0===i&&(i=null),void 0===n&&(n=null),void 0===s&&(s=i);var r=new A(this,!1,t,e,i,n,s);return this.colliders.add(r),r},addOverlap:function(t,e,i,n,s){void 0===i&&(i=null),void 0===n&&(n=null),void 0===s&&(s=i);var r=new A(this,!0,t,e,i,n,s);return this.colliders.add(r),r},removeCollider:function(t){return this.colliders.remove(t),this},setFPS:function(t){return this.fps=t,this._frameTime=1/this.fps,this._frameTimeMS=1e3*this._frameTime,this},update:function(t,e){if(!this.isPaused&&0!==this.bodies.size){var i,n,s=this._frameTime,r=this._frameTimeMS*this.timeScale;this._elapsed+=e;var o=this.bodies.entries,A=this._elapsed>=r;for(this.fixedStep||(s=.001*e,A=!0,this._elapsed=0),i=0;i<o.length;i++)n=o[i],n.enable&&n.preUpdate(A,s);if(A){this._elapsed-=r,this.stepsLastFrame=1,this.useTree&&(this.tree.clear(),this.tree.load(o));var a=this.colliders.update();for(i=0;i<a.length;i++){var h=a[i];h.active&&h.update()}this.emit(c.WORLD_STEP,s)}while(this._elapsed>=r)this._elapsed-=r,this.step(s)}},step:function(t){var e,i,n=this.bodies.entries,s=n.length;for(e=0;e<s;e++)i=n[e],i.enable&&i.update(t);this.useTree&&(this.tree.clear(),this.tree.load(n));var r=this.colliders.update();for(e=0;e<r.length;e++){var o=r[e];o.active&&o.update()}this.emit(c.WORLD_STEP,t),this.stepsLastFrame++},postUpdate:function(){var t,e,i=this.bodies.entries,n=i.length,s=this.bodies,r=this.staticBodies;if(this.stepsLastFrame)for(this.stepsLastFrame=0,t=0;t<n;t++)e=i[t],e.enable&&e.postUpdate();if(this.drawDebug){var o=this.debugGraphic;for(o.clear(),t=0;t<n;t++)e=i[t],e.willDrawDebug()&&e.drawDebug(o);for(i=r.entries,n=i.length,t=0;t<n;t++)e=i[t],e.willDrawDebug()&&e.drawDebug(o)}var A=this.pendingDestroy;if(A.size>0){var h=this.tree,l=this.staticTree;for(i=A.entries,n=i.length,t=0;t<n;t++)e=i[t],e.physicsType===a.DYNAMIC_BODY?(h.remove(e),s.delete(e)):e.physicsType===a.STATIC_BODY&&(l.remove(e),r.delete(e)),e.world=void 0,e.gameObject=void 0;A.clear()}},updateMotion:function(t,e){t.allowRotation&&this.computeAngularVelocity(t,e),this.computeVelocity(t,e)},computeAngularVelocity:function(t,e){var i=t.angularVelocity,n=t.angularAcceleration,s=t.angularDrag,o=t.maxAngular;n?i+=n*e:t.allowDrag&&s&&(s*=e,f(i-s,0,.1)?i-=s:g(i+s,0,.1)?i+=s:i=0),i=r(i,-o,o);var A=i-t.angularVelocity;t.angularVelocity+=A,t.rotation+=t.angularVelocity*e},computeVelocity:function(t,e){var i=t.velocity.x,n=t.acceleration.x,s=t.drag.x,o=t.maxVelocity.x,A=t.velocity.y,a=t.acceleration.y,h=t.drag.y,l=t.maxVelocity.y,c=t.speed,d=t.maxSpeed,p=t.allowDrag,v=t.useDamping;t.allowGravity&&(i+=(this.gravity.x+t.gravity.x)*e,A+=(this.gravity.y+t.gravity.y)*e),n?i+=n*e:p&&s&&(v?(s=Math.pow(s,e),i*=s,c=Math.sqrt(i*i+A*A),u(c,0,.001)&&(i=0)):(s*=e,f(i-s,0,.01)?i-=s:g(i+s,0,.01)?i+=s:i=0)),a?A+=a*e:p&&h&&(v?(h=Math.pow(h,e),A*=h,c=Math.sqrt(i*i+A*A),u(c,0,.001)&&(A=0)):(h*=e,f(A-h,0,.01)?A-=h:g(A+h,0,.01)?A+=h:A=0)),i=r(i,-o,o),A=r(A,-l,l),t.velocity.set(i,A),d>-1&&c>d&&(t.velocity.normalize().scale(d),c=d),t.speed=c},separate:function(t,e,i,n,s,r){if(!r&&!t.enable||!e.enable||t.checkCollision.none||e.checkCollision.none||!this.intersects(t,e))return!1;if(i&&!1===i.call(n,t.gameObject,e.gameObject))return!1;if(t.isCircle&&e.isCircle)return this.separateCircle(t,e,s);if(t.isCircle!==e.isCircle){var o=t.isCircle?e:t,A=t.isCircle?t:e,a={x:o.x,y:o.y,right:o.right,bottom:o.bottom},h=A.center;if((h.y<a.y||h.y>a.bottom)&&(h.x<a.x||h.x>a.right))return this.separateCircle(t,e,s)}var l=!1,u=!1;s?(l=I(t,e,s,this.OVERLAP_BIAS),u=D(t,e,s,this.OVERLAP_BIAS)):this.forceX||Math.abs(this.gravity.y+t.gravity.y)<Math.abs(this.gravity.x+t.gravity.x)?(l=I(t,e,s,this.OVERLAP_BIAS),this.intersects(t,e)&&(u=D(t,e,s,this.OVERLAP_BIAS))):(u=D(t,e,s,this.OVERLAP_BIAS),this.intersects(t,e)&&(l=I(t,e,s,this.OVERLAP_BIAS)));var f=l||u;return f&&(s?(t.onOverlap||e.onOverlap)&&this.emit(c.OVERLAP,t.gameObject,e.gameObject,t,e):(t.onCollide||e.onCollide)&&this.emit(c.COLLIDE,t.gameObject,e.gameObject,t,e)),f},separateCircle:function(t,e,i,s){d(t,e,!1,s),p(t,e,!1,s);var r=0;if(t.isCircle!==e.isCircle){var o={x:e.isCircle?t.position.x:e.position.x,y:e.isCircle?t.position.y:e.position.y,right:e.isCircle?t.right:e.right,bottom:e.isCircle?t.bottom:e.bottom},A={x:t.isCircle?t.center.x:e.center.x,y:t.isCircle?t.center.y:e.center.y,radius:t.isCircle?t.halfWidth:e.halfWidth};A.y<o.y?A.x<o.x?r=h(A.x,A.y,o.x,o.y)-A.radius:A.x>o.right&&(r=h(A.x,A.y,o.right,o.y)-A.radius):A.y>o.bottom&&(A.x<o.x?r=h(A.x,A.y,o.x,o.bottom)-A.radius:A.x>o.right&&(r=h(A.x,A.y,o.right,o.bottom)-A.radius)),r*=-1}else r=t.halfWidth+e.halfWidth-h(t.center.x,t.center.y,e.center.x,e.center.y);if(t.overlapR=r,e.overlapR=r,i||0===r||t.immovable&&e.immovable||t.customSeparateX||e.customSeparateX)return 0!==r&&(t.onOverlap||e.onOverlap)&&this.emit(c.OVERLAP,t.gameObject,e.gameObject,t,e),0!==r;var a=t.center.x-e.center.x,l=t.center.y-e.center.y,u=Math.sqrt(Math.pow(a,2)+Math.pow(l,2)),f=(e.center.x-t.center.x)/u||0,g=(e.center.y-t.center.y)/u||0,v=2*(t.velocity.x*f+t.velocity.y*g-e.velocity.x*f-e.velocity.y*g)/(t.mass+e.mass);(t.immovable||e.immovable)&&(v*=2),t.immovable||(t.velocity.x=t.velocity.x-v/t.mass*f,t.velocity.y=t.velocity.y-v/t.mass*g),e.immovable||(e.velocity.x=e.velocity.x+v/e.mass*f,e.velocity.y=e.velocity.y+v/e.mass*g),t.immovable||e.immovable||(r/=2);var m=n(t.center,e.center),B=(r+w.EPSILON)*Math.cos(m),y=(r+w.EPSILON)*Math.sin(m);return t.immovable||(t.x-=B,t.y-=y,t.updateCenter()),e.immovable||(e.x+=B,e.y+=y,e.updateCenter()),t.velocity.x*=t.bounce.x,t.velocity.y*=t.bounce.y,e.velocity.x*=e.bounce.x,e.velocity.y*=e.bounce.y,(t.onCollide||e.onCollide)&&this.emit(c.COLLIDE,t.gameObject,e.gameObject,t,e),!0},intersects:function(t,e){return t!==e&&(t.isCircle||e.isCircle?t.isCircle?e.isCircle?h(t.center.x,t.center.y,e.center.x,e.center.y)<=t.halfWidth+e.halfWidth:this.circleBodyIntersects(t,e):this.circleBodyIntersects(e,t):!(t.right<=e.position.x||t.bottom<=e.position.y||t.position.x>=e.right||t.position.y>=e.bottom))},circleBodyIntersects:function(t,e){var i=r(t.center.x,e.left,e.right),n=r(t.center.y,e.top,e.bottom),s=(t.center.x-i)*(t.center.x-i),o=(t.center.y-n)*(t.center.y-n);return s+o<=t.halfWidth*t.halfWidth},overlap:function(t,e,i,n,s){return void 0===i&&(i=null),void 0===n&&(n=null),void 0===s&&(s=i),this.collideObjects(t,e,i,n,s,!0)},collide:function(t,e,i,n,s){return void 0===i&&(i=null),void 0===n&&(n=null),void 0===s&&(s=i),this.collideObjects(t,e,i,n,s,!1)},collideObjects:function(t,e,i,n,s,r){var o,A;t.isParent&&void 0===t.physicsType&&(t=t.children.entries),e&&e.isParent&&void 0===e.physicsType&&(e=e.children.entries);var a=Array.isArray(t),h=Array.isArray(e);if(this._total=0,a||h)if(!a&&h)for(o=0;o<e.length;o++)this.collideHandler(t,e[o],i,n,s,r);else if(a&&!h)if(e)for(o=0;o<t.length;o++)this.collideHandler(t[o],e,i,n,s,r);else for(o=0;o<t.length;o++){var l=t[o];for(A=o+1;A<t.length;A++)o!==A&&this.collideHandler(l,t[A],i,n,s,r)}else for(o=0;o<t.length;o++)for(A=0;A<e.length;A++)this.collideHandler(t[o],e[A],i,n,s,r);else this.collideHandler(t,e,i,n,s,r);return this._total>0},collideHandler:function(t,e,i,n,s,r){if(void 0===e&&t.isParent)return this.collideGroupVsGroup(t,t,i,n,s,r);if(!t||!e)return!1;if(t.body){if(e.body)return this.collideSpriteVsSprite(t,e,i,n,s,r);if(e.isParent)return this.collideSpriteVsGroup(t,e,i,n,s,r);if(e.isTilemap)return this.collideSpriteVsTilemapLayer(t,e,i,n,s,r)}else if(t.isParent){if(e.body)return this.collideSpriteVsGroup(e,t,i,n,s,r);if(e.isParent)return this.collideGroupVsGroup(t,e,i,n,s,r);if(e.isTilemap)return this.collideGroupVsTilemapLayer(t,e,i,n,s,r)}else if(t.isTilemap){if(e.body)return this.collideSpriteVsTilemapLayer(e,t,i,n,s,r);if(e.isParent)return this.collideGroupVsTilemapLayer(e,t,i,n,s,r)}},collideSpriteVsSprite:function(t,e,i,n,s,r){return!(!t.body||!e.body)&&(this.separate(t.body,e.body,n,s,r)&&(i&&i.call(s,t,e),this._total++),!0)},collideSpriteVsGroup:function(t,e,i,n,s,r){var o,A,h,l=t.body;if(0!==e.length&&l&&l.enable&&!l.checkCollision.none)if(this.useTree||e.physicsType===a.STATIC_BODY){var c=this.treeMinMax;c.minX=l.left,c.minY=l.top,c.maxX=l.right,c.maxY=l.bottom;var u=e.physicsType===a.DYNAMIC_BODY?this.tree.search(c):this.staticTree.search(c);for(A=u.length,o=0;o<A;o++)h=u[o],l!==h&&h.enable&&!h.checkCollision.none&&e.contains(h.gameObject)&&this.separate(l,h,n,s,r,!0)&&(i&&i.call(s,l.gameObject,h.gameObject),this._total++)}else{var f=e.getChildren(),g=e.children.entries.indexOf(t);for(A=f.length,o=0;o<A;o++)h=f[o].body,h&&o!==g&&h.enable&&this.separate(l,h,n,s,r)&&(i&&i.call(s,l.gameObject,h.gameObject),this._total++)}},collideGroupVsTilemapLayer:function(t,e,i,n,s,r){var o=t.getChildren();if(0===o.length)return!1;for(var A=!1,a=0;a<o.length;a++)o[a].body&&this.collideSpriteVsTilemapLayer(o[a],e,i,n,s,r)&&(A=!0);return A},collideTiles:function(t,e,i,n,s){return!(!t.body.enable||0===e.length)&&this.collideSpriteVsTilesHandler(t,e,i,n,s,!1,!1)},overlapTiles:function(t,e,i,n,s){return!(!t.body.enable||0===e.length)&&this.collideSpriteVsTilesHandler(t,e,i,n,s,!0,!1)},collideSpriteVsTilemapLayer:function(t,e,i,n,s,r){var o=t.body;if(!o.enable||o.checkCollision.none)return!1;var A=o.position.x,a=o.position.y,h=o.width,l=o.height,c=e.layer;if(c.tileWidth>c.baseTileWidth){var u=(c.tileWidth-c.baseTileWidth)*e.scaleX;A-=u,h+=u}if(c.tileHeight>c.baseTileHeight){var f=(c.tileHeight-c.baseTileHeight)*e.scaleY;l+=f}var g=v(A,a,h,l,null,e.scene.cameras.main,e.layer);return 0!==g.length&&this.collideSpriteVsTilesHandler(t,g,i,n,s,r,!0)},collideSpriteVsTilesHandler:function(t,e,i,n,s,r,o){for(var A,a,h=t.body,l={left:0,right:0,top:0,bottom:0},u=!1,f=0;f<e.length;f++){A=e[f],a=A.tilemapLayer;var g=a.tileToWorldXY(A.x,A.y);l.left=g.x,l.top=g.y,A.baseHeight!==A.height&&(l.top-=(A.height-A.baseHeight)*a.scaleY),l.right=l.left+A.width*a.scaleX,l.bottom=l.top+A.height*a.scaleY,M(l,h)&&(!n||n.call(s,t,A))&&y(A,t)&&(r||E(f,h,A,l,a,this.TILE_BIAS,o))&&(this._total++,u=!0,i&&i.call(s,t,A),r&&h.onOverlap?this.emit(c.TILE_OVERLAP,t,A,h):h.onCollide&&this.emit(c.TILE_COLLIDE,t,A,h))}return u},collideGroupVsGroup:function(t,e,i,n,s,r){if(0!==t.length&&0!==e.length)for(var o=t.getChildren(),A=0;A<o.length;A++)this.collideSpriteVsGroup(o[A],e,i,n,s,r)},wrap:function(t,e){t.body?this.wrapObject(t,e):t.getChildren?this.wrapArray(t.getChildren(),e):Array.isArray(t)?this.wrapArray(t,e):this.wrapObject(t,e)},wrapArray:function(t,e){for(var i=0;i<t.length;i++)this.wrapObject(t[i],e)},wrapObject:function(t,e){void 0===e&&(e=0),t.x=T(t.x,this.bounds.left-e,this.bounds.right+e),t.y=T(t.y,this.bounds.top-e,this.bounds.bottom+e)},shutdown:function(){this.tree.clear(),this.staticTree.clear(),this.bodies.clear(),this.staticBodies.clear(),this.colliders.destroy(),this.removeAllListeners()},destroy:function(){this.shutdown(),this.scene=null}});t.exports=S},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Benjamin D. Richards <benjamindrichards@gmail.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(61),r=i(245),o=i(196),A=i(10),a=i(57),h=i(3),l=new n({initialize:function(t,e){var i=e.displayWidth?e.displayWidth:64,n=e.displayHeight?e.displayHeight:64;this.world=t,this.gameObject=e,this.transform={x:e.x,y:e.y,rotation:e.angle,scaleX:e.scaleX,scaleY:e.scaleY,displayOriginX:e.displayOriginX,displayOriginY:e.displayOriginY},this.debugShowBody=t.defaults.debugShowBody,this.debugShowVelocity=t.defaults.debugShowVelocity,this.debugBodyColor=t.defaults.bodyDebugColor,this.enable=!0,this.isCircle=!1,this.radius=0,this.offset=new h,this.position=new h(e.x-e.scaleX*e.displayOriginX,e.y-e.scaleY*e.displayOriginY),this.prev=this.position.clone(),this.prevFrame=this.position.clone(),this.allowRotation=!0,this.rotation=e.angle,this.preRotation=e.angle,this.width=i,this.height=n,this.sourceWidth=i,this.sourceHeight=n,e.frame&&(this.sourceWidth=e.frame.realWidth,this.sourceHeight=e.frame.realHeight),this.halfWidth=Math.abs(i/2),this.halfHeight=Math.abs(n/2),this.center=new h(this.position.x+this.halfWidth,this.position.y+this.halfHeight),this.velocity=new h,this.newVelocity=new h,this.deltaMax=new h,this.acceleration=new h,this.allowDrag=!0,this.drag=new h,this.allowGravity=!0,this.gravity=new h,this.bounce=new h,this.worldBounce=null,this.customBoundsRectangle=t.bounds,this.onWorldBounds=!1,this.onCollide=!1,this.onOverlap=!1,this.maxVelocity=new h(1e4,1e4),this.maxSpeed=-1,this.friction=new h(1,0),this.useDamping=!1,this.angularVelocity=0,this.angularAcceleration=0,this.angularDrag=0,this.maxAngular=1e3,this.mass=1,this.angle=0,this.speed=0,this.facing=s.FACING_NONE,this.immovable=!1,this.pushable=!0,this.moves=!0,this.customSeparateX=!1,this.customSeparateY=!1,this.overlapX=0,this.overlapY=0,this.overlapR=0,this.embedded=!1,this.collideWorldBounds=!1,this.checkCollision={none:!1,up:!0,down:!0,left:!0,right:!0},this.touching={none:!0,up:!1,down:!1,left:!1,right:!1},this.wasTouching={none:!0,up:!1,down:!1,left:!1,right:!1},this.blocked={none:!0,up:!1,down:!1,left:!1,right:!1},this.syncBounds=!1,this.physicsType=s.DYNAMIC_BODY,this._sx=e.scaleX,this._sy=e.scaleY,this._dx=0,this._dy=0,this._tx=0,this._ty=0,this._bounds=new A},updateBounds:function(){var t=this.gameObject,e=this.transform;if(t.parentContainer){var i=t.getWorldTransformMatrix(this.world._tempMatrix,this.world._tempMatrix2);e.x=i.tx,e.y=i.ty,e.rotation=o(i.rotation),e.scaleX=i.scaleX,e.scaleY=i.scaleY,e.displayOriginX=t.displayOriginX,e.displayOriginY=t.displayOriginY}else e.x=t.x,e.y=t.y,e.rotation=t.angle,e.scaleX=t.scaleX,e.scaleY=t.scaleY,e.displayOriginX=t.displayOriginX,e.displayOriginY=t.displayOriginY;var n=!1;if(this.syncBounds){var s=t.getBounds(this._bounds);this.width=s.width,this.height=s.height,n=!0}else{var r=Math.abs(e.scaleX),A=Math.abs(e.scaleY);this._sx===r&&this._sy===A||(this.width=this.sourceWidth*r,this.height=this.sourceHeight*A,this._sx=r,this._sy=A,n=!0)}n&&(this.halfWidth=Math.floor(this.width/2),this.halfHeight=Math.floor(this.height/2),this.updateCenter())},updateCenter:function(){this.center.set(this.position.x+this.halfWidth,this.position.y+this.halfHeight)},updateFromGameObject:function(){this.updateBounds();var t=this.transform;this.position.x=t.x+t.scaleX*(this.offset.x-t.displayOriginX),this.position.y=t.y+t.scaleY*(this.offset.y-t.displayOriginY),this.updateCenter()},resetFlags:function(t){void 0===t&&(t=!1);var e=this.wasTouching,i=this.touching,n=this.blocked;t?(e.none=!0,e.up=!1,e.down=!1,e.left=!1,e.right=!1):(e.none=i.none,e.up=i.up,e.down=i.down,e.left=i.left,e.right=i.right),i.none=!0,i.up=!1,i.down=!1,i.left=!1,i.right=!1,n.none=!0,n.up=!1,n.down=!1,n.left=!1,n.right=!1,this.overlapR=0,this.overlapX=0,this.overlapY=0,this.embedded=!1},preUpdate:function(t,e){t&&this.resetFlags(),this.updateFromGameObject(),this.rotation=this.transform.rotation,this.preRotation=this.rotation,this.moves&&(this.prev.x=this.position.x,this.prev.y=this.position.y,this.prevFrame.x=this.position.x,this.prevFrame.y=this.position.y),t&&this.update(e)},update:function(t){if(this.prev.x=this.position.x,this.prev.y=this.position.y,this.moves){this.world.updateMotion(this,t);var e=this.velocity.x,i=this.velocity.y;this.newVelocity.set(e*t,i*t),this.position.add(this.newVelocity),this.updateCenter(),this.angle=Math.atan2(i,e),this.speed=Math.sqrt(e*e+i*i),this.collideWorldBounds&&this.checkWorldBounds()&&this.onWorldBounds&&this.world.emit(r.WORLD_BOUNDS,this,this.blocked.up,this.blocked.down,this.blocked.left,this.blocked.right)}this._dx=this.position.x-this.prev.x,this._dy=this.position.y-this.prev.y},postUpdate:function(){var t=this.position.x-this.prevFrame.x,e=this.position.y-this.prevFrame.y;if(this.moves){var i=this.deltaMax.x,n=this.deltaMax.y;0!==i&&0!==t&&(t<0&&t<-i?t=-i:t>0&&t>i&&(t=i)),0!==n&&0!==e&&(e<0&&e<-n?e=-n:e>0&&e>n&&(e=n)),this.gameObject.x+=t,this.gameObject.y+=e}t<0?this.facing=s.FACING_LEFT:t>0&&(this.facing=s.FACING_RIGHT),e<0?this.facing=s.FACING_UP:e>0&&(this.facing=s.FACING_DOWN),this.allowRotation&&(this.gameObject.angle+=this.deltaZ()),this._tx=t,this._ty=e},setBoundsRectangle:function(t){return this.customBoundsRectangle=t||this.world.bounds,this},checkWorldBounds:function(){var t=this.position,e=this.customBoundsRectangle,i=this.world.checkCollision,n=this.worldBounce?-this.worldBounce.x:-this.bounce.x,s=this.worldBounce?-this.worldBounce.y:-this.bounce.y,r=!1;return t.x<e.x&&i.left?(t.x=e.x,this.velocity.x*=n,this.blocked.left=!0,r=!0):this.right>e.right&&i.right&&(t.x=e.right-this.width,this.velocity.x*=n,this.blocked.right=!0,r=!0),t.y<e.y&&i.up?(t.y=e.y,this.velocity.y*=s,this.blocked.up=!0,r=!0):this.bottom>e.bottom&&i.down&&(t.y=e.bottom-this.height,this.velocity.y*=s,this.blocked.down=!0,r=!0),r&&(this.blocked.none=!1,this.updateCenter()),r},setOffset:function(t,e){return void 0===e&&(e=t),this.offset.set(t,e),this},setSize:function(t,e,i){void 0===i&&(i=!0);var n=this.gameObject;if(!t&&n.frame&&(t=n.frame.realWidth),!e&&n.frame&&(e=n.frame.realHeight),this.sourceWidth=t,this.sourceHeight=e,this.width=this.sourceWidth*this._sx,this.height=this.sourceHeight*this._sy,this.halfWidth=Math.floor(this.width/2),this.halfHeight=Math.floor(this.height/2),this.updateCenter(),i&&n.getCenter){var s=(n.width-t)/2,r=(n.height-e)/2;this.offset.set(s,r)}return this.isCircle=!1,this.radius=0,this},setCircle:function(t,e,i){return void 0===e&&(e=this.offset.x),void 0===i&&(i=this.offset.y),t>0?(this.isCircle=!0,this.radius=t,this.sourceWidth=2*t,this.sourceHeight=2*t,this.width=this.sourceWidth*this._sx,this.height=this.sourceHeight*this._sy,this.halfWidth=Math.floor(this.width/2),this.halfHeight=Math.floor(this.height/2),this.offset.set(e,i),this.updateCenter()):this.isCircle=!1,this},reset:function(t,e){this.stop();var i=this.gameObject;i.setPosition(t,e),i.getTopLeft?i.getTopLeft(this.position):this.position.set(t,e),this.prev.copy(this.position),this.prevFrame.copy(this.position),this.rotation=i.angle,this.preRotation=i.angle,this.updateBounds(),this.updateCenter(),this.resetFlags(!0)},stop:function(){return this.velocity.set(0),this.acceleration.set(0),this.speed=0,this.angularVelocity=0,this.angularAcceleration=0,this},getBounds:function(t){return t.x=this.x,t.y=this.y,t.right=this.right,t.bottom=this.bottom,t},hitTest:function(t,e){if(!this.isCircle)return a(this,t,e);if(this.radius>0&&t>=this.left&&t<=this.right&&e>=this.top&&e<=this.bottom){var i=(this.center.x-t)*(this.center.x-t),n=(this.center.y-e)*(this.center.y-e);return i+n<=this.radius*this.radius}return!1},onFloor:function(){return this.blocked.down},onCeiling:function(){return this.blocked.up},onWall:function(){return this.blocked.left||this.blocked.right},deltaAbsX:function(){return this._dx>0?this._dx:-this._dx},deltaAbsY:function(){return this._dy>0?this._dy:-this._dy},deltaX:function(){return this._dx},deltaY:function(){return this._dy},deltaXFinal:function(){return this._tx},deltaYFinal:function(){return this._ty},deltaZ:function(){return this.rotation-this.preRotation},destroy:function(){this.enable=!1,this.world&&this.world.pendingDestroy.set(this)},drawDebug:function(t){var e=this.position,i=e.x+this.halfWidth,n=e.y+this.halfHeight;this.debugShowBody&&(t.lineStyle(t.defaultStrokeWidth,this.debugBodyColor),this.isCircle?t.strokeCircle(i,n,this.width/2):(this.checkCollision.up&&t.lineBetween(e.x,e.y,e.x+this.width,e.y),this.checkCollision.right&&t.lineBetween(e.x+this.width,e.y,e.x+this.width,e.y+this.height),this.checkCollision.down&&t.lineBetween(e.x,e.y+this.height,e.x+this.width,e.y+this.height),this.checkCollision.left&&t.lineBetween(e.x,e.y,e.x,e.y+this.height))),this.debugShowVelocity&&(t.lineStyle(t.defaultStrokeWidth,this.world.defaults.velocityDebugColor,1),t.lineBetween(i,n,i+this.velocity.x/2,n+this.velocity.y/2))},willDrawDebug:function(){return this.debugShowBody||this.debugShowVelocity},setCollideWorldBounds:function(t,e,i,n){void 0===t&&(t=!0),this.collideWorldBounds=t;var s=void 0!==e,r=void 0!==i;return(s||r)&&(this.worldBounce||(this.worldBounce=new h),s&&(this.worldBounce.x=e),r&&(this.worldBounce.y=i)),void 0!==n&&(this.onWorldBounds=n),this},setVelocity:function(t,e){return this.velocity.set(t,e),t=this.velocity.x,e=this.velocity.y,this.speed=Math.sqrt(t*t+e*e),this},setVelocityX:function(t){this.velocity.x=t;var e=t,i=this.velocity.y;return this.speed=Math.sqrt(e*e+i*i),this},setVelocityY:function(t){this.velocity.y=t;var e=this.velocity.x,i=t;return this.speed=Math.sqrt(e*e+i*i),this},setMaxVelocity:function(t,e){return this.maxVelocity.set(t,e),this},setMaxVelocityX:function(t){return this.maxVelocity.x=t,this},setMaxVelocityY:function(t){return this.maxVelocity.y=t,this},setMaxSpeed:function(t){return this.maxSpeed=t,this},setBounce:function(t,e){return this.bounce.set(t,e),this},setBounceX:function(t){return this.bounce.x=t,this},setBounceY:function(t){return this.bounce.y=t,this},setAcceleration:function(t,e){return this.acceleration.set(t,e),this},setAccelerationX:function(t){return this.acceleration.x=t,this},setAccelerationY:function(t){return this.acceleration.y=t,this},setAllowDrag:function(t){return void 0===t&&(t=!0),this.allowDrag=t,this},setAllowGravity:function(t){return void 0===t&&(t=!0),this.allowGravity=t,this},setAllowRotation:function(t){return void 0===t&&(t=!0),this.allowRotation=t,this},setDrag:function(t,e){return this.drag.set(t,e),this},setDamping:function(t){return this.useDamping=t,this},setDragX:function(t){return this.drag.x=t,this},setDragY:function(t){return this.drag.y=t,this},setGravity:function(t,e){return this.gravity.set(t,e),this},setGravityX:function(t){return this.gravity.x=t,this},setGravityY:function(t){return this.gravity.y=t,this},setFriction:function(t,e){return this.friction.set(t,e),this},setFrictionX:function(t){return this.friction.x=t,this},setFrictionY:function(t){return this.friction.y=t,this},setAngularVelocity:function(t){return this.angularVelocity=t,this},setAngularAcceleration:function(t){return this.angularAcceleration=t,this},setAngularDrag:function(t){return this.angularDrag=t,this},setMass:function(t){return this.mass=t,this},setImmovable:function(t){return void 0===t&&(t=!0),this.immovable=t,this},setEnable:function(t){return void 0===t&&(t=!0),this.enable=t,this},processX:function(t,e,i,n){this.x+=t,this.updateCenter(),null!==e&&(this.velocity.x=e);var s=this.blocked;i&&(s.left=!0),n&&(s.right=!0)},processY:function(t,e,i,n){this.y+=t,this.updateCenter(),null!==e&&(this.velocity.y=e);var s=this.blocked;i&&(s.up=!0),n&&(s.down=!0)},x:{get:function(){return this.position.x},set:function(t){this.position.x=t}},y:{get:function(){return this.position.y},set:function(t){this.position.y=t}},left:{get:function(){return this.position.x}},right:{get:function(){return this.position.x+this.width}},top:{get:function(){return this.position.y}},bottom:{get:function(){return this.position.y+this.height}}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i,n,s,r,o){this.world=t,this.name="",this.active=!0,this.overlapOnly=e,this.object1=i,this.object2=n,this.collideCallback=s,this.processCallback=r,this.callbackContext=o},setName:function(t){return this.name=t,this},update:function(){this.world.collideObjects(this.object1,this.object2,this.collideCallback,this.processCallback,this.callbackContext,this.overlapOnly)},destroy:function(){this.world.removeCollider(this),this.active=!1,this.world=null,this.object1=null,this.object2=null,this.collideCallback=null,this.processCallback=null,this.callbackContext=null}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=i(3),r=new s,o=new s,A=function(t,e,i,s,A,a,h){var l=h.tilemapLayer.tilemap._convert.WorldToTileXY;l(t,e,!0,r,a,h);var c=r.x,u=r.y;l(t+i,e+s,!1,o,a,h);var f=Math.ceil(o.x),g=Math.ceil(o.y);return n(c,u,f-c,g-u,A,h)};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.collisionCallback?!t.collisionCallback.call(t.collisionCallbackContext,e,t):!t.layer.callbacks[t.index]||!t.layer.callbacks[t.index].callback.call(t.layer.callbacks[t.index].callbackContext,e,t)};t.exports=i},function(t,e,i){
/**
 * @author       Vladimir Agafonkin
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(436);function s(t){var e=[".left",".top",".right",".bottom"];if(!(this instanceof s))return new s(t,e);this._maxEntries=Math.max(4,t||9),this._minEntries=Math.max(2,Math.ceil(.4*this._maxEntries)),this.clear()}function r(t,e,i){if(!i)return e.indexOf(t);for(var n=0;n<e.length;n++)if(i(t,e[n]))return n;return-1}function o(t,e){A(t,0,t.children.length,e,t)}function A(t,e,i,n,s){s||(s=v(null)),s.minX=1/0,s.minY=1/0,s.maxX=-1/0,s.maxY=-1/0;for(var r,o=e;o<i;o++)r=t.children[o],a(s,t.leaf?n(r):r);return s}function a(t,e){return t.minX=Math.min(t.minX,e.minX),t.minY=Math.min(t.minY,e.minY),t.maxX=Math.max(t.maxX,e.maxX),t.maxY=Math.max(t.maxY,e.maxY),t}function h(t,e){return t.minX-e.minX}function l(t,e){return t.minY-e.minY}function c(t){return(t.maxX-t.minX)*(t.maxY-t.minY)}function u(t){return t.maxX-t.minX+(t.maxY-t.minY)}function f(t,e){return(Math.max(e.maxX,t.maxX)-Math.min(e.minX,t.minX))*(Math.max(e.maxY,t.maxY)-Math.min(e.minY,t.minY))}function g(t,e){var i=Math.max(t.minX,e.minX),n=Math.max(t.minY,e.minY),s=Math.min(t.maxX,e.maxX),r=Math.min(t.maxY,e.maxY);return Math.max(0,s-i)*Math.max(0,r-n)}function d(t,e){return t.minX<=e.minX&&t.minY<=e.minY&&e.maxX<=t.maxX&&e.maxY<=t.maxY}function p(t,e){return e.minX<=t.maxX&&e.minY<=t.maxY&&e.maxX>=t.minX&&e.maxY>=t.minY}function v(t){return{children:t,height:1,leaf:!0,minX:1/0,minY:1/0,maxX:-1/0,maxY:-1/0}}function m(t,e,i,s,r){var o,A=[e,i];while(A.length)i=A.pop(),e=A.pop(),i-e<=s||(o=e+Math.ceil((i-e)/s/2)*s,n(t,o,e,i,r),A.push(e,o,o,i))}s.prototype={all:function(){return this._all(this.data,[])},search:function(t){var e=this.data,i=[],n=this.toBBox;if(!p(t,e))return i;var s,r,o,A,a=[];while(e){for(s=0,r=e.children.length;s<r;s++)o=e.children[s],A=e.leaf?n(o):o,p(t,A)&&(e.leaf?i.push(o):d(t,A)?this._all(o,i):a.push(o));e=a.pop()}return i},collides:function(t){var e=this.data,i=this.toBBox;if(!p(t,e))return!1;var n,s,r,o,A=[];while(e){for(n=0,s=e.children.length;n<s;n++)if(r=e.children[n],o=e.leaf?i(r):r,p(t,o)){if(e.leaf||d(t,o))return!0;A.push(r)}e=A.pop()}return!1},load:function(t){if(!t||!t.length)return this;if(t.length<this._minEntries){for(var e=0,i=t.length;e<i;e++)this.insert(t[e]);return this}var n=this._build(t.slice(),0,t.length-1,0);if(this.data.children.length)if(this.data.height===n.height)this._splitRoot(this.data,n);else{if(this.data.height<n.height){var s=this.data;this.data=n,n=s}this._insert(n,this.data.height-n.height-1,!0)}else this.data=n;return this},insert:function(t){return t&&this._insert(t,this.data.height-1),this},clear:function(){return this.data=v([]),this},remove:function(t,e){if(!t)return this;var i,n,s,o,A=this.data,a=this.toBBox(t),h=[],l=[];while(A||h.length){if(A||(A=h.pop(),n=h[h.length-1],i=l.pop(),o=!0),A.leaf&&(s=r(t,A.children,e),-1!==s))return A.children.splice(s,1),h.push(A),this._condense(h),this;o||A.leaf||!d(A,a)?n?(i++,A=n.children[i],o=!1):A=null:(h.push(A),l.push(i),i=0,n=A,A=A.children[0])}return this},toBBox:function(t){return t},compareMinX:h,compareMinY:l,toJSON:function(){return this.data},fromJSON:function(t){return this.data=t,this},_all:function(t,e){var i=[];while(t)t.leaf?e.push.apply(e,t.children):i.push.apply(i,t.children),t=i.pop();return e},_build:function(t,e,i,n){var s,r=i-e+1,A=this._maxEntries;if(r<=A)return s=v(t.slice(e,i+1)),o(s,this.toBBox),s;n||(n=Math.ceil(Math.log(r)/Math.log(A)),A=Math.ceil(r/Math.pow(A,n-1))),s=v([]),s.leaf=!1,s.height=n;var a,h,l,c,u=Math.ceil(r/A),f=u*Math.ceil(Math.sqrt(A));for(m(t,e,i,f,this.compareMinX),a=e;a<=i;a+=f)for(l=Math.min(a+f-1,i),m(t,a,l,u,this.compareMinY),h=a;h<=l;h+=u)c=Math.min(h+u-1,l),s.children.push(this._build(t,h,c,n-1));return o(s,this.toBBox),s},_chooseSubtree:function(t,e,i,n){var s,r,o,A,a,h,l,u;while(1){if(n.push(e),e.leaf||n.length-1===i)break;for(l=u=1/0,s=0,r=e.children.length;s<r;s++)o=e.children[s],a=c(o),h=f(t,o)-a,h<u?(u=h,l=a<l?a:l,A=o):h===u&&a<l&&(l=a,A=o);e=A||e.children[0]}return e},_insert:function(t,e,i){var n=this.toBBox,s=i?t:n(t),r=[],o=this._chooseSubtree(s,this.data,e,r);o.children.push(t),a(o,s);while(e>=0){if(!(r[e].children.length>this._maxEntries))break;this._split(r,e),e--}this._adjustParentBBoxes(s,r,e)},_split:function(t,e){var i=t[e],n=i.children.length,s=this._minEntries;this._chooseSplitAxis(i,s,n);var r=this._chooseSplitIndex(i,s,n),A=v(i.children.splice(r,i.children.length-r));A.height=i.height,A.leaf=i.leaf,o(i,this.toBBox),o(A,this.toBBox),e?t[e-1].children.push(A):this._splitRoot(i,A)},_splitRoot:function(t,e){this.data=v([t,e]),this.data.height=t.height+1,this.data.leaf=!1,o(this.data,this.toBBox)},_chooseSplitIndex:function(t,e,i){var n,s,r,o,a,h,l,u;for(h=l=1/0,n=e;n<=i-e;n++)s=A(t,0,n,this.toBBox),r=A(t,n,i,this.toBBox),o=g(s,r),a=c(s)+c(r),o<h?(h=o,u=n,l=a<l?a:l):o===h&&a<l&&(l=a,u=n);return u},_chooseSplitAxis:function(t,e,i){var n=t.leaf?this.compareMinX:h,s=t.leaf?this.compareMinY:l,r=this._allDistMargin(t,e,i,n),o=this._allDistMargin(t,e,i,s);r<o&&t.children.sort(n)},_allDistMargin:function(t,e,i,n){t.children.sort(n);var s,r,o=this.toBBox,h=A(t,0,e,o),l=A(t,i-e,i,o),c=u(h)+u(l);for(s=e;s<i-e;s++)r=t.children[s],a(h,t.leaf?o(r):r),c+=u(h);for(s=i-e-1;s>=e;s--)r=t.children[s],a(l,t.leaf?o(r):r),c+=u(l);return c},_adjustParentBBoxes:function(t,e,i){for(var n=i;n>=0;n--)a(e[n],t)},_condense:function(t){for(var e,i=t.length-1;i>=0;i--)0===t[i].children.length?i>0?(e=t[i-1].children,e.splice(e.indexOf(t[i]),1)):this.clear():o(t[i],this.toBBox)},compareMinX:function(t,e){return t.left-e.left},compareMinY:function(t,e){return t.top-e.top},toBBox:function(t){return{minX:t.left,minY:t.top,maxX:t.right,maxY:t.bottom}}},t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(533),s=i(535),r=i(248),o=function(t,e,i,o,A,a,h){var l=o.left,c=o.top,u=o.right,f=o.bottom,g=i.faceLeft||i.faceRight,d=i.faceTop||i.faceBottom;if(h||(g=!0,d=!0),!g&&!d)return!1;var p=0,v=0,m=0,w=1;if(e.deltaAbsX()>e.deltaAbsY()?m=-1:e.deltaAbsX()<e.deltaAbsY()&&(w=-1),0!==e.deltaX()&&0!==e.deltaY()&&g&&d&&(m=Math.min(Math.abs(e.position.x-u),Math.abs(e.right-l)),w=Math.min(Math.abs(e.position.y-f),Math.abs(e.bottom-c))),m<w){if(g&&(p=n(e,i,l,u,a,h),0!==p&&!r(o,e)))return!0;d&&(v=s(e,i,c,f,a,h))}else{if(d&&(v=s(e,i,c,f,a,h),0!==v&&!r(o,e)))return!0;g&&(p=n(e,i,l,u,a,h))}return 0!==p||0!==v};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(534),s=function(t,e,i,s,r,o){var A=0,a=e.faceLeft,h=e.faceRight,l=e.collideLeft,c=e.collideRight;return o||(a=!0,h=!0,l=!0,c=!0),t.deltaX()<0&&c&&t.checkCollision.left?h&&t.x<s&&(A=t.x-s,A<-r&&(A=0)):t.deltaX()>0&&l&&t.checkCollision.right&&a&&t.right>i&&(A=t.right-i,A>r&&(A=0)),0!==A&&(t.customSeparateX?t.overlapX=A:n(t,A)),A};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){e<0?(t.blocked.none=!1,t.blocked.left=!0):e>0&&(t.blocked.none=!1,t.blocked.right=!0),t.position.x-=e,0===t.bounce.x?t.velocity.x=0:t.velocity.x=-t.velocity.x*t.bounce.x};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(536),s=function(t,e,i,s,r,o){var A=0,a=e.faceTop,h=e.faceBottom,l=e.collideUp,c=e.collideDown;return o||(a=!0,h=!0,l=!0,c=!0),t.deltaY()<0&&c&&t.checkCollision.up?h&&t.y<s&&(A=t.y-s,A<-r&&(A=0)):t.deltaY()>0&&l&&t.checkCollision.down&&a&&t.bottom>i&&(A=t.bottom-i,A>r&&(A=0)),0!==A&&(t.customSeparateY?t.overlapY=A:n(t,A)),A};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){e<0?(t.blocked.none=!1,t.blocked.up=!0):e>0&&(t.blocked.none=!1,t.blocked.down=!0),t.position.y-=e,0===t.bounce.y?t.velocity.y=0:t.velocity.y=-t.velocity.y*t.bounce.y};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(246),s=i(1387),r=function(t,e,i,r){var o=n(t,e,i,r),A=t.immovable,a=e.immovable;if(i||0===o||A&&a||t.customSeparateX||e.customSeparateX)return 0!==o||t.embedded&&e.embedded;var h=s.Set(t,e,o);return A||a?(A?s.RunImmovableBody1(h):a&&s.RunImmovableBody2(h),!0):h>0||s.Check()};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(247),s=i(1388),r=function(t,e,i,r){var o=n(t,e,i,r),A=t.immovable,a=e.immovable;if(i||0===o||A&&a||t.customSeparateY||e.customSeparateY)return 0!==o||t.embedded&&e.embedded;var h=s.Set(t,e,o);return A||a?(A?s.RunImmovableBody1(h):a&&s.RunImmovableBody2(h),!0):h>0||s.Check()};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(65),s=i(0),r=i(61),o=i(57),A=i(3),a=new s({initialize:function(t,e){var i=e.displayWidth?e.displayWidth:64,n=e.displayHeight?e.displayHeight:64;this.world=t,this.gameObject=e,this.debugShowBody=t.defaults.debugShowStaticBody,this.debugBodyColor=t.defaults.staticBodyDebugColor,this.enable=!0,this.isCircle=!1,this.radius=0,this.offset=new A,this.position=new A(e.x-i*e.originX,e.y-n*e.originY),this.width=i,this.height=n,this.halfWidth=Math.abs(this.width/2),this.halfHeight=Math.abs(this.height/2),this.center=new A(this.position.x+this.halfWidth,this.position.y+this.halfHeight),this.velocity=A.ZERO,this.allowGravity=!1,this.gravity=A.ZERO,this.bounce=A.ZERO,this.onWorldBounds=!1,this.onCollide=!1,this.onOverlap=!1,this.mass=1,this.immovable=!0,this.pushable=!1,this.customSeparateX=!1,this.customSeparateY=!1,this.overlapX=0,this.overlapY=0,this.overlapR=0,this.embedded=!1,this.collideWorldBounds=!1,this.checkCollision={none:!1,up:!0,down:!0,left:!0,right:!0},this.touching={none:!0,up:!1,down:!1,left:!1,right:!1},this.wasTouching={none:!0,up:!1,down:!1,left:!1,right:!1},this.blocked={none:!0,up:!1,down:!1,left:!1,right:!1},this.physicsType=r.STATIC_BODY,this._dx=0,this._dy=0},setGameObject:function(t,e){return t&&t!==this.gameObject&&(this.gameObject.body=null,t.body=this,this.gameObject=t),e&&this.updateFromGameObject(),this},updateFromGameObject:function(){this.world.staticTree.remove(this);var t=this.gameObject;return t.getTopLeft(this.position),this.width=t.displayWidth,this.height=t.displayHeight,this.halfWidth=Math.abs(this.width/2),this.halfHeight=Math.abs(this.height/2),this.center.set(this.position.x+this.halfWidth,this.position.y+this.halfHeight),this.world.staticTree.insert(this),this},setOffset:function(t,e){return void 0===e&&(e=t),this.world.staticTree.remove(this),this.position.x-=this.offset.x,this.position.y-=this.offset.y,this.offset.set(t,e),this.position.x+=this.offset.x,this.position.y+=this.offset.y,this.updateCenter(),this.world.staticTree.insert(this),this},setSize:function(t,e,i){void 0===i&&(i=!0);var n=this.gameObject;if(!t&&n.frame&&(t=n.frame.realWidth),!e&&n.frame&&(e=n.frame.realHeight),this.world.staticTree.remove(this),this.width=t,this.height=e,this.halfWidth=Math.floor(t/2),this.halfHeight=Math.floor(e/2),i&&n.getCenter){var s=n.displayWidth/2,r=n.displayHeight/2;this.position.x-=this.offset.x,this.position.y-=this.offset.y,this.offset.set(s-this.halfWidth,r-this.halfHeight),this.position.x+=this.offset.x,this.position.y+=this.offset.y}return this.updateCenter(),this.isCircle=!1,this.radius=0,this.world.staticTree.insert(this),this},setCircle:function(t,e,i){return void 0===e&&(e=this.offset.x),void 0===i&&(i=this.offset.y),t>0?(this.world.staticTree.remove(this),this.isCircle=!0,this.radius=t,this.width=2*t,this.height=2*t,this.halfWidth=Math.floor(this.width/2),this.halfHeight=Math.floor(this.height/2),this.offset.set(e,i),this.updateCenter(),this.world.staticTree.insert(this)):this.isCircle=!1,this},updateCenter:function(){this.center.set(this.position.x+this.halfWidth,this.position.y+this.halfHeight)},reset:function(t,e){var i=this.gameObject;void 0===t&&(t=i.x),void 0===e&&(e=i.y),this.world.staticTree.remove(this),i.setPosition(t,e),i.getTopLeft(this.position),this.updateCenter(),this.world.staticTree.insert(this)},stop:function(){return this},getBounds:function(t){return t.x=this.x,t.y=this.y,t.right=this.right,t.bottom=this.bottom,t},hitTest:function(t,e){return this.isCircle?n(this,t,e):o(this,t,e)},postUpdate:function(){},deltaAbsX:function(){return 0},deltaAbsY:function(){return 0},deltaX:function(){return 0},deltaY:function(){return 0},deltaZ:function(){return 0},destroy:function(){this.enable=!1,this.world.pendingDestroy.set(this)},drawDebug:function(t){var e=this.position,i=e.x+this.halfWidth,n=e.y+this.halfHeight;this.debugShowBody&&(t.lineStyle(t.defaultStrokeWidth,this.debugBodyColor,1),this.isCircle?t.strokeCircle(i,n,this.width/2):t.strokeRect(e.x,e.y,this.width,this.height))},willDrawDebug:function(){return this.debugShowBody},setMass:function(t){return t<=0&&(t=.1),this.mass=t,this},x:{get:function(){return this.position.x},set:function(t){this.world.staticTree.remove(this),this.position.x=t,this.world.staticTree.insert(this)}},y:{get:function(){return this.position.y},set:function(t){this.world.staticTree.remove(this),this.position.y=t,this.world.staticTree.insert(this)}},left:{get:function(){return this.position.x}},right:{get:function(){return this.position.x+this.width}},top:{get:function(){return this.position.y}},bottom:{get:function(){return this.position.y+this.height}}});t.exports=a},function(t,e,i){
/**
* @author       Richard Davey <rich@photonstorm.com>
* @copyright    2020 Photon Storm Ltd.
* @license      {@link https://github.com/photonstorm/phaser3-plugin-template/blob/master/LICENSE|MIT License}
*/
var n=i(0),s=new n({initialize:function(t){this.pluginManager=t,this.game=t.game},init:function(){},start:function(){},stop:function(){},destroy:function(){this.pluginManager=null,this.game=null,this.scene=null,this.systems=null}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=new n,r=function(t,e,i,n){var r=i.tilemapLayer,o=r.cullPaddingX,A=r.cullPaddingY,a=r.tilemap.tileToWorldXY(t,e,s,n,r);return a.x>n.worldView.x+r.scaleX*i.tileWidth*(-o-.5)&&a.x<n.worldView.right+r.scaleX*i.tileWidth*(o-.5)&&a.y>n.worldView.y+r.scaleY*i.tileHeight*(-A-1)&&a.y<n.worldView.bottom+r.scaleY*i.tileHeight*(A-.5)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=function(t,e,i,s,r,o,A){for(var a=n(i,s,r,o,null,A),h=0;h<a.length;h++)a[h]&&a[h].index===t&&(a[h].index=e)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=i(140),r=i(77),o=new n,A=function(t,e){var i=t.tilemapLayer.tilemap,n=t.tilemapLayer,A=Math.floor(i.tileWidth*n.scaleX),a=Math.floor(i.tileHeight*n.scaleY),h=r(e.worldView.x-n.x,A,0,!0)-n.cullPaddingX,l=s(e.worldView.right-n.x,A,0,!0)+n.cullPaddingX,c=r(e.worldView.y-n.y,a,0,!0)-n.cullPaddingY,u=s(e.worldView.bottom-n.y,a,0,!0)+n.cullPaddingY;return o.setTo(h,c,l-h,u-c)};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(543),s=i(159),r=function(t,e,i,r){void 0===i&&(i=[]),void 0===r&&(r=0),i.length=0;var o=t.tilemapLayer,A=n(t,e);return(o.skipCull||1!==o.scrollFactorX||1!==o.scrollFactorY)&&(A.left=0,A.right=t.width,A.top=0,A.bottom=t.height),s(t,A,r,i),i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(546),s=i(159),r=function(t,e,i,r){void 0===i&&(i=[]),void 0===r&&(r=0),i.length=0;var o=t.tilemapLayer;if(!o.skipCull&&1===o.scrollFactorX&&1===o.scrollFactorY){var A=n(t,e);s(t,A,r,i)}return i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(140),s=i(77),r=function(t,e){var i=t.tilemapLayer.tilemap,r=t.tilemapLayer,o=Math.floor(i.tileWidth*r.scaleX),A=Math.floor(i.tileHeight*r.scaleY),a=t.hexSideLength,h=(A-a)/2+a,l=s(e.worldView.x-r.x,o,0,!0)-r.cullPaddingX,c=n(e.worldView.right-r.x,o,0,!0)+r.cullPaddingX,u=s(e.worldView.y-r.y,h,0,!0)-r.cullPaddingY,f=n(e.worldView.bottom-r.y,h,0,!0)+r.cullPaddingY;return{left:l,right:c,top:u,bottom:f}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(541),s=function(t,e,i,s){void 0===i&&(i=[]),void 0===s&&(s=0),i.length=0;var r,o,A,a=t.tilemapLayer,h=t.data,l=t.width,c=t.height,u=0,f=l,g=0,d=c;if(!a.skipCull)if(0===s){for(o=g;o<d;o++)for(r=u;h[o]&&r<f;r++)if(n(r,o,t,e)){if(A=h[o][r],!A||-1===A.index||!A.visible||0===A.alpha)continue;i.push(A)}}else if(1===s){for(o=g;o<d;o++)for(r=f;h[o]&&r>=u;r--)if(n(r,o,t,e)){if(A=h[o][r],!A||-1===A.index||!A.visible||0===A.alpha)continue;i.push(A)}}else if(2===s){for(o=d;o>=g;o--)for(r=u;h[o]&&r<f;r++)if(n(r,o,t,e)){if(A=h[o][r],!A||-1===A.index||!A.visible||0===A.alpha)continue;i.push(A)}}else if(3===s)for(o=d;o>=g;o--)for(r=f;h[o]&&r>=u;r--)if(n(r,o,t,e)){if(A=h[o][r],!A||-1===A.index||!A.visible||0===A.alpha)continue;i.push(A)}return a.tilesDrawn=i.length,a.tilesTotal=l*c,i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(549),s=i(159),r=function(t,e,i,r){void 0===i&&(i=[]),void 0===r&&(r=0),i.length=0;var o=t.tilemapLayer;if(!o.skipCull&&1===o.scrollFactorX&&1===o.scrollFactorY){var A=n(t,e);s(t,A,r,i)}return i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(140),s=i(77),r=function(t,e){var i=t.tilemapLayer.tilemap,r=t.tilemapLayer,o=Math.floor(i.tileWidth*r.scaleX),A=Math.floor(i.tileHeight*r.scaleY),a=s(e.worldView.x-r.x,o,0,!0)-r.cullPaddingX,h=n(e.worldView.right-r.x,o,0,!0)+r.cullPaddingX,l=s(e.worldView.y-r.y,A/2,0,!0)-r.cullPaddingY,c=n(e.worldView.bottom-r.y,A/2,0,!0)+r.cullPaddingY;return{left:a,right:h,top:l,bottom:c}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s,r){i||(i=new n);var o=r.baseTileWidth,A=r.baseTileHeight,a=r.tilemapLayer,h=0,l=0;a&&(s||(s=a.scene.cameras.main),h=a.x+s.scrollX*(1-a.scrollFactorX),o*=a.scaleX,l=a.y+s.scrollY*(1-a.scrollFactorY),A*=a.scaleY);var c=r.hexSideLength,u=(A-c)/2+c,f=h+t*o+e%2*(o/2),g=l+e*u;return i.set(f,g)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s,r){i||(i=new n);var o=r.baseTileWidth,A=r.baseTileHeight,a=r.tilemapLayer,h=0,l=0;a&&(s||(s=a.scene.cameras.main),h=a.x+s.scrollX*(1-a.scrollFactorX),o*=a.scaleX,l=a.y+s.scrollY*(1-a.scrollFactorY),A*=a.scaleY);var c=h+o/2*(t-e),u=l+(t+e)*(A/2);return i.set(c,u)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s,r){i||(i=new n);var o=r.baseTileWidth,A=r.baseTileHeight,a=r.tilemapLayer,h=0,l=0;a&&(s||(s=a.scene.cameras.main),h=a.x+s.scrollX*(1-a.scrollFactorX),o*=a.scaleX,l=a.y+s.scrollY*(1-a.scrollFactorY),A*=a.scaleY);var c=h+t*o+e%2*(o/2),u=l+e*(A/2);return i.set(c,u)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(253),s=i(254),r=i(3),o=function(t,e,i,o,A){return i||(i=new r(0,0)),i.x=n(t,o,A),i.y=s(e,o,A),i};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=i.baseTileHeight,s=i.tilemapLayer,r=0;s&&(void 0===e&&(e=s.scene.cameras.main),r=s.y+e.scrollY*(1-s.scrollFactorY),n*=s.scaleY);var o=s.tilemap.hexSideLength,A=(n-o)/2+o;return r+t*A};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=i.baseTileHeight,s=i.tilemapLayer,r=0;return s&&(void 0===e&&(e=s.scene.cameras.main),r=s.y+e.scrollY*(1-s.scrollFactorY),n*=s.scaleY),r+t*(n/2)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s,r,o){s||(s=new n);var A=o.baseTileWidth,a=o.baseTileHeight,h=o.tilemapLayer;h&&(r||(r=h.scene.cameras.main),e-=h.y+r.scrollY*(1-h.scrollFactorY),a*=h.scaleY,t-=h.x+r.scrollX*(1-h.scrollFactorX),A*=h.scaleX);var l=o.hexSideLength,c=(a-l)/2+l,u=i?Math.floor(e/c):e/c,f=i?Math.floor((t-u%2*.5*A)/A):(t-u%2*.5*A)/A;return s.set(f,u)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s,r,o){s||(s=new n);var A=o.baseTileWidth,a=o.baseTileHeight,h=o.tilemapLayer;h&&(r||(r=h.scene.cameras.main),e-=h.y+r.scrollY*(1-h.scrollFactorY),a*=h.scaleY,t-=h.x+r.scrollX*(1-h.scrollFactorX),A*=h.scaleX);var l=i?Math.floor((t/(A/2)+e/(a/2))/2):(t/(A/2)+e/(a/2))/2,c=i?Math.floor((e/(a/2)-t/(A/2))/2):(e/(a/2)-t/(A/2))/2;return s.set(l,c)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s,r,o){s||(s=new n);var A=o.baseTileWidth,a=o.baseTileHeight,h=o.tilemapLayer;h&&(r||(r=h.scene.cameras.main),e-=h.y+r.scrollY*(1-h.scrollFactorY),a*=h.scaleY,t-=h.x+r.scrollX*(1-h.scrollFactorX),A*=h.scaleX);var l=i?Math.floor(e/(a/2)):e/(a/2),c=i?Math.floor((t+l%2*.5*A)/A):(t+l%2*.5*A)/A;return s.set(c,l)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(255),s=i(256),r=i(3),o=function(t,e,i,o,A,a){return void 0===i&&(i=!0),o||(o=new r(0,0)),o.x=n(t,i,A,a),o.y=s(e,i,A,a),o};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=n.baseTileHeight,r=n.tilemapLayer;r&&(i||(i=r.scene.cameras.main),t-=r.y+i.scrollY*(1-r.scrollFactorY),s*=r.scaleY);var o=n.hexSideLength,A=(s-o)/2+o;return e?Math.floor(t/A):t/A};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=n.baseTileHeight,r=n.tilemapLayer;return r&&(i||(i=r.scene.cameras.main),t-=r.y+i.scrollY*(1-r.scrollFactorY),s*=r.scaleY),e?Math.floor(t/(s/2)):t/(s/2)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(120),s=function(t,e,i){if(n(t,e,i)){var s=i.data[e][t];return null!==s&&s.index>-1}return!1};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(86),s=i(120),r=i(252),o=function(t,e,i,o,A){if(void 0===i&&(i=!0),void 0===o&&(o=!0),!s(t,e,A))return null;var a=A.data[e][t];return a?(A.data[e][t]=i?null:new n(A,-1,t,e,A.tileWidth,A.tileHeight),o&&a&&a.collides&&r(t,e,A),a):null};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(40),s=i(259),r=i(565),o=i(566),A=i(577),a=function(t,e,i,a,h,l){var c;switch(e){case n.ARRAY_2D:c=s(t,i,a,h,l);break;case n.CSV:c=r(t,i,a,h,l);break;case n.TILED_JSON:c=o(t,i,l);break;case n.WELTMEISTER:c=A(t,i,l);break;default:console.warn("Unrecognized tilemap data format: "+e),c=null}return c};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(40),s=i(259),r=function(t,e,i,r,o){var A=e.trim().split("\n").map((function(t){return t.split(",")})),a=s(t,A,i,r,o);return a.format=n.CSV,a};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(567),s=i(568),r=i(29),o=i(40),A=i(258),a=i(122),h=i(569),l=i(570),c=i(573),u=i(575),f=function(t,e,i){var f=new a({width:e.width,height:e.height,name:t,tileWidth:e.tilewidth,tileHeight:e.tileheight,orientation:A(e.orientation),format:o.TILED_JSON,version:e.version,properties:e.properties,renderOrder:e.renderorder,infinite:e.infinite});f.orientation===r.HEXAGONAL&&(f.hexSideLength=e.hexsidelength),f.layers=c(e,i),f.images=h(e);var g=u(e);return f.tilesets=g.tilesets,f.imageCollections=g.imageCollections,f.objects=l(e),f.tiles=s(f),n(f),f};t.exports=f},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(17),s=function(t){for(var e,i,s,r,o,A=0;A<t.layers.length;A++){e=t.layers[A],r=null;for(var a=0;a<e.data.length;a++){o=e.data[a];for(var h=0;h<o.length;h++)i=o[h],null===i||i.index<0||(s=t.tiles[i.index][2],r=t.tilesets[s],i.width=r.tileWidth,i.height=r.tileHeight,r.tileProperties&&r.tileProperties[i.index-r.firstgid]&&(i.properties=n(i.properties,r.tileProperties[i.index-r.firstgid])))}}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(123),s=function(t){var e,i,s=[];for(e=0;e<t.imageCollections.length;e++)for(var r=t.imageCollections[e],o=r.images,A=0;A<o.length;A++){var a=o[A];i=new n(a.image,a.gid,r.imageWidth,r.imageHeight,0,0),i.updateTileData(r.imageWidth,r.imageHeight),t.tilesets.push(i)}for(e=0;e<t.tilesets.length;e++){i=t.tilesets[e];for(var h=i.tileMargin,l=i.tileMargin,c=0,u=0,f=0,g=i.firstgid;g<i.firstgid+i.total;g++){if(s[g]=[h,l,e],h+=i.tileWidth+i.tileSpacing,c++,c===i.total)break;if(u++,u===i.columns&&(h=i.tileMargin,l+=i.tileHeight+i.tileSpacing,u=0,f++,f===i.rows))break}}return s};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(2),s=i(161),r=function(t){var e=[],i=[],r=s(t);while(r.i<r.layers.length||i.length>0)if(r.i>=r.layers.length){if(i.length<1){console.warn("TilemapParser.parseTiledJSON - Invalid layer group hierarchy");break}r=i.pop()}else{var o=r.layers[r.i];if(r.i++,"imagelayer"===o.type){var A=n(o,"offsetx",0)+n(o,"startx",0),a=n(o,"offsety",0)+n(o,"starty",0);e.push({name:r.name+o.name,image:o.image,x:r.x+A+o.x,y:r.y+a+o.y,alpha:r.opacity*o.opacity,visible:r.visible&&o.visible,properties:n(o,"properties",{})})}else if("group"===o.type){var h=s(t,o,r);i.push(r),r=h}}return e};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(2),s=i(260),r=i(572),o=i(161),A=function(t){var e=[],i=[],A=o(t);while(A.i<A.layers.length||i.length>0)if(A.i>=A.layers.length){if(i.length<1){console.warn("TilemapParser.parseTiledJSON - Invalid layer group hierarchy");break}A=i.pop()}else{var a=A.layers[A.i];if(A.i++,a.opacity*=A.opacity,a.visible=A.visible&&a.visible,"objectgroup"===a.type){a.name=A.name+a.name;for(var h=A.x+n(a,"startx",0)+n(a,"offsetx",0),l=A.y+n(a,"starty",0)+n(a,"offsety",0),c=[],u=0;u<a.objects.length;u++){var f=s(a.objects[u],h,l);c.push(f)}var g=new r(a);g.objects=c,e.push(g)}else if("group"===a.type){var d=o(t,a,A);i.push(A),A=d}}return e};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(127),s=function(t,e){for(var i={},s=0;s<e.length;s++){var r=e[s];n(t,r)&&(i[r]=t[r])}return i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=new n({initialize:function(t){void 0===t&&(t={}),this.name=s(t,"name","object layer"),this.opacity=s(t,"opacity",1),this.properties=s(t,"properties",{}),this.propertyTypes=s(t,"propertytypes",{}),this.type=s(t,"type","objectgroup"),this.visible=s(t,"visible",!0),this.objects=s(t,"objects",[])}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(574),s=i(29),r=i(161),o=i(258),A=i(2),a=i(121),h=i(261),l=i(86),c=function(t,e){var i=A(t,"infinite",!1),c=[],u=[],f=r(t);while(f.i<f.layers.length||u.length>0)if(f.i>=f.layers.length){if(u.length<1){console.warn("TilemapParser.parseTiledJSON - Invalid layer group hierarchy");break}f=u.pop()}else{var g=f.layers[f.i];if(f.i++,"tilelayer"===g.type)if(g.compression)console.warn("TilemapParser.parseTiledJSON - Layer compression is unsupported, skipping layer '"+g.name+"'");else{if(g.encoding&&"base64"===g.encoding){if(g.chunks)for(var d=0;d<g.chunks.length;d++)g.chunks[d].data=n(g.chunks[d].data);g.data&&(g.data=n(g.data)),delete g.encoding}var p,v,m,w,B=[],y=0;if(i){var x=A(g,"startx",0)+g.x,C=A(g,"starty",0)+g.y;p=new a({name:f.name+g.name,x:f.x+A(g,"offsetx",0)+x*t.tilewidth,y:f.y+A(g,"offsety",0)+C*t.tileheight,width:g.width,height:g.height,tileWidth:t.tilewidth,tileHeight:t.tileheight,alpha:f.opacity*g.opacity,visible:f.visible&&g.visible,properties:A(g,"properties",[]),orientation:o(t.orientation)}),p.orientation===s.HEXAGONAL&&(p.hexSideLength=t.hexsidelength);for(var E=0;E<g.height;E++){B.push([null]);for(var I=0;I<g.width;I++)B[E][I]=null}for(E=0,z=g.chunks.length;E<z;E++)for(var D=g.chunks[E],P=D.x-x,b=D.y-C,M=0,O=0,Q=D.data.length;O<Q;O++){var T=y+P,S=M+b;v=h(D.data[O]),v.gid>0?(m=new l(p,v.gid,T,S,t.tilewidth,t.tileheight),m.rotation=v.rotation,m.flipX=v.flipped,B[S][T]=m):(w=e?null:new l(p,-1,T,S,t.tilewidth,t.tileheight),B[S][T]=w),y++,y===D.width&&(M++,y=0)}}else{p=new a({name:f.name+g.name,x:f.x+A(g,"offsetx",0)+g.x,y:f.y+A(g,"offsety",0)+g.y,width:g.width,height:g.height,tileWidth:t.tilewidth,tileHeight:t.tileheight,alpha:f.opacity*g.opacity,visible:f.visible&&g.visible,properties:A(g,"properties",[]),orientation:o(t.orientation)}),p.orientation===s.HEXAGONAL&&(p.hexSideLength=t.hexsidelength);for(var R=[],k=0,z=g.data.length;k<z;k++)v=h(g.data[k]),v.gid>0?(m=new l(p,v.gid,y,B.length,t.tilewidth,t.tileheight),m.rotation=v.rotation,m.flipX=v.flipped,R.push(m)):(w=e?null:new l(p,-1,y,B.length,t.tilewidth,t.tileheight),R.push(w)),y++,y===g.width&&(B.push(R),y=0,R=[])}p.data=B,c.push(p)}else if("group"===g.type){var L=r(t,g,f);u.push(f),f=L}}return c};t.exports=c},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){for(var e=window.atob(t),i=e.length,n=new Array(i/4),s=0;s<i;s+=4)n[s/4]=(e.charCodeAt(s)|e.charCodeAt(s+1)<<8|e.charCodeAt(s+2)<<16|e.charCodeAt(s+3)<<24)>>>0;return n};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(123),s=i(576),r=i(260),o=i(1451),A=function(t){for(var e,i=[],A=[],a=null,h=0;h<t.tilesets.length;h++){var l=t.tilesets[h];if(l.source)console.warn("External tilesets unsupported. Use Embed Tileset and re-export");else if(l.image){var c=new n(l.name,l.firstgid,l.tilewidth,l.tileheight,l.margin,l.spacing);if(t.version>1){var u=void 0,f=void 0;if(Array.isArray(l.tiles)){u=u||{},f=f||{};for(var g=0;g<l.tiles.length;g++){var d=l.tiles[g];if(d.properties){var p={};d.properties.forEach((function(t){p[t["name"]]=t["value"]})),f[d.id]=p}if(d.objectgroup&&((u[d.id]||(u[d.id]={})).objectgroup=d.objectgroup,d.objectgroup.objects)){var v=d.objectgroup.objects.map((function(t){return r(t)}));u[d.id].objectgroup.objects=v}d.animation&&((u[d.id]||(u[d.id]={})).animation=d.animation),d.type&&((u[d.id]||(u[d.id]={})).type=d.type)}}Array.isArray(l.wangsets)&&(u=u||{},f=f||{},o(l.wangsets,u)),u&&(c.tileData=u,c.tileProperties=f)}else if(l.tileproperties&&(c.tileProperties=l.tileproperties),l.tiles)for(e in c.tileData=l.tiles,c.tileData){var m=c.tileData[e].objectgroup;if(m&&m.objects){var w=m.objects.map((function(t){return r(t)}));c.tileData[e].objectgroup.objects=w}}c.updateTileData(l.imagewidth,l.imageheight),i.push(c)}else{var B=new s(l.name,l.firstgid,l.tilewidth,l.tileheight,l.margin,l.spacing,l.properties),y=0;for(g=0;g<l.tiles.length;g++){d=l.tiles[g];var x=d.image,C=parseInt(d.id,10),E=l.firstgid+C;B.addImage(E,x),y=Math.max(C,y)}B.maxId=y,A.push(B)}a&&(a.lastgid=l.firstgid-1),a=l}return{tilesets:i,imageCollections:A}};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t,e,i,n,s,r,o){(void 0===i||i<=0)&&(i=32),(void 0===n||n<=0)&&(n=32),void 0===s&&(s=0),void 0===r&&(r=0),this.name=t,this.firstgid=0|e,this.imageWidth=0|i,this.imageHeight=0|n,this.imageMargin=0|s,this.imageSpacing=0|r,this.properties=o||{},this.images=[],this.total=0},containsImageIndex:function(t){return t>=this.firstgid&&t<this.firstgid+this.total},addImage:function(t,e){return this.images.push({gid:t,image:e}),this.total++,this}});t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(40),s=i(122),r=i(578),o=i(579),A=function(t,e,i){if(0===e.layer.length)return console.warn("No layers found in the Weltmeister map: "+t),null;for(var A=0,a=0,h=0;h<e.layer.length;h++)e.layer[h].width>A&&(A=e.layer[h].width),e.layer[h].height>a&&(a=e.layer[h].height);var l=new s({width:A,height:a,name:t,tileWidth:e.layer[0].tilesize,tileHeight:e.layer[0].tilesize,format:n.WELTMEISTER});return l.layers=r(e,i),l.tilesets=o(e),l};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(121),s=i(86),r=function(t,e){for(var i=[],r=0;r<t.layer.length;r++){for(var o=t.layer[r],A=new n({name:o.name,width:o.width,height:o.height,tileWidth:o.tilesize,tileHeight:o.tilesize,visible:1===o.visible}),a=[],h=[],l=0;l<o.data.length;l++){for(var c=0;c<o.data[l].length;c++){var u,f=o.data[l][c]-1;u=f>-1?new s(A,f,c,l,o.tilesize,o.tilesize):e?null:new s(A,-1,c,l,o.tilesize,o.tilesize),a.push(u)}h.push(a),a=[]}A.data=h,i.push(A)}return i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(123),s=function(t){for(var e=[],i=[],s=0;s<t.layer.length;s++){var r=t.layer[s],o=r.tilesetName;""!==o&&-1===i.indexOf(o)&&(i.push(o),e.push(new n(o,0,r.tilesize,r.tilesize,0,0)))}return e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(36),r=i(40),o=i(2),A=i(121),a=i(29),h=i(362),l=i(75),c=i(74),u=i(86),f=i(251),g=i(581),d=i(123),p=new n({initialize:function(t,e){this.scene=t,this.tileWidth=e.tileWidth,this.tileHeight=e.tileHeight,this.width=e.width,this.height=e.height,this.orientation=e.orientation,this.renderOrder=e.renderOrder,this.format=e.format,this.version=e.version,this.properties=e.properties,this.widthInPixels=e.widthInPixels,this.heightInPixels=e.heightInPixels,this.imageCollections=e.imageCollections,this.images=e.images,this.layers=e.layers,this.tilesets=e.tilesets,this.objects=e.objects,this.currentLayerIndex=0,this.hexSideLength=e.hexSideLength;var i=this.orientation;this._convert={WorldToTileXY:f.GetWorldToTileXYFunction(i),WorldToTileX:f.GetWorldToTileXFunction(i),WorldToTileY:f.GetWorldToTileYFunction(i),TileToWorldXY:f.GetTileToWorldXYFunction(i),TileToWorldX:f.GetTileToWorldXFunction(i),TileToWorldY:f.GetTileToWorldYFunction(i)}},createBlankDynamicLayer:function(t,e,i,n,s,r,o,A){return console.warn("createBlankDynamicLayer is deprecated. Use createBlankLayer"),this.createBlankLayer(t,e,i,n,s,r,o,A)},createDynamicLayer:function(t,e,i,n){return console.warn("createDynamicLayer is deprecated. Use createLayer"),this.createLayer(t,e,i,n)},createStaticLayer:function(t,e,i,n){return console.warn("createStaticLayer is deprecated. Use createLayer"),this.createLayer(t,e,i,n)},setRenderOrder:function(t){var e=["right-down","left-down","right-up","left-up"];return"number"===typeof t&&(t=e[t]),e.indexOf(t)>-1&&(this.renderOrder=t),this},addTilesetImage:function(t,e,i,n,s,o,A){if(void 0===t)return null;if(void 0!==e&&null!==e||(e=t),!this.scene.sys.textures.exists(e))return console.warn("Invalid Tileset Image: "+e),null;var a=this.scene.sys.textures.get(e),h=this.getTilesetIndex(t);if(null===h&&this.format===r.TILED_JSON)return console.warn("No data found for Tileset: "+t),null;var l=this.tilesets[h];return l?(l.setTileSize(i,n),l.setSpacing(s,o),l.setImage(a),l):(void 0===i&&(i=this.tileWidth),void 0===n&&(n=this.tileHeight),void 0===s&&(s=0),void 0===o&&(o=0),void 0===A&&(A=0),l=new d(t,A,i,n,s,o),l.setImage(a),this.tilesets.push(l),l)},copy:function(t,e,i,n,s,r,o,A){return A=this.getLayer(A),null!==A?(f.Copy(t,e,i,n,s,r,o,A),this):null},createBlankLayer:function(t,e,i,n,s,r,o,a){void 0===i&&(i=0),void 0===n&&(n=0),void 0===s&&(s=this.width),void 0===r&&(r=this.height),void 0===o&&(o=this.tileWidth),void 0===a&&(a=this.tileHeight);var h=this.getLayerIndex(t);if(null!==h)return console.warn("Invalid Tilemap Layer ID: "+t),null;for(var l,c=new A({name:t,tileWidth:o,tileHeight:a,width:s,height:r,orientation:this.orientation}),f=0;f<r;f++){l=[];for(var d=0;d<s;d++)l.push(new u(c,-1,d,f,o,a,this.tileWidth,this.tileHeight));c.data.push(l)}this.layers.push(c),this.currentLayerIndex=this.layers.length-1;var p=new g(this.scene,this,this.currentLayerIndex,e,i,n);return p.setRenderOrder(this.renderOrder),this.scene.sys.displayList.add(p),p},createLayer:function(t,e,i,n){var s=this.getLayerIndex(t);if(null===s)return console.warn("Invalid Tilemap Layer ID: "+t),"string"===typeof t&&console.warn("Valid tilelayer names:\n\t"+this.getTileLayerNames().join(",\n\t")),null;var r=this.layers[s];if(r.tilemapLayer)return console.warn("Tilemap Layer ID already exists:"+t),null;this.currentLayerIndex=s,void 0===i&&(i=r.x),void 0===n&&(n=r.y);var o=new g(this.scene,this,s,e,i,n);return o.setRenderOrder(this.renderOrder),this.scene.sys.displayList.add(o),o},createFromObjects:function(t,e){var i=[],n=this.getObjectLayer(t);if(!n)return console.warn("createFromObjects: Invalid objectLayerName given: "+t),i;Array.isArray(e)||(e=[e]);for(var r=n.objects,A=0;A<e.length;A++){for(var a,l=e[A],u=o(l,"id",null),f=o(l,"gid",null),g=o(l,"name",null),d=[],p=0;p<r.length;p++)a=r[p],(null===u&&null===f&&null===g||null!==u&&a.id===u||null!==f&&a.gid===f||null!==g&&a.name===g)&&d.push(a);for(var v=o(l,"classType",c),m=o(l,"scene",this.scene),w=o(l,"container",null),B=o(l,"key",null),y=o(l,"frame",null),x=0;x<d.length;x++){a=d[x];var C=new v(m);C.setName(a.name),C.setPosition(a.x,a.y),C.setTexture(B,y),a.width&&(C.displayWidth=a.width),a.height&&(C.displayHeight=a.height);var E={x:C.originX*a.width,y:(C.originY-1)*a.height};if(a.rotation){var I=s(a.rotation);h(E,I),C.rotation=I}if(C.x+=E.x,C.y+=E.y,void 0===a.flippedHorizontal&&void 0===a.flippedVertical||C.setFlip(a.flippedHorizontal,a.flippedVertical),a.visible||(C.visible=!1),Array.isArray(a.properties))a.properties.forEach((function(t){var e=t["name"];void 0!==C[e]?C[e]=t["value"]:C.setData(e,t["value"])}));else for(var D in a.properties)void 0!==C[D]?C[D]=a.properties[D]:C.setData(D,a.properties[D]);w?w.add(C):m.add.existing(C),i.push(C)}}return i},createFromTiles:function(t,e,i,n,s,r){return r=this.getLayer(r),null===r?null:f.CreateFromTiles(t,e,i,n,s,r)},fill:function(t,e,i,n,s,r,o){return void 0===r&&(r=!0),o=this.getLayer(o),null===o?null:(f.Fill(t,e,i,n,s,r,o),this)},filterObjects:function(t,e,i){if("string"===typeof t){var n=t;if(t=this.getObjectLayer(t),!t)return console.warn("No object layer found with the name: "+n),null}return t.objects.filter(e,i)},filterTiles:function(t,e,i,n,s,r,o,A){return A=this.getLayer(A),null===A?null:f.FilterTiles(t,e,i,n,s,r,o,A)},findByIndex:function(t,e,i,n){return n=this.getLayer(n),null===n?null:f.FindByIndex(t,e,i,n)},findObject:function(t,e,i){if("string"===typeof t){var n=t;if(t=this.getObjectLayer(t),!t)return console.warn("No object layer found with the name: "+n),null}return t.objects.find(e,i)||null},findTile:function(t,e,i,n,s,r,o,A){return A=this.getLayer(A),null===A?null:f.FindTile(t,e,i,n,s,r,o,A)},forEachTile:function(t,e,i,n,s,r,o,A){return A=this.getLayer(A),null===A?null:(f.ForEachTile(t,e,i,n,s,r,o,A),this)},getImageIndex:function(t){return this.getIndex(this.images,t)},getImageLayerNames:function(){return this.images&&Array.isArray(this.images)?this.images.map((function(t){return t.name})):[]},getIndex:function(t,e){for(var i=0;i<t.length;i++)if(t[i].name===e)return i;return null},getLayer:function(t){var e=this.getLayerIndex(t);return null!==e?this.layers[e]:null},getObjectLayer:function(t){var e=this.getIndex(this.objects,t);return null!==e?this.objects[e]:null},getObjectLayerNames:function(){return this.objects&&Array.isArray(this.objects)?this.objects.map((function(t){return t.name})):[]},getLayerIndex:function(t){return void 0===t?this.currentLayerIndex:"string"===typeof t?this.getLayerIndexByName(t):"number"===typeof t&&t<this.layers.length?t:t instanceof g?t.layerIndex:null},getLayerIndexByName:function(t){return this.getIndex(this.layers,t)},getTileAt:function(t,e,i,n){return n=this.getLayer(n),null===n?null:f.GetTileAt(t,e,i,n)},getTileAtWorldXY:function(t,e,i,n,s){return s=this.getLayer(s),null===s?null:f.GetTileAtWorldXY(t,e,i,n,s)},getTileLayerNames:function(){return this.layers&&Array.isArray(this.layers)?this.layers.map((function(t){return t.name})):[]},getTilesWithin:function(t,e,i,n,s,r){return r=this.getLayer(r),null===r?null:f.GetTilesWithin(t,e,i,n,s,r)},getTilesWithinShape:function(t,e,i,n){return n=this.getLayer(n),null===n?null:f.GetTilesWithinShape(t,e,i,n)},getTilesWithinWorldXY:function(t,e,i,n,s,r,o){return o=this.getLayer(o),null===o?null:f.GetTilesWithinWorldXY(t,e,i,n,s,r,o)},getTileset:function(t){var e=this.getIndex(this.tilesets,t);return null!==e?this.tilesets[e]:null},getTilesetIndex:function(t){return this.getIndex(this.tilesets,t)},hasTileAt:function(t,e,i){return i=this.getLayer(i),null===i?null:f.HasTileAt(t,e,i)},hasTileAtWorldXY:function(t,e,i,n){return n=this.getLayer(n),null===n?null:f.HasTileAtWorldXY(t,e,i,n)},layer:{get:function(){return this.layers[this.currentLayerIndex]},set:function(t){this.setLayer(t)}},putTileAt:function(t,e,i,n,s){return void 0===n&&(n=!0),s=this.getLayer(s),null===s?null:f.PutTileAt(t,e,i,n,s)},putTileAtWorldXY:function(t,e,i,n,s,r){return void 0===n&&(n=!0),r=this.getLayer(r),null===r?null:f.PutTileAtWorldXY(t,e,i,n,s,r)},putTilesAt:function(t,e,i,n,s){return void 0===n&&(n=!0),s=this.getLayer(s),null===s?null:(f.PutTilesAt(t,e,i,n,s),this)},randomize:function(t,e,i,n,s,r){return r=this.getLayer(r),null===r?null:(f.Randomize(t,e,i,n,s,r),this)},calculateFacesAt:function(t,e,i){return i=this.getLayer(i),null===i?null:(f.CalculateFacesAt(t,e,i),this)},calculateFacesWithin:function(t,e,i,n,s){return s=this.getLayer(s),null===s?null:(f.CalculateFacesWithin(t,e,i,n,s),this)},removeLayer:function(t){var e=this.getLayerIndex(t);if(null!==e){l(this.layers,e);for(var i=e;i<this.layers.length;i++)this.layers[i].tilemapLayer&&this.layers[i].tilemapLayer.layerIndex--;return this.currentLayerIndex===e&&(this.currentLayerIndex=0),this}return null},destroyLayer:function(t){var e=this.getLayerIndex(t);return null!==e?(t=this.layers[e],t.destroy(),l(this.layers,e),this.currentLayerIndex===e&&(this.currentLayerIndex=0),this):null},removeAllLayers:function(){for(var t=this.layers,e=0;e<t.length;e++)t[e].tilemapLayer&&t[e].tilemapLayer.destroy(!1);return t.length=0,this.currentLayerIndex=0,this},removeTile:function(t,e,i){void 0===e&&(e=-1),void 0===i&&(i=!0);var n=[];Array.isArray(t)||(t=[t]);for(var s=0;s<t.length;s++){var r=t[s];n.push(this.removeTileAt(r.x,r.y,!0,i,r.tilemapLayer)),e>-1&&this.putTileAt(e,r.x,r.y,i,r.tilemapLayer)}return n},removeTileAt:function(t,e,i,n,s){return void 0===i&&(i=!0),void 0===n&&(n=!0),s=this.getLayer(s),null===s?null:f.RemoveTileAt(t,e,i,n,s)},removeTileAtWorldXY:function(t,e,i,n,s,r){return void 0===i&&(i=!0),void 0===n&&(n=!0),r=this.getLayer(r),null===r?null:f.RemoveTileAtWorldXY(t,e,i,n,s,r)},renderDebug:function(t,e,i){return i=this.getLayer(i),null===i?null:(this.orientation===a.ORTHOGONAL&&f.RenderDebug(t,e,i),this)},renderDebugFull:function(t,e){for(var i=this.layers,n=0;n<i.length;n++)f.RenderDebug(t,e,i[n]);return this},replaceByIndex:function(t,e,i,n,s,r,o){return o=this.getLayer(o),null===o?null:(f.ReplaceByIndex(t,e,i,n,s,r,o),this)},setCollision:function(t,e,i,n,s){return void 0===e&&(e=!0),void 0===i&&(i=!0),void 0===s&&(s=!0),n=this.getLayer(n),null===n?null:(f.SetCollision(t,e,i,n,s),this)},setCollisionBetween:function(t,e,i,n,s){return void 0===i&&(i=!0),void 0===n&&(n=!0),s=this.getLayer(s),null===s?null:(f.SetCollisionBetween(t,e,i,n,s),this)},setCollisionByProperty:function(t,e,i,n){return void 0===e&&(e=!0),void 0===i&&(i=!0),n=this.getLayer(n),null===n?null:(f.SetCollisionByProperty(t,e,i,n),this)},setCollisionByExclusion:function(t,e,i,n){return void 0===e&&(e=!0),void 0===i&&(i=!0),n=this.getLayer(n),null===n?null:(f.SetCollisionByExclusion(t,e,i,n),this)},setCollisionFromCollisionGroup:function(t,e,i){return void 0===t&&(t=!0),void 0===e&&(e=!0),i=this.getLayer(i),null===i?null:(f.SetCollisionFromCollisionGroup(t,e,i),this)},setTileIndexCallback:function(t,e,i,n){return n=this.getLayer(n),null===n?null:(f.SetTileIndexCallback(t,e,i,n),this)},setTileLocationCallback:function(t,e,i,n,s,r,o){return o=this.getLayer(o),null===o?null:(f.SetTileLocationCallback(t,e,i,n,s,r,o),this)},setLayer:function(t){var e=this.getLayerIndex(t);return null!==e&&(this.currentLayerIndex=e),this},setBaseTileSize:function(t,e){this.tileWidth=t,this.tileHeight=e,this.widthInPixels=this.width*t,this.heightInPixels=this.height*e;for(var i=0;i<this.layers.length;i++){this.layers[i].baseTileWidth=t,this.layers[i].baseTileHeight=e;for(var n=this.layers[i].data,s=this.layers[i].width,r=this.layers[i].height,o=0;o<r;o++)for(var A=0;A<s;A++){var a=n[o][A];null!==a&&a.setSize(void 0,void 0,t,e)}}return this},setLayerTileSize:function(t,e,i){if(i=this.getLayer(i),null===i)return this;i.tileWidth=t,i.tileHeight=e;for(var n=i.data,s=i.width,r=i.height,o=0;o<r;o++)for(var A=0;A<s;A++){var a=n[o][A];null!==a&&a.setSize(t,e)}return this},shuffle:function(t,e,i,n,s){return s=this.getLayer(s),null===s?null:(f.Shuffle(t,e,i,n,s),this)},swapByIndex:function(t,e,i,n,s,r,o){return o=this.getLayer(o),null===o?null:(f.SwapByIndex(t,e,i,n,s,r,o),this)},tileToWorldX:function(t,e,i){return i=this.getLayer(i),null===i?null:this._convert.TileToWorldX(t,e,i)},tileToWorldY:function(t,e,i){return i=this.getLayer(i),null===i?null:this._convert.TileToWorldY(t,e,i)},tileToWorldXY:function(t,e,i,n,s){return s=this.getLayer(s),null===s?null:this._convert.TileToWorldXY(t,e,i,n,s)},weightedRandomize:function(t,e,i,n,s,r){return r=this.getLayer(r),null===r?null:(f.WeightedRandomize(e,i,n,s,t,r),this)},worldToTileX:function(t,e,i,n){return n=this.getLayer(n),null===n?null:this._convert.WorldToTileX(t,e,i,n)},worldToTileY:function(t,e,i,n){return n=this.getLayer(n),null===n?null:this._convert.WorldToTileY(t,e,i,n)},worldToTileXY:function(t,e,i,n,s,r){return r=this.getLayer(r),null===r?null:this._convert.WorldToTileXY(t,e,i,n,s,r)},destroy:function(){this.removeAllLayers(),this.tilesets.length=0,this.objects.length=0,this.scene=null}});t.exports=p},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(11),r=i(15),o=i(251),A=i(1454),a=new n({Extends:r,Mixins:[s.Alpha,s.BlendMode,s.ComputedSize,s.Depth,s.Flip,s.GetBounds,s.Origin,s.Pipeline,s.Transform,s.Visible,s.ScrollFactor,A],initialize:function(t,e,i,n,s,A){r.call(this,t,"TilemapLayer"),this.isTilemap=!0,this.tilemap=e,this.layerIndex=i,this.layer=e.layers[i],this.layer.tilemapLayer=this,this.tileset=[],this.tilesDrawn=0,this.tilesTotal=this.layer.width*this.layer.height,this.culledTiles=[],this.skipCull=!1,this.cullPaddingX=1,this.cullPaddingY=1,this.cullCallback=o.GetCullTilesFunction(this.layer.orientation),this._renderOrder=0,this.gidMap=[],this.setTilesets(n),this.setAlpha(this.layer.alpha),this.setPosition(s,A),this.setOrigin(),this.setSize(e.tileWidth*this.layer.width,e.tileHeight*this.layer.height),this.initPipeline()},setTilesets:function(t){var e=[],i=[],n=this.tilemap;Array.isArray(t)||(t=[t]);for(var s=0;s<t.length;s++){var r=t[s];if("string"===typeof r&&(r=n.getTileset(r)),r){i.push(r);for(var o=r.firstgid,A=0;A<r.total;A++)e[o+A]=r}}this.gidMap=e,this.tileset=i},setRenderOrder:function(t){var e=["right-down","left-down","right-up","left-up"];return"string"===typeof t&&(t=e.indexOf(t)),t>=0&&t<4&&(this._renderOrder=t),this},calculateFacesAt:function(t,e){return o.CalculateFacesAt(t,e,this.layer),this},calculateFacesWithin:function(t,e,i,n){return o.CalculateFacesWithin(t,e,i,n,this.layer),this},createFromTiles:function(t,e,i,n,s){return o.CreateFromTiles(t,e,i,n,s,this.layer)},cull:function(t){return this.cullCallback(this.layer,t,this.culledTiles,this._renderOrder)},copy:function(t,e,i,n,s,r,A){return o.Copy(t,e,i,n,s,r,A,this.layer),this},fill:function(t,e,i,n,s,r){return o.Fill(t,e,i,n,s,r,this.layer),this},filterTiles:function(t,e,i,n,s,r,A){return o.FilterTiles(t,e,i,n,s,r,A,this.layer)},findByIndex:function(t,e,i){return o.FindByIndex(t,e,i,this.layer)},findTile:function(t,e,i,n,s,r,A){return o.FindTile(t,e,i,n,s,r,A,this.layer)},forEachTile:function(t,e,i,n,s,r,A){return o.ForEachTile(t,e,i,n,s,r,A,this.layer),this},getTileAt:function(t,e,i){return o.GetTileAt(t,e,i,this.layer)},getTileAtWorldXY:function(t,e,i,n){return o.GetTileAtWorldXY(t,e,i,n,this.layer)},getTilesWithin:function(t,e,i,n,s){return o.GetTilesWithin(t,e,i,n,s,this.layer)},getTilesWithinShape:function(t,e,i){return o.GetTilesWithinShape(t,e,i,this.layer)},getTilesWithinWorldXY:function(t,e,i,n,s,r){return o.GetTilesWithinWorldXY(t,e,i,n,s,r,this.layer)},hasTileAt:function(t,e){return o.HasTileAt(t,e,this.layer)},hasTileAtWorldXY:function(t,e,i){return o.HasTileAtWorldXY(t,e,i,this.layer)},putTileAt:function(t,e,i,n){return o.PutTileAt(t,e,i,n,this.layer)},putTileAtWorldXY:function(t,e,i,n,s){return o.PutTileAtWorldXY(t,e,i,n,s,this.layer)},putTilesAt:function(t,e,i,n){return o.PutTilesAt(t,e,i,n,this.layer),this},randomize:function(t,e,i,n,s){return o.Randomize(t,e,i,n,s,this.layer),this},removeTileAt:function(t,e,i,n){return o.RemoveTileAt(t,e,i,n,this.layer)},removeTileAtWorldXY:function(t,e,i,n,s){return o.RemoveTileAtWorldXY(t,e,i,n,s,this.layer)},renderDebug:function(t,e){return o.RenderDebug(t,e,this.layer),this},replaceByIndex:function(t,e,i,n,s,r){return o.ReplaceByIndex(t,e,i,n,s,r,this.layer),this},setSkipCull:function(t){return void 0===t&&(t=!0),this.skipCull=t,this},setCullPadding:function(t,e){return void 0===t&&(t=1),void 0===e&&(e=1),this.cullPaddingX=t,this.cullPaddingY=e,this},setCollision:function(t,e,i,n){return o.SetCollision(t,e,i,this.layer,n),this},setCollisionBetween:function(t,e,i,n){return o.SetCollisionBetween(t,e,i,n,this.layer),this},setCollisionByProperty:function(t,e,i){return o.SetCollisionByProperty(t,e,i,this.layer),this},setCollisionByExclusion:function(t,e,i){return o.SetCollisionByExclusion(t,e,i,this.layer),this},setCollisionFromCollisionGroup:function(t,e){return o.SetCollisionFromCollisionGroup(t,e,this.layer),this},setTileIndexCallback:function(t,e,i){return o.SetTileIndexCallback(t,e,i,this.layer),this},setTileLocationCallback:function(t,e,i,n,s,r){return o.SetTileLocationCallback(t,e,i,n,s,r,this.layer),this},shuffle:function(t,e,i,n){return o.Shuffle(t,e,i,n,this.layer),this},swapByIndex:function(t,e,i,n,s,r){return o.SwapByIndex(t,e,i,n,s,r,this.layer),this},tileToWorldX:function(t,e){return this.tilemap.tileToWorldX(t,e,this)},tileToWorldY:function(t,e){return this.tilemap.tileToWorldY(t,e,this)},tileToWorldXY:function(t,e,i,n){return this.tilemap.tileToWorldXY(t,e,i,n,this)},weightedRandomize:function(t,e,i,n,s){return o.WeightedRandomize(e,i,n,s,t,this.layer),this},worldToTileX:function(t,e,i){return this.tilemap.worldToTileX(t,e,i,this)},worldToTileY:function(t,e,i){return this.tilemap.worldToTileY(t,e,i,this)},worldToTileXY:function(t,e,i,n,s){return this.tilemap.worldToTileXY(t,e,i,n,s,this)},destroy:function(t){void 0===t&&(t=!0),this.tilemap&&(this.layer.tilemapLayer===this&&(this.layer.tilemapLayer=void 0),t&&this.tilemap.removeLayer(this),this.tilemap=void 0,this.layer=void 0,this.culledTiles.length=0,this.cullCallback=null,this.gidMap=[],this.tileset=[],r.prototype.destroy.call(this))}});t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(2),r=new n({initialize:function(t){this.delay=0,this.repeat=0,this.repeatCount=0,this.loop=!1,this.callback,this.callbackScope,this.args,this.timeScale=1,this.startAt=0,this.elapsed=0,this.paused=!1,this.hasDispatched=!1,this.reset(t)},reset:function(t){return this.delay=s(t,"delay",0),this.repeat=s(t,"repeat",0),this.loop=s(t,"loop",!1),this.callback=s(t,"callback",void 0),this.callbackScope=s(t,"callbackScope",this.callback),this.args=s(t,"args",[]),this.timeScale=s(t,"timeScale",1),this.startAt=s(t,"startAt",0),this.paused=s(t,"paused",!1),this.elapsed=this.startAt,this.hasDispatched=!1,this.repeatCount=-1===this.repeat||this.loop?999999999999:this.repeat,this},getProgress:function(){return this.elapsed/this.delay},getOverallProgress:function(){if(this.repeat>0){var t=this.delay+this.delay*this.repeat,e=this.elapsed+this.delay*(this.repeat-this.repeatCount);return e/t}return this.getProgress()},getRepeatCount:function(){return this.repeatCount},getElapsed:function(){return this.elapsed},getElapsedSeconds:function(){return.001*this.elapsed},getRemaining:function(){return this.delay-this.elapsed},getRemainingSeconds:function(){return.001*this.getRemaining()},getOverallRemaining:function(){return this.delay*(1+this.repeatCount)-this.elapsed},getOverallRemainingSeconds:function(){return.001*this.getOverallRemaining()},remove:function(t){void 0===t&&(t=!1),this.elapsed=this.delay,this.hasDispatched=!t,this.repeatCount=0},destroy:function(){this.callback=void 0,this.callbackScope=void 0,this.args=[]}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1463),s=function(t){var e,i=[];if(t.hasOwnProperty("props"))for(e in t.props)"_"!==e.substr(0,1)&&i.push({key:e,value:t.props[e]});else for(e in t)-1===n.indexOf(e)&&"_"!==e.substr(0,1)&&i.push({key:e,value:t[e]});return i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(6),s=function(t){var e=n(t,"tweens",null);return null===e?[]:("function"===typeof e&&(e=e.call()),Array.isArray(e)||(e=[e]),e)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(265),s=i(13),r=i(99),o=i(81),A=i(162),a=i(6),h=i(264),l=i(266),c=i(268),u=function(t,e,i){void 0===i&&(i=n);var u=a(e,"from",0),f=a(e,"to",1),g=[{value:u}],d=A(e,"delay",i.delay),p=A(e,"duration",i.duration),v=a(e,"easeParams",i.easeParams),m=o(a(e,"ease",i.ease),v),w=A(e,"hold",i.hold),B=A(e,"repeat",i.repeat),y=A(e,"repeatDelay",i.repeatDelay),x=r(e,"yoyo",i.yoyo),C=[],E=h("value",f),I=c(g[0],0,"value",E.getEnd,E.getStart,E.getActive,m,d,p,x,w,B,y,!1,!1);I.start=u,I.current=u,I.to=f,C.push(I);var D=new l(t,C,g);D.offset=s(e,"offset",null),D.completeDelay=s(e,"completeDelay",0),D.loop=Math.round(s(e,"loop",0)),D.loopDelay=Math.round(s(e,"loopDelay",0)),D.paused=r(e,"paused",!1),D.useFrames=r(e,"useFrames",!1);for(var P=a(e,"callbackScope",D),b=[D,null],M=l.TYPES,O=0;O<M.length;O++){var Q=M[O],T=a(e,Q,!1);if(T){var S=a(e,Q+"Scope",P),R=a(e,Q+"Params",[]);D.setCallback(Q,T,b.concat(R),S)}}return D};t.exports=u},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(81),s=i(6),r=i(14),o=function(t,e){var i;void 0===e&&(e={});var o=s(e,"start",0),A=s(e,"ease",null),a=s(e,"grid",null),h=s(e,"from",0),l="first"===h,c="center"===h,u="last"===h,f="number"===typeof h,g=Array.isArray(t),d=g?parseFloat(t[0]):parseFloat(t),p=g?parseFloat(t[1]):0,v=Math.max(d,p);if(g&&(o+=d),a){var m=a[0],w=a[1],B=0,y=0,x=0,C=0,E=[];u?(B=m-1,y=w-1):f?(B=h%m,y=Math.floor(h/m)):c&&(B=(m-1)/2,y=(w-1)/2);for(var I=r.MIN_SAFE_INTEGER,D=0;D<w;D++){E[D]=[];for(var P=0;P<m;P++){x=B-P,C=y-D;var b=Math.sqrt(x*x+C*C);b>I&&(I=b),E[D][P]=b}}}var M=A?n(A):null;return i=a?function(t,e,i,n){var s,r=0,A=n%m,a=Math.floor(n/m);if(A>=0&&A<m&&a>=0&&a<w&&(r=E[a][A]),g){var h=p-d;s=M?r/I*h*M(r/I):r/I*h}else s=M?r*d*M(r/I):r*d;return s+o}:function(t,e,i,n,s){var r,A,a;(s--,l?r=n:c?r=Math.abs(s/2-n):u?r=s-n:f&&(r=Math.abs(h-n)),g)?(a=c?(p-d)/s*(2*r):(p-d)/s*r,A=M?a*M(r/s):a):A=M?s*v*M(r/s):r*d;return A+o},i};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(78),s=i(265),r=i(13),o=i(99),A=i(81),a=i(162),h=i(263),l=i(584),c=i(6),u=i(588),f=i(163),g=function(t,e){var i=new u(t);i.completeDelay=r(e,"completeDelay",0),i.loop=Math.round(r(e,"loop",0)),i.loopDelay=Math.round(r(e,"loopDelay",0)),i.paused=o(e,"paused",!1),i.useFrames=o(e,"useFrames",!1);var g=c(e,"callbackScope",i),d=[i],p=c(e,"onStart",!1);if(p){var v=c(e,"onStartScope",g),m=c(e,"onStartParams",[]);i.setCallback("onStart",p,d.concat(m),v)}var w=c(e,"onUpdate",!1);if(w){var B=c(e,"onUpdateScope",g),y=c(e,"onUpdateParams",[]);i.setCallback("onUpdate",w,d.concat(y),B)}var x=c(e,"onLoop",!1);if(x){var C=c(e,"onLoopScope",g),E=c(e,"onLoopParams",[]);i.setCallback("onLoop",x,d.concat(E),C)}var I=c(e,"onYoyo",!1);if(I){var D=c(e,"onYoyoScope",g),P=c(e,"onYoyoParams",[]);i.setCallback("onYoyo",I,d.concat(null,P),D)}var b=c(e,"onComplete",!1);if(b){var M=c(e,"onCompleteScope",g),O=c(e,"onCompleteParams",[]);i.setCallback("onComplete",b,d.concat(O),M)}var Q=l(e);if(0===Q.length)return i.paused=!0,i;var T=n(s);T.targets=h(e);var S=r(e,"totalDuration",0);T.duration=S>0?Math.floor(S/Q.length):a(e,"duration",T.duration),T.delay=a(e,"delay",T.delay),T.easeParams=c(e,"easeParams",T.easeParams),T.ease=A(c(e,"ease",T.ease),T.easeParams),T.hold=a(e,"hold",T.hold),T.repeat=a(e,"repeat",T.repeat),T.repeatDelay=a(e,"repeatDelay",T.repeatDelay),T.yoyo=o(e,"yoyo",T.yoyo),T.flipX=o(e,"flipX",T.flipX),T.flipY=o(e,"flipY",T.flipY);for(var R=0;R<Q.length;R++)i.queue(f(i,Q[R],T));return i};t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(9),r=i(267),o=i(163),A=i(100),a=new n({Extends:s,initialize:function(t){s.call(this),this.manager=t,this.isTimeline=!0,this.data=[],this.totalData=0,this.useFrames=!1,this.timeScale=1,this.loop=0,this.loopDelay=0,this.loopCounter=0,this.completeDelay=0,this.countdown=0,this.state=A.PENDING_ADD,this._pausedState=A.PENDING_ADD,this.paused=!1,this.elapsed=0,this.totalElapsed=0,this.duration=0,this.progress=0,this.totalDuration=0,this.totalProgress=0,this.callbacks={onComplete:null,onLoop:null,onStart:null,onUpdate:null,onYoyo:null},this.callbackScope},dispatchTimelineEvent:function(t,e){this.emit(t,this),e&&e.func.apply(e.scope,e.params)},setTimeScale:function(t){return this.timeScale=t,this},getTimeScale:function(){return this.timeScale},isPlaying:function(){return this.state===A.ACTIVE},add:function(t){return this.queue(o(this,t))},queue:function(t){return this.isPlaying()||(t.parent=this,t.parentIsTimeline=!0,this.data.push(t),this.totalData=this.data.length),this},hasOffset:function(t){return null!==t.offset},isOffsetAbsolute:function(t){return"number"===typeof t},isOffsetRelative:function(t){var e=typeof t;if("string"===e){var i=t[0];if("-"===i||"+"===i)return!0}return!1},getRelativeOffset:function(t,e){var i=t[0],n=parseFloat(t.substr(2)),s=e;switch(i){case"+":s+=n;break;case"-":s-=n;break}return Math.max(0,s)},calcDuration:function(){for(var t=0,e=0,i=0,n=0;n<this.totalData;n++){var s=this.data[n];s.init(),this.hasOffset(s)?this.isOffsetAbsolute(s.offset)?(s.calculatedOffset=s.offset,0===s.offset&&(i=0)):this.isOffsetRelative(s.offset)&&(s.calculatedOffset=this.getRelativeOffset(s.offset,t)):s.calculatedOffset=i,t=s.totalDuration+s.calculatedOffset,e+=s.totalDuration,i+=s.totalDuration}this.duration=e,this.loopCounter=-1===this.loop?999999999999:this.loop,this.loopCounter>0?this.totalDuration=this.duration+this.completeDelay+(this.duration+this.loopDelay)*this.loopCounter:this.totalDuration=this.duration+this.completeDelay},init:function(){return this.calcDuration(),this.progress=0,this.totalProgress=0,!this.paused||(this.state=A.PAUSED,!1)},resetTweens:function(t){for(var e=0;e<this.totalData;e++){var i=this.data[e];i.play(t)}},setCallback:function(t,e,i,n){return-1!==a.TYPES.indexOf(t)&&(this.callbacks[t]={func:e,scope:n,params:i}),this},makeActive:function(t){return this.manager.makeActive(t)},play:function(){if(this.state!==A.ACTIVE){if(this.paused)return this.paused=!1,void this.manager.makeActive(this);this.resetTweens(!1),this.state=A.ACTIVE,this.dispatchTimelineEvent(r.TIMELINE_START,this.callbacks.onStart)}},nextState:function(){this.loopCounter>0?(this.elapsed=0,this.progress=0,this.loopCounter--,this.resetTweens(!0),this.loopDelay>0?(this.countdown=this.loopDelay,this.state=A.LOOP_DELAY):(this.state=A.ACTIVE,this.dispatchTimelineEvent(r.TIMELINE_LOOP,this.callbacks.onLoop))):this.completeDelay>0?(this.state=A.COMPLETE_DELAY,this.countdown=this.completeDelay):(this.state=A.PENDING_REMOVE,this.dispatchTimelineEvent(r.TIMELINE_COMPLETE,this.callbacks.onComplete))},update:function(t,e){if(this.state!==A.PAUSED){switch(this.useFrames&&(e=1*this.manager.timeScale),e*=this.timeScale,this.elapsed+=e,this.progress=Math.min(this.elapsed/this.duration,1),this.totalElapsed+=e,this.totalProgress=Math.min(this.totalElapsed/this.totalDuration,1),this.state){case A.ACTIVE:for(var i=this.totalData,n=0;n<this.totalData;n++){var s=this.data[n];s.update(t,e)&&i--}this.dispatchTimelineEvent(r.TIMELINE_UPDATE,this.callbacks.onUpdate),0===i&&this.nextState();break;case A.LOOP_DELAY:this.countdown-=e,this.countdown<=0&&(this.state=A.ACTIVE,this.dispatchTimelineEvent(r.TIMELINE_LOOP,this.callbacks.onLoop));break;case A.COMPLETE_DELAY:this.countdown-=e,this.countdown<=0&&(this.state=A.PENDING_REMOVE,this.dispatchTimelineEvent(r.TIMELINE_COMPLETE,this.callbacks.onComplete));break}return this.state===A.PENDING_REMOVE}},stop:function(){this.state=A.PENDING_REMOVE},pause:function(){if(this.state!==A.PAUSED)return this.paused=!0,this._pausedState=this.state,this.state=A.PAUSED,this.emit(r.TIMELINE_PAUSE,this),this},resume:function(){return this.state===A.PAUSED&&(this.paused=!1,this.state=this._pausedState,this.emit(r.TIMELINE_RESUME,this)),this},hasTarget:function(t){for(var e=0;e<this.data.length;e++)if(this.data[e].hasTarget(t))return!0;return!1},destroy:function(){for(var t=0;t<this.data.length;t++)this.data[t].stop()}});a.TYPES=["onStart","onUpdate","onLoop","onComplete","onYoyo"],t.exports=a},function(t,e,i){
/**
 * @author       Joachim Grill <joachim@codeandweb.com>
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2018 CodeAndWeb GmbH
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(87),s=i(41),r=i(32),o=i(2),A=i(63),a={parseBody:function(t,e,i,n){void 0===n&&(n={});for(var A=o(i,"fixtures",[]),a=[],h=0;h<A.length;h++)for(var l=this.parseFixture(A[h]),c=0;c<l.length;c++)a.push(l[c]);var u=r.clone(i,!0);r.extend(u,n,!0),delete u.fixtures,delete u.type;var f=s.create(u);return s.setParts(f,a),s.setPosition(f,{x:t,y:e}),f},parseFixture:function(t){var e,i=r.extend({},!1,t);if(delete i.circle,delete i.vertices,t.circle){var s=o(t.circle,"x"),A=o(t.circle,"y"),a=o(t.circle,"radius");e=[n.circle(s,A,a,i)]}else t.vertices&&(e=this.parseVertices(t.vertices,i));return e},parseVertices:function(t,e){void 0===e&&(e={});for(var i=[],o=0;o<t.length;o++)A.clockwiseSort(t[o]),i.push(s.create(r.extend({position:A.centre(t[o]),vertices:t[o]},e)));return n.flagCoincidentParts(i)}};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(87),s=i(41),r={parseBody:function(t,e,i,r){var o;void 0===r&&(r={});var A=i.vertices;if(1===A.length)r.vertices=A[0],o=s.create(r),n.flagCoincidentParts(o.parts);else{for(var a=[],h=0;h<A.length;h++){var l=s.create({vertices:A[h]});a.push(l)}n.flagCoincidentParts(a),r.parts=a,o=s.create(r)}return o.label=i.label,s.setPosition(o,{x:t,y:e}),o}};t.exports=r},function(t,e,i){var n={};t.exports=n;var s=i(119),r=i(129),o=i(32),A=i(41),a=i(87);(function(){n.stack=function(t,e,i,n,r,o,a){for(var h,l=s.create({label:"Stack"}),c=t,u=e,f=0,g=0;g<n;g++){for(var d=0,p=0;p<i;p++){var v=a(c,u,p,g,h,f);if(v){var m=v.bounds.max.y-v.bounds.min.y,w=v.bounds.max.x-v.bounds.min.x;m>d&&(d=m),A.translate(v,{x:.5*w,y:.5*m}),c=v.bounds.max.x+r,s.addBody(l,v),h=v,f+=1}else c+=r}u+=d+o,c=t}return l},n.chain=function(t,e,i,n,A,a){for(var h=t.bodies,l=1;l<h.length;l++){var c=h[l-1],u=h[l],f=c.bounds.max.y-c.bounds.min.y,g=c.bounds.max.x-c.bounds.min.x,d=u.bounds.max.y-u.bounds.min.y,p=u.bounds.max.x-u.bounds.min.x,v={bodyA:c,pointA:{x:g*e,y:f*i},bodyB:u,pointB:{x:p*n,y:d*A}},m=o.extend(v,a);s.addConstraint(t,r.create(m))}return t.label+=" Chain",t},n.mesh=function(t,e,i,n,A){var a,h,l,c,u,f=t.bodies;for(a=0;a<i;a++){for(h=1;h<e;h++)l=f[h-1+a*e],c=f[h+a*e],s.addConstraint(t,r.create(o.extend({bodyA:l,bodyB:c},A)));if(a>0)for(h=0;h<e;h++)l=f[h+(a-1)*e],c=f[h+a*e],s.addConstraint(t,r.create(o.extend({bodyA:l,bodyB:c},A))),n&&h>0&&(u=f[h-1+(a-1)*e],s.addConstraint(t,r.create(o.extend({bodyA:u,bodyB:c},A)))),n&&h<e-1&&(u=f[h+1+(a-1)*e],s.addConstraint(t,r.create(o.extend({bodyA:u,bodyB:c},A))))}return t.label+=" Mesh",t},n.pyramid=function(t,e,i,s,r,o,a){return n.stack(t,e,i,s,r,o,(function(e,n,o,h,l,c){var u=Math.min(s,Math.ceil(i/2)),f=l?l.bounds.max.x-l.bounds.min.x:0;if(!(h>u)){h=u-h;var g=h,d=i-1-h;if(!(o<g||o>d)){1===c&&A.translate(l,{x:(o+(i%2===1?1:-1))*f,y:0});var p=l?o*f:0;return a(t+p+o*r,n,o,h,l,c)}}}))},n.newtonsCradle=function(t,e,i,n,o){for(var A=s.create({label:"Newtons Cradle"}),h=0;h<i;h++){var l=1.9,c=a.circle(t+h*(n*l),e+o,n,{inertia:1/0,restitution:1,friction:0,frictionAir:1e-4,slop:1}),u=r.create({pointA:{x:t+h*(n*l),y:e},bodyB:c});s.addBody(A,c),s.addConstraint(A,u)}return A},n.car=function(t,e,i,n,o){var h=A.nextGroup(!0),l=20,c=.5*-i+l,u=.5*i-l,f=0,g=s.create({label:"Car"}),d=a.rectangle(t,e,i,n,{collisionFilter:{group:h},chamfer:{radius:.5*n},density:2e-4}),p=a.circle(t+c,e+f,o,{collisionFilter:{group:h},friction:.8}),v=a.circle(t+u,e+f,o,{collisionFilter:{group:h},friction:.8}),m=r.create({bodyB:d,pointB:{x:c,y:f},bodyA:p,stiffness:1,length:0}),w=r.create({bodyB:d,pointB:{x:u,y:f},bodyA:v,stiffness:1,length:0});return s.addBody(g,d),s.addBody(g,p),s.addBody(g,v),s.addConstraint(g,m),s.addConstraint(g,w),g},n.softBody=function(t,e,i,s,r,A,h,l,c,u){c=o.extend({inertia:1/0},c),u=o.extend({stiffness:.2,render:{type:"line",anchors:!1}},u);var f=n.stack(t,e,i,s,r,A,(function(t,e){return a.circle(t,e,l,c)}));return n.mesh(f,i,s,h,u),f.label="Soft Body",f}})()},function(t,e,i){var n={};t.exports=n;i(85);var s=i(32);(function(){n.pathToVertices=function(t,e){"undefined"===typeof window||"SVGPathSeg"in window||s.warn("Svg.pathToVertices: SVGPathSeg not defined, a polyfill is required.");var i,r,o,A,a,h,l,c,u,f,g,d,p=[],v=0,m=0,w=0;e=e||15;var B=function(t,e,i){var n=i%2===1&&i>1;if(!u||t!=u.x||e!=u.y){u&&n?(g=u.x,d=u.y):(g=0,d=0);var s={x:g+t,y:d+e};!n&&u||(u=s),p.push(s),m=g+t,w=d+e}},y=function(t){var e=t.pathSegTypeAsLetter.toUpperCase();if("Z"!==e){switch(e){case"M":case"L":case"T":case"C":case"S":case"Q":m=t.x,w=t.y;break;case"H":m=t.x;break;case"V":w=t.y;break}B(m,w,t.pathSegType)}};for(n._svgPathToAbsolute(t),o=t.getTotalLength(),h=[],i=0;i<t.pathSegList.numberOfItems;i+=1)h.push(t.pathSegList.getItem(i));l=h.concat();while(v<o){if(f=t.getPathSegAtLength(v),a=h[f],a!=c){while(l.length&&l[0]!=a)y(l.shift());c=a}switch(a.pathSegTypeAsLetter.toUpperCase()){case"C":case"T":case"S":case"Q":case"A":A=t.getPointAtLength(v),B(A.x,A.y,0);break}v+=e}for(i=0,r=l.length;i<r;++i)y(l[i]);return p},n._svgPathToAbsolute=function(t){for(var e,i,n,s,r,o,A=t.pathSegList,a=0,h=0,l=A.numberOfItems,c=0;c<l;++c){var u=A.getItem(c),f=u.pathSegTypeAsLetter;if(/[MLHVCSQTA]/.test(f))"x"in u&&(a=u.x),"y"in u&&(h=u.y);else switch("x1"in u&&(n=a+u.x1),"x2"in u&&(r=a+u.x2),"y1"in u&&(s=h+u.y1),"y2"in u&&(o=h+u.y2),"x"in u&&(a+=u.x),"y"in u&&(h+=u.y),f){case"m":A.replaceItem(t.createSVGPathSegMovetoAbs(a,h),c);break;case"l":A.replaceItem(t.createSVGPathSegLinetoAbs(a,h),c);break;case"h":A.replaceItem(t.createSVGPathSegLinetoHorizontalAbs(a),c);break;case"v":A.replaceItem(t.createSVGPathSegLinetoVerticalAbs(h),c);break;case"c":A.replaceItem(t.createSVGPathSegCurvetoCubicAbs(a,h,n,s,r,o),c);break;case"s":A.replaceItem(t.createSVGPathSegCurvetoCubicSmoothAbs(a,h,r,o),c);break;case"q":A.replaceItem(t.createSVGPathSegCurvetoQuadraticAbs(a,h,n,s),c);break;case"t":A.replaceItem(t.createSVGPathSegCurvetoQuadraticSmoothAbs(a,h),c);break;case"a":A.replaceItem(t.createSVGPathSegArcAbs(a,h,u.r1,u.r2,u.angle,u.largeArcFlag,u.sweepFlag),c);break;case"z":case"Z":a=e,h=i;break}"M"!=f&&"m"!=f||(e=a,i=h)}}})()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(87),s=i(41),r=i(0),o=i(249),A=i(9),a=i(2),h=i(127),l=i(63),c=new r({Extends:A,Mixins:[o.Bounce,o.Collision,o.Friction,o.Gravity,o.Mass,o.Sensor,o.Sleep,o.Static],initialize:function(t,e,i){A.call(this),this.tile=e,this.world=t,e.physics.matterBody&&e.physics.matterBody.destroy(),e.physics.matterBody=this;var n=a(i,"body",null),s=a(i,"addToWorld",!0);if(n)this.setBody(n,s);else{var r=e.getCollisionGroup(),o=a(r,"objects",[]);o.length>0?this.setFromTileCollision(i):this.setFromTileRectangle(i)}},setFromTileRectangle:function(t){void 0===t&&(t={}),h(t,"isStatic")||(t.isStatic=!0),h(t,"addToWorld")||(t.addToWorld=!0);var e=this.tile.getBounds(),i=e.x+e.width/2,s=e.y+e.height/2,r=n.rectangle(i,s,e.width,e.height,t);return this.setBody(r,t.addToWorld),this},setFromTileCollision:function(t){void 0===t&&(t={}),h(t,"isStatic")||(t.isStatic=!0),h(t,"addToWorld")||(t.addToWorld=!0);for(var e=this.tile.tilemapLayer.scaleX,i=this.tile.tilemapLayer.scaleY,r=this.tile.getLeft(),o=this.tile.getTop(),A=this.tile.getCollisionGroup(),c=a(A,"objects",[]),u=[],f=0;f<c.length;f++){var g=c[f],d=r+g.x*e,p=o+g.y*i,v=g.width*e,m=g.height*i,w=null;if(g.rectangle)w=n.rectangle(d+v/2,p+m/2,v,m,t);else if(g.ellipse)w=n.circle(d+v/2,p+m/2,v/2,t);else if(g.polygon||g.polyline){var B=g.polygon?g.polygon:g.polyline,y=B.map((function(t){return{x:t.x*e,y:t.y*i}})),x=l.create(y),C=l.centre(x);d+=C.x,p+=C.y,w=n.fromVertices(d,p,x,t)}w&&u.push(w)}return 1===u.length?this.setBody(u[0],t.addToWorld):u.length>1&&(t.parts=u,this.setBody(s.create(t),t.addToWorld)),this},setBody:function(t,e){return void 0===e&&(e=!0),this.body&&this.removeBody(),this.body=t,this.body.gameObject=this,e&&this.world.add(this.body),this},removeBody:function(){return this.body&&(this.world.remove(this.body),this.body.gameObject=void 0,this.body=void 0),this},destroy:function(){this.removeBody(),this.tile.physics.matterBody=void 0,this.removeAllListeners()}});t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1397);n.Body=i(41),n.Composite=i(119),n.World=i(596),n.Detector=i(273),n.Grid=i(597),n.Pairs=i(598),n.Pair=i(250),n.Query=i(1398),n.Resolver=i(599),n.SAT=i(274),n.Constraint=i(129),n.Common=i(32),n.Engine=i(1399),n.Events=i(166),n.Sleeping=i(165),n.Plugin=i(595),n.Bodies=i(87),n.Composites=i(591),n.Axes=i(271),n.Bounds=i(85),n.Svg=i(592),n.Vector=i(84),n.Vertices=i(63),n.World.add=n.Composite.add,n.World.remove=n.Composite.remove,n.World.addComposite=n.Composite.addComposite,n.World.addBody=n.Composite.addBody,n.World.addConstraint=n.Composite.addConstraint,n.World.clear=n.Composite.clear,t.exports=n},function(t,e,i){var n={};t.exports=n;var s=i(32);(function(){n._registry={},n.register=function(t){if(n.isPlugin(t)||s.warn("Plugin.register:",n.toString(t),"does not implement all required fields."),t.name in n._registry){var e=n._registry[t.name],i=n.versionParse(t.version).number,r=n.versionParse(e.version).number;i>r?(s.warn("Plugin.register:",n.toString(e),"was upgraded 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n._createRegion(s,r,o,A)},n._createRegion=function(t,e,i,n){return{id:t+","+e+","+i+","+n,startCol:t,endCol:e,startRow:i,endRow:n}},n._getBucketId=function(t,e){return"C"+t+"R"+e},n._createBucket=function(t,e){var i=t[e]=[];return i},n._bucketAddBody=function(t,e,i){for(var n=0;n<e.length;n++){var r=e[n];if(!(i.id===r.id||i.isStatic&&r.isStatic)){var o=s.id(i,r),A=t.pairs[o];A?A[2]+=1:t.pairs[o]=[i,r,1]}}e.push(i)},n._bucketRemoveBody=function(t,e,i){e.splice(e.indexOf(i),1);for(var n=0;n<e.length;n++){var r=e[n],o=s.id(i,r),A=t.pairs[o];A&&(A[2]-=1)}},n._createActivePairsList=function(t){var e,i,n=[];e=o.keys(t.pairs);for(var s=0;s<e.length;s++)i=t.pairs[e[s]],i[2]>0?n.push(i):delete t.pairs[e[s]];return n}})()},function(t,e,i){var n={};t.exports=n;var s=i(250),r=i(32);(function(){n._pairMaxIdleLife=1e3,n.create=function(t){return r.extend({table:{},list:[],collisionStart:[],collisionActive:[],collisionEnd:[]},t)},n.update=function(t,e,i){var n,r,o,A,a=t.list,h=t.table,l=t.collisionStart,c=t.collisionEnd,u=t.collisionActive;for(l.length=0,c.length=0,u.length=0,A=0;A<a.length;A++)a[A].confirmedActive=!1;for(A=0;A<e.length;A++)n=e[A],n.collided&&(r=s.id(n.bodyA,n.bodyB),o=h[r],o?(o.isActive?u.push(o):l.push(o),s.update(o,n,i),o.confirmedActive=!0):(o=s.create(n,i),h[r]=o,l.push(o),a.push(o)));for(A=0;A<a.length;A++)o=a[A],o.isActive&&!o.confirmedActive&&(s.setActive(o,!1,i),c.push(o))},n.removeOld=function(t,e){var i,s,r,o,A=t.list,a=t.table,h=[];for(o=0;o<A.length;o++)i=A[o],s=i.collision,s.bodyA.isSleeping||s.bodyB.isSleeping?i.timeUpdated=e:e-i.timeUpdated>n._pairMaxIdleLife&&h.push(o);for(o=0;o<h.length;o++)r=h[o]-o,i=A[r],delete a[i.id],A.splice(r,1)},n.clear=function(t){return t.table={},t.list.length=0,t.collisionStart.length=0,t.collisionActive.length=0,t.collisionEnd.length=0,t}})()},function(t,e,i){var n={};t.exports=n;var s=i(63),r=i(84),o=i(32),A=i(85);(function(){n._restingThresh=4,n._restingThreshTangent=6,n._positionDampen=.9,n._positionWarming=.8,n._frictionNormalMultiplier=5,n.preSolvePosition=function(t){var e,i,n;for(e=0;e<t.length;e++)i=t[e],i.isActive&&(n=i.activeContacts.length,i.collision.parentA.totalContacts+=n,i.collision.parentB.totalContacts+=n)},n.solvePosition=function(t,e,i){var s,r,o,A,a,h,l,c,u,f,g,d,p,v,m,w,B=i*n._positionDampen;for(s=0;s<e.length;s++){var y=e[s];y.previousPositionImpulse.x=y.positionImpulse.x,y.previousPositionImpulse.y=y.positionImpulse.y}for(s=0;s<t.length;s++)A=t[s],A.isActive&&!A.isSensor&&(a=A.collision,h=a.parentA,l=a.parentB,c=a.normal,g=h.previousPositionImpulse,d=l.previousPositionImpulse,f=a.penetration,v=d.x-g.x+f.x,m=d.y-g.y+f.y,r=c.x,o=c.y,u=r*v+o*m,A.separation=u,w=(u-A.slop)*B,(h.isStatic||l.isStatic)&&(w*=2),h.isStatic||h.isSleeping||(p=w/h.totalContacts,h.positionImpulse.x+=r*p,h.positionImpulse.y+=o*p),l.isStatic||l.isSleeping||(p=w/l.totalContacts,l.positionImpulse.x-=r*p,l.positionImpulse.y-=o*p))},n.postSolvePosition=function(t){for(var e=0;e<t.length;e++){var i=t[e];if(i.totalContacts=0,0!==i.positionImpulse.x||0!==i.positionImpulse.y){for(var o=0;o<i.parts.length;o++){var a=i.parts[o];s.translate(a.vertices,i.positionImpulse),A.update(a.bounds,a.vertices,i.velocity),a.position.x+=i.positionImpulse.x,a.position.y+=i.positionImpulse.y}i.positionPrev.x+=i.positionImpulse.x,i.positionPrev.y+=i.positionImpulse.y,r.dot(i.positionImpulse,i.velocity)<0?(i.positionImpulse.x=0,i.positionImpulse.y=0):(i.positionImpulse.x*=n._positionWarming,i.positionImpulse.y*=n._positionWarming)}}},n.preSolveVelocity=function(t){var e,i,n,s,o,A,a,h,l,c,u,f,g,d,p=r._temp[0],v=r._temp[1];for(e=0;e<t.length;e++)if(n=t[e],n.isActive&&!n.isSensor)for(s=n.activeContacts,o=n.collision,A=o.parentA,a=o.parentB,h=o.normal,l=o.tangent,i=0;i<s.length;i++)c=s[i],u=c.vertex,f=c.normalImpulse,g=c.tangentImpulse,0===f&&0===g||(p.x=h.x*f+l.x*g,p.y=h.y*f+l.y*g,A.isStatic||A.isSleeping||(d=r.sub(u,A.position,v),A.positionPrev.x+=p.x*A.inverseMass,A.positionPrev.y+=p.y*A.inverseMass,A.anglePrev+=r.cross(d,p)*A.inverseInertia),a.isStatic||a.isSleeping||(d=r.sub(u,a.position,v),a.positionPrev.x-=p.x*a.inverseMass,a.positionPrev.y-=p.y*a.inverseMass,a.anglePrev-=r.cross(d,p)*a.inverseInertia))},n.solveVelocity=function(t,e){for(var i=e*e,s=r._temp[0],A=r._temp[1],a=r._temp[2],h=r._temp[3],l=r._temp[4],c=r._temp[5],u=0;u<t.length;u++){var f=t[u];if(f.isActive&&!f.isSensor){var g=f.collision,d=g.parentA,p=g.parentB,v=g.normal,m=g.tangent,w=f.activeContacts,B=1/w.length;d.velocity.x=d.position.x-d.positionPrev.x,d.velocity.y=d.position.y-d.positionPrev.y,p.velocity.x=p.position.x-p.positionPrev.x,p.velocity.y=p.position.y-p.positionPrev.y,d.angularVelocity=d.angle-d.anglePrev,p.angularVelocity=p.angle-p.anglePrev;for(var y=0;y<w.length;y++){var x=w[y],C=x.vertex,E=r.sub(C,d.position,A),I=r.sub(C,p.position,a),D=r.add(d.velocity,r.mult(r.perp(E),d.angularVelocity),h),P=r.add(p.velocity,r.mult(r.perp(I),p.angularVelocity),l),b=r.sub(D,P,c),M=r.dot(v,b),O=r.dot(m,b),Q=Math.abs(O),T=o.sign(O),S=(1+f.restitution)*M,R=o.clamp(f.separation+M,0,1)*n._frictionNormalMultiplier,k=O,z=1/0;Q>f.friction*f.frictionStatic*R*i&&(z=Q,k=o.clamp(f.friction*T*i,-z,z));var L=r.cross(E,v),H=r.cross(I,v),G=B/(d.inverseMass+p.inverseMass+d.inverseInertia*L*L+p.inverseInertia*H*H);if(S*=G,k*=G,M<0&&M*M>n._restingThresh*i)x.normalImpulse=0;else{var F=x.normalImpulse;x.normalImpulse=Math.min(x.normalImpulse+S,0),S=x.normalImpulse-F}if(O*O>n._restingThreshTangent*i)x.tangentImpulse=0;else{var Y=x.tangentImpulse;x.tangentImpulse=o.clamp(x.tangentImpulse+k,-z,z),k=x.tangentImpulse-Y}s.x=v.x*S+m.x*k,s.y=v.y*S+m.y*k,d.isStatic||d.isSleeping||(d.positionPrev.x+=s.x*d.inverseMass,d.positionPrev.y+=s.y*d.inverseMass,d.anglePrev+=r.cross(E,s)*d.inverseInertia),p.isStatic||p.isSleeping||(p.positionPrev.x-=s.x*p.inverseMass,p.positionPrev.y-=s.y*p.inverseMass,p.anglePrev-=r.cross(I,s)*p.inverseInertia)}}}}})()},function(t,e){var i;i=function(){return this}();try{i=i||new Function("return this")()}catch(n){"object"===typeof window&&(i=window)}t.exports=i},function(t,e,i){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(276),s=function(t,e,i,s){for(var r=t[0],o=1;o<t.length;o++){var A=t[o];n(A,r,e,i,s),r=A}return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r){return n(t,"angle",e,i,s,r)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){for(var n=0;n<t.length;n++){var s=t[n];e.call(i,s)}return t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){void 0===i&&(i=0);for(var n=i;n<t.length;n++){var s=t[n],r=!0;for(var o in e)s[o]!==e[o]&&(r=!1);if(r)return s}return null};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){void 0===i&&(i=0);for(var n=i;n<t.length;n++){var s=t[n],r=!0;for(var o in e)s[o]!==e[o]&&(r=!1);if(r)return s}return null};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(289),s=i(124),r=i(2),o=i(1),A=i(130),a=new A({sys:{queueDepthSort:o,events:{once:o}}},0,0,1,1),h=function(t,e){void 0===e&&(e={});var i=e.hasOwnProperty("width"),o=e.hasOwnProperty("height"),A=r(e,"width",-1),h=r(e,"height",-1),l=r(e,"cellWidth",1),c=r(e,"cellHeight",l),u=r(e,"position",s.TOP_LEFT),f=r(e,"x",0),g=r(e,"y",0),d=0,p=0,v=A*l,m=h*c;a.setPosition(f,g),a.setSize(l,c);for(var w=0;w<t.length;w++)if(n(t[w],a,u),i&&-1===A)a.x+=l;else if(o&&-1===h)a.y+=c;else if(o&&!i){if(p+=c,a.y+=c,p===m&&(p=0,d+=l,a.y=g,a.x+=l,d===v))break}else if(d+=l,a.x+=l,d===v&&(d=0,p+=c,a.x=f,a.y+=c,p===m))break;return t};t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=2,r={_alpha:1,_alphaTL:1,_alphaTR:1,_alphaBL:1,_alphaBR:1,clearAlpha:function(){return this.setAlpha(1)},setAlpha:function(t,e,i,s){return void 0===t&&(t=1),void 0===e?this.alpha=t:(this._alphaTL=n(t,0,1),this._alphaTR=n(e,0,1),this._alphaBL=n(i,0,1),this._alphaBR=n(s,0,1)),this},alpha:{get:function(){return this._alpha},set:function(t){var e=n(t,0,1);this._alpha=e,this._alphaTL=e,this._alphaTR=e,this._alphaBL=e,this._alphaBR=e,0===e?this.renderFlags&=~s:this.renderFlags|=s}},alphaTopLeft:{get:function(){return this._alphaTL},set:function(t){var e=n(t,0,1);this._alphaTL=e,0!==e&&(this.renderFlags|=s)}},alphaTopRight:{get:function(){return this._alphaTR},set:function(t){var e=n(t,0,1);this._alphaTR=e,0!==e&&(this.renderFlags|=s)}},alphaBottomLeft:{get:function(){return this._alphaBL},set:function(t){var e=n(t,0,1);this._alphaBL=e,0!==e&&(this.renderFlags|=s)}},alphaBottomRight:{get:function(){return this._alphaBR},set:function(t){var e=n(t,0,1);this._alphaBR=e,0!==e&&(this.renderFlags|=s)}}};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={width:0,height:0,displayWidth:{get:function(){return this.scaleX*this.width},set:function(t){this.scaleX=t/this.width}},displayHeight:{get:function(){return this.scaleY*this.height},set:function(t){this.scaleY=t/this.height}},setSize:function(t,e){return this.width=t,this.height=e,this},setDisplaySize:function(t,e){return this.displayWidth=t,this.displayHeight=e,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={texture:null,frame:null,isCropped:!1,setCrop:function(t,e,i,n){if(void 0===t)this.isCropped=!1;else if(this.frame){if("number"===typeof t)this.frame.setCropUVs(this._crop,t,e,i,n,this.flipX,this.flipY);else{var s=t;this.frame.setCropUVs(this._crop,s.x,s.y,s.width,s.height,this.flipX,this.flipY)}this.isCropped=!0}return this},resetCropObject:function(){return{u0:0,v0:0,u1:0,v1:0,width:0,height:0,x:0,y:0,flipX:!1,flipY:!1,cx:0,cy:0,cw:0,ch:0}}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={flipX:!1,flipY:!1,toggleFlipX:function(){return this.flipX=!this.flipX,this},toggleFlipY:function(){return this.flipY=!this.flipY,this},setFlipX:function(t){return this.flipX=t,this},setFlipY:function(t){return this.flipY=t,this},setFlip:function(t,e){return this.flipX=t,this.flipY=e,this},resetFlip:function(){return this.flipX=!1,this.flipY=!1,this}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=i(308),r=i(3),o={prepareBoundsOutput:function(t,e){if(void 0===e&&(e=!1),0!==this.rotation&&s(t,this.x,this.y,this.rotation),e&&this.parentContainer){var i=this.parentContainer.getBoundsTransformMatrix();i.transformPoint(t.x,t.y,t)}return t},getCenter:function(t){return void 0===t&&(t=new r),t.x=this.x-this.displayWidth*this.originX+this.displayWidth/2,t.y=this.y-this.displayHeight*this.originY+this.displayHeight/2,t},getTopLeft:function(t,e){return t||(t=new r),t.x=this.x-this.displayWidth*this.originX,t.y=this.y-this.displayHeight*this.originY,this.prepareBoundsOutput(t,e)},getTopCenter:function(t,e){return t||(t=new r),t.x=this.x-this.displayWidth*this.originX+this.displayWidth/2,t.y=this.y-this.displayHeight*this.originY,this.prepareBoundsOutput(t,e)},getTopRight:function(t,e){return t||(t=new r),t.x=this.x-this.displayWidth*this.originX+this.displayWidth,t.y=this.y-this.displayHeight*this.originY,this.prepareBoundsOutput(t,e)},getLeftCenter:function(t,e){return t||(t=new r),t.x=this.x-this.displayWidth*this.originX,t.y=this.y-this.displayHeight*this.originY+this.displayHeight/2,this.prepareBoundsOutput(t,e)},getRightCenter:function(t,e){return t||(t=new r),t.x=this.x-this.displayWidth*this.originX+this.displayWidth,t.y=this.y-this.displayHeight*this.originY+this.displayHeight/2,this.prepareBoundsOutput(t,e)},getBottomLeft:function(t,e){return t||(t=new r),t.x=this.x-this.displayWidth*this.originX,t.y=this.y-this.displayHeight*this.originY+this.displayHeight,this.prepareBoundsOutput(t,e)},getBottomCenter:function(t,e){return t||(t=new r),t.x=this.x-this.displayWidth*this.originX+this.displayWidth/2,t.y=this.y-this.displayHeight*this.originY+this.displayHeight,this.prepareBoundsOutput(t,e)},getBottomRight:function(t,e){return t||(t=new r),t.x=this.x-this.displayWidth*this.originX+this.displayWidth,t.y=this.y-this.displayHeight*this.originY+this.displayHeight,this.prepareBoundsOutput(t,e)},getBounds:function(t){var e,i,s,r,o,A,a,h;if(void 0===t&&(t=new n),this.parentContainer){var l=this.parentContainer.getBoundsTransformMatrix();this.getTopLeft(t),l.transformPoint(t.x,t.y,t),e=t.x,i=t.y,this.getTopRight(t),l.transformPoint(t.x,t.y,t),s=t.x,r=t.y,this.getBottomLeft(t),l.transformPoint(t.x,t.y,t),o=t.x,A=t.y,this.getBottomRight(t),l.transformPoint(t.x,t.y,t),a=t.x,h=t.y}else this.getTopLeft(t),e=t.x,i=t.y,this.getTopRight(t),s=t.x,r=t.y,this.getBottomLeft(t),o=t.x,A=t.y,this.getBottomRight(t),a=t.x,h=t.y;return t.x=Math.min(e,s,o,a),t.y=Math.min(i,r,A,h),t.width=Math.max(e,s,o,a)-t.x,t.height=Math.max(i,r,A,h)-t.y,t}};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="blur"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="boot"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="contextlost"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="contextrestored"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="destroy"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="focus"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="hidden"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pause"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="postrender"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="poststep"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="prerender"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="prestep"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="ready"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resume"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="step"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="visible"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="postrender"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="prerender"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="render"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resize"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={_originComponent:!0,originX:.5,originY:.5,_displayOriginX:0,_displayOriginY:0,displayOriginX:{get:function(){return this._displayOriginX},set:function(t){this._displayOriginX=t,this.originX=t/this.width}},displayOriginY:{get:function(){return this._displayOriginY},set:function(t){this._displayOriginY=t,this.originY=t/this.height}},setOrigin:function(t,e){return void 0===t&&(t=.5),void 0===e&&(e=t),this.originX=t,this.originY=e,this.updateDisplayOrigin()},setOriginFromFrame:function(){return this.frame&&this.frame.customPivot?(this.originX=this.frame.pivotX,this.originY=this.frame.pivotY,this.updateDisplayOrigin()):this.setOrigin()},setDisplayOrigin:function(t,e){return void 0===t&&(t=0),void 0===e&&(e=t),this.displayOriginX=t,this.displayOriginY=e,this},updateDisplayOrigin:function(){return this._displayOriginX=this.originX*this.width,this._displayOriginY=this.originY*this.height,this}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(36),s=i(99),r=i(6),o=i(100),A=i(3),a={path:null,rotateToPath:!1,pathRotationOffset:0,pathOffset:null,pathVector:null,pathDelta:null,pathTween:null,pathConfig:null,_prevDirection:o.PLAYING_FORWARD,setPath:function(t,e){void 0===e&&(e=this.pathConfig);var i=this.pathTween;return i&&i.isPlaying()&&i.stop(),this.path=t,e&&this.startFollow(e),this},setRotateToPath:function(t,e){return void 0===e&&(e=0),this.rotateToPath=t,this.pathRotationOffset=e,this},isFollowing:function(){var t=this.pathTween;return t&&t.isPlaying()},startFollow:function(t,e){void 0===t&&(t={}),void 0===e&&(e=0);var i=this.pathTween;i&&i.isPlaying()&&i.stop(),"number"===typeof t&&(t={duration:t}),t.from=r(t,"from",0),t.to=r(t,"to",1);var a=s(t,"positionOnPath",!1);this.rotateToPath=s(t,"rotateToPath",!1),this.pathRotationOffset=r(t,"rotationOffset",0);var h=r(t,"startAt",e);if(h&&(t.onStart=function(t){var e=t.data[0];e.progress=h,e.elapsed=e.duration*h;var i=e.ease(e.progress);e.current=e.start+(e.end-e.start)*i,e.target[e.key]=e.current}),this.pathOffset||(this.pathOffset=new A(this.x,this.y)),this.pathVector||(this.pathVector=new A),this.pathDelta||(this.pathDelta=new A),this.pathDelta.reset(),this.pathTween=this.scene.sys.tweens.addCounter(t),this.path.getStartPoint(this.pathOffset),a&&(this.x=this.pathOffset.x,this.y=this.pathOffset.y),this.pathOffset.x=this.x-this.pathOffset.x,this.pathOffset.y=this.y-this.pathOffset.y,this._prevDirection=o.PLAYING_FORWARD,this.rotateToPath){var l=this.path.getPoint(.1);this.rotation=Math.atan2(l.y-this.y,l.x-this.x)+n(this.pathRotationOffset)}return this.pathConfig=t,this},pauseFollow:function(){var t=this.pathTween;return t&&t.isPlaying()&&t.pause(),this},resumeFollow:function(){var t=this.pathTween;return t&&t.isPaused()&&t.resume(),this},stopFollow:function(){var t=this.pathTween;return t&&t.isPlaying()&&t.stop(),this},pathUpdate:function(){var t=this.pathTween;if(t){var e=t.data[0],i=this.pathDelta,s=this.pathVector;if(i.copy(s).negate(),e.state===o.COMPLETE)return this.path.getPoint(1,s),i.add(s),s.add(this.pathOffset),void this.setPosition(s.x,s.y);if(e.state!==o.PLAYING_FORWARD&&e.state!==o.PLAYING_BACKWARD)return;this.path.getPoint(t.getValue(),s),i.add(s),s.add(this.pathOffset);var r=this.x,A=this.y;this.setPosition(s.x,s.y);var a=this.x-r,h=this.y-A;if(0===a&&0===h)return;if(e.state!==this._prevDirection)return void(this._prevDirection=e.state);this.rotateToPath&&(this.rotation=Math.atan2(h,a)+n(this.pathRotationOffset))}}};t.exports=a},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={_sizeComponent:!0,width:0,height:0,displayWidth:{get:function(){return Math.abs(this.scaleX*this.frame.realWidth)},set:function(t){this.scaleX=t/this.frame.realWidth}},displayHeight:{get:function(){return Math.abs(this.scaleY*this.frame.realHeight)},set:function(t){this.scaleY=t/this.frame.realHeight}},setSizeToFrame:function(t){return void 0===t&&(t=this.frame),this.width=t.realWidth,this.height=t.realHeight,this},setSize:function(t,e){return this.width=t,this.height=e,this},setDisplaySize:function(t,e){return this.displayWidth=t,this.displayHeight=e,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=8,n={texture:null,frame:null,isCropped:!1,setTexture:function(t,e){return this.texture=this.scene.sys.textures.get(t),this.setFrame(e)},setFrame:function(t,e,n){return void 0===e&&(e=!0),void 0===n&&(n=!0),this.frame=this.texture.get(t),this.frame.cutWidth&&this.frame.cutHeight?this.renderFlags|=i:this.renderFlags&=~i,this._sizeComponent&&e&&this.setSizeToFrame(),this._originComponent&&n&&(this.frame.customPivot?this.setOrigin(this.frame.pivotX,this.frame.pivotY):this.updateDisplayOrigin()),this}};t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=8,n={texture:null,frame:null,isCropped:!1,setCrop:function(t,e,i,n){if(void 0===t)this.isCropped=!1;else if(this.frame){if("number"===typeof t)this.frame.setCropUVs(this._crop,t,e,i,n,this.flipX,this.flipY);else{var s=t;this.frame.setCropUVs(this._crop,s.x,s.y,s.width,s.height,this.flipX,this.flipY)}this.isCropped=!0}return this},setTexture:function(t,e){return this.texture=this.scene.sys.textures.get(t),this.setFrame(e)},setFrame:function(t,e,n){return void 0===e&&(e=!0),void 0===n&&(n=!0),this.frame=this.texture.get(t),this.frame.cutWidth&&this.frame.cutHeight?this.renderFlags|=i:this.renderFlags&=~i,this._sizeComponent&&e&&this.setSizeToFrame(),this._originComponent&&n&&(this.frame.customPivot?this.setOrigin(this.frame.pivotX,this.frame.pivotY):this.updateDisplayOrigin()),this.isCropped&&this.frame.updateCropUVs(this._crop,this.flipX,this.flipY),this},resetCropObject:function(){return{u0:0,v0:0,u1:0,v1:0,width:0,height:0,x:0,y:0,flipX:!1,flipY:!1,cx:0,cy:0,cw:0,ch:0}}};t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={tintTopLeft:16777215,tintTopRight:16777215,tintBottomLeft:16777215,tintBottomRight:16777215,tintFill:!1,clearTint:function(){return this.setTint(16777215),this},setTint:function(t,e,i,n){return void 0===t&&(t=16777215),void 0===e&&(e=t,i=t,n=t),this.tintTopLeft=t,this.tintTopRight=e,this.tintBottomLeft=i,this.tintBottomRight=n,this.tintFill=!1,this},setTintFill:function(t,e,i,n){return this.setTint(t,e,i,n),this.tintFill=!0,this},tint:{set:function(t){this.setTint(t,t,t,t)}},isTinted:{get:function(){var t=16777215;return this.tintFill||this.tintTopLeft!==t||this.tintTopRight!==t||this.tintBottomLeft!==t||this.tintBottomRight!==t}}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="changedata"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="changedata-"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="destroy"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="removedata"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="setdata"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="addedtoscene"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="destroy"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="removedfromscene"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="complete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="created"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="error"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="loop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="play"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="seeked"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="seeking"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="stop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="timeout"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="unlocked"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="addedtoscene"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="boot"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="create"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="destroy"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pause"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="postupdate"},function(t,e){
/**
 * @author       samme
 * @copyright    2021 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="prerender"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="preupdate"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="ready"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="removedfromscene"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="render"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resume"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="shutdown"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="sleep"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="start"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="transitioncomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="transitioninit"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="transitionout"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="transitionstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="transitionwake"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="update"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="wake"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r){return n(t,"alpha",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r){return n(t,"x",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r,o,A){return void 0!==i&&null!==i||(i=e),n(t,"x",e,s,o,A),n(t,"y",i,r,o,A)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r){return n(t,"y",e,i,s,r)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===i&&(i=0),void 0===n&&(n=6.28);for(var s=i,r=(n-i)/t.length,o=0;o<t.length;o++)t[o].x=e.x+e.radius*Math.cos(s),t[o].y=e.y+e.radius*Math.sin(s),s+=r;return t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===i&&(i=0),void 0===n&&(n=6.28);for(var s=i,r=(n-i)/t.length,o=e.width/2,A=e.height/2,a=0;a<t.length;a++)t[a].x=e.x+o*Math.cos(s),t[a].y=e.y+A*Math.sin(s),s+=r;return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(172),s=function(t,e){for(var i=n(e,t.length),s=0;s<t.length;s++){var r=t[s],o=i[s];r.x=o.x,r.y=o.y}return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(316),s=i(178),r=i(179),o=function(t,e,i){void 0===i&&(i=0);var o=n(e,!1,t.length);i>0?s(o,i):i<0&&r(o,Math.abs(i));for(var A=0;A<t.length;A++)t[A].x=o[A].x,t[A].y=o[A].y;return t};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(317),s=function(t,e,i){var s=n({x1:e.x1,y1:e.y1,x2:e.x2,y2:e.y2},i),r=n({x1:e.x2,y1:e.y2,x2:e.x3,y2:e.y3},i),o=n({x1:e.x3,y1:e.y3,x2:e.x1,y2:e.y1},i);s.pop(),r.pop(),o.pop(),s=s.concat(r,o);for(var A=s.length/t.length,a=0,h=0;h<t.length;h++){var l=t[h],c=s[Math.floor(a)];l.x=c.x,l.y=c.y,a+=A}return t};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){for(var n=0;n<t.length;n++){var s=t[n];s.anims&&s.anims.play(e,i)}return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(170),s=function(t,e){for(var i=0;i<t.length;i++)n(e,t[i]);return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(180),s=function(t,e){for(var i=0;i<t.length;i++)n(e,t[i]);return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(173),s=function(t,e){for(var i=0;i<t.length;i++)n(e,t[i]);return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(174),s=function(t,e){for(var i=0;i<t.length;i++)n(e,t[i]);return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(181),s=function(t,e){for(var i=0;i<t.length;i++)n(e,t[i]);return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r){return n(t,"rotation",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(182),s=i(50),r=function(t,e,i){for(var r=e.x,o=e.y,A=0;A<t.length;A++){var a=t[A];n(a,r,o,i,Math.max(1,s(a.x,a.y,r,o)))}return t};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(182),s=function(t,e,i,s){var r=e.x,o=e.y;if(0===s)return t;for(var A=0;A<t.length;A++)n(t[A],r,o,i,s);return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r){return n(t,"scaleX",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r,o,A){return void 0!==i&&null!==i||(i=e),n(t,"scaleX",e,s,o,A),n(t,"scaleY",i,r,o,A)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(46),s=function(t,e,i,s,r){return n(t,"scaleY",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"alpha",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s){return n(t,"blendMode",e,0,i,s)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"depth",e,i,s,r)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){for(var n=0;n<t.length;n++)t[n].setInteractive(e,i);return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r,o,A){return void 0!==i&&null!==i||(i=e),n(t,"originX",e,s,o,A),n(t,"originY",i,r,o,A),t.forEach((function(t){t.updateDisplayOrigin()})),t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"rotation",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r,o,A){return void 0!==i&&null!==i||(i=e),n(t,"scaleX",e,s,o,A),n(t,"scaleY",i,r,o,A)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"scaleX",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"scaleY",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r,o,A){return void 0!==i&&null!==i||(i=e),n(t,"scrollFactorX",e,s,o,A),n(t,"scrollFactorY",i,r,o,A)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"scrollFactorX",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"scrollFactorY",e,i,s,r)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s){for(var r=0;r<t.length;r++)t[r].setTint(e,i,n,s);return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s){return n(t,"visible",e,0,i,s)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"x",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r,o,A){return void 0!==i&&null!==i||(i=e),n(t,"x",e,s,o,A),n(t,"y",i,r,o,A)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(27),s=function(t,e,i,s,r){return n(t,"y",e,i,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s,r){var o,A,a,h,l,c;if(void 0===s&&(s=0),void 0===r&&(r=new n),t.length>1)if(0===s){var u=t.length-1;for(o=t[u].x,A=t[u].y,a=u-1;a>=0;a--)c=t[a],h=c.x,l=c.y,c.x=o,c.y=A,o=h,A=l;t[u].x=e,t[u].y=i}else{for(o=t[0].x,A=t[0].y,a=1;a<t.length;a++)c=t[a],h=c.x,l=c.y,c.x=o,c.y=A,o=h,A=l;t[0].x=e,t[0].y=i}else o=t[0].x,A=t[0].y,t[0].x=e,t[0].y=i;return r.x=o,r.y=A,r};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(132),s=function(t){return n(t)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(183),s=function(t,e,i,s,r){void 0===r&&(r=!1);var o,A=Math.abs(s-i)/t.length;if(r)for(o=0;o<t.length;o++)t[o][e]+=n(o*A,i,s);else for(o=0;o<t.length;o++)t[o][e]=n(o*A,i,s);return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(184),s=function(t,e,i,s,r){void 0===r&&(r=!1);var o,A=Math.abs(s-i)/t.length;if(r)for(o=0;o<t.length;o++)t[o][e]+=n(o*A,i,s);else for(o=0;o<t.length;o++)t[o][e]=n(o*A,i,s);return t};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s){void 0===s&&(s=!1);var r,o=Math.abs(n-i)/t.length;if(s)for(r=0;r<t.length;r++)t[r][e]+=r*o+i;else for(r=0;r<t.length;r++)t[r][e]=r*o+i;return t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){for(var e=0;e<t.length;e++)t[e].visible=!t[e].visible;return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       samme <samme.npm@gmail.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(68),s=function(t,e,i){void 0===i&&(i=0);for(var s=0;s<t.length;s++){var r=t[s];r.x=n(r.x,e.left-i,e.right+i),r.y=n(r.y,e.top-i,e.bottom+i)}return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Animation:i(185),AnimationFrame:i(319),AnimationManager:i(321),AnimationState:i(164),Events:i(133)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="add"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="animationcomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="animationcomplete-"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="animationrepeat"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="animationrestart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="animationstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="animationstop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="animationupdate"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pauseall"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="remove"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resumeall"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BaseCache:i(323),CacheManager:i(325),Events:i(324)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="add"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="remove"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Controls:i(739),Scene2D:i(742)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={FixedKeyControl:i(740),SmoothedKeyControl:i(741)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(6),r=new n({initialize:function(t){this.camera=s(t,"camera",null),this.left=s(t,"left",null),this.right=s(t,"right",null),this.up=s(t,"up",null),this.down=s(t,"down",null),this.zoomIn=s(t,"zoomIn",null),this.zoomOut=s(t,"zoomOut",null),this.zoomSpeed=s(t,"zoomSpeed",.01),this.minZoom=s(t,"minZoom",.001),this.maxZoom=s(t,"maxZoom",1e3),this.speedX=0,this.speedY=0;var e=s(t,"speed",null);"number"===typeof e?(this.speedX=e,this.speedY=e):(this.speedX=s(t,"speed.x",0),this.speedY=s(t,"speed.y",0)),this._zoom=0,this.active=null!==this.camera},start:function(){return this.active=null!==this.camera,this},stop:function(){return this.active=!1,this},setCamera:function(t){return this.camera=t,this},update:function(t){if(this.active){void 0===t&&(t=1);var e=this.camera;this.up&&this.up.isDown?e.scrollY-=this.speedY*t|0:this.down&&this.down.isDown&&(e.scrollY+=this.speedY*t|0),this.left&&this.left.isDown?e.scrollX-=this.speedX*t|0:this.right&&this.right.isDown&&(e.scrollX+=this.speedX*t|0),this.zoomIn&&this.zoomIn.isDown?(e.zoom-=this.zoomSpeed,e.zoom<this.minZoom&&(e.zoom=this.minZoom)):this.zoomOut&&this.zoomOut.isDown&&(e.zoom+=this.zoomSpeed,e.zoom>this.maxZoom&&(e.zoom=this.maxZoom))}},destroy:function(){this.camera=null,this.left=null,this.right=null,this.up=null,this.down=null,this.zoomIn=null,this.zoomOut=null}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(6),r=new n({initialize:function(t){this.camera=s(t,"camera",null),this.left=s(t,"left",null),this.right=s(t,"right",null),this.up=s(t,"up",null),this.down=s(t,"down",null),this.zoomIn=s(t,"zoomIn",null),this.zoomOut=s(t,"zoomOut",null),this.zoomSpeed=s(t,"zoomSpeed",.01),this.minZoom=s(t,"minZoom",.001),this.maxZoom=s(t,"maxZoom",1e3),this.accelX=0,this.accelY=0;var e=s(t,"acceleration",null);"number"===typeof e?(this.accelX=e,this.accelY=e):(this.accelX=s(t,"acceleration.x",0),this.accelY=s(t,"acceleration.y",0)),this.dragX=0,this.dragY=0;var i=s(t,"drag",null);"number"===typeof i?(this.dragX=i,this.dragY=i):(this.dragX=s(t,"drag.x",0),this.dragY=s(t,"drag.y",0)),this.maxSpeedX=0,this.maxSpeedY=0;var n=s(t,"maxSpeed",null);"number"===typeof n?(this.maxSpeedX=n,this.maxSpeedY=n):(this.maxSpeedX=s(t,"maxSpeed.x",0),this.maxSpeedY=s(t,"maxSpeed.y",0)),this._speedX=0,this._speedY=0,this._zoom=0,this.active=null!==this.camera},start:function(){return this.active=null!==this.camera,this},stop:function(){return this.active=!1,this},setCamera:function(t){return this.camera=t,this},update:function(t){if(this.active){void 0===t&&(t=1);var e=this.camera;this._speedX>0?(this._speedX-=this.dragX*t,this._speedX<0&&(this._speedX=0)):this._speedX<0&&(this._speedX+=this.dragX*t,this._speedX>0&&(this._speedX=0)),this._speedY>0?(this._speedY-=this.dragY*t,this._speedY<0&&(this._speedY=0)):this._speedY<0&&(this._speedY+=this.dragY*t,this._speedY>0&&(this._speedY=0)),this.up&&this.up.isDown?(this._speedY+=this.accelY,this._speedY>this.maxSpeedY&&(this._speedY=this.maxSpeedY)):this.down&&this.down.isDown&&(this._speedY-=this.accelY,this._speedY<-this.maxSpeedY&&(this._speedY=-this.maxSpeedY)),this.left&&this.left.isDown?(this._speedX+=this.accelX,this._speedX>this.maxSpeedX&&(this._speedX=this.maxSpeedX)):this.right&&this.right.isDown&&(this._speedX-=this.accelX,this._speedX<-this.maxSpeedX&&(this._speedX=-this.maxSpeedX)),this.zoomIn&&this.zoomIn.isDown?this._zoom=-this.zoomSpeed:this.zoomOut&&this.zoomOut.isDown?this._zoom=this.zoomSpeed:this._zoom=0,0!==this._speedX&&(e.scrollX-=this._speedX*t|0),0!==this._speedY&&(e.scrollY-=this._speedY*t|0),0!==this._zoom&&(e.zoom+=this._zoom,e.zoom<this.minZoom?e.zoom=this.minZoom:e.zoom>this.maxZoom&&(e.zoom=this.maxZoom))}},destroy:function(){this.camera=null,this.left=null,this.right=null,this.up=null,this.down=null,this.zoomIn=null,this.zoomOut=null}});t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Camera:i(326),BaseCamera:i(134),CameraManager:i(799),Effects:i(333),Events:i(37)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="cameradestroy"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerafadeincomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerafadeinstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerafadeoutcomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerafadeoutstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="cameraflashcomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="cameraflashstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="followupdate"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerapancomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerapanstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="postrender"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="prerender"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerarotatecomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerarotatestart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerashakecomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerashakestart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerazoomcomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="camerazoomstart"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(37),o=new s({initialize:function(t){this.camera=t,this.isRunning=!1,this.isComplete=!1,this.direction=!0,this.duration=0,this.red=0,this.green=0,this.blue=0,this.alpha=0,this.progress=0,this._elapsed=0,this._onUpdate,this._onUpdateScope},start:function(t,e,i,n,s,o,A,a){if(void 0===t&&(t=!0),void 0===e&&(e=1e3),void 0===i&&(i=0),void 0===n&&(n=0),void 0===s&&(s=0),void 0===o&&(o=!1),void 0===A&&(A=null),void 0===a&&(a=this.camera.scene),!o&&this.isRunning)return this.camera;this.isRunning=!0,this.isComplete=!1,this.duration=e,this.direction=t,this.progress=0,this.red=i,this.green=n,this.blue=s,this.alpha=t?Number.MIN_VALUE:1,this._elapsed=0,this._onUpdate=A,this._onUpdateScope=a;var h=t?r.FADE_OUT_START:r.FADE_IN_START;return this.camera.emit(h,this.camera,this,e,i,n,s),this.camera},update:function(t,e){this.isRunning&&(this._elapsed+=e,this.progress=n(this._elapsed/this.duration,0,1),this._onUpdate&&this._onUpdate.call(this._onUpdateScope,this.camera,this.progress),this._elapsed<this.duration?this.alpha=this.direction?this.progress:1-this.progress:(this.alpha=this.direction?1:0,this.effectComplete()))},postRenderCanvas:function(t){if(!this.isRunning&&!this.isComplete)return!1;var e=this.camera;return t.fillStyle="rgba("+this.red+","+this.green+","+this.blue+","+this.alpha+")",t.fillRect(e.x,e.y,e.width,e.height),!0},postRenderWebGL:function(t,e){if(!this.isRunning&&!this.isComplete)return!1;var i=this.camera,n=this.red/255,s=this.green/255,r=this.blue/255;return t.drawFillRect(i.x,i.y,i.width,i.height,e(r,s,n,1),this.alpha),!0},effectComplete:function(){this._onUpdate=null,this._onUpdateScope=null,this.isRunning=!1,this.isComplete=!0;var t=this.direction?r.FADE_OUT_COMPLETE:r.FADE_IN_COMPLETE;this.camera.emit(t,this.camera,this)},reset:function(){this.isRunning=!1,this.isComplete=!1,this._onUpdate=null,this._onUpdateScope=null},destroy:function(){this.reset(),this.camera=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(37),o=new s({initialize:function(t){this.camera=t,this.isRunning=!1,this.duration=0,this.red=0,this.green=0,this.blue=0,this.alpha=0,this.progress=0,this._elapsed=0,this._onUpdate,this._onUpdateScope},start:function(t,e,i,n,s,o,A){return void 0===t&&(t=250),void 0===e&&(e=255),void 0===i&&(i=255),void 0===n&&(n=255),void 0===s&&(s=!1),void 0===o&&(o=null),void 0===A&&(A=this.camera.scene),!s&&this.isRunning||(this.isRunning=!0,this.duration=t,this.progress=0,this.red=e,this.green=i,this.blue=n,this.alpha=1,this._elapsed=0,this._onUpdate=o,this._onUpdateScope=A,this.camera.emit(r.FLASH_START,this.camera,this,t,e,i,n)),this.camera},update:function(t,e){this.isRunning&&(this._elapsed+=e,this.progress=n(this._elapsed/this.duration,0,1),this._onUpdate&&this._onUpdate.call(this._onUpdateScope,this.camera,this.progress),this._elapsed<this.duration?this.alpha=1-this.progress:this.effectComplete())},postRenderCanvas:function(t){if(!this.isRunning)return!1;var e=this.camera;return t.fillStyle="rgba("+this.red+","+this.green+","+this.blue+","+this.alpha+")",t.fillRect(e.x,e.y,e.width,e.height),!0},postRenderWebGL:function(t,e){if(!this.isRunning)return!1;var i=this.camera,n=this.red/255,s=this.green/255,r=this.blue/255;return t.drawFillRect(i.x,i.y,i.width,i.height,e(r,s,n,1),this.alpha),!0},effectComplete:function(){this._onUpdate=null,this._onUpdateScope=null,this.isRunning=!1,this.camera.emit(r.FLASH_COMPLETE,this.camera,this)},reset:function(){this.isRunning=!1,this._onUpdate=null,this._onUpdateScope=null},destroy:function(){this.reset(),this.camera=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(135),o=i(37),A=i(3),a=new s({initialize:function(t){this.camera=t,this.isRunning=!1,this.duration=0,this.source=new A,this.current=new A,this.destination=new A,this.ease,this.progress=0,this._elapsed=0,this._onUpdate,this._onUpdateScope},start:function(t,e,i,n,s,A,a){void 0===i&&(i=1e3),void 0===n&&(n=r.Linear),void 0===s&&(s=!1),void 0===A&&(A=null),void 0===a&&(a=this.camera.scene);var h=this.camera;return!s&&this.isRunning||(this.isRunning=!0,this.duration=i,this.progress=0,this.source.set(h.scrollX,h.scrollY),this.destination.set(t,e),h.getScroll(t,e,this.current),"string"===typeof n&&r.hasOwnProperty(n)?this.ease=r[n]:"function"===typeof n&&(this.ease=n),this._elapsed=0,this._onUpdate=A,this._onUpdateScope=a,this.camera.emit(o.PAN_START,this.camera,this,i,t,e)),h},update:function(t,e){if(this.isRunning){this._elapsed+=e;var i=n(this._elapsed/this.duration,0,1);this.progress=i;var s=this.camera;if(this._elapsed<this.duration){var r=this.ease(i);s.getScroll(this.destination.x,this.destination.y,this.current);var o=this.source.x+(this.current.x-this.source.x)*r,A=this.source.y+(this.current.y-this.source.y)*r;s.setScroll(o,A),this._onUpdate&&this._onUpdate.call(this._onUpdateScope,s,i,o,A)}else s.centerOn(this.destination.x,this.destination.y),this._onUpdate&&this._onUpdate.call(this._onUpdateScope,s,i,s.scrollX,s.scrollY),this.effectComplete()}},effectComplete:function(){this._onUpdate=null,this._onUpdateScope=null,this.isRunning=!1,this.camera.emit(o.PAN_COMPLETE,this.camera,this)},reset:function(){this.isRunning=!1,this._onUpdate=null,this._onUpdateScope=null},destroy:function(){this.reset(),this.camera=null,this.source=null,this.destination=null}});t.exports=a},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e=1.70158),t*t*((e+1)*t-e)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e=1.70158),--t*t*((e+1)*t+e)+1};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e=1.70158);var i=1.525*e;return(t*=2)<1?t*t*((i+1)*t-i)*.5:.5*((t-=2)*t*((i+1)*t+i)+2)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t=1-t,t<1/2.75?1-7.5625*t*t:t<2/2.75?1-(7.5625*(t-=1.5/2.75)*t+.75):t<2.5/2.75?1-(7.5625*(t-=2.25/2.75)*t+.9375):1-(7.5625*(t-=2.625/2.75)*t+.984375)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t<1/2.75?7.5625*t*t:t<2/2.75?7.5625*(t-=1.5/2.75)*t+.75:t<2.5/2.75?7.5625*(t-=2.25/2.75)*t+.9375:7.5625*(t-=2.625/2.75)*t+.984375};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e=!1;return t<.5?(t=1-2*t,e=!0):t=2*t-1,t<1/2.75?t*=7.5625*t:t=t<2/2.75?7.5625*(t-=1.5/2.75)*t+.75:t<2.5/2.75?7.5625*(t-=2.25/2.75)*t+.9375:7.5625*(t-=2.625/2.75)*t+.984375,e?.5*(1-t):.5*t+.5};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return 1-Math.sqrt(1-t*t)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return Math.sqrt(1- --t*t)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return(t*=2)<1?-.5*(Math.sqrt(1-t*t)-1):.5*(Math.sqrt(1-(t-=2)*t)+1)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t*t*t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return--t*t*t+1};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return(t*=2)<1?.5*t*t*t:.5*((t-=2)*t*t+2)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(void 0===e&&(e=.1),void 0===i&&(i=.1),0===t)return 0;if(1===t)return 1;var n=i/4;return e<1?e=1:n=i*Math.asin(1/e)/(2*Math.PI),-e*Math.pow(2,10*(t-=1))*Math.sin((t-n)*(2*Math.PI)/i)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(void 0===e&&(e=.1),void 0===i&&(i=.1),0===t)return 0;if(1===t)return 1;var n=i/4;return e<1?e=1:n=i*Math.asin(1/e)/(2*Math.PI),e*Math.pow(2,-10*t)*Math.sin((t-n)*(2*Math.PI)/i)+1};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(void 0===e&&(e=.1),void 0===i&&(i=.1),0===t)return 0;if(1===t)return 1;var n=i/4;return e<1?e=1:n=i*Math.asin(1/e)/(2*Math.PI),(t*=2)<1?e*Math.pow(2,10*(t-=1))*Math.sin((t-n)*(2*Math.PI)/i)*-.5:e*Math.pow(2,-10*(t-=1))*Math.sin((t-n)*(2*Math.PI)/i)*.5+1};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return Math.pow(2,10*(t-1))-.001};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return 1-Math.pow(2,-10*t)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return(t*=2)<1?.5*Math.pow(2,10*(t-1)):.5*(2-Math.pow(2,-10*(t-1)))};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t*t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t*(2-t)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return(t*=2)<1?.5*t*t:-.5*(--t*(t-2)-1)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t*t*t*t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return 1- --t*t*t*t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return(t*=2)<1?.5*t*t*t*t:-.5*((t-=2)*t*t*t-2)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t*t*t*t*t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return--t*t*t*t*t+1};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return(t*=2)<1?.5*t*t*t*t*t:.5*((t-=2)*t*t*t*t+2)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return 0===t?0:1===t?1:1-Math.cos(t*Math.PI/2)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return 0===t?0:1===t?1:Math.sin(t*Math.PI/2)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return 0===t?0:1===t?1:.5*(1-Math.cos(Math.PI*t))};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e=1),t<=0?0:t>=1?1:1/e*(1+(e*t|0))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(37),o=i(3),A=new s({initialize:function(t){this.camera=t,this.isRunning=!1,this.duration=0,this.intensity=new o,this.progress=0,this._elapsed=0,this._offsetX=0,this._offsetY=0,this._onUpdate,this._onUpdateScope},start:function(t,e,i,n,s){return void 0===t&&(t=100),void 0===e&&(e=.05),void 0===i&&(i=!1),void 0===n&&(n=null),void 0===s&&(s=this.camera.scene),!i&&this.isRunning||(this.isRunning=!0,this.duration=t,this.progress=0,"number"===typeof e?this.intensity.set(e):this.intensity.set(e.x,e.y),this._elapsed=0,this._offsetX=0,this._offsetY=0,this._onUpdate=n,this._onUpdateScope=s,this.camera.emit(r.SHAKE_START,this.camera,this,t,e)),this.camera},preRender:function(){this.isRunning&&this.camera.matrix.translate(this._offsetX,this._offsetY)},update:function(t,e){if(this.isRunning)if(this._elapsed+=e,this.progress=n(this._elapsed/this.duration,0,1),this._onUpdate&&this._onUpdate.call(this._onUpdateScope,this.camera,this.progress),this._elapsed<this.duration){var i=this.intensity,s=this.camera.width,r=this.camera.height,o=this.camera.zoom;this._offsetX=(Math.random()*i.x*s*2-i.x*s)*o,this._offsetY=(Math.random()*i.y*r*2-i.y*r)*o,this.camera.roundPixels&&(this._offsetX=Math.round(this._offsetX),this._offsetY=Math.round(this._offsetY))}else this.effectComplete()},effectComplete:function(){this._offsetX=0,this._offsetY=0,this._onUpdate=null,this._onUpdateScope=null,this.isRunning=!1,this.camera.emit(r.SHAKE_COMPLETE,this.camera,this)},reset:function(){this.isRunning=!1,this._offsetX=0,this._offsetY=0,this._onUpdate=null,this._onUpdateScope=null},destroy:function(){this.reset(),this.camera=null,this.intensity=null}});t.exports=A},function(t,e,i){
/**
 * @author       Jason Nicholls <nicholls.jason@gmail.com>
 * @copyright    2018 Photon Storm Ltd.
 * @license      {@link https://github.com/photonstorm/phaser/blob/master/license.txt|MIT License}
 */
var n=i(18),s=i(0),r=i(37),o=i(135),A=new s({initialize:function(t){this.camera=t,this.isRunning=!1,this.duration=0,this.source=0,this.current=0,this.destination=0,this.ease,this.progress=0,this._elapsed=0,this._onUpdate,this._onUpdateScope,this.clockwise=!0,this.shortestPath=!1},start:function(t,e,i,n,s,A,a){void 0===i&&(i=1e3),void 0===n&&(n=o.Linear),void 0===s&&(s=!1),void 0===A&&(A=null),void 0===a&&(a=this.camera.scene),void 0===e&&(e=!1),this.shortestPath=e;var h=t;t<0?(h=-1*t,this.clockwise=!1):this.clockwise=!0;var l=360*Math.PI/180;h-=Math.floor(h/l)*l;var c=this.camera;if(!s&&this.isRunning)return c;if(this.isRunning=!0,this.duration=i,this.progress=0,this.source=c.rotation,this.destination=h,"string"===typeof n&&o.hasOwnProperty(n)?this.ease=o[n]:"function"===typeof n&&(this.ease=n),this._elapsed=0,this._onUpdate=A,this._onUpdateScope=a,this.shortestPath){var u=0,f=0;u=this.destination>this.source?Math.abs(this.destination-this.source):Math.abs(this.destination+l)-this.source,f=this.source>this.destination?Math.abs(this.source-this.destination):Math.abs(this.source+l)-this.destination,u<f?this.clockwise=!0:u>f&&(this.clockwise=!1)}return this.camera.emit(r.ROTATE_START,this.camera,this,i,h),c},update:function(t,e){if(this.isRunning){this._elapsed+=e;var i=n(this._elapsed/this.duration,0,1);this.progress=i;var s=this.camera;if(this._elapsed<this.duration){var r=this.ease(i);this.current=s.rotation;var o=0,A=360*Math.PI/180,a=this.destination,h=this.current;!1===this.clockwise&&(a=this.current,h=this.destination),o=a>=h?Math.abs(a-h):Math.abs(a+A)-h;var l=0;l=this.clockwise?s.rotation+o*r:s.rotation-o*r,s.rotation=l,this._onUpdate&&this._onUpdate.call(this._onUpdateScope,s,i,l)}else s.rotation=this.destination,this._onUpdate&&this._onUpdate.call(this._onUpdateScope,s,i,this.destination),this.effectComplete()}},effectComplete:function(){this._onUpdate=null,this._onUpdateScope=null,this.isRunning=!1,this.camera.emit(r.ROTATE_COMPLETE,this.camera,this)},reset:function(){this.isRunning=!1,this._onUpdate=null,this._onUpdateScope=null},destroy:function(){this.reset(),this.camera=null,this.source=null,this.destination=null}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(135),o=i(37),A=new s({initialize:function(t){this.camera=t,this.isRunning=!1,this.duration=0,this.source=1,this.destination=1,this.ease,this.progress=0,this._elapsed=0,this._onUpdate,this._onUpdateScope},start:function(t,e,i,n,s,A){void 0===e&&(e=1e3),void 0===i&&(i=r.Linear),void 0===n&&(n=!1),void 0===s&&(s=null),void 0===A&&(A=this.camera.scene);var a=this.camera;return!n&&this.isRunning||(this.isRunning=!0,this.duration=e,this.progress=0,this.source=a.zoom,this.destination=t,"string"===typeof i&&r.hasOwnProperty(i)?this.ease=r[i]:"function"===typeof i&&(this.ease=i),this._elapsed=0,this._onUpdate=s,this._onUpdateScope=A,this.camera.emit(o.ZOOM_START,this.camera,this,e,t)),a},update:function(t,e){this.isRunning&&(this._elapsed+=e,this.progress=n(this._elapsed/this.duration,0,1),this._elapsed<this.duration?(this.camera.zoom=this.source+(this.destination-this.source)*this.ease(this.progress),this._onUpdate&&this._onUpdate.call(this._onUpdateScope,this.camera,this.progress,this.camera.zoom)):(this.camera.zoom=this.destination,this._onUpdate&&this._onUpdate.call(this._onUpdateScope,this.camera,this.progress,this.destination),this.effectComplete()))},effectComplete:function(){this._onUpdate=null,this._onUpdateScope=null,this.isRunning=!1,this.camera.emit(o.ZOOM_COMPLETE,this.camera,this)},reset:function(){this.isRunning=!1,this._onUpdate=null,this._onUpdateScope=null},destroy:function(){this.reset(),this.camera=null}});t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(326),s=i(0),r=i(2),o=i(24),A=i(57),a=i(104),h=i(20),l=new s({initialize:function(t){this.scene=t,this.systems=t.sys,this.roundPixels=t.sys.game.config.roundPixels,this.cameras=[],this.main,this.default,t.sys.events.once(h.BOOT,this.boot,this),t.sys.events.on(h.START,this.start,this)},boot:function(){var t=this.systems;t.settings.cameras?this.fromJSON(t.settings.cameras):this.add(),this.main=this.cameras[0],this.default=new n(0,0,t.scale.width,t.scale.height).setScene(this.scene),t.game.scale.on(a.RESIZE,this.onResize,this),this.systems.events.once(h.DESTROY,this.destroy,this)},start:function(){if(!this.main){var t=this.systems;t.settings.cameras?this.fromJSON(t.settings.cameras):this.add(),this.main=this.cameras[0]}var e=this.systems.events;e.on(h.UPDATE,this.update,this),e.once(h.SHUTDOWN,this.shutdown,this)},add:function(t,e,i,s,r,o){void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=this.scene.sys.scale.width),void 0===s&&(s=this.scene.sys.scale.height),void 0===r&&(r=!1),void 0===o&&(o="");var A=new n(t,e,i,s);return A.setName(o),A.setScene(this.scene),A.setRoundPixels(this.roundPixels),A.id=this.getNextID(),this.cameras.push(A),r&&(this.main=A),A},addExisting:function(t,e){void 0===e&&(e=!1);var i=this.cameras.indexOf(t);return-1===i?(t.id=this.getNextID(),t.setRoundPixels(this.roundPixels),this.cameras.push(t),e&&(this.main=t),t):null},getNextID:function(){for(var t=this.cameras,e=1,i=0;i<32;i++){for(var n=!1,s=0;s<t.length;s++){var r=t[s];r&&r.id===e&&(n=!0)}if(!n)return e;e<<=1}return 0},getTotal:function(t){void 0===t&&(t=!1);for(var e=0,i=this.cameras,n=0;n<i.length;n++){var s=i[n];(!t||t&&s.visible)&&e++}return e},fromJSON:function(t){Array.isArray(t)||(t=[t]);for(var e=this.scene.sys.scale.width,i=this.scene.sys.scale.height,n=0;n<t.length;n++){var s=t[n],o=r(s,"x",0),A=r(s,"y",0),a=r(s,"width",e),h=r(s,"height",i),l=this.add(o,A,a,h);l.name=r(s,"name",""),l.zoom=r(s,"zoom",1),l.rotation=r(s,"rotation",0),l.scrollX=r(s,"scrollX",0),l.scrollY=r(s,"scrollY",0),l.roundPixels=r(s,"roundPixels",!1),l.visible=r(s,"visible",!0);var c=r(s,"backgroundColor",!1);c&&l.setBackgroundColor(c);var u=r(s,"bounds",null);if(u){var f=r(u,"x",0),g=r(u,"y",0),d=r(u,"width",e),p=r(u,"height",i);l.setBounds(f,g,d,p)}}return this},getCamera:function(t){for(var e=this.cameras,i=0;i<e.length;i++)if(e[i].name===t)return e[i];return null},getCamerasBelowPointer:function(t){for(var e=this.cameras,i=t.x,n=t.y,s=[],r=0;r<e.length;r++){var o=e[r];o.visible&&o.inputEnabled&&A(o,i,n)&&s.unshift(o)}return s},remove:function(t,e){void 0===e&&(e=!0),Array.isArray(t)||(t=[t]);for(var i=0,n=this.cameras,s=0;s<t.length;s++){var r=n.indexOf(t[s]);-1!==r&&(e?n[r].destroy():n[r].renderList=[],n.splice(r,1),i++)}return!this.main&&n[0]&&(this.main=n[0]),i},render:function(t,e){for(var i=this.scene,n=this.cameras,s=0;s<this.cameras.length;s++){var r=n[s];if(r.visible&&r.alpha>0){r.preRender();var o=this.getVisibleChildren(e.getChildren(),r);t.render(i,o,r)}}},getVisibleChildren:function(t,e){for(var i=[],n=0;n<t.length;n++){var s=t[n];s.willRender(e)&&i.push(s)}return i},resetAll:function(){for(var t=0;t<this.cameras.length;t++)this.cameras[t].destroy();return this.cameras=[],this.main=this.add(),this.main},update:function(t,e){for(var i=0;i<this.cameras.length;i++)this.cameras[i].update(t,e)},onResize:function(t,e,i,n,s){for(var r=0;r<this.cameras.length;r++){var o=this.cameras[r];0===o._x&&0===o._y&&o._width===n&&o._height===s&&o.setSize(e.width,e.height)}},resize:function(t,e){for(var i=0;i<this.cameras.length;i++)this.cameras[i].setSize(t,e)},shutdown:function(){this.main=void 0;for(var t=0;t<this.cameras.length;t++)this.cameras[t].destroy();this.cameras=[];var e=this.systems.events;e.off(h.UPDATE,this.update,this),e.off(h.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.default.destroy(),this.scene.sys.events.off(h.START,this.start,this),this.scene=null,this.systems=null}});o.register("CameraManager",l,"cameras"),t.exports=l},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="enterfullscreen"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="fullscreenfailed"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="fullscreenunsupported"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="leavefullscreen"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="orientationchange"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resize"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Config:i(346),CreateRenderer:i(366),DebugHeader:i(384),Events:i(22),TimeStep:i(385),VisibilityHandler:i(387)}},function(t,e){var i,n,s=t.exports={};function r(){throw new Error("setTimeout has not been defined")}function o(){throw new Error("clearTimeout has not been defined")}function A(t){if(i===setTimeout)return setTimeout(t,0);if((i===r||!i)&&setTimeout)return i=setTimeout,setTimeout(t,0);try{return i(t,0)}catch(e){try{return i.call(null,t,0)}catch(e){return i.call(this,t,0)}}}function a(t){if(n===clearTimeout)return clearTimeout(t);if((n===o||!n)&&clearTimeout)return n=clearTimeout,clearTimeout(t);try{return n(t)}catch(e){try{return n.call(null,t)}catch(e){return n.call(this,t)}}}(function(){try{i="function"===typeof setTimeout?setTimeout:r}catch(t){i=r}try{n="function"===typeof clearTimeout?clearTimeout:o}catch(t){n=o}})();var h,l=[],c=!1,u=-1;function f(){c&&h&&(c=!1,h.length?l=h.concat(l):u=-1,l.length&&g())}function g(){if(!c){var t=A(f);c=!0;var e=l.length;while(e){h=l,l=[];while(++u<e)h&&h[u].run();u=-1,e=l.length}h=null,c=!1,a(t)}}function d(t,e){this.fun=t,this.array=e}function p(){}s.nextTick=function(t){var e=new Array(arguments.length-1);if(arguments.length>1)for(var i=1;i<arguments.length;i++)e[i-1]=arguments[i];l.push(new d(t,e)),1!==l.length||c||A(g)},d.prototype.run=function(){this.fun.apply(null,this.array)},s.title="browser",s.browser=!0,s.env={},s.argv=[],s.version="",s.versions={},s.on=p,s.addListener=p,s.once=p,s.off=p,s.removeListener=p,s.removeAllListeners=p,s.emit=p,s.prependListener=p,s.prependOnceListener=p,s.listeners=function(t){return[]},s.binding=function(t){throw new Error("process.binding is not supported")},s.cwd=function(){return"/"},s.chdir=function(t){throw new Error("process.chdir is not supported")},s.umask=function(){return 0}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(137),s={gamepads:!1,mspointer:!1,touch:!1,wheelEvent:null};function r(){return"function"===typeof importScripts||(("ontouchstart"in document.documentElement||navigator.maxTouchPoints&&navigator.maxTouchPoints>=1)&&(s.touch=!0),(navigator.msPointerEnabled||navigator.pointerEnabled)&&(s.mspointer=!0),navigator.getGamepads&&(s.gamepads=!0),"onwheel"in window||n.ie&&"WheelEvent"in window?s.wheelEvent="wheel":"onmousewheel"in window?s.wheelEvent="mousewheel":n.firefox&&"MouseScrollEvent"in window&&(s.wheelEvent="DOMMouseScroll")),s}t.exports=r()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(137),s={audioData:!1,dolby:!1,m4a:!1,mp3:!1,ogg:!1,opus:!1,wav:!1,webAudio:!1,webm:!1};function r(){if("function"===typeof importScripts)return s;s.audioData=!!window["Audio"],s.webAudio=!(!window["AudioContext"]&&!window["webkitAudioContext"]);var t=document.createElement("audio"),e=!!t.canPlayType;try{if(e&&(t.canPlayType('audio/ogg; codecs="vorbis"').replace(/^no$/,"")&&(s.ogg=!0),(t.canPlayType('audio/ogg; codecs="opus"').replace(/^no$/,"")||t.canPlayType("audio/opus;").replace(/^no$/,""))&&(s.opus=!0),t.canPlayType("audio/mpeg;").replace(/^no$/,"")&&(s.mp3=!0),t.canPlayType("audio/wav").replace(/^no$/,"")&&(s.wav=!0),(t.canPlayType("audio/x-m4a;")||t.canPlayType("audio/aac;").replace(/^no$/,""))&&(s.m4a=!0),t.canPlayType('audio/webm; codecs="vorbis"').replace(/^no$/,"")&&(s.webm=!0),""!==t.canPlayType('audio/mp4;codecs="ec-3"')))if(n.edge)s.dolby=!0;else if(n.safari&&n.safariVersion>=9&&/Mac OS X (\d+)_(\d+)/.test(navigator.userAgent)){var i=parseInt(RegExp.$1,10),r=parseInt(RegExp.$2,10);(10===i&&r>=11||i>10)&&(s.dolby=!0)}}catch(o){}return s}t.exports=r()},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={h264:!1,hls:!1,mp4:!1,ogg:!1,vp9:!1,webm:!1};function n(){if("function"===typeof importScripts)return i;var t=document.createElement("video"),e=!!t.canPlayType;try{e&&(t.canPlayType('video/ogg; codecs="theora"').replace(/^no$/,"")&&(i.ogg=!0),t.canPlayType('video/mp4; codecs="avc1.42E01E"').replace(/^no$/,"")&&(i.h264=!0,i.mp4=!0),t.canPlayType('video/webm; codecs="vp8, vorbis"').replace(/^no$/,"")&&(i.webm=!0),t.canPlayType('video/webm; codecs="vp9"').replace(/^no$/,"")&&(i.vp9=!0),t.canPlayType('application/x-mpegURL; codecs="avc1.42E01E"').replace(/^no$/,"")&&(i.hls=!0))}catch(n){}return i}t.exports=n()},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={available:!1,cancel:"",keyboard:!1,request:""};function n(){if("function"===typeof importScripts)return i;var t,e="Fullscreen",n="FullScreen",s=["request"+e,"request"+n,"webkitRequest"+e,"webkitRequest"+n,"msRequest"+e,"msRequest"+n,"mozRequest"+n,"mozRequest"+e];for(t=0;t<s.length;t++)if(document.documentElement[s[t]]){i.available=!0,i.request=s[t];break}var r=["cancel"+n,"exit"+e,"webkitCancel"+n,"webkitExit"+e,"msCancel"+n,"msExit"+e,"mozCancel"+n,"mozExit"+e];if(i.available)for(t=0;t<r.length;t++)if(document[r[t]]){i.cancel=r[t];break}return window["Element"]&&Element["ALLOW_KEYBOARD_INPUT"]&&!/ Version\/5\.1(?:\.\d+)? Safari\//.test(navigator.userAgent)&&(i.keyboard=!0),Object.defineProperty(i,"active",{get:function(){return!!(document.fullscreenElement||document.webkitFullscreenElement||document.mozFullScreenElement||document.msFullscreenElement)}}),i}t.exports=n()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Between:i(349),BetweenPoints:i(350),BetweenPointsY:i(813),BetweenY:i(814),CounterClockwise:i(815),Normalize:i(351),Random:i(816),RandomDegrees:i(817),Reverse:i(818),RotateTo:i(819),ShortestBetween:i(820),Wrap:i(269),WrapDegrees:i(270)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return Math.atan2(e.x-t.x,e.y-t.y)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){return Math.atan2(i-t,n-e)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=function(t){return t>Math.PI&&(t-=n.PI2),Math.abs(((t+n.TAU)%n.PI2-n.PI2)%n.PI2)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       @samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(138),s=function(){return n(-Math.PI,Math.PI)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       @samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(138),s=function(){return n(-180,180)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(351),s=function(t){return n(t+Math.PI)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=function(t,e,i){return void 0===i&&(i=.05),t===e||(Math.abs(e-t)<=i||Math.abs(e-t)>=n.PI2-i?t=e:(Math.abs(e-t)>Math.PI&&(e<t?e+=n.PI2:e-=n.PI2),e>t?t+=i:e<t&&(t-=i))),t};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=e-t;if(0===i)return 0;var n=Math.floor((i- -180)/360);return i-360*n};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Between:i(50),BetweenPoints:i(352),BetweenPointsSquared:i(822),Chebyshev:i(823),Power:i(824),Snake:i(825),Squared:i(353)}},function(t,e){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.x-e.x,n=t.y-e.y;return i*i+n*n};t.exports=i},function(t,e){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){return Math.max(Math.abs(t-i),Math.abs(e-n))};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s){return void 0===s&&(s=2),Math.sqrt(Math.pow(i-t,s)+Math.pow(n-e,s))};t.exports=i},function(t,e){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){return Math.abs(t-i)+Math.abs(e-n)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Back:i(334),Bounce:i(335),Circular:i(336),Cubic:i(337),Elastic:i(338),Expo:i(339),Linear:i(340),Quadratic:i(341),Quartic:i(342),Quintic:i(343),Sine:i(344),Stepped:i(345)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Ceil:i(828),Equal:i(125),Floor:i(829),GreaterThan:i(354),LessThan:i(355)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e=1e-4),Math.ceil(t-e)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e=1e-4),Math.floor(t+e)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Bezier:i(831),CatmullRom:i(832),CubicBezier:i(358),Linear:i(833),QuadraticBezier:i(359),SmoothStep:i(360),SmootherStep:i(834)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(356),s=function(t,e){for(var i=0,s=t.length-1,r=0;r<=s;r++)i+=Math.pow(1-e,s-r)*Math.pow(e,r)*t[r]*n(s,r);return i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(194),s=function(t,e){var i=t.length-1,s=i*e,r=Math.floor(s);return t[0]===t[i]?(e<0&&(r=Math.floor(s=i*(1+e))),n(s-r,t[(r-1+i)%i],t[r],t[(r+1)%i],t[(r+2)%i])):e<0?t[0]-(n(-s,t[0],t[0],t[1],t[1])-t[0]):e>1?t[i]-(n(s-i,t[i],t[i],t[i-1],t[i-1])-t[i]):n(s-r,t[r?r-1:0],t[r],t[i<r+1?i:r+1],t[i<r+2?i:r+2])};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(136),s=function(t,e){var i=t.length-1,s=i*e,r=Math.floor(s);return e<0?n(t[0],t[1],s):e>1?n(t[i],t[i-1],i-s):n(t[r],t[r+1>i?i:r+1],s-r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(183),s=function(t,e,i){return e+(i-e)*n(t,0,1)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={GetNext:i(361),IsSize:i(139),IsValue:i(836)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t>0&&0===(t&t-1)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Ceil:i(140),Floor:i(77),To:i(838)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){return void 0===i&&(i=0),0===e?t:(t-=i,t=e*Math.round(t/e),n?(i+t)/e:i+t)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=new n({initialize:function(t){void 0===t&&(t=[(Date.now()*Math.random()).toString()]),this.c=1,this.s0=0,this.s1=0,this.s2=0,this.n=0,this.signs=[-1,1],t&&this.init(t)},rnd:function(){var t=2091639*this.s0+2.3283064365386963e-10*this.c;return this.c=0|t,this.s0=this.s1,this.s1=this.s2,this.s2=t-this.c,this.s2},hash:function(t){var e,i=this.n;t=t.toString();for(var n=0;n<t.length;n++)i+=t.charCodeAt(n),e=.02519603282416938*i,i=e>>>0,e-=i,e*=i,i=e>>>0,e-=i,i+=4294967296*e;return this.n=i,2.3283064365386963e-10*(i>>>0)},init:function(t){"string"===typeof t?this.state(t):this.sow(t)},sow:function(t){if(this.n=4022871197,this.s0=this.hash(" "),this.s1=this.hash(" "),this.s2=this.hash(" "),this.c=1,t)for(var e=0;e<t.length&&null!=t[e];e++){var i=t[e];this.s0-=this.hash(i),this.s0+=~~(this.s0<0),this.s1-=this.hash(i),this.s1+=~~(this.s1<0),this.s2-=this.hash(i),this.s2+=~~(this.s2<0)}},integer:function(){return 4294967296*this.rnd()},frac:function(){return this.rnd()+11102230246251565e-32*(2097152*this.rnd()|0)},real:function(){return this.integer()+this.frac()},integerInRange:function(t,e){return Math.floor(this.realInRange(0,e-t+1)+t)},between:function(t,e){return Math.floor(this.realInRange(0,e-t+1)+t)},realInRange:function(t,e){return this.frac()*(e-t)+t},normal:function(){return 1-2*this.frac()},uuid:function(){var t="",e="";for(e=t="";t++<36;e+=~t%5|3*t&4?(15^t?8^this.frac()*(20^t?16:4):4).toString(16):"-");return e},pick:function(t){return t[this.integerInRange(0,t.length-1)]},sign:function(){return this.pick(this.signs)},weightedPick:function(t){return t[~~(Math.pow(this.frac(),2)*(t.length-1)+.5)]},timestamp:function(t,e){return this.realInRange(t||9466848e5,e||1577862e6)},angle:function(){return this.integerInRange(-180,180)},rotation:function(){return this.realInRange(-3.1415926,3.1415926)},state:function(t){return"string"===typeof t&&t.match(/^!rnd/)&&(t=t.split(","),this.c=parseFloat(t[1]),this.s0=parseFloat(t[2]),this.s1=parseFloat(t[3]),this.s2=parseFloat(t[4])),["!rnd",this.c,this.s0,this.s1,this.s2].join(",")},shuffle:function(t){for(var e=t.length-1,i=e;i>0;i--){var n=Math.floor(this.frac()*(i+1)),s=t[n];t[n]=t[i],t[i]=s}return t}});t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){for(var e=0,i=0;i<t.length;i++)e+=+t[i];return e/t.length};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){void 0===e&&(e=0),void 0===i&&(i=10);var n=Math.pow(i,-e);return Math.ceil(t*n)/n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return Math.abs(t-e)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(69),o=i(1),A=new r,a=new s({initialize:function t(e,i,n,s){void 0===e&&(e=0),void 0===i&&(i=0),void 0===n&&(n=0),void 0===s&&(s=t.DefaultOrder),this._x=e,this._y=i,this._z=n,this._order=s,this.onChangeCallback=o},x:{get:function(){return this._x},set:function(t){this._x=t,this.onChangeCallback(this)}},y:{get:function(){return this._y},set:function(t){this._y=t,this.onChangeCallback(this)}},z:{get:function(){return this._z},set:function(t){this._z=t,this.onChangeCallback(this)}},order:{get:function(){return this._order},set:function(t){this._order=t,this.onChangeCallback(this)}},set:function(t,e,i,n){return void 0===n&&(n=this._order),this._x=t,this._y=e,this._z=i,this._order=n,this.onChangeCallback(this),this},copy:function(t){return this.set(t.x,t.y,t.z,t.order)},setFromQuaternion:function(t,e,i){return void 0===e&&(e=this._order),void 0===i&&(i=!1),A.fromQuat(t),this.setFromRotationMatrix(A,e,i)},setFromRotationMatrix:function(t,e,i){void 0===e&&(e=this._order),void 0===i&&(i=!1);var s=t.val,r=s[0],o=s[4],A=s[8],a=s[1],h=s[5],l=s[9],c=s[2],u=s[6],f=s[10],g=0,d=0,p=0,v=.99999;switch(e){case"XYZ":d=Math.asin(n(A,-1,1)),Math.abs(A)<v?(g=Math.atan2(-l,f),p=Math.atan2(-o,r)):g=Math.atan2(u,h);break;case"YXZ":g=Math.asin(-n(l,-1,1)),Math.abs(l)<v?(d=Math.atan2(A,f),p=Math.atan2(a,h)):d=Math.atan2(-c,r);break;case"ZXY":g=Math.asin(n(u,-1,1)),Math.abs(u)<v?(d=Math.atan2(-c,f),p=Math.atan2(-o,h)):p=Math.atan2(a,r);break;case"ZYX":d=Math.asin(-n(c,-1,1)),Math.abs(c)<v?(g=Math.atan2(u,f),p=Math.atan2(a,r)):p=Math.atan2(-o,h);break;case"YZX":p=Math.asin(n(a,-1,1)),Math.abs(a)<v?(g=Math.atan2(-l,h),d=Math.atan2(-c,r)):d=Math.atan2(A,f);break;case"XZY":p=Math.asin(-n(o,-1,1)),Math.abs(o)<v?(g=Math.atan2(u,h),d=Math.atan2(A,r)):g=Math.atan2(-l,f);break}return this._x=g,this._y=d,this._z=p,this._order=e,i&&this.onChangeCallback(this),this}});a.RotationOrders=["XYZ","YXZ","ZXY","ZYX","YZX","XZY"],a.DefaultOrder="XYZ",t.exports=a},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){void 0===e&&(e=0),void 0===i&&(i=10);var n=Math.pow(i,-e);return Math.floor(t*n)/n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t/e/1e3};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t==parseFloat(t)?!(t%2):void 0};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t===parseFloat(t)?!(t%2):void 0};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return Math.min(t+e,i)};t.exports=i},function(t,e){
/**
 * @author       Vladislav Forsh <vlad@robowhale.com>
 * @copyright    2021 RoboWhale
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e=t.length;if(0===e)return 0;t.sort((function(t,e){return t-e}));var i=Math.floor(e/2);return e%2===0?(t[i]+t[i-1])/2:t[i]};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return Math.max(t-e,i)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===i&&(i=e+1);var s=(t-e)/(i-e);return s>1?void 0!==n?(s=(n-t)/(n-i),s<0&&(s=0)):s=1:s<0&&(s=0),s};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e=1);var i=2*Math.random()*Math.PI;return t.x=Math.cos(i)*e,t.y=Math.sin(i)*e,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e=1);var i=2*Math.random()*Math.PI,n=2*Math.random()-1,s=Math.sqrt(1-n*n)*e;return t.x=Math.cos(i)*s,t.y=Math.sin(i)*s,t.z=n*e,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e=1),t.x=(2*Math.random()-1)*e,t.y=(2*Math.random()-1)*e,t.z=(2*Math.random()-1)*e,t.w=(2*Math.random()-1)*e,t};t.exports=i},function(t,e){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s){return t.x=e+s*Math.cos(n),t.y=i+s*Math.sin(n),t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){void 0===e&&(e=0),void 0===i&&(i=10);var n=Math.pow(i,-e);return Math.round(t*n)/n};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===e&&(e=1),void 0===i&&(i=1),void 0===n&&(n=1),n*=Math.PI/t;for(var s=[],r=[],o=0;o<t;o++)i-=e*n,e+=i*n,s[o]=i,r[o]=e;return{sin:r,cos:s,length:t}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3),s=function(t,e,i,s){void 0===s&&(s=new n);var r=0,o=0,A=e*i;return t>0&&t<=A&&(t>e-1?(o=Math.floor(t/e),r=t-o*e):r=t,s.set(r,o)),s};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return Math.abs(t-e)<=i};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(39),s=i(69),r=i(365),o=new s,A=new r,a=new n,h=function(t,e,i){return A.setAxisAngle(e,i),o.fromRotationTranslation(A,a.set(0,0,0)),t.transformMat4(o)};t.exports=h},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="addtexture"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="onerror"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="onload"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="ready"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="removetexture"},function(t,e){t.exports=["#define SHADER_NAME PHASER_BITMAP_MASK_FS","","precision mediump float;","","uniform vec2 uResolution;","uniform sampler2D uMainSampler;","uniform sampler2D uMaskSampler;","uniform bool uInvertMaskAlpha;","","void main ()","{","    vec2 uv = gl_FragCoord.xy / uResolution;","    vec4 mainColor = texture2D(uMainSampler, uv);","    vec4 maskColor = texture2D(uMaskSampler, uv);","    float alpha = mainColor.a;","","    if (!uInvertMaskAlpha)","    {","        alpha *= (maskColor.a);","    }","    else","    {","        alpha *= (1.0 - maskColor.a);","    }","","    gl_FragColor = vec4(mainColor.rgb * alpha, alpha);","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_BITMAP_MASK_VS","","precision mediump float;","","attribute vec2 inPosition;","","void main ()","{","    gl_Position = vec4(inPosition, 0.0, 1.0);","}",""].join("\n")},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pipelineafterflush"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pipelinebeforeflush"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pipelinebind"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pipelineboot"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pipelinedestroy"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pipelinerebind"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pipelineresize"},function(t,e){t.exports=["#define SHADER_NAME PHASER_GRAPHICS_FS","","precision mediump float;","","varying vec4 outColor;","","void main ()","{","    gl_FragColor = vec4(outColor.bgr * outColor.a, outColor.a);","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_GRAPHICS_VS","","precision mediump float;","","uniform mat4 uProjectionMatrix;","","attribute vec2 inPosition;","attribute vec4 inColor;","","varying vec4 outColor;","","void main ()","{","    gl_Position = uProjectionMatrix * vec4(inPosition, 1.0, 1.0);","","    outColor = inColor;","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_LIGHT_FS","","precision mediump float;","","struct Light","{","    vec2 position;","    vec3 color;","    float intensity;","    float radius;","};","","const int kMaxLights = %LIGHT_COUNT%;","","uniform vec4 uCamera; /* x, y, rotation, zoom */","uniform vec2 uResolution;","uniform sampler2D uMainSampler;","uniform sampler2D uNormSampler;","uniform vec3 uAmbientLightColor;","uniform Light uLights[kMaxLights];","uniform mat3 uInverseRotationMatrix;","","varying vec2 outTexCoord;","varying vec4 outTint;","","void main()","{","    vec3 finalColor = vec3(0.0, 0.0, 0.0);","    vec4 color = texture2D(uMainSampler, outTexCoord) * vec4(outTint.bgr * outTint.a, outTint.a);","    vec3 normalMap = texture2D(uNormSampler, outTexCoord).rgb;","    vec3 normal = normalize(uInverseRotationMatrix * vec3(normalMap * 2.0 - 1.0));","    vec2 res = vec2(min(uResolution.x, uResolution.y)) * uCamera.w;","","    for (int index = 0; index < kMaxLights; ++index)","    {","        Light light = uLights[index];","        vec3 lightDir = vec3((light.position.xy / res) - (gl_FragCoord.xy / res), 0.1);","        vec3 lightNormal = normalize(lightDir);","        float distToSurf = length(lightDir) * uCamera.w;","        float diffuseFactor = max(dot(normal, lightNormal), 0.0);","        float radius = (light.radius / res.x * uCamera.w) * uCamera.w;","        float attenuation = clamp(1.0 - distToSurf * distToSurf / (radius * radius), 0.0, 1.0);","        vec3 diffuse = light.color * diffuseFactor;","        finalColor += (attenuation * diffuse) * light.intensity;","    }","","    vec4 colorOutput = vec4(uAmbientLightColor + finalColor, 1.0);","","    gl_FragColor = color * vec4(colorOutput.rgb * colorOutput.a, colorOutput.a);","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_MULTI_FS","","precision mediump float;","","uniform sampler2D uMainSampler[%count%];","","varying vec2 outTexCoord;","varying float outTexId;","varying float outTintEffect;","varying vec4 outTint;","","void main ()","{","    vec4 texture;","","    %forloop%","","    vec4 texel = vec4(outTint.bgr * outTint.a, outTint.a);","","    //  Multiply texture tint","    vec4 color = texture * texel;","","    if (outTintEffect == 1.0)","    {","        //  Solid color + texture alpha","        color.rgb = mix(texture.rgb, outTint.bgr * outTint.a, texture.a);","    }","    else if (outTintEffect == 2.0)","    {","        //  Solid color, no texture","        color = texel;","    }","","    gl_FragColor = color;","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_MULTI_VS","","precision mediump float;","","uniform mat4 uProjectionMatrix;","","attribute vec2 inPosition;","attribute vec2 inTexCoord;","attribute float inTexId;","attribute float inTintEffect;","attribute vec4 inTint;","","varying vec2 outTexCoord;","varying float outTexId;","varying float outTintEffect;","varying vec4 outTint;","","void main ()","{","    gl_Position = uProjectionMatrix * vec4(inPosition, 1.0, 1.0);","","    outTexCoord = inTexCoord;","    outTexId = inTexId;","    outTint = inTint;","    outTintEffect = inTintEffect;","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_POINTLIGHT_FS","","precision mediump float;","","uniform vec2 uResolution;","uniform float uCameraZoom;","","varying vec4 lightPosition;","varying vec4 lightColor;","varying float lightRadius;","varying float lightAttenuation;","","void main ()","{","    vec2 center = (lightPosition.xy + 1.0) * (uResolution.xy * 0.5);","","    float distToSurf = length(center - gl_FragCoord.xy);","","    float radius = 1.0 - distToSurf / (lightRadius * uCameraZoom);","","    float intensity = smoothstep(0.0, 1.0, radius * lightAttenuation);","","    vec4 color = vec4(intensity, intensity, intensity, 0.0) * lightColor;","","    gl_FragColor = vec4(color.rgb * lightColor.a, color.a);","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_POINTLIGHT_VS","","precision mediump float;","","uniform mat4 uProjectionMatrix;","","attribute vec2 inPosition;","attribute vec2 inLightPosition;","attribute vec4 inLightColor;","attribute float inLightRadius;","attribute float inLightAttenuation;","","varying vec4 lightPosition;","varying vec4 lightColor;","varying float lightRadius;","varying float lightAttenuation;","","void main ()","{","    lightColor = inLightColor;","    lightRadius = inLightRadius;","    lightAttenuation = inLightAttenuation;","    lightPosition = uProjectionMatrix * vec4(inLightPosition, 1.0, 1.0);","","    gl_Position = uProjectionMatrix * vec4(inPosition, 1.0, 1.0);","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_SINGLE_FS","","precision mediump float;","","uniform sampler2D uMainSampler;","","varying vec2 outTexCoord;","varying float outTintEffect;","varying vec4 outTint;","","void main ()","{","    vec4 texture = texture2D(uMainSampler, outTexCoord);","    vec4 texel = vec4(outTint.bgr * outTint.a, outTint.a);","","    //  Multiply texture tint","    vec4 color = texture * texel;","","    if (outTintEffect == 1.0)","    {","        //  Solid color + texture alpha","        color.rgb = mix(texture.rgb, outTint.bgr * outTint.a, texture.a);","    }","    else if (outTintEffect == 2.0)","    {","        //  Solid color, no texture","        color = texel;","    }","","    gl_FragColor = color;","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_SINGLE_VS","","precision mediump float;","","uniform mat4 uProjectionMatrix;","","attribute vec2 inPosition;","attribute vec2 inTexCoord;","attribute float inTexId;","attribute float inTintEffect;","attribute vec4 inTint;","","varying vec2 outTexCoord;","varying float outTintEffect;","varying vec4 outTint;","","void main ()","{","    gl_Position = uProjectionMatrix * vec4(inPosition, 1.0, 1.0);","","    outTexCoord = inTexCoord;","    outTint = inTint;","    outTintEffect = inTintEffect;","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_ADD_BLEND_FS","","precision mediump float;","","uniform sampler2D uMainSampler1;","uniform sampler2D uMainSampler2;","uniform float uStrength;","","varying vec2 outTexCoord;","","void main ()","{","    vec4 frame1 = texture2D(uMainSampler1, outTexCoord);","    vec4 frame2 = texture2D(uMainSampler2, outTexCoord);","","    gl_FragColor = frame1 + frame2 * uStrength;","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_COLORMATRIX_FS","","precision mediump float;","","uniform sampler2D uMainSampler;","uniform float uColorMatrix[20];","uniform float uAlpha;","","varying vec2 outTexCoord;","","void main ()","{","    vec4 c = texture2D(uMainSampler, outTexCoord);","","    if (uAlpha == 0.0)","    {","        gl_FragColor = c;","","        return;","    }","","    if (c.a > 0.0)","    {","        c.rgb /= c.a;","    }","","    vec4 result;","","    result.r = (uColorMatrix[0] * c.r) + (uColorMatrix[1] * c.g) + (uColorMatrix[2] * c.b) + (uColorMatrix[3] * c.a) + uColorMatrix[4];","    result.g = (uColorMatrix[5] * c.r) + (uColorMatrix[6] * c.g) + (uColorMatrix[7] * c.b) + (uColorMatrix[8] * c.a) + uColorMatrix[9];","    result.b = (uColorMatrix[10] * c.r) + (uColorMatrix[11] * c.g) + (uColorMatrix[12] * c.b) + (uColorMatrix[13] * c.a) + uColorMatrix[14];","    result.a = (uColorMatrix[15] * c.r) + (uColorMatrix[16] * c.g) + (uColorMatrix[17] * c.b) + (uColorMatrix[18] * c.a) + uColorMatrix[19];","","    vec3 rgb = mix(c.rgb, result.rgb, uAlpha);","","    rgb *= result.a;","","    gl_FragColor = vec4(rgb, result.a);","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_COPY_FS","","precision mediump float;","","uniform sampler2D uMainSampler;","uniform float uBrightness;","","varying vec2 outTexCoord;","","void main ()","{","    gl_FragColor = texture2D(uMainSampler, outTexCoord) * uBrightness;","}",""].join("\n")},function(t,e){t.exports=["#define SHADER_NAME PHASER_LINEAR_BLEND_FS","","precision mediump float;","","uniform sampler2D uMainSampler1;","uniform sampler2D uMainSampler2;","uniform float uStrength;","","varying vec2 outTexCoord;","","void main ()","{","    vec4 frame1 = texture2D(uMainSampler1, outTexCoord);","    vec4 frame2 = texture2D(uMainSampler2, outTexCoord);","","    gl_FragColor = mix(frame1, frame2 * uStrength, 0.5);","}",""].join("\n")},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={GenerateTexture:i(388),Palettes:i(889)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ARNE16:i(389),C64:i(890),CGA:i(891),JMP:i(892),MSX:i(893)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={0:"#000",1:"#fff",2:"#8b4131",3:"#7bbdc5",4:"#8b41ac",5:"#6aac41",6:"#3931a4",7:"#d5de73",8:"#945a20",9:"#5a4100",A:"#bd736a",B:"#525252",C:"#838383",D:"#acee8b",E:"#7b73de",F:"#acacac"}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={0:"#000",1:"#2234d1",2:"#0c7e45",3:"#44aacc",4:"#8a3622",5:"#5c2e78",6:"#aa5c3d",7:"#b5b5b5",8:"#5e606e",9:"#4c81fb",A:"#6cd947",B:"#7be2f9",C:"#eb8a60",D:"#e23d69",E:"#ffd93f",F:"#fff"}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={0:"#000",1:"#191028",2:"#46af45",3:"#a1d685",4:"#453e78",5:"#7664fe",6:"#833129",7:"#9ec2e8",8:"#dc534b",9:"#e18d79",A:"#d6b97b",B:"#e9d8a1",C:"#216c4b",D:"#d365c8",E:"#afaab9",F:"#f5f4eb"}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={0:"#000",1:"#191028",2:"#46af45",3:"#a1d685",4:"#453e78",5:"#7664fe",6:"#833129",7:"#9ec2e8",8:"#dc534b",9:"#e18d79",A:"#d6b97b",B:"#e9d8a1",C:"#216c4b",D:"#d365c8",E:"#afaab9",F:"#fff"}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Path:i(895),MoveTo:i(393),CubicBezier:i(390),Curve:i(94),Ellipse:i(391),Line:i(392),QuadraticBezier:i(394),Spline:i(395)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(390),r=i(391),o=i(5),A=i(392),a=i(393),h=i(394),l=i(10),c=i(395),u=i(3),f=i(14),g=new n({initialize:function(t,e){void 0===t&&(t=0),void 0===e&&(e=0),this.name="",this.curves=[],this.cacheLengths=[],this.autoClose=!1,this.startPoint=new u,this._tmpVec2A=new u,this._tmpVec2B=new u,"object"===typeof t?this.fromJSON(t):this.startPoint.set(t,e)},add:function(t){return this.curves.push(t),this},circleTo:function(t,e,i){return void 0===e&&(e=!1),this.ellipseTo(t,t,0,360,e,i)},closePath:function(){var t=this.curves[0].getPoint(0),e=this.curves[this.curves.length-1].getPoint(1);return t.equals(e)||this.curves.push(new A(e,t)),this},cubicBezierTo:function(t,e,i,n,r,o){var A,a,h,l=this.getEndPoint();return t instanceof u?(A=t,a=e,h=i):(A=new u(i,n),a=new u(r,o),h=new u(t,e)),this.add(new s(l,A,a,h))},quadraticBezierTo:function(t,e,i,n){var s,r,o=this.getEndPoint();return t instanceof u?(s=t,r=e):(s=new u(i,n),r=new u(t,e)),this.add(new h(o,s,r))},draw:function(t,e){for(var i=0;i<this.curves.length;i++){var n=this.curves[i];n.active&&n.draw(t,e)}return t},ellipseTo:function(t,e,i,n,s,o){var A=new r(0,0,t,e,i,n,s,o),a=this.getEndPoint(this._tmpVec2A),h=A.getStartPoint(this._tmpVec2B);return a.subtract(h),A.x=a.x,A.y=a.y,this.add(A)},fromJSON:function(t){this.curves=[],this.cacheLengths=[],this.startPoint.set(t.x,t.y),this.autoClose=t.autoClose;for(var e=0;e<t.curves.length;e++){var i=t.curves[e];switch(i.type){case"LineCurve":this.add(A.fromJSON(i));break;case"EllipseCurve":this.add(r.fromJSON(i));break;case"SplineCurve":this.add(c.fromJSON(i));break;case"CubicBezierCurve":this.add(s.fromJSON(i));break;case"QuadraticBezierCurve":this.add(h.fromJSON(i));break}}return this},getBounds:function(t,e){void 0===t&&(t=new l),void 0===e&&(e=16),t.x=Number.MAX_VALUE,t.y=Number.MAX_VALUE;for(var i=new l,n=f.MIN_SAFE_INTEGER,s=f.MIN_SAFE_INTEGER,r=0;r<this.curves.length;r++){var o=this.curves[r];o.active&&(o.getBounds(i,e),t.x=Math.min(t.x,i.x),t.y=Math.min(t.y,i.y),n=Math.max(n,i.right),s=Math.max(s,i.bottom))}return t.right=n,t.bottom=s,t},getCurveLengths:function(){if(this.cacheLengths.length===this.curves.length)return this.cacheLengths;for(var t=[],e=0,i=0;i<this.curves.length;i++)e+=this.curves[i].getLength(),t.push(e);return this.cacheLengths=t,t},getEndPoint:function(t){return void 0===t&&(t=new u),this.curves.length>0?this.curves[this.curves.length-1].getPoint(1,t):t.copy(this.startPoint),t},getLength:function(){var t=this.getCurveLengths();return t[t.length-1]},getPoint:function(t,e){void 0===e&&(e=new u);var i=t*this.getLength(),n=this.getCurveLengths(),s=0;while(s<n.length){if(n[s]>=i){var r=n[s]-i,o=this.curves[s],A=o.getLength(),a=0===A?0:1-r/A;return o.getPointAt(a,e)}s++}return null},getPoints:function(t){void 0===t&&(t=12);for(var e,i=[],n=0;n<this.curves.length;n++){var s=this.curves[n];if(s.active)for(var r=s.getResolution(t),o=s.getPoints(r),A=0;A<o.length;A++){var a=o[A];e&&e.equals(a)||(i.push(a),e=a)}}return this.autoClose&&i.length>1&&!i[i.length-1].equals(i[0])&&i.push(i[0]),i},getRandomPoint:function(t){return void 0===t&&(t=new u),this.getPoint(Math.random(),t)},getSpacedPoints:function(t){void 0===t&&(t=40);for(var e=[],i=0;i<=t;i++)e.push(this.getPoint(i/t));return this.autoClose&&e.push(e[0]),e},getStartPoint:function(t){return void 0===t&&(t=new u),t.copy(this.startPoint)},getTangent:function(t,e){void 0===e&&(e=new u);var i=t*this.getLength(),n=this.getCurveLengths(),s=0;while(s<n.length){if(n[s]>=i){var r=n[s]-i,o=this.curves[s],A=o.getLength(),a=0===A?0:1-r/A;return o.getTangentAt(a,e)}s++}return null},lineTo:function(t,e){t instanceof u?this._tmpVec2B.copy(t):this._tmpVec2B.set(t,e);var i=this.getEndPoint(this._tmpVec2A);return this.add(new A([i.x,i.y,this._tmpVec2B.x,this._tmpVec2B.y]))},splineTo:function(t){return t.unshift(this.getEndPoint()),this.add(new c(t))},moveTo:function(t,e){return t instanceof u?this.add(new a(t.x,t.y)):this.add(new a(t,e))},toJSON:function(){for(var t=[],e=0;e<this.curves.length;e++)t.push(this.curves[e].toJSON());return{type:"Path",x:this.startPoint.x,y:this.startPoint.y,autoClose:this.autoClose,curves:t}},updateArcLengths:function(){this.cacheLengths=[],this.getCurveLengths()},destroy:function(){this.curves.length=0,this.cacheLengths.length=0,this.startPoint=void 0}});o.register("path",(function(t,e){return new g(t,e)})),t.exports=g},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={DataManager:i(101),DataManagerPlugin:i(897),Events:i(315)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(101),r=i(24),o=i(20),A=new n({Extends:s,initialize:function(t){s.call(this,t,t.sys.events),this.scene=t,this.systems=t.sys,t.sys.events.once(o.BOOT,this.boot,this),t.sys.events.on(o.START,this.start,this)},boot:function(){this.events=this.systems.events,this.events.once(o.DESTROY,this.destroy,this)},start:function(){this.events.once(o.SHUTDOWN,this.shutdown,this)},shutdown:function(){this.systems.events.off(o.SHUTDOWN,this.shutdown,this)},destroy:function(){s.prototype.destroy.call(this),this.events.off(o.START,this.start,this),this.scene=null,this.systems=null}});r.register("DataManagerPlugin",A,"data"),t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Align:i(899),BaseShader:i(396),Bounds:i(902),Canvas:i(906),Color:i(397),ColorMatrix:i(198),Masks:i(916),RGB:i(200)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(124),s=i(17),r={In:i(900),To:i(901)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BottomCenter:i(290),BottomLeft:i(291),BottomRight:i(292),Center:i(293),LeftCenter:i(295),QuickSet:i(289),RightCenter:i(296),TopCenter:i(297),TopLeft:i(298),TopRight:i(299)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BottomCenter:i(277),BottomLeft:i(278),BottomRight:i(279),LeftBottom:i(280),LeftCenter:i(281),LeftTop:i(282),QuickSet:i(276),RightBottom:i(283),RightCenter:i(284),RightTop:i(285),TopCenter:i(286),TopLeft:i(287),TopRight:i(288)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={CenterOn:i(294),GetBottom:i(42),GetBounds:i(903),GetCenterX:i(88),GetCenterY:i(90),GetLeft:i(43),GetOffsetX:i(904),GetOffsetY:i(905),GetRight:i(44),GetTop:i(45),SetBottom:i(55),SetCenterX:i(89),SetCenterY:i(91),SetLeft:i(53),SetRight:i(54),SetTop:i(52)}},function(t,e,i){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(42),s=i(43),r=i(44),o=i(45),A=function(t,e){void 0===e&&(e={});var i=s(t),A=o(t);return e.x=i,e.y=A,e.width=r(t)-i,e.height=n(t)-A,e};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.width*t.originX};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.height*t.originY};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={CanvasInterpolation:i(367),CanvasPool:i(31),Smoothing:i(192),TouchAction:i(907),UserSelect:i(908)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return void 0===e&&(e="none"),t.style["msTouchAction"]=e,t.style["ms-touch-action"]=e,t.style["touch-action"]=e,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e="none");var i=["-webkit-","-khtml-","-moz-","-ms-",""];return i.forEach((function(i){t.style[i+"user-select"]=e})),t.style["-webkit-touch-callout"]=e,t.style["-webkit-tap-highlight-color"]="rgba(0, 0, 0, 0)",t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(103),s=function(t){void 0===t&&(t=1024);var e,i=[],s=255,r=255,o=0,A=0;for(e=0;e<=s;e++)i.push({r:r,g:e,b:A,color:n(r,e,A)});for(o=255,e=s;e>=0;e--)i.push({r:e,g:o,b:A,color:n(e,o,A)});for(r=0,e=0;e<=s;e++,o--)i.push({r:r,g:o,b:e,color:n(r,o,e)});for(o=0,A=255,e=0;e<=s;e++,A--,r++)i.push({r:r,g:o,b:A,color:n(r,o,A)});if(1024===t)return i;var a=[],h=0,l=1024/t;for(e=0;e<t;e++)a.push(i[Math.floor(h)]),h+=l;return a};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e={r:t>>16&255,g:t>>8&255,b:255&t,a:255};return t>16777215&&(e.a=t>>>24),e};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(38),s=i(399),r=function(t,e,i){var r=i,o=i,A=i;if(0!==e){var a=i<.5?i*(1+e):i+e-i*e,h=2*i-a;r=s(h,a,t+1/3),o=s(h,a,t),A=s(h,a,t-1/3)}var l=new n;return l.setGLTo(r,o,A,1)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(188),s=function(t,e){void 0===t&&(t=1),void 0===e&&(e=1);for(var i=[],s=0;s<=359;s++)i.push(n(s/359,t,e));return i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(136),s=function(t,e,i,s,r,o,A,a){void 0===A&&(A=100),void 0===a&&(a=0);var h=a/A;return{r:n(t,s,h),g:n(e,r,h),b:n(i,o,h)}},r=function(t,e,i,n){return void 0===i&&(i=100),void 0===n&&(n=0),s(t.r,t.g,t.b,e.r,e.g,e.b,i,n)},o=function(t,e,i,n,r,o){return void 0===r&&(r=100),void 0===o&&(o=0),s(t.r,t.g,t.b,e,i,n,r,o)};t.exports={RGBWithRGB:s,ColorWithRGB:o,ColorWithColor:r}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(195),s=i(38),r=function(t,e){return void 0===t&&(t=0),void 0===e&&(e=255),new s(n(t,e),n(t,e),n(t,e))};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(398),s=function(t,e,i,s,r){return void 0===s&&(s=255),void 0===r&&(r="#"),"#"===r?"#"+((1<<24)+(t<<16)+(e<<8)+i).toString(16).slice(1,7):"0x"+n(s)+n(t)+n(e)+n(i)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BitmapMask:i(310),GeometryMask:i(311)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={AddToDOM:i(143),DOMContentLoaded:i(400),GetInnerHeight:i(401),GetScreenOrientation:i(402),GetTarget:i(407),ParseXML:i(408),RemoveFromDOM:i(202),RequestAnimationFrame:i(386)};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={EventEmitter:i(919)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(9),r=i(24),o=new n({Extends:s,initialize:function(){s.call(this)},shutdown:function(){this.removeAllListeners()},destroy:function(){this.removeAllListeners()}});r.register("EventEmitter",o,"events"),t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(143),s=i(321),r=i(325),o=i(31),A=i(0),a=i(346),h=i(921),l=i(366),c=i(101),u=i(384),f=i(347),g=i(400),d=i(9),p=i(22),v=i(409),m=i(24),w=i(414),B=i(415),y=i(417),x=i(106),C=i(422),E=i(385),I=i(387),D=i(426),P=new A({initialize:function(t){this.config=new a(t),this.renderer=null,this.domContainer=null,this.canvas=null,this.context=null,this.isBooted=!1,this.isRunning=!1,this.events=new d,this.anims=new s(this),this.textures=new C(this),this.cache=new r(this),this.registry=new c(this),this.input=new v(this,this.config),this.scene=new y(this,this.config.sceneConfig),this.device=f,this.scale=new B(this,this.config),this.sound=null,this.sound=D.create(this),this.loop=new E(this,this.config.fps),this.plugins=new w(this,this.config),this.pendingDestroy=!1,this.removeCanvas=!1,this.noReturn=!1,this.hasFocus=!1,g(this.boot.bind(this))},boot:function(){m.hasCore("EventEmitter")?(this.isBooted=!0,this.config.preBoot(this),this.scale.preBoot(),l(this),h(this),u(this),n(this.canvas,this.config.parent),this.textures.once(x.READY,this.texturesReady,this),this.events.emit(p.BOOT)):console.warn("Aborting. Core Plugins missing.")},texturesReady:function(){this.events.emit(p.READY),this.start()},start:function(){this.isRunning=!0,this.config.postBoot(this),this.renderer?this.loop.start(this.step.bind(this)):this.loop.start(this.headlessStep.bind(this)),I(this);var t=this.events;t.on(p.HIDDEN,this.onHidden,this),t.on(p.VISIBLE,this.onVisible,this),t.on(p.BLUR,this.onBlur,this),t.on(p.FOCUS,this.onFocus,this)},step:function(t,e){if(this.pendingDestroy)return this.runDestroy();var i=this.events;i.emit(p.PRE_STEP,t,e),i.emit(p.STEP,t,e),this.scene.update(t,e),i.emit(p.POST_STEP,t,e);var n=this.renderer;n.preRender(),i.emit(p.PRE_RENDER,n,t,e),this.scene.render(n),n.postRender(),i.emit(p.POST_RENDER,n,t,e)},headlessStep:function(t,e){if(this.pendingDestroy)return this.runDestroy();var i=this.events;i.emit(p.PRE_STEP,t,e),i.emit(p.STEP,t,e),this.scene.update(t,e),i.emit(p.POST_STEP,t,e),i.emit(p.PRE_RENDER),i.emit(p.POST_RENDER)},onHidden:function(){this.loop.pause(),this.events.emit(p.PAUSE)},onVisible:function(){this.loop.resume(),this.events.emit(p.RESUME)},onBlur:function(){this.hasFocus=!1,this.loop.blur()},onFocus:function(){this.hasFocus=!0,this.loop.focus()},getFrame:function(){return this.loop.frame},getTime:function(){return this.loop.now},destroy:function(t,e){void 0===e&&(e=!1),this.pendingDestroy=!0,this.removeCanvas=t,this.noReturn=e},runDestroy:function(){this.scene.destroy(),this.events.emit(p.DESTROY),this.events.removeAllListeners(),this.renderer&&this.renderer.destroy(),this.removeCanvas&&this.canvas&&(o.remove(this.canvas),this.canvas.parentNode&&this.canvas.parentNode.removeChild(this.canvas)),this.domContainer&&this.domContainer.parentNode.removeChild(this.domContainer),this.loop.destroy(),this.pendingDestroy=!1}});t.exports=P},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(143),s=function(t){var e=t.config;if(e.parent&&e.domCreateContainer){var i=document.createElement("div");i.style.cssText=["display: block;","width: "+t.scale.width+"px;","height: "+t.scale.height+"px;","padding: 0; margin: 0;","position: absolute;","overflow: hidden;","transform: scale(1);","transform-origin: left top;"].join(" "),t.domContainer=i,n(i,e.parent)}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="boot"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="destroy"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragend"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragenter"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="drag"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragleave"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragover"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="drop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="gameout"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="gameover"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="gameobjectdown"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragend"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragenter"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="drag"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragleave"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragover"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="drop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="gameobjectmove"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="gameobjectout"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="gameobjectover"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerdown"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointermove"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerout"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerover"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerup"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="wheel"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="gameobjectup"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="gameobjectwheel"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="boot"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="process"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="update"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerdown"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerdownoutside"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointermove"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerout"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerover"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerup"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerupoutside"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="wheel"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pointerlockchange"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="preupdate"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="shutdown"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="start"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="update"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="addfile"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="complete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="filecomplete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="filecomplete-"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="loaderror"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="load"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="fileprogress"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="postprocess"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="progress"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="start"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={game:"game",renderer:"renderer",anims:"anims",cache:"cache",plugins:"plugins",registry:"registry",scale:"scale",sound:"sound",textures:"textures",events:"events",cameras:"cameras",add:"add",make:"make",scenePlugin:"scene",displayList:"children",lights:"lights",data:"data",input:"input",load:"load",time:"time",tweens:"tweens",arcadePhysics:"physics",impactPhysics:"impact",matterPhysics:"matter"};t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(i.getElementsByTagName("TextureAtlas")){var n=t.source[e];t.add("__BASE",e,0,0,n.width,n.height);for(var s,r=i.getElementsByTagName("SubTexture"),o=0;o<r.length;o++){var A=r[o].attributes,a=A.name.value,h=parseInt(A.x.value,10),l=parseInt(A.y.value,10),c=parseInt(A.width.value,10),u=parseInt(A.height.value,10);if(s=t.add(a,e,h,l,c,u),A.frameX){var f=Math.abs(parseInt(A.frameX.value,10)),g=Math.abs(parseInt(A.frameY.value,10)),d=parseInt(A.frameWidth.value,10),p=parseInt(A.frameHeight.value,10);s.setTrim(c,u,f,g,d,p)}}return t}console.warn("Invalid Texture Atlas XML given")};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.source[e];return t.add("__BASE",e,0,0,i.width,i.height),t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.source[e];return t.add("__BASE",e,0,0,i.width,i.height),t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(78),s=function(t,e,i){if(i["frames"]||i["textures"]){var s=t.source[e];t.add("__BASE",e,0,0,s.width,s.height);for(var r,o=Array.isArray(i.textures)?i.textures[e].frames:i.frames,A=0;A<o.length;A++){var a=o[A];r=t.add(a.filename,e,a.frame.x,a.frame.y,a.frame.w,a.frame.h),a.trimmed&&r.setTrim(a.sourceSize.w,a.sourceSize.h,a.spriteSourceSize.x,a.spriteSourceSize.y,a.spriteSourceSize.w,a.spriteSourceSize.h),a.rotated&&(r.rotated=!0,r.updateUVsInverted());var h=a.anchor||a.pivot;h&&(r.customPivot=!0,r.pivotX=h.x,r.pivotY=h.y),r.customData=n(a)}for(var l in i)"frames"!==l&&(Array.isArray(i[l])?t.customData[l]=i[l].slice(0):t.customData[l]=i[l]);return t}console.warn("Invalid Texture Atlas JSON Array")};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(78),s=function(t,e,i){if(i["frames"]){var s=t.source[e];t.add("__BASE",e,0,0,s.width,s.height);var r,o=i.frames;for(var A in o)if(o.hasOwnProperty(A)){var a=o[A];r=t.add(A,e,a.frame.x,a.frame.y,a.frame.w,a.frame.h),a.trimmed&&r.setTrim(a.sourceSize.w,a.sourceSize.h,a.spriteSourceSize.x,a.spriteSourceSize.y,a.spriteSourceSize.w,a.spriteSourceSize.h),a.rotated&&(r.rotated=!0,r.updateUVsInverted());var h=a.anchor||a.pivot;h&&(r.customPivot=!0,r.pivotX=h.x,r.pivotY=h.y),r.customData=n(a)}for(var l in i)"frames"!==l&&(Array.isArray(i[l])?t.customData[l]=i[l].slice(0):t.customData[l]=i[l]);return t}console.warn("Invalid Texture Atlas JSON Hash given, missing 'frames' Object")};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(2),s=function(t,e,i,s,r,o,A){var a=n(A,"frameWidth",null),h=n(A,"frameHeight",a);if(null===a)throw new Error("TextureManager.SpriteSheet: Invalid frameWidth given.");var l=t.source[e];t.add("__BASE",e,0,0,l.width,l.height);var c=n(A,"startFrame",0),u=n(A,"endFrame",-1),f=n(A,"margin",0),g=n(A,"spacing",0),d=Math.floor((r-f+g)/(a+g)),p=Math.floor((o-f+g)/(h+g)),v=d*p;0===v&&console.warn("SpriteSheet frame dimensions will result in zero frames for texture:",t.key),(c>v||c<-v)&&(c=0),c<0&&(c=v+c),-1!==u&&(v=c+(u+1));for(var m=f,w=f,B=0,y=0,x=0;x<v;x++){B=0,y=0;var C=m+a,E=w+h;C>r&&(B=C-r),E>o&&(y=E-o),t.add(x,e,i+m,s+w,a-B,h-y),m+=a+g,m+a>r&&(m=f,w+=h+g)}return t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(2),s=function(t,e,i){var s=n(i,"frameWidth",null),r=n(i,"frameHeight",s);if(!s)throw new Error("TextureManager.SpriteSheetFromAtlas: Invalid frameWidth given.");var o=t.source[0];t.add("__BASE",0,0,0,o.width,o.height);var A,a=n(i,"startFrame",0),h=n(i,"endFrame",-1),l=n(i,"margin",0),c=n(i,"spacing",0),u=e.cutX,f=e.cutY,g=e.cutWidth,d=e.cutHeight,p=e.realWidth,v=e.realHeight,m=Math.floor((p-l+c)/(s+c)),w=Math.floor((v-l+c)/(r+c)),B=m*w,y=e.x,x=s-y,C=s-(p-g-y),E=e.y,I=r-E,D=r-(v-d-E);(a>B||a<-B)&&(a=0),a<0&&(a=B+a),-1!==h&&(B=a+(h+1));for(var P=l,b=l,M=0,O=e.sourceIndex,Q=0;Q<w;Q++){for(var T=0===Q,S=Q===w-1,R=0;R<m;R++){var k=0===R,z=R===m-1;if(A=t.add(M,O,u+P,f+b,s,r),k||T||z||S){var L=k?y:0,H=T?E:0,G=0,F=0;k&&(G+=s-x),z&&(G+=s-C),T&&(F+=r-I),S&&(F+=r-D);var Y=s-G,N=r-F;A.cutWidth=Y,A.cutHeight=N,A.setTrim(s,r,L,H,Y,N)}P+=c,P+=k?x:z?C:s,M++}P=l,b+=c,b+=T?I:S?D:r}return t};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=0,n=function(t,e,n,s){var r=i-s.y-s.height;t.add(n,e,s.x,r,s.width,s.height)},s=function(t,e,s){var r=t.source[e];t.add("__BASE",e,0,0,r.width,r.height),i=r.height;for(var o=s.split("\n"),A=/^[ ]*(- )*(\w+)+[: ]+(.*)/,a="",h="",l={x:0,y:0,width:0,height:0},c=0;c<o.length;c++){var u=o[c].match(A);if(u){var f="- "===u[1],g=u[2],d=u[3];if(f&&(h!==a&&(n(t,e,h,l),a=h),l={x:0,y:0,width:0,height:0}),"name"!==g)switch(g){case"x":case"y":case"width":case"height":l[g]=parseInt(d,10);break}else h=d}}return h!==a&&n(t,e,h,l),t};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="complete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="decoded"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="decodedall"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="destroy"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="detune"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="detune"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="mute"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="rate"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="volume"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="loop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="looped"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="mute"},function(t,e){
/**
 * @author       pi-kei
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pan"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pauseall"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pause"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="play"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="rate"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resumeall"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resume"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="seek"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="stopall"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="stop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="unlocked"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="volume"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={Events:i(76),DisplayList:i(1012),GameObjectCreator:i(16),GameObjectFactory:i(5),UpdateList:i(1038),Components:i(11),GetCalcMatrix:i(19),BuildGameObject:i(28),BuildGameObjectAnimation:i(439),GameObject:i(15),BitmapText:i(149),Blitter:i(213),Bob:i(440),Container:i(214),DOMElement:i(442),DynamicBitmapText:i(215),Extern:i(444),Graphics:i(216),Group:i(113),Image:i(126),Layer:i(219),Particles:i(1072),PathFollower:i(457),RenderTexture:i(221),RetroFont:i(1080),Rope:i(223),Sprite:i(74),Text:i(224),GetTextSize:i(458),MeasureText:i(460),TextStyle:i(459),TileSprite:i(225),Zone:i(130),Video:i(226),Shape:i(34),Arc:i(461),Curve:i(462),Ellipse:i(463),Grid:i(464),IsoBox:i(465),IsoTriangle:i(466),Line:i(467),Polygon:i(468),Rectangle:i(473),Star:i(474),Triangle:i(475),Factories:{Blitter:i(1128),Container:i(1129),DOMElement:i(1130),DynamicBitmapText:i(1131),Extern:i(1132),Graphics:i(1133),Group:i(1134),Image:i(1135),Layer:i(1136),Particles:i(1137),PathFollower:i(1138),RenderTexture:i(1139),Rope:i(1140),Sprite:i(1141),StaticBitmapText:i(1142),Text:i(1143),TileSprite:i(1144),Zone:i(1145),Video:i(1146),Arc:i(1147),Curve:i(1148),Ellipse:i(1149),Grid:i(1150),IsoBox:i(1151),IsoTriangle:i(1152),Line:i(1153),Polygon:i(1154),Rectangle:i(1155),Star:i(1156),Triangle:i(1157)},Creators:{Blitter:i(1158),Container:i(1159),DynamicBitmapText:i(1160),Graphics:i(1161),Group:i(1162),Image:i(1163),Layer:i(1164),Particles:i(1165),RenderTexture:i(1166),Rope:i(1167),Sprite:i(1168),StaticBitmapText:i(1169),Text:i(1170),TileSprite:i(1171),Zone:i(1172),Video:i(1173)}};n.Shader=i(229),n.Mesh=i(230),n.PointLight=i(151),n.Factories.Shader=i(1182),n.Factories.Mesh=i(1183),n.Factories.PointLight=i(1184),n.Creators.Shader=i(1185),n.Creators.Mesh=i(1186),n.Creators.PointLight=i(1187),n.Light=i(481),n.LightsManager=i(482),n.LightsPlugin=i(1188),t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(110),r=i(24),o=i(76),A=i(20),a=i(80),h=new n({Extends:s,initialize:function(t){s.call(this,t),this.sortChildrenFlag=!1,this.scene=t,this.systems=t.sys,this.events=t.sys.events,this.addCallback=this.addChildCallback,this.removeCallback=this.removeChildCallback,this.events.once(A.BOOT,this.boot,this),this.events.on(A.START,this.start,this)},boot:function(){this.events.once(A.DESTROY,this.destroy,this)},addChildCallback:function(t){t.displayList&&t.displayList!==this&&t.removeFromDisplayList(),t.displayList||(this.queueDepthSort(),t.displayList=this,t.emit(o.ADDED_TO_SCENE,t,this.scene),this.events.emit(A.ADDED_TO_SCENE,t,this.scene))},removeChildCallback:function(t){this.queueDepthSort(),t.displayList=null,t.emit(o.REMOVED_FROM_SCENE,t,this.scene),this.events.emit(A.REMOVED_FROM_SCENE,t,this.scene)},start:function(){this.events.once(A.SHUTDOWN,this.shutdown,this)},queueDepthSort:function(){this.sortChildrenFlag=!0},depthSort:function(){this.sortChildrenFlag&&(a(this.list,this.sortByDepth),this.sortChildrenFlag=!1)},sortByDepth:function(t,e){return t._depth-e._depth},getChildren:function(){return this.list},shutdown:function(){var t=this.list,e=t.length;while(e--)t[e].destroy(!0);t.length=0,this.events.off(A.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.events.off(A.START,this.start,this),this.scene=null,this.systems=null,this.events=null}});r.register("DisplayList",h,"displayList"),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={CheckMatrix:i(209),MatrixToString:i(1014),ReverseColumns:i(1015),ReverseRows:i(1016),Rotate180:i(1017),RotateLeft:i(1018),RotateMatrix:i(148),RotateRight:i(1019),Translate:i(1020),TransposeMatrix:i(435)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(186),s=i(209),r=function(t){var e="";if(!s(t))return e;for(var i=0;i<t.length;i++){for(var r=0;r<t[i].length;r++){var o=t[i][r].toString();e+="undefined"!==o?n(o,2):"?",r<t[i].length-1&&(e+=" |")}if(i<t.length-1){e+="\n";for(var A=0;A<t[i].length;A++)e+="---",A<t[i].length-1&&(e+="+");e+="\n"}}return e};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.reverse()};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){for(var e=0;e<t.length;e++)t[e].reverse();return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(148),s=function(t){return n(t,180)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(148),s=function(t){return n(t,90)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(148),s=function(t){return n(t,-90)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(178),s=i(179),r=function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),0!==i&&(i<0?n(t,Math.abs(i)):s(t,i)),0!==e)for(var r=0;r<t.length;r++){var o=t[r];e<0?n(o,Math.abs(e)):s(o,e)}return t};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s){if(void 0===s&&(s=t),i>0){var r=i-t.length;if(r<=0)return null}if(!Array.isArray(e))return-1===t.indexOf(e)?(t.push(e),n&&n.call(s,e),e):null;var o=e.length-1;while(o>=0)-1!==t.indexOf(e[o])&&e.splice(o,1),o--;if(o=e.length,0===o)return null;i>0&&o>r&&(e.splice(r),o=r);for(var A=0;A<o;A++){var a=e[A];t.push(a),n&&n.call(s,a)}return e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s,r){if(void 0===i&&(i=0),void 0===r&&(r=t),n>0){var o=n-t.length;if(o<=0)return null}if(!Array.isArray(e))return-1===t.indexOf(e)?(t.splice(i,0,e),s&&s.call(r,e),e):null;var A=e.length-1;while(A>=0)-1!==t.indexOf(e[A])&&e.pop(),A--;if(A=e.length,0===A)return null;n>0&&A>o&&(e.splice(o),A=o);for(var a=A-1;a>=0;a--){var h=e[a];t.splice(i,0,h),s&&s.call(r,h)}return e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.indexOf(e);return-1!==i&&i<t.length&&(t.splice(i,1),t.push(e)),e};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(79),s=function(t,e,i,s,r){void 0===s&&(s=0),void 0===r&&(r=t.length);var o=0;if(n(t,s,r))for(var A=s;A<r;A++){var a=t[A];a[e]===i&&o++}return o};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n,s=[null];for(n=3;n<arguments.length;n++)s.push(arguments[n]);for(n=0;n<t.length;n++)s[0]=t[n],e.apply(i,s);return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(79),s=function(t,e,i,s,r){if(void 0===s&&(s=0),void 0===r&&(r=t.length),n(t,s,r)){var o,A=[null];for(o=5;o<arguments.length;o++)A.push(arguments[o]);for(o=s;o<r;o++)A[0]=t[o],e.apply(i,A)}return t};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.indexOf(e);if(i>0){var n=t[i-1],s=t.indexOf(n);t[i]=n,t[s]=e}return t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=t.indexOf(e);if(-1===n||i<0||i>=t.length)throw new Error("Supplied index out of bounds");return n!==i&&(t.splice(n,1),t.splice(i,0,e)),e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.indexOf(e);if(-1!==i&&i<t.length-1){var n=t[i+1],s=t.indexOf(n);t[i]=n,t[s]=e}return t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(363),s=function(t,e,i){void 0===t&&(t=0),void 0===e&&(e=null),void 0===i&&(i=1),null===e&&(e=t,t=0);for(var s=[],r=Math.max(n((e-t)/(i||1)),0),o=0;o<r;o++)s.push(t),t+=i;return s};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(75),s=function(t,e,i,s){if(void 0===s&&(s=t),e<0||e>t.length-1)throw new Error("Index out of bounds");var r=n(t,e);return i&&i.call(s,r),r};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(79),s=function(t,e,i,s,r){if(void 0===e&&(e=0),void 0===i&&(i=t.length),void 0===r&&(r=t),n(t,e,i)){var o=i-e,A=t.splice(e,o);if(s)for(var a=0;a<A.length;a++){var h=A[a];s.call(r,h)}return A}return[]};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(75),s=function(t,e,i){void 0===e&&(e=0),void 0===i&&(i=t.length);var s=e+Math.floor(Math.random()*i);return n(t,s)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=t.indexOf(e),s=t.indexOf(i);return-1!==n&&-1===s&&(t[n]=i,!0)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.indexOf(e);return-1!==i&&i>0&&(t.splice(i,1),t.unshift(e)),e};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(79),s=function(t,e,i,s,r){if(void 0===s&&(s=0),void 0===r&&(r=t.length),n(t,s,r))for(var o=s;o<r;o++){var A=t[o];A.hasOwnProperty(e)&&(A[e]=i)}return t};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){if(e!==i){var n=t.indexOf(e),s=t.indexOf(i);if(n<0||s<0)throw new Error("Supplied items must be elements of the same array");return t[n]=i,t[s]=e,t}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(211),r=i(24),o=i(20),A=new n({Extends:s,initialize:function(t){s.call(this),this.checkQueue=!0,this.scene=t,this.systems=t.sys,t.sys.events.once(o.BOOT,this.boot,this),t.sys.events.on(o.START,this.start,this)},boot:function(){this.systems.events.once(o.DESTROY,this.destroy,this)},start:function(){var t=this.systems.events;t.on(o.PRE_UPDATE,this.update,this),t.on(o.UPDATE,this.sceneUpdate,this),t.once(o.SHUTDOWN,this.shutdown,this)},sceneUpdate:function(t,e){for(var i=this._active,n=i.length,s=0;s<n;s++){var r=i[s];r.active&&r.preUpdate.call(r,t,e)}},shutdown:function(){var t=this._active.length;while(t--)this._active[t].destroy(!0);t=this._pending.length;while(t--)this._pending[t].destroy(!0);t=this._destroy.length;while(t--)this._destroy[t].destroy(!0);this._toProcess=0,this._pending=[],this._active=[],this._destroy=[],this.removeAllListeners();var e=this.systems.events;e.off(o.PRE_UPDATE,this.preUpdate,this),e.off(o.UPDATE,this.sceneUpdate,this),e.off(o.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.systems.events.off(o.START,this.start,this),this.scene=null,this.systems=null}});r.register("UpdateList",A,"updateList"),t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="add"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="remove"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){if(void 0===i&&(i=!1),void 0===n)return n={local:{x:0,y:0,width:0,height:0},global:{x:0,y:0,width:0,height:0},lines:{shortest:0,longest:0,lengths:null,height:0},wrappedText:"",words:[],characters:[],scaleX:0,scaleY:0},n;var s,r=t.text,o=r.length,A=t.maxWidth,a=t.wordWrapCharCode,h=Number.MAX_VALUE,l=Number.MAX_VALUE,c=0,u=0,f=t.fontData.chars,g=t.fontData.lineHeight,d=t.letterSpacing,p=0,v=0,m=0,w=null,B=t._align,y=0,x=0,C=t.fontSize/t.fontData.size,E=C*t.scaleX,I=C*t.scaleY,D=null,P=0,b=[],M=Number.MAX_VALUE,O=0,Q=0,T=0,S=[],R=[],k=null;if(A>0){for(s=0;s<o;s++)if(m=r.charCodeAt(s),10!==m){if(w=f[m],w){if(null!==D)var z=w.kerning[P];m===a?null!==k&&(S.push({word:k.word,i:k.i,x:k.x*E,y:k.y*I,w:k.w*E,h:k.h*I,cr:!1}),k=null):(null===k&&(k={word:"",i:s,x:p,y:v,w:0,h:g,cr:!1}),k.word=k.word.concat(r[s]),k.w+=w.xOffset+w.xAdvance+(void 0!==z?z:0)),p+=w.xAdvance+d,D=w,P=m}}else null!==k&&(S.push({word:k.word,i:k.i,x:k.x*E,y:k.y*I,w:k.w*E,h:k.h*I,cr:!0}),k=null),p=0,v+=g,D=null;var L;null!==k&&S.push({word:k.word,i:k.i,x:k.x*E,y:k.y*I,w:k.w*E,h:k.h*I,cr:!1}),p=0,v=0,D=null,P=0;var H=0,G=[];for(s=0;s<S.length;s++){var F=S[s],Y=F.x,N=F.x+F.w;if(L){var U=Y-(L.x+L.w);H=Y-(U+L.w),L=null}var j=Y-H,X=N-H;j>A||X>A?(G.push(F.i-1),F.cr?(G.push(F.i+F.word.length),H=0,L=null):L=F):F.cr&&(G.push(F.i+F.word.length),H=0,L=null)}var J=function(t,e,i){return t.substr(0,e)+i+t.substr(e+1)};for(s=G.length-1;s>=0;s--)r=J(r,G[s],"\n");n.wrappedText=r,o=r.length,S=[],k=null}var Z=0;for(s=0;s<o;s++)if(m=r.charCodeAt(s),10!==m){if(w=f[m],w){if(y=p,x=v,null!==D){var K=w.kerning[P];y+=void 0!==K?K:0}h>y&&(h=y),l>x&&(l=x);var W=y+w.xAdvance,V=x+g;c<W&&(c=W),u<V&&(u=V);var q=w.xOffset+w.xAdvance+(void 0!==K?K:0);m===a?null!==k&&(S.push({word:k.word,i:k.i,x:k.x*E,y:k.y*I,w:k.w*E,h:k.h*I}),k=null):(null===k&&(k={word:"",i:Z,x:p,y:v,w:0,h:g}),k.word=k.word.concat(r[s]),k.w+=q),R.push({i:Z,char:r[s],code:m,x:(w.xOffset+p)*C,y:(w.yOffset+v)*C,w:w.width*C,h:w.height*C,t:v*C,r:W*C,b:g*C,line:Q,glyph:w}),p+=w.xAdvance+d,D=w,P=m,T=W*C,Z++}}else null!==k&&(S.push({word:k.word,i:k.i,x:k.x*E,y:k.y*I,w:k.w*E,h:k.h*I}),k=null),p=0,v+=g,D=null,b[Q]=T,T>O&&(O=T),T<M&&(M=T),Q++,T=0;if(null!==k&&S.push({word:k.word,i:k.i,x:k.x*E,y:k.y*I,w:k.w*E,h:k.h*I}),b[Q]=T,T>O&&(O=T),T<M&&(M=T),B>0)for(var _=0;_<R.length;_++){var $=R[_];if(1===B){var tt=(O-b[$.line])/2;$.x+=tt,$.r+=tt}else if(2===B){var et=O-b[$.line];$.x+=et,$.r+=et}}var it=n.local,nt=n.global,st=n.lines;return it.x=h*C,it.y=l*C,it.width=c*C,it.height=u*C,nt.x=t.x-t._displayOriginX+h*E,nt.y=t.y-t._displayOriginY+l*I,nt.width=c*E,nt.height=u*I,st.shortest=M,st.longest=O,st.lengths=b,e&&(it.x=Math.ceil(it.x),it.y=Math.ceil(it.y),it.width=Math.ceil(it.width),it.height=Math.ceil(it.height),nt.x=Math.ceil(nt.x),nt.y=Math.ceil(nt.y),nt.width=Math.ceil(nt.width),nt.height=Math.ceil(nt.height),st.shortest=Math.ceil(M),st.longest=Math.ceil(O)),i&&(t._displayOriginX=t.originX*it.width,t._displayOriginY=t.originY*it.height,nt.x=t.x-t._displayOriginX*t.scaleX,nt.y=t.y-t._displayOriginY*t.scaleY,e&&(nt.x=Math.ceil(nt.x),nt.y=Math.ceil(nt.y))),n.words=S,n.characters=R,n.lines.height=g,n.scale=C,n.scaleX=t.scaleX,n.scaleY=t.scaleY,n};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(212),s=function(t,e,i,s,r,o,A){var a=t.sys.textures.get(i),h=a.get(s),l=t.sys.cache.xml.get(r);if(h&&l){var c=n(l,h,o,A,a);return t.sys.cache.bitmapFont.add(e,{data:c,texture:i,frame:s,fromAtlas:!0}),!0}return!1};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1044),s=i(1046),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1045),s=i(19),r=i(12),o=function(t,e,i,o){var A=e._text,a=A.length;if(0!==a){i.addToRenderList(e);var h,l,c,u=t.pipelines.set(e.pipeline,e),f=s(e,i,o).calc,g=i.roundPixels,d=i.alpha,p=e.charColors,v=e.tintFill,m=r.getTintAppendFloatAlpha,w=m(e.tintTopLeft,d*e._alphaTL),B=m(e.tintTopRight,d*e._alphaTR),y=m(e.tintBottomLeft,d*e._alphaBL),x=m(e.tintBottomRight,d*e._alphaBR),C=e.frame.glTexture,E=u.setGameObject(e),I=e.getTextBounds(!1),D=I.characters,P=e.dropShadowX,b=e.dropShadowY,M=0!==P||0!==b;if(t.pipelines.preBatch(e),M){var O=e.dropShadowColor,Q=e.dropShadowAlpha,T=m(O,d*Q*e._alphaTL),S=m(O,d*Q*e._alphaTR),R=m(O,d*Q*e._alphaBL),k=m(O,d*Q*e._alphaBR);for(h=0;h<D.length;h++)l=D[h],c=l.glyph,32!==l.code&&0!==c.width&&0!==c.height&&n(u,e,l,c,P,b,f,g,T,S,R,k,1,C,E)}for(h=0;h<D.length;h++)if(l=D[h],c=l.glyph,32!==l.code&&0!==c.width&&0!==c.height)if(p[l.i]){var z=p[l.i],L=z.tintEffect,H=m(z.tintTL,d*e._alphaTL),G=m(z.tintTR,d*e._alphaTR),F=m(z.tintBL,d*e._alphaBL),Y=m(z.tintBR,d*e._alphaBR);n(u,e,l,c,0,0,f,g,H,G,F,Y,L,C,E)}else n(u,e,l,c,0,0,f,g,w,B,y,x,v,C,E);t.pipelines.postBatch(e)}};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s,r,o,A,a,h,l,c,u,f,g){var d=i.x-e.displayOriginX+s,p=i.y-e.displayOriginY+r,v=d+i.w,m=p+i.h,w=o.getXRound(d,p,A),B=o.getYRound(d,p,A),y=o.getXRound(d,m,A),x=o.getYRound(d,m,A),C=o.getXRound(v,m,A),E=o.getYRound(v,m,A),I=o.getXRound(v,p,A),D=o.getYRound(v,p,A);t.batchQuad(e,w,B,y,x,C,E,I,D,n.u0,n.v0,n.u1,n.v1,a,h,l,c,u,f,g)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(30),s=function(t,e,i,s){var r=e._text,o=r.length,A=t.currentContext;if(0!==o&&n(t,A,e,i,s)){i.addToRenderList(e);var a=e.fromAtlas?e.frame:e.texture.frames["__BASE"],h=e.fontData.chars,l=e.fontData.lineHeight,c=e._letterSpacing,u=0,f=0,g=0,d=null,p=0,v=0,m=0,w=0,B=0,y=0,x=null,C=0,E=a.source.image,I=a.cutX,D=a.cutY,P=e._fontSize/e.fontData.size,b=e._align,M=0,O=0,Q=e.getTextBounds(!1);e.maxWidth>0&&(r=Q.wrappedText,o=r.length);var T=e._bounds.lines;1===b?O=(T.longest-T.lengths[0])/2:2===b&&(O=T.longest-T.lengths[0]),A.translate(-e.displayOriginX,-e.displayOriginY);for(var S=i.roundPixels,R=0;R<o;R++)if(g=r.charCodeAt(R),10!==g){if(d=h[g],d){if(p=I+d.x,v=D+d.y,m=d.width,w=d.height,B=d.xOffset+u,y=d.yOffset+f,null!==x){var k=d.kerning[C];B+=void 0!==k?k:0}B*=P,y*=P,B+=O,u+=d.xAdvance+c,x=d,C=g,0!==m&&0!==w&&32!==g&&(S&&(B=Math.round(B),y=Math.round(y)),A.save(),A.translate(B,y),A.scale(P,P),A.drawImage(E,p,v,m,w,0,0,m,w),A.restore())}}else M++,1===b?O=(T.longest-T.lengths[M])/2:2===b&&(O=T.longest-T.lengths[M]),u=0,f+=l,x=null;A.restore()}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1048),s=i(1049),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(25),s=i(12),r=new n,o=function(t,e,i,n){var o=e.getRenderList();if(0!==o.length){var A=i.alpha*e.alpha;if(0!==A){i.addToRenderList(e);var a=t.pipelines.set(this.pipeline,e),h=i.scrollX*e.scrollFactorX,l=i.scrollY*e.scrollFactorY,c=r.copyFrom(i.matrix);n&&(c.multiplyWithOffset(n,-h,-l),h=0,l=0);var u=e.x-h,f=e.y-l,g=-1,d=!1,p=i.roundPixels;t.pipelines.preBatch(e);for(var v=0;v<o.length;v++){var m=o[v],w=m.frame,B=m.alpha*A;if(0!==B){var y=w.width,x=w.height,C=u+m.x+w.x,E=f+m.y+w.y;m.flipX&&(y*=-1,C+=w.width),m.flipY&&(x*=-1,E+=w.height);var I=C+y,D=E+x,P=c.getX(C,E),b=c.getY(C,E),M=c.getX(I,D),O=c.getY(I,D),Q=s.getTintAppendFloatAlpha(m.tint,B);if(w.sourceIndex!==g){var T=a.setGameObject(e,w);g=w.sourceIndex}p&&(P=Math.round(P),b=Math.round(b),M=Math.round(M),O=Math.round(O)),a.batchQuad(e,P,b,P,O,M,O,M,b,w.u0,w.v0,w.u1,w.v1,Q,Q,Q,Q,d,w.glTexture,T)&&(g=-1)}}t.pipelines.postBatch(e)}}};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=e.getRenderList();if(0!==s.length){var r=t.currentContext,o=i.alpha*e.alpha;if(0!==o){i.addToRenderList(e),r.globalCompositeOperation=t.blendModes[e.blendMode],r.imageSmoothingEnabled=!(!t.antialias||e.frame.source.scaleMode);var A=e.x-i.scrollX*e.scrollFactorX,a=e.y-i.scrollY*e.scrollFactorY;r.save(),n&&n.copyToContext(r);for(var h=i.roundPixels,l=0;l<s.length;l++){var c=s[l],u=c.flipX||c.flipY,f=c.frame,g=f.canvasData,d=f.x,p=f.y,v=1,m=1,w=c.alpha*o;0!==w&&(r.globalAlpha=w,u?(c.flipX&&(v=-1,d-=g.width),c.flipY&&(m=-1,p-=g.height),r.save(),r.translate(c.x+A,c.y+a),r.scale(v,m),r.drawImage(f.source.image,g.x,g.y,g.width,g.height,d,p,g.width,g.height),r.restore()):(h&&(d=Math.round(d),p=Math.round(p)),r.drawImage(f.source.image,g.x,g.y,g.width,g.height,d+c.x+A,p+c.y+a,g.width,g.height)))}r.restore()}}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1051),s=i(1052),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=e.list,r=s.length;if(0!==r){i.addToRenderList(e);var o=e.localTransform;n?(o.loadIdentity(),o.multiply(n),o.translate(e.x,e.y),o.rotate(e.rotation),o.scale(e.scaleX,e.scaleY)):o.applyITRS(e.x,e.y,e.rotation,e.scaleX,e.scaleY),t.pipelines.preBatch(e);var A=-1!==e.blendMode;A||t.setBlendMode(0);for(var a=e.alpha,h=e.scrollFactorX,l=e.scrollFactorY,c=0;c<r;c++){var u=s[c];if(u.willRender(i)){var f,g,d,p;if(void 0!==u.alphaTopLeft)f=u.alphaTopLeft,g=u.alphaTopRight,d=u.alphaBottomLeft,p=u.alphaBottomRight;else{var v=u.alpha;f=v,g=v,d=v,p=v}var m=u.scrollFactorX,w=u.scrollFactorY;A||u.blendMode===t.currentBlendMode||t.setBlendMode(u.blendMode);var B=u.mask;B&&B.preRenderWebGL(t,u,i);var y=u.type;y!==t.currentType&&(t.newType=!0,t.currentType=y),t.nextTypeMatch=c<r-1&&s[c+1].type===t.currentType,u.setScrollFactor(m*h,w*l),u.setAlpha(f*a,g*a,d*a,p*a),u.renderWebGL(t,u,i,o),u.setAlpha(f,g,d,p),u.setScrollFactor(m,w),B&&B.postRenderWebGL(t,i),t.newType=!1}}t.pipelines.postBatch(e)}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s=e.list;if(0!==s.length){i.addToRenderList(e);var r=e.localTransform;n?(r.loadIdentity(),r.multiply(n),r.translate(e.x,e.y),r.rotate(e.rotation),r.scale(e.scaleX,e.scaleY)):r.applyITRS(e.x,e.y,e.rotation,e.scaleX,e.scaleY);var o=-1!==e.blendMode;o||t.setBlendMode(0);var A=e._alpha,a=e.scrollFactorX,h=e.scrollFactorY;e.mask&&e.mask.preRenderCanvas(t,null,i);for(var l=0;l<s.length;l++){var c=s[l];if(c.willRender(i)){var u=c.alpha,f=c.scrollFactorX,g=c.scrollFactorY;o||c.blendMode===t.currentBlendMode||t.setBlendMode(c.blendMode),c.setScrollFactor(f*a,g*h),c.setAlpha(u*A),c.renderCanvas(t,c,i,r),c.setAlpha(u),c.setScrollFactor(f,g)}}e.mask&&e.mask.postRenderCanvas(t)}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(443),s=i(443),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports=["normal","multiply","multiply","screen","overlay","darken","lighten","color-dodge","color-burn","hard-light","soft-light","difference","exclusion","hue","saturation","color","luminosity"]},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1056),s=i(1057),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(25),r=i(12),o=new s,A=function(t,e,i,s){var A=e.text,a=A.length;if(0!==a){i.addToRenderList(e);var h=t.pipelines.set(e.pipeline,e),l=n(e,i,s),c=l.sprite,u=l.calc,f=o,g=e.cropWidth>0||e.cropHeight>0;g&&(h.flush(),t.pushScissor(u.tx,u.ty,e.cropWidth*u.scaleX,e.cropHeight*u.scaleY));var d,p,v=e.frame,m=v.glTexture,w=e.tintFill,B=r.getTintAppendFloatAlpha(e.tintTopLeft,i.alpha*e._alphaTL),y=r.getTintAppendFloatAlpha(e.tintTopRight,i.alpha*e._alphaTR),x=r.getTintAppendFloatAlpha(e.tintBottomLeft,i.alpha*e._alphaBL),C=r.getTintAppendFloatAlpha(e.tintBottomRight,i.alpha*e._alphaBR),E=h.setGameObject(e),I=0,D=0,P=0,b=0,M=e.letterSpacing,O=0,Q=0,T=e.scrollX,S=e.scrollY,R=e.fontData,k=R.chars,z=R.lineHeight,L=e.fontSize/R.size,H=0,G=e._align,F=0,Y=0,N=e.getTextBounds(!1);e.maxWidth>0&&(A=N.wrappedText,a=A.length);var U=e._bounds.lines;1===G?Y=(U.longest-U.lengths[0])/2:2===G&&(Y=U.longest-U.lengths[0]);var j=i.roundPixels,X=e.displayCallback,J=e.callbackData;t.pipelines.preBatch(e);for(var Z=0;Z<a;Z++)if(P=A.charCodeAt(Z),10!==P){if(d=k[P],d){O=d.width,Q=d.height;var K=d.xOffset+I-T,W=d.yOffset+D-S;if(null!==p){var V=d.kerning[b];K+=void 0!==V?V:0}if(I+=d.xAdvance+M,p=d,b=P,0!==O&&0!==Q&&32!==P){if(L=e.fontSize/e.fontData.size,H=0,X){J.color=0,J.tint.topLeft=B,J.tint.topRight=y,J.tint.bottomLeft=x,J.tint.bottomRight=C,J.index=Z,J.charCode=P,J.x=K,J.y=W,J.scale=L,J.rotation=H,J.data=d.data;var q=X(J);K=q.x,W=q.y,L=q.scale,H=q.rotation,q.color?(B=q.color,y=q.color,x=q.color,C=q.color):(B=q.tint.topLeft,y=q.tint.topRight,x=q.tint.bottomLeft,C=q.tint.bottomRight),B=r.getTintAppendFloatAlpha(B,i.alpha*e._alphaTL),y=r.getTintAppendFloatAlpha(y,i.alpha*e._alphaTR),x=r.getTintAppendFloatAlpha(x,i.alpha*e._alphaBL),C=r.getTintAppendFloatAlpha(C,i.alpha*e._alphaBR)}K*=L,W*=L,K-=e.displayOriginX,W-=e.displayOriginY,K+=Y,f.applyITRS(K,W,H,L,L),u.multiply(f,c);var _=d.u0,$=d.v0,tt=d.u1,et=d.v1,it=O,nt=Q,st=c.e,rt=c.f,ot=nt*c.c+c.e,At=nt*c.d+c.f,at=it*c.a+nt*c.c+c.e,ht=it*c.b+nt*c.d+c.f,lt=it*c.a+c.e,ct=it*c.b+c.f;j&&(st=Math.round(st),rt=Math.round(rt),ot=Math.round(ot),At=Math.round(At),at=Math.round(at),ht=Math.round(ht),lt=Math.round(lt),ct=Math.round(ct)),h.batchQuad(e,st,rt,ot,At,at,ht,lt,ct,_,$,tt,et,B,y,x,C,w,m,E)}}}else F++,1===G?Y=(U.longest-U.lengths[F])/2:2===G&&(Y=U.longest-U.lengths[F]),I=0,D+=z,p=null;g&&(h.flush(),t.popScissor()),t.pipelines.postBatch(e)}};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(30),s=function(t,e,i,s){var r=e._text,o=r.length,A=t.currentContext;if(0!==o&&n(t,A,e,i,s)){i.addToRenderList(e);var a=e.fromAtlas?e.frame:e.texture.frames["__BASE"],h=e.displayCallback,l=e.callbackData,c=e.fontData.chars,u=e.fontData.lineHeight,f=e._letterSpacing,g=0,d=0,p=0,v=null,m=0,w=0,B=0,y=0,x=0,C=0,E=null,I=0,D=e.frame.source.image,P=a.cutX,b=a.cutY,M=0,O=0,Q=e._fontSize/e.fontData.size,T=e._align,S=0,R=0;e.getTextBounds(!1);var k=e._bounds.lines;1===T?R=(k.longest-k.lengths[0])/2:2===T&&(R=k.longest-k.lengths[0]),A.translate(-e.displayOriginX,-e.displayOriginY);var z=i.roundPixels;e.cropWidth>0&&e.cropHeight>0&&(A.beginPath(),A.rect(0,0,e.cropWidth,e.cropHeight),A.clip());for(var L=0;L<o;L++)if(O=Q,M=0,p=r.charCodeAt(L),10!==p){if(v=c[p],v){if(m=P+v.x,w=b+v.y,B=v.width,y=v.height,x=v.xOffset+g-e.scrollX,C=v.yOffset+d-e.scrollY,null!==E){var H=v.kerning[I];x+=void 0!==H?H:0}if(h){l.index=L,l.charCode=p,l.x=x,l.y=C,l.scale=O,l.rotation=M,l.data=v.data;var G=h(l);x=G.x,C=G.y,O=G.scale,M=G.rotation}x*=O,C*=O,x+=R,g+=v.xAdvance+f,E=v,I=p,0!==B&&0!==y&&32!==p&&(z&&(x=Math.round(x),C=Math.round(C)),A.save(),A.translate(x,C),A.rotate(M),A.scale(O,O),A.drawImage(D,m,w,B,y,0,0,B,y),A.restore())}}else S++,1===T?R=(k.longest-k.lengths[S])/2:2===T&&(R=k.longest-k.lengths[S]),g=0,d+=u,E=null;A.restore()}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1059),s=i(1060),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=function(t,e,i,s){t.pipelines.clear();var r=n(e,i,s).calc;e.render.call(e,t,i,r),t.pipelines.rebind()};t.exports=s},function(t,e){},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1062),s=i(448),s=i(448),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(217),s=i(19),r=i(25),o=i(12),A=function(t,e,i){this.x=t,this.y=e,this.width=i},a=function(t,e,i){this.points=[],this.pointsLength=1,this.points[0]=new A(t,e,i)},h=[],l=new r,c=function(t,e,i,r){if(0!==e.commandBuffer.length){i.addToRenderList(e);var c=t.pipelines.set(e.pipeline,e);t.pipelines.preBatch(e);for(var u,f=s(e,i,r).calc,g=l.loadIdentity(),d=e.commandBuffer,p=i.alpha*e.alpha,v=1,m=c.fillTint,w=c.strokeTint,B=0,y=0,x=0,C=.01,E=2*Math.PI,I=[],D=0,P=!0,b=null,M=o.getTintAppendFloatAlpha,O=0;O<d.length;O++)switch(u=d[O],u){case n.BEGIN_PATH:I.length=0,b=null,P=!0;break;case n.CLOSE_PATH:P=!1,b&&b.points.length&&b.points.push(b.points[0]);break;case n.FILL_PATH:for(D=0;D<I.length;D++)c.batchFillPath(I[D].points,g,f);break;case n.STROKE_PATH:for(D=0;D<I.length;D++)c.batchStrokePath(I[D].points,v,P,g,f);break;case n.LINE_STYLE:v=d[++O];var Q=d[++O],T=d[++O]*p,S=M(Q,T);w.TL=S,w.TR=S,w.BL=S,w.BR=S;break;case n.FILL_STYLE:var R=d[++O],k=d[++O]*p,z=M(R,k);m.TL=z,m.TR=z,m.BL=z,m.BR=z;break;case n.GRADIENT_FILL_STYLE:var L=d[++O]*p,H=d[++O]*p,G=d[++O]*p,F=d[++O]*p;m.TL=M(d[++O],L),m.TR=M(d[++O],H),m.BL=M(d[++O],G),m.BR=M(d[++O],F);break;case n.GRADIENT_LINE_STYLE:v=d[++O];var Y=d[++O]*p;w.TL=M(d[++O],Y),w.TR=M(d[++O],Y),w.BL=M(d[++O],Y),w.BR=M(d[++O],Y);break;case n.ARC:var N=0,U=d[++O],j=d[++O],X=d[++O],J=d[++O],Z=d[++O],K=d[++O],W=d[++O];Z-=J,K?Z<-E?Z=-E:Z>0&&(Z=Z%E-E):Z>E?Z=E:Z<0&&(Z=E+Z%E),null===b&&(b=new a(U+Math.cos(J)*X,j+Math.sin(J)*X,v),I.push(b),N+=C);while(N<1+W)x=Z*N+J,B=U+Math.cos(x)*X,y=j+Math.sin(x)*X,b.points.push(new A(B,y,v)),N+=C;x=Z+J,B=U+Math.cos(x)*X,y=j+Math.sin(x)*X,b.points.push(new A(B,y,v));break;case n.FILL_RECT:c.batchFillRect(d[++O],d[++O],d[++O],d[++O],g,f);break;case n.FILL_TRIANGLE:c.batchFillTriangle(d[++O],d[++O],d[++O],d[++O],d[++O],d[++O],g,f);break;case n.STROKE_TRIANGLE:c.batchStrokeTriangle(d[++O],d[++O],d[++O],d[++O],d[++O],d[++O],v,g,f);break;case n.LINE_TO:null!==b?b.points.push(new A(d[++O],d[++O],v)):(b=new a(d[++O],d[++O],v),I.push(b));break;case n.MOVE_TO:b=new a(d[++O],d[++O],v),I.push(b);break;case n.SAVE:h.push(g.copyToArray());break;case n.RESTORE:g.copyFromArray(h.pop());break;case n.TRANSLATE:U=d[++O],j=d[++O],g.translate(U,j);break;case n.SCALE:U=d[++O],j=d[++O],g.scale(U,j);break;case n.ROTATE:g.rotate(d[++O]);break}t.pipelines.postBatch(e)}};t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1064),s=i(1065),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){i.addToRenderList(e),e.pipeline.batchSprite(e,i,n)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){i.addToRenderList(e),t.batchSprite(e,e.frame,i,n)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1067),s=i(1068),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){i.addToRenderList(e),this.pipeline.batchSprite(e,i,n)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){i.addToRenderList(e),t.batchSprite(e,e.frame,i,n)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1070),s=i(1071),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=e.list,s=n.length;if(0!==s){e.depthSort(),t.pipelines.preBatch(e);var r=-1!==e.blendMode;r||t.setBlendMode(0);for(var o=e.alpha,A=0;A<s;A++){var a=n[A];if(a.willRender(i)){var h,l,c,u;if(void 0!==a.alphaTopLeft)h=a.alphaTopLeft,l=a.alphaTopRight,c=a.alphaBottomLeft,u=a.alphaBottomRight;else{var f=a.alpha;h=f,l=f,c=f,u=f}r||a.blendMode===t.currentBlendMode||t.setBlendMode(a.blendMode);var g=a.mask;g&&g.preRenderWebGL(t,a,i);var d=a.type;d!==t.currentType&&(t.newType=!0,t.currentType=d),t.nextTypeMatch=A<s-1&&n[A+1].type===t.currentType,a.setAlpha(h*o,l*o,c*o,u*o),a.renderWebGL(t,a,i),a.setAlpha(h,l,c,u),g&&g.postRenderWebGL(t,i),t.newType=!1}}t.pipelines.postBatch(e)}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=e.list;if(0!==n.length){e.depthSort();var s=-1!==e.blendMode;s||t.setBlendMode(0);var r=e._alpha;e.mask&&e.mask.preRenderCanvas(t,null,i);for(var o=0;o<n.length;o++){var A=n[o];if(A.willRender(i)){var a=A.alpha;s||A.blendMode===t.currentBlendMode||t.setBlendMode(A.blendMode),A.setAlpha(a*r),A.renderCanvas(t,A,i),A.setAlpha(a)}}e.mask&&e.mask.postRenderCanvas(t)}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={EmitterOp:i(449),GravityWell:i(450),Particle:i(451),ParticleEmitter:i(452),ParticleEmitterManager:i(220),Zones:i(1076)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1074),s=i(1075),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(25),s=i(12),r=new n,o=new n,A=new n,a=new n,h=function(t,e,i,n){var h=e.emitters.list,l=h.length;if(0!==l){var c=t.pipelines.set(e.pipeline),u=r,f=o,g=A,d=a;n?(d.loadIdentity(),d.multiply(n),d.translate(e.x,e.y),d.rotate(e.rotation),d.scale(e.scaleX,e.scaleY)):d.applyITRS(e.x,e.y,e.rotation,e.scaleX,e.scaleY);var p=i.roundPixels,v=e.defaultFrame.glTexture,m=s.getTintAppendFloatAlpha,w=c.setGameObject(e,e.defaultFrame);t.pipelines.preBatch(e);for(var B=0;B<l;B++){var y=h[B],x=y.alive,C=x.length;if(y.visible&&0!==C){i.addToRenderList(y);var E=y.scrollFactorX,I=y.scrollFactorY;t.setBlendMode(y.blendMode),y.mask&&(y.mask.preRenderWebGL(t,y,i),t.pipelines.set(e.pipeline));for(var D=0,P=0;P<C;P++){var b=x[P],M=b.alpha*i.alpha;if(!(M<=0)){g.applyITRS(b.x,b.y,b.rotation,b.scaleX,b.scaleY),u.copyFrom(i.matrix),u.multiplyWithOffset(d,-i.scrollX*E,-i.scrollY*I),g.e=b.x,g.f=b.y,u.multiply(g,f);var O=b.frame,Q=-O.halfWidth,T=-O.halfHeight,S=Q+O.width,R=T+O.height,k=f.getXRound(Q,T,p),z=f.getYRound(Q,T,p),L=f.getXRound(Q,R,p),H=f.getYRound(Q,R,p),G=f.getXRound(S,R,p),F=f.getYRound(S,R,p),Y=f.getXRound(S,T,p),N=f.getYRound(S,T,p),U=m(b.tint,M);c.batchQuad(y,k,z,L,H,G,F,Y,N,O.u0,O.v0,O.u1,O.v1,U,U,U,U,D,v,w)}}y.mask&&y.mask.postRenderWebGL(t,i)}}t.pipelines.postBatch(e)}};t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(25),s=new n,r=new n,o=new n,A=new n,a=function(t,e,i,n){var a=e.emitters.list,h=a.length;if(0!==h){var l=s.copyFrom(i.matrix),c=r,u=o,f=A;n?(f.loadIdentity(),f.multiply(n),f.translate(e.x,e.y),f.rotate(e.rotation),f.scale(e.scaleX,e.scaleY)):f.applyITRS(e.x,e.y,e.rotation,e.scaleX,e.scaleY);for(var g=t.currentContext,d=i.roundPixels,p=0;p<h;p++){var v=a[p],m=v.alive,w=m.length;if(v.visible&&0!==w){i.addToRenderList(v);var B=v.scrollFactorX,y=v.scrollFactorY;g.save(),g.globalCompositeOperation=t.blendModes[v.blendMode];for(var x=0;x<w;x++){var C=m[x],E=C.alpha*i.alpha;if(!(E<=0)){u.applyITRS(C.x,C.y,C.rotation,C.scaleX,C.scaleY),l.copyFrom(i.matrix),l.multiplyWithOffset(f,-i.scrollX*B,-i.scrollY*y),u.e=C.x,u.f=C.y,l.multiply(u,c);var I=C.frame,D=I.canvasData,P=-I.halfWidth,b=-I.halfHeight;g.globalAlpha=E,g.save(),c.setToContext(g),d&&(P=Math.round(P),b=Math.round(b)),g.imageSmoothingEnabled=!(!t.antialias||I.source.scaleMode),g.drawImage(I.source.image,D.x,D.y,D.width,D.height,P,b,D.width,D.height),g.restore()}}g.restore()}}}};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={DeathZone:i(453),EdgeZone:i(454),RandomZone:i(456)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1078),s=i(1079),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(12),s=function(t,e,i,s){i.addToRenderList(e);var r=i.alpha,o=e.renderTarget,A=o.width,a=o.height,h=n.getTintAppendFloatAlpha,l=t.pipelines.set(e.pipeline),c=l.setTexture2D(o.texture);t.pipelines.preBatch(e),l.batchTexture(e,o.texture,A,a,e.x,e.y,A,a,e.scaleX,e.scaleY,e.rotation,e.flipX,!e.flipY,e.scrollFactorX,e.scrollFactorY,e.displayOriginX,e.displayOriginY,0,0,A,a,h(e.tintTopLeft,r*e._alphaTL),h(e.tintTopRight,r*e._alphaTR),h(e.tintBottomLeft,r*e._alphaBL),h(e.tintBottomRight,r*e._alphaBR),e.tintFill,0,0,i,s,!0,c),t.resetTextures(),t.pipelines.postBatch(e)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){i.addToRenderList(e),t.batchSprite(e,e.frame,i,n)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1081),s=i(17),r={Parse:i(1082)};r=s(!1,r,n),t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={TEXT_SET1:" !\"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\\]^_`abcdefghijklmnopqrstuvwxyz{|}~",TEXT_SET2:" !\"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ",TEXT_SET3:"ABCDEFGHIJKLMNOPQRSTUVWXYZ0123456789 ",TEXT_SET4:"ABCDEFGHIJKLMNOPQRSTUVWXYZ 0123456789",TEXT_SET5:"ABCDEFGHIJKLMNOPQRSTUVWXYZ.,/() '!?-*:0123456789",TEXT_SET6:"ABCDEFGHIJKLMNOPQRSTUVWXYZ!?:;0123456789\"(),-.' ",TEXT_SET7:"AGMSY+:4BHNTZ!;5CIOU.?06DJPV,(17EKQW\")28FLRX-'39",TEXT_SET8:"0123456789 .ABCDEFGHIJKLMNOPQRSTUVWXYZ",TEXT_SET9:"ABCDEFGHIJKLMNOPQRSTUVWXYZ()-0123456789.:,'\"?!",TEXT_SET10:"ABCDEFGHIJKLMNOPQRSTUVWXYZ",TEXT_SET11:"ABCDEFGHIJKLMNOPQRSTUVWXYZ.,\"-+!?()':;0123456789"};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(6),s=function(t,e){var i=e.width,s=e.height,r=Math.floor(i/2),o=Math.floor(s/2),A=n(e,"chars","");if(""!==A){var a=n(e,"image",""),h=t.sys.textures.getFrame(a),l=h.cutX,c=h.cutY,u=h.source.width,f=h.source.height,g=n(e,"offset.x",0),d=n(e,"offset.y",0),p=n(e,"spacing.x",0),v=n(e,"spacing.y",0),m=n(e,"lineSpacing",0),w=n(e,"charsPerRow",null);null===w&&(w=u/i,w>A.length&&(w=A.length));for(var B=g,y=d,x={retroFont:!0,font:a,size:i,lineHeight:s+m,chars:{}},C=0,E=0;E<A.length;E++){var I=A.charCodeAt(E),D=(l+B)/u,P=(c+y)/f,b=(l+B+i)/u,M=(c+y+s)/f;x.chars[I]={x:B,y:y,width:i,height:s,centerX:r,centerY:o,xOffset:0,yOffset:0,xAdvance:i,data:{},kerning:{},u0:D,v0:P,u1:b,v1:M},C++,C===w?(C=0,B=g,y+=s+v):B+=i+p}var O={data:x,frame:null,texture:a};return O}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1084),s=i(1085),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(12),r=function(t,e,i,r){i.addToRenderList(e);var o=t.pipelines.set(e.pipeline,e),A=n(e,i,r).calc,a=e.vertices,h=e.uv,l=e.colors,c=e.alphas,u=e.alpha,f=s.getTintAppendFloatAlpha,g=i.roundPixels,d=a.length,p=Math.floor(.5*d);o.flush(),t.pipelines.preBatch(e);var v=o.setGameObject(e),m=o.vertexViewF32,w=o.vertexViewU32,B=o.vertexCount*o.currentShader.vertexComponentCount-1,y=0,x=e.tintFill;e.dirty&&e.updateVertices();for(var C=e.debugCallback,E=[],I=0;I<d;I+=2){var D=a[I+0],P=a[I+1],b=D*A.a+P*A.c+A.e,M=D*A.b+P*A.d+A.f;g&&(b=Math.round(b),M=Math.round(M)),m[++B]=b,m[++B]=M,m[++B]=h[I+0],m[++B]=h[I+1],m[++B]=v,m[++B]=x,w[++B]=f(l[y],i.alpha*(c[y]*u)),y++,C&&(E[I+0]=b,E[I+1]=M)}C&&C.call(e,e,d,E),o.vertexCount+=p,t.pipelines.postBatch(e)};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(){};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1087),s=i(1088),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(12),s=function(t,e,i,s){if(0!==e.width&&0!==e.height){i.addToRenderList(e);var r=e.frame,o=r.width,A=r.height,a=n.getTintAppendFloatAlpha,h=t.pipelines.set(e.pipeline,e),l=h.setTexture2D(r.glTexture,e);t.pipelines.preBatch(e),h.batchTexture(e,r.glTexture,o,A,e.x,e.y,o/e.style.resolution,A/e.style.resolution,e.scaleX,e.scaleY,e.rotation,e.flipX,e.flipY,e.scrollFactorX,e.scrollFactorY,e.displayOriginX,e.displayOriginY,0,0,o,A,a(e.tintTopLeft,i.alpha*e._alphaTL),a(e.tintTopRight,i.alpha*e._alphaTR),a(e.tintBottomLeft,i.alpha*e._alphaBL),a(e.tintBottomRight,i.alpha*e._alphaBR),e.tintFill,0,0,i,s,!1,l),t.pipelines.postBatch(e)}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){0!==e.width&&0!==e.height&&(i.addToRenderList(e),t.batchSprite(e,e.frame,i,n))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1090),s=i(1091),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(12),s=function(t,e,i,s){e.updateCanvas();var r=e.width,o=e.height;if(0!==r&&0!==o){i.addToRenderList(e),t.pipelines.preBatch(e);var A=n.getTintAppendFloatAlpha,a=t.pipelines.set(e.pipeline,e),h=a.setTexture2D(e.fillPattern,e);a.batchTexture(e,e.fillPattern,e.displayFrame.width*e.tileScaleX,e.displayFrame.height*e.tileScaleY,e.x,e.y,r,o,e.scaleX,e.scaleY,e.rotation,e.flipX,e.flipY,e.scrollFactorX,e.scrollFactorY,e.originX*r,e.originY*o,0,0,r,o,A(e.tintTopLeft,i.alpha*e._alphaTL),A(e.tintTopRight,i.alpha*e._alphaTR),A(e.tintBottomLeft,i.alpha*e._alphaBL),A(e.tintBottomRight,i.alpha*e._alphaBR),e.tintFill,e.tilePositionX%e.displayFrame.width/e.displayFrame.width,e.tilePositionY%e.displayFrame.height/e.displayFrame.height,i,s,!1,h),t.pipelines.postBatch(e)}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){e.updateCanvas(),i.addToRenderList(e),t.batchSprite(e,e.frame,i,n)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1093),s=i(1094),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){e.videoTexture&&(i.addToRenderList(e),e.pipeline.batchSprite(e,i,n))};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){e.videoTexture&&(i.addToRenderList(e),t.batchSprite(e,e.frame,i,n))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1096),s=i(1097),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(114),r=i(82),o=function(t,e,i,o){i.addToRenderList(e);var A=t.pipelines.set(e.pipeline),a=n(e,i,o),h=A.calcMatrix.copyFrom(a.calc),l=e._displayOriginX,c=e._displayOriginY,u=i.alpha*e.alpha;t.pipelines.preBatch(e),e.isFilled&&s(A,h,e,u,l,c),e.isStroked&&r(A,e,u,l,c),t.pipelines.postBatch(e)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(36),s=i(48),r=i(59),o=i(30),A=function(t,e,i,A){i.addToRenderList(e);var a=t.currentContext;if(o(t,a,e,i,A)){var h=e.radius;a.beginPath(),a.arc(h-e.originX*(2*h),h-e.originY*(2*h),h,n(e._startAngle),n(e._endAngle),e.anticlockwise),e.closePath&&a.closePath(),e.isFilled&&(s(a,e),a.fill()),e.isStroked&&(r(a,e),a.stroke()),a.restore()}};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1099),s=i(1100),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(114),s=i(19),r=i(82),o=function(t,e,i,o){i.addToRenderList(e);var A=t.pipelines.set(e.pipeline),a=s(e,i,o),h=A.calcMatrix.copyFrom(a.calc),l=e._displayOriginX+e._curveBounds.x,c=e._displayOriginY+e._curveBounds.y,u=i.alpha*e.alpha;t.pipelines.preBatch(e),e.isFilled&&n(A,h,e,u,l,c),e.isStroked&&r(A,e,u,l,c),t.pipelines.postBatch(e)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(59),r=i(30),o=function(t,e,i,o){i.addToRenderList(e);var A=t.currentContext;if(r(t,A,e,i,o)){var a=e._displayOriginX+e._curveBounds.x,h=e._displayOriginY+e._curveBounds.y,l=e.pathData,c=l.length-1,u=l[0]-a,f=l[1]-h;A.beginPath(),A.moveTo(u,f),e.closePath||(c-=2);for(var g=2;g<c;g+=2){var d=l[g]-a,p=l[g+1]-h;A.lineTo(d,p)}e.closePath&&A.closePath(),e.isFilled&&(n(A,e),A.fill()),e.isStroked&&(s(A,e),A.stroke()),A.restore()}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1102),s=i(1103),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(114),s=i(19),r=i(82),o=function(t,e,i,o){i.addToRenderList(e);var A=t.pipelines.set(e.pipeline),a=s(e,i,o),h=A.calcMatrix.copyFrom(a.calc),l=e._displayOriginX,c=e._displayOriginY,u=i.alpha*e.alpha;t.pipelines.preBatch(e),e.isFilled&&n(A,h,e,u,l,c),e.isStroked&&r(A,e,u,l,c),t.pipelines.postBatch(e)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(59),r=i(30),o=function(t,e,i,o){i.addToRenderList(e);var A=t.currentContext;if(r(t,A,e,i,o)){var a=e._displayOriginX,h=e._displayOriginY,l=e.pathData,c=l.length-1,u=l[0]-a,f=l[1]-h;A.beginPath(),A.moveTo(u,f),e.closePath||(c-=2);for(var g=2;g<c;g+=2){var d=l[g]-a,p=l[g+1]-h;A.lineTo(d,p)}A.closePath(),e.isFilled&&(n(A,e),A.fill()),e.isStroked&&(s(A,e),A.stroke()),A.restore()}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1105),s=i(1106),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(12),r=function(t,e,i,r){i.addToRenderList(e);var o=t.pipelines.set(e.pipeline),A=n(e,i,r),a=o.calcMatrix.copyFrom(A.calc);a.translate(-e._displayOriginX,-e._displayOriginY);var h,l,c=i.alpha*e.alpha,u=e.width,f=e.height,g=e.cellWidth,d=e.cellHeight,p=Math.ceil(u/g),v=Math.ceil(f/d),m=g,w=d,B=g-(p*g-u),y=d-(v*d-f),x=e.showCells,C=e.showAltCells,E=e.showOutline,I=0,D=0,P=0,b=0,M=0;if(E&&(m--,w--,B===g&&B--,y===d&&y--),t.pipelines.preBatch(e),x&&e.fillAlpha>0)for(h=o.fillTint,l=s.getTintAppendFloatAlpha(e.fillColor,e.fillAlpha*c),h.TL=l,h.TR=l,h.BL=l,h.BR=l,D=0;D<v;D++)for(C&&(P=D%2),I=0;I<p;I++)C&&P?P=0:(P++,b=I<p-1?m:B,M=D<v-1?w:y,o.batchFillRect(I*g,D*d,b,M));if(C&&e.altFillAlpha>0)for(h=o.fillTint,l=s.getTintAppendFloatAlpha(e.altFillColor,e.altFillAlpha*c),h.TL=l,h.TR=l,h.BL=l,h.BR=l,D=0;D<v;D++)for(C&&(P=D%2),I=0;I<p;I++)!C||P?(P=0,b=I<p-1?m:B,M=D<v-1?w:y,o.batchFillRect(I*g,D*d,b,M)):P=1;if(E&&e.outlineFillAlpha>0){var O=o.strokeTint,Q=s.getTintAppendFloatAlpha(e.outlineFillColor,e.outlineFillAlpha*c);for(O.TL=Q,O.TR=Q,O.BL=Q,O.BR=Q,I=1;I<p;I++){var T=I*g;o.batchLine(T,0,T,f,1,1,1,0,!1)}for(D=1;D<v;D++){var S=D*d;o.batchLine(0,S,u,S,1,1,1,0,!1)}}t.pipelines.postBatch(e)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(59),r=i(30),o=function(t,e,i,o){i.addToRenderList(e);var A=t.currentContext;if(r(t,A,e,i,o)){var a=-e._displayOriginX,h=-e._displayOriginY,l=i.alpha*e.alpha,c=e.width,u=e.height,f=e.cellWidth,g=e.cellHeight,d=Math.ceil(c/f),p=Math.ceil(u/g),v=f,m=g,w=f-(d*f-c),B=g-(p*g-u),y=e.showCells,x=e.showAltCells,C=e.showOutline,E=0,I=0,D=0,P=0,b=0;if(C&&(v--,m--,w===f&&w--,B===g&&B--),y&&e.fillAlpha>0)for(n(A,e),I=0;I<p;I++)for(x&&(D=I%2),E=0;E<d;E++)x&&D?D=0:(D++,P=E<d-1?v:w,b=I<p-1?m:B,A.fillRect(a+E*f,h+I*g,P,b));if(x&&e.altFillAlpha>0)for(n(A,e,e.altFillColor,e.altFillAlpha*l),I=0;I<p;I++)for(x&&(D=I%2),E=0;E<d;E++)!x||D?(D=0,P=E<d-1?v:w,b=I<p-1?m:B,A.fillRect(a+E*f,h+I*g,P,b)):D=1;if(C&&e.outlineFillAlpha>0){for(s(A,e,e.outlineFillColor,e.outlineFillAlpha*l),E=1;E<d;E++){var M=E*f;A.beginPath(),A.moveTo(M+a,h),A.lineTo(M+a,u+h),A.stroke()}for(I=1;I<p;I++){var O=I*g;A.beginPath(),A.moveTo(a,O+h),A.lineTo(a+c,O+h),A.stroke()}}A.restore()}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1108),s=i(1109),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(12),r=function(t,e,i,r){i.addToRenderList(e);var o,A,a,h,l,c,u,f,g,d=t.pipelines.set(e.pipeline),p=n(e,i,r),v=d.calcMatrix.copyFrom(p.calc),m=e.width,w=e.height,B=m/2,y=m/e.projection,x=i.alpha*e.alpha;e.isFilled&&(t.pipelines.preBatch(e),e.showTop&&(o=s.getTintAppendFloatAlpha(e.fillTop,x),A=v.getX(-B,-w),a=v.getY(-B,-w),h=v.getX(0,-y-w),l=v.getY(0,-y-w),c=v.getX(B,-w),u=v.getY(B,-w),f=v.getX(0,y-w),g=v.getY(0,y-w),d.batchQuad(A,a,h,l,c,u,f,g,o,o,o,o)),e.showLeft&&(o=s.getTintAppendFloatAlpha(e.fillLeft,x),A=v.getX(-B,0),a=v.getY(-B,0),h=v.getX(0,y),l=v.getY(0,y),c=v.getX(0,y-w),u=v.getY(0,y-w),f=v.getX(-B,-w),g=v.getY(-B,-w),d.batchQuad(A,a,h,l,c,u,f,g,o,o,o,o)),e.showRight&&(o=s.getTintAppendFloatAlpha(e.fillRight,x),A=v.getX(B,0),a=v.getY(B,0),h=v.getX(0,y),l=v.getY(0,y),c=v.getX(0,y-w),u=v.getY(0,y-w),f=v.getX(B,-w),g=v.getY(B,-w),d.batchQuad(A,a,h,l,c,u,f,g,o,o,o,o)),t.pipelines.postBatch(e))};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(30),r=function(t,e,i,r){i.addToRenderList(e);var o=t.currentContext;if(s(t,o,e,i,r)&&e.isFilled){var A=e.width,a=e.height,h=A/2,l=A/e.projection;e.showTop&&(n(o,e,e.fillTop),o.beginPath(),o.moveTo(-h,-a),o.lineTo(0,-l-a),o.lineTo(h,-a),o.lineTo(h,-1),o.lineTo(0,l-1),o.lineTo(-h,-1),o.lineTo(-h,-a),o.fill()),e.showLeft&&(n(o,e,e.fillLeft),o.beginPath(),o.moveTo(-h,0),o.lineTo(0,l),o.lineTo(0,l-a),o.lineTo(-h,-a),o.lineTo(-h,0),o.fill()),e.showRight&&(n(o,e,e.fillRight),o.beginPath(),o.moveTo(h,0),o.lineTo(0,l),o.lineTo(0,l-a),o.lineTo(h,-a),o.lineTo(h,0),o.fill()),o.restore()}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1111),s=i(1112),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(12),r=function(t,e,i,r){i.addToRenderList(e);var o=t.pipelines.set(e.pipeline),A=n(e,i,r),a=o.calcMatrix.copyFrom(A.calc),h=e.width,l=e.height,c=h/2,u=h/e.projection,f=e.isReversed,g=i.alpha*e.alpha;if(e.isFilled){var d,p,v,m,w,B,y;if(t.pipelines.preBatch(e),e.showTop&&f){d=s.getTintAppendFloatAlpha(e.fillTop,g),p=a.getX(-c,-l),v=a.getY(-c,-l),m=a.getX(0,-u-l),w=a.getY(0,-u-l),B=a.getX(c,-l),y=a.getY(c,-l);var x=a.getX(0,u-l),C=a.getY(0,u-l);o.batchQuad(p,v,m,w,B,y,x,C,d,d,d,d)}e.showLeft&&(d=s.getTintAppendFloatAlpha(e.fillLeft,g),f?(p=a.getX(-c,-l),v=a.getY(-c,-l),m=a.getX(0,u),w=a.getY(0,u),B=a.getX(0,u-l),y=a.getY(0,u-l)):(p=a.getX(-c,0),v=a.getY(-c,0),m=a.getX(0,u),w=a.getY(0,u),B=a.getX(0,u-l),y=a.getY(0,u-l)),o.batchTri(p,v,m,w,B,y,d,d,d)),e.showRight&&(d=s.getTintAppendFloatAlpha(e.fillRight,g),f?(p=a.getX(c,-l),v=a.getY(c,-l),m=a.getX(0,u),w=a.getY(0,u),B=a.getX(0,u-l),y=a.getY(0,u-l)):(p=a.getX(c,0),v=a.getY(c,0),m=a.getX(0,u),w=a.getY(0,u),B=a.getX(0,u-l),y=a.getY(0,u-l)),o.batchTri(p,v,m,w,B,y,d,d,d)),t.pipelines.postBatch(e)}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(30),r=function(t,e,i,r){i.addToRenderList(e);var o=t.currentContext;if(s(t,o,e,i,r)&&e.isFilled){var A=e.width,a=e.height,h=A/2,l=A/e.projection,c=e.isReversed;e.showTop&&c&&(n(o,e,e.fillTop),o.beginPath(),o.moveTo(-h,-a),o.lineTo(0,-l-a),o.lineTo(h,-a),o.lineTo(0,l-a),o.fill()),e.showLeft&&(n(o,e,e.fillLeft),o.beginPath(),c?(o.moveTo(-h,-a),o.lineTo(0,l),o.lineTo(0,l-a)):(o.moveTo(-h,0),o.lineTo(0,l),o.lineTo(0,l-a)),o.fill()),e.showRight&&(n(o,e,e.fillRight),o.beginPath(),c?(o.moveTo(h,-a),o.lineTo(0,l),o.lineTo(0,l-a)):(o.moveTo(h,0),o.lineTo(0,l),o.lineTo(0,l-a)),o.fill()),o.restore()}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1114),s=i(1115),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(12),r=function(t,e,i,r){i.addToRenderList(e);var o=t.pipelines.set(e.pipeline),A=n(e,i,r);o.calcMatrix.copyFrom(A.calc);var a=e._displayOriginX,h=e._displayOriginY,l=i.alpha*e.alpha;if(t.pipelines.preBatch(e),e.isStroked){var c=o.strokeTint,u=s.getTintAppendFloatAlpha(e.strokeColor,e.strokeAlpha*l);c.TL=u,c.TR=u,c.BL=u,c.BR=u;var f=e._startWidth,g=e._endWidth;o.batchLine(e.geom.x1-a,e.geom.y1-h,e.geom.x2-a,e.geom.y2-h,f,g,1,0,!1,A.sprite,A.camera)}t.pipelines.postBatch(e)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(59),s=i(30),r=function(t,e,i,r){i.addToRenderList(e);var o=t.currentContext;if(s(t,o,e,i,r)){var A=e._displayOriginX,a=e._displayOriginY;e.isStroked&&(n(o,e),o.beginPath(),o.moveTo(e.geom.x1-A,e.geom.y1-a),o.lineTo(e.geom.x2-A,e.geom.y2-a),o.stroke()),o.restore()}};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1117),s=i(1118),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(114),s=i(19),r=i(82),o=function(t,e,i,o){i.addToRenderList(e);var A=t.pipelines.set(e.pipeline),a=s(e,i,o),h=A.calcMatrix.copyFrom(a.calc),l=e._displayOriginX,c=e._displayOriginY,u=i.alpha*e.alpha;t.pipelines.preBatch(e),e.isFilled&&n(A,h,e,u,l,c),e.isStroked&&r(A,e,u,l,c),t.pipelines.postBatch(e)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(59),r=i(30),o=function(t,e,i,o){i.addToRenderList(e);var A=t.currentContext;if(r(t,A,e,i,o)){var a=e._displayOriginX,h=e._displayOriginY,l=e.pathData,c=l.length-1,u=l[0]-a,f=l[1]-h;A.beginPath(),A.moveTo(u,f),e.closePath||(c-=2);for(var g=2;g<c;g+=2){var d=l[g]-a,p=l[g+1]-h;A.lineTo(d,p)}A.closePath(),e.isFilled&&(n(A,e),A.fill()),e.isStroked&&(s(A,e),A.stroke()),A.restore()}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1120),s=i(1121),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(82),r=i(12),o=function(t,e,i,o){i.addToRenderList(e);var A=t.pipelines.set(e.pipeline),a=n(e,i,o);A.calcMatrix.copyFrom(a.calc);var h=e._displayOriginX,l=e._displayOriginY,c=i.alpha*e.alpha;if(t.pipelines.preBatch(e),e.isFilled){var u=A.fillTint,f=r.getTintAppendFloatAlpha(e.fillColor,e.fillAlpha*c);u.TL=f,u.TR=f,u.BL=f,u.BR=f,A.batchFillRect(-h,-l,e.width,e.height)}e.isStroked&&s(A,e,c,h,l),t.pipelines.postBatch(e)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(59),r=i(30),o=function(t,e,i,o){i.addToRenderList(e);var A=t.currentContext;if(r(t,A,e,i,o)){var a=e._displayOriginX,h=e._displayOriginY;e.isFilled&&(n(A,e),A.fillRect(-a,-h,e.width,e.height)),e.isStroked&&(s(A,e),A.beginPath(),A.rect(-a,-h,e.width,e.height),A.stroke()),A.restore()}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1123),s=i(1124),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(114),s=i(19),r=i(82),o=function(t,e,i,o){i.addToRenderList(e);var A=t.pipelines.set(e.pipeline),a=s(e,i,o),h=A.calcMatrix.copyFrom(a.calc),l=e._displayOriginX,c=e._displayOriginY,u=i.alpha*e.alpha;t.pipelines.preBatch(e),e.isFilled&&n(A,h,e,u,l,c),e.isStroked&&r(A,e,u,l,c),t.pipelines.postBatch(e)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(59),r=i(30),o=function(t,e,i,o){i.addToRenderList(e);var A=t.currentContext;if(r(t,A,e,i,o)){var a=e._displayOriginX,h=e._displayOriginY,l=e.pathData,c=l.length-1,u=l[0]-a,f=l[1]-h;A.beginPath(),A.moveTo(u,f),e.closePath||(c-=2);for(var g=2;g<c;g+=2){var d=l[g]-a,p=l[g+1]-h;A.lineTo(d,p)}A.closePath(),e.isFilled&&(n(A,e),A.fill()),e.isStroked&&(s(A,e),A.stroke()),A.restore()}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1126),s=i(1127),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=i(82),r=i(12),o=function(t,e,i,o){i.addToRenderList(e);var A=t.pipelines.set(e.pipeline),a=n(e,i,o);A.calcMatrix.copyFrom(a.calc);var h=e._displayOriginX,l=e._displayOriginY,c=i.alpha*e.alpha;if(t.pipelines.preBatch(e),e.isFilled){var u=A.fillTint,f=r.getTintAppendFloatAlpha(e.fillColor,e.fillAlpha*c);u.TL=f,u.TR=f,u.BL=f,u.BR=f;var g=e.geom.x1-h,d=e.geom.y1-l,p=e.geom.x2-h,v=e.geom.y2-l,m=e.geom.x3-h,w=e.geom.y3-l;A.batchFillTriangle(g,d,p,v,m,w,a.sprite,a.camera)}e.isStroked&&s(A,e,c,h,l),t.pipelines.postBatch(e)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(48),s=i(59),r=i(30),o=function(t,e,i,o){i.addToRenderList(e);var A=t.currentContext;if(r(t,A,e,i,o)){var a=e._displayOriginX,h=e._displayOriginY,l=e.geom.x1-a,c=e.geom.y1-h,u=e.geom.x2-a,f=e.geom.y2-h,g=e.geom.x3-a,d=e.geom.y3-h;A.beginPath(),A.moveTo(l,c),A.lineTo(u,f),A.lineTo(g,d),A.closePath(),e.isFilled&&(n(A,e),A.fill()),e.isStroked&&(s(A,e),A.stroke()),A.restore()}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(213),s=i(5);s.register("blitter",(function(t,e,i,s){return this.displayList.add(new n(this.scene,t,e,i,s))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(214),s=i(5);s.register("container",(function(t,e,i){return this.displayList.add(new n(this.scene,t,e,i))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(442),s=i(5);s.register("dom",(function(t,e,i,s,r){var o=new n(this.scene,t,e,i,s,r);return this.displayList.add(o),o}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(215),s=i(5);s.register("dynamicBitmapText",(function(t,e,i,s,r){return this.displayList.add(new n(this.scene,t,e,i,s,r))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(444),s=i(5);s.register("extern",(function(){var t=new n(this.scene);return this.displayList.add(t),t}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(216),s=i(5);s.register("graphics",(function(t){return this.displayList.add(new n(this.scene,t))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(113),s=i(5);s.register("group",(function(t,e){return this.updateList.add(new n(this.scene,t,e))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(126),s=i(5);s.register("image",(function(t,e,i,s){return this.displayList.add(new n(this.scene,t,e,i,s))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(219),s=i(5);s.register("layer",(function(t){return this.displayList.add(new n(this.scene,t))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(220);n.register("particles",(function(t,e,i){return this.displayList.add(new s(this.scene,t,e,i))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(457);n.register("follower",(function(t,e,i,n,r){var o=new s(this.scene,t,e,i,n,r);return this.displayList.add(o),this.updateList.add(o),o}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(221);n.register("renderTexture",(function(t,e,i,n,r,o){return this.displayList.add(new s(this.scene,t,e,i,n,r,o))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(223),s=i(5);s.register("rope",(function(t,e,i,s,r,o,A,a){return this.displayList.add(new n(this.scene,t,e,i,s,r,o,A,a))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(74);n.register("sprite",(function(t,e,i,n){var r=new s(this.scene,t,e,i,n);return this.displayList.add(r),r}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(149),s=i(5);s.register("bitmapText",(function(t,e,i,s,r,o){return this.displayList.add(new n(this.scene,t,e,i,s,r,o))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(224),s=i(5);s.register("text",(function(t,e,i,s){return this.displayList.add(new n(this.scene,t,e,i,s))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(225),s=i(5);s.register("tileSprite",(function(t,e,i,s,r,o){return this.displayList.add(new n(this.scene,t,e,i,s,r,o))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(130),s=i(5);s.register("zone",(function(t,e,i,s){return this.displayList.add(new n(this.scene,t,e,i,s))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(226),s=i(5);s.register("video",(function(t,e,i){return this.displayList.add(new n(this.scene,t,e,i))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(461),s=i(5);s.register("arc",(function(t,e,i,s,r,o,A,a){return this.displayList.add(new n(this.scene,t,e,i,s,r,o,A,a))})),s.register("circle",(function(t,e,i,s,r){return this.displayList.add(new n(this.scene,t,e,i,0,360,!1,s,r))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(462);n.register("curve",(function(t,e,i,n,r){return this.displayList.add(new s(this.scene,t,e,i,n,r))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(463),s=i(5);s.register("ellipse",(function(t,e,i,s,r,o){return this.displayList.add(new n(this.scene,t,e,i,s,r,o))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(464);n.register("grid",(function(t,e,i,n,r,o,A,a,h,l){return this.displayList.add(new s(this.scene,t,e,i,n,r,o,A,a,h,l))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(465);n.register("isobox",(function(t,e,i,n,r,o,A){return this.displayList.add(new s(this.scene,t,e,i,n,r,o,A))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(466);n.register("isotriangle",(function(t,e,i,n,r,o,A,a){return this.displayList.add(new s(this.scene,t,e,i,n,r,o,A,a))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(467);n.register("line",(function(t,e,i,n,r,o,A,a){return this.displayList.add(new s(this.scene,t,e,i,n,r,o,A,a))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(468);n.register("polygon",(function(t,e,i,n,r){return this.displayList.add(new s(this.scene,t,e,i,n,r))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(473);n.register("rectangle",(function(t,e,i,n,r,o){return this.displayList.add(new s(this.scene,t,e,i,n,r,o))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(474),s=i(5);s.register("star",(function(t,e,i,s,r,o,A){return this.displayList.add(new n(this.scene,t,e,i,s,r,o,A))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(475);n.register("triangle",(function(t,e,i,n,r,o,A,a,h,l){return this.displayList.add(new s(this.scene,t,e,i,n,r,o,A,a,h,l))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(213),s=i(28),r=i(16),o=i(13);r.register("blitter",(function(t,e){void 0===t&&(t={});var i=o(t,"key",null),r=o(t,"frame",null),A=new n(this.scene,0,0,i,r);return void 0!==e&&(t.add=e),s(this.scene,A,t),A}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Felipe Alfonso <@bitnenfer>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(214),r=i(16),o=i(13);r.register("container",(function(t,e){void 0===t&&(t={});var i=o(t,"x",0),r=o(t,"y",0),A=o(t,"children",null),a=new s(this.scene,i,r,A);return void 0!==e&&(t.add=e),n(this.scene,a,t),a}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(215),s=i(28),r=i(16),o=i(13);r.register("dynamicBitmapText",(function(t,e){void 0===t&&(t={});var i=o(t,"font",""),r=o(t,"text",""),A=o(t,"size",!1),a=new n(this.scene,0,0,i,r,A);return void 0!==e&&(t.add=e),s(this.scene,a,t),a}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(16),s=i(216);n.register("graphics",(function(t,e){void 0===t&&(t={}),void 0!==e&&(t.add=e);var i=new s(this.scene,t);return t.add&&this.scene.sys.displayList.add(i),i}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(16),s=i(113);n.register("group",(function(t){return new s(this.scene,null,t)}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(126);s.register("image",(function(t,e){void 0===t&&(t={});var i=r(t,"key",null),s=r(t,"frame",null),A=new o(this.scene,0,0,i,s);return void 0!==e&&(t.add=e),n(this.scene,A,t),A}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(219),r=i(16),o=i(13);r.register("layer",(function(t,e){void 0===t&&(t={});var i=o(t,"children",null),r=new s(this.scene,i);return void 0!==e&&(t.add=e),n(this.scene,r,t),r}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(16),s=i(13),r=i(2),o=i(220);n.register("particles",(function(t,e){void 0===t&&(t={});var i=s(t,"key",null),n=s(t,"frame",null),A=r(t,"emitters",null),a=new o(this.scene,i,n,A);void 0!==e&&(t.add=e);var h=r(t,"add",!1);return h?this.displayList.add(a):this.updateList.add(a),a}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(221);s.register("renderTexture",(function(t,e){void 0===t&&(t={});var i=r(t,"x",0),s=r(t,"y",0),A=r(t,"width",32),a=r(t,"height",32),h=r(t,"key",void 0),l=r(t,"frame",void 0),c=new o(this.scene,i,s,A,a,h,l);return void 0!==e&&(t.add=e),n(this.scene,c,t),c}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(6),A=i(223);s.register("rope",(function(t,e){void 0===t&&(t={});var i=r(t,"key",null),s=r(t,"frame",null),a=r(t,"horizontal",!0),h=o(t,"points",void 0),l=o(t,"colors",void 0),c=o(t,"alphas",void 0),u=new A(this.scene,0,0,i,s,h,a,l,c);return void 0!==e&&(t.add=e),n(this.scene,u,t),t.add||this.updateList.add(u),u}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(439),r=i(16),o=i(13),A=i(74);r.register("sprite",(function(t,e){void 0===t&&(t={});var i=o(t,"key",null),r=o(t,"frame",null),a=new A(this.scene,0,0,i,r);return void 0!==e&&(t.add=e),n(this.scene,a,t),s(a,t),a}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(149),s=i(28),r=i(16),o=i(13),A=i(6);r.register("bitmapText",(function(t,e){void 0===t&&(t={});var i=A(t,"font",""),r=o(t,"text",""),a=o(t,"size",!1),h=A(t,"align",0),l=new n(this.scene,0,0,i,r,a,h);return void 0!==e&&(t.add=e),s(this.scene,l,t),l}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(224);s.register("text",(function(t,e){void 0===t&&(t={});var i=r(t,"text",""),s=r(t,"style",null),A=r(t,"padding",null);null!==A&&(s.padding=A);var a=new o(this.scene,0,0,i,s);return void 0!==e&&(t.add=e),n(this.scene,a,t),a.autoRound=r(t,"autoRound",!0),a.resolution=r(t,"resolution",1),a}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(225);s.register("tileSprite",(function(t,e){void 0===t&&(t={});var i=r(t,"x",0),s=r(t,"y",0),A=r(t,"width",512),a=r(t,"height",512),h=r(t,"key",""),l=r(t,"frame",""),c=new o(this.scene,i,s,A,a,h,l);return void 0!==e&&(t.add=e),n(this.scene,c,t),c}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(16),s=i(13),r=i(130);n.register("zone",(function(t){var e=s(t,"x",0),i=s(t,"y",0),n=s(t,"width",1),o=s(t,"height",n);return new r(this.scene,e,i,n,o)}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(226);s.register("video",(function(t,e){void 0===t&&(t={});var i=r(t,"key",null),s=new o(this.scene,0,0,i);return void 0!==e&&(t.add=e),n(this.scene,s,t),t.add||this.updateList.add(s),s}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1175),s=i(1176),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=function(t,e,i,s){if(e.shader){if(i.addToRenderList(e),t.pipelines.clear(),e.renderToTexture)e.load(),e.flush();else{var r=n(e,i,s).calc;t.width===e._rendererWidth&&t.height===e._rendererHeight||e.projOrtho(0,t.width,t.height,0),e.load(r.matrix),e.flush()}t.pipelines.rebind()}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(){};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1178),s=i(1179),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=function(t,e,i,s){var r=e.faces,o=r.length;if(0!==o){i.addToRenderList(e);var A=t.pipelines.set(e.pipeline,e),a=n(e,i,s).calc,h=A.setGameObject(e),l=A.vertexViewF32,c=A.vertexViewU32,u=A.vertexCount*A.currentShader.vertexComponentCount-1,f=e.tintFill,g=[],d=e.debugCallback,p=a.a,v=a.b,m=a.c,w=a.d,B=a.e,y=a.f,x=e.viewPosition.z,C=e.hideCCW,E=i.roundPixels,I=i.alpha*e.alpha,D=0;t.pipelines.preBatch(e);for(var P=0;P<o;P++){var b=r[P];b.isInView(i,C,x,I,p,v,m,w,B,y,E)&&(A.shouldFlush(3)&&(A.flush(),u=0),u=b.load(l,c,u,h,f),D++,A.vertexCount+=3,d&&g.push(b))}e.totalFrame+=D,d&&d.call(e,e,g),t.pipelines.postBatch(e)}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(){};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1181),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(19),s=function(t,e,i,s){i.addToRenderList(e);var r=t.pipelines.set(e.pipeline),o=n(e,i,s).calc,A=e.width,a=e.height,h=-e._radius,l=-e._radius,c=h+A,u=l+a,f=o.getX(0,0),g=o.getY(0,0),d=o.getX(h,l),p=o.getY(h,l),v=o.getX(h,u),m=o.getY(h,u),w=o.getX(c,u),B=o.getY(c,u),y=o.getX(c,l),x=o.getY(c,l);t.pipelines.preBatch(e),r.batchPointLight(e,i,d,p,v,m,w,B,y,x,f,g),t.pipelines.postBatch(e)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(229),s=i(5);s.register("shader",(function(t,e,i,s,r,o,A){return this.displayList.add(new n(this.scene,t,e,i,s,r,o,A))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(230),s=i(5);s.register("mesh",(function(t,e,i,s,r,o,A,a,h,l,c){return this.displayList.add(new n(this.scene,t,e,i,s,r,o,A,a,h,l,c))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(151);n.register("pointlight",(function(t,e,i,n,r,o){return this.displayList.add(new s(this.scene,t,e,i,n,r,o))}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(229);s.register("shader",(function(t,e){void 0===t&&(t={});var i=r(t,"key",null),s=r(t,"x",0),A=r(t,"y",0),a=r(t,"width",128),h=r(t,"height",128),l=new o(this.scene,i,s,A,a,h);return void 0!==e&&(t.add=e),n(this.scene,l,t),l}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(6),A=i(230);s.register("mesh",(function(t,e){void 0===t&&(t={});var i=r(t,"key",null),s=r(t,"frame",null),a=o(t,"vertices",[]),h=o(t,"uvs",[]),l=o(t,"indicies",[]),c=o(t,"containsZ",!1),u=o(t,"normals",[]),f=o(t,"colors",16777215),g=o(t,"alphas",1),d=new A(this.scene,0,0,i,s,a,h,l,c,u,f,g);return void 0!==e&&(t.add=e),n(this.scene,d,t),d}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(28),s=i(16),r=i(13),o=i(151);s.register("pointlight",(function(t,e){void 0===t&&(t={});var i=r(t,"color",16777215),s=r(t,"radius",128),A=r(t,"intensity",1),a=r(t,"attenuation",.1),h=new o(this.scene,0,0,i,s,A,a);return void 0!==e&&(t.add=e),n(this.scene,h,t),h}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(482),r=i(24),o=i(20),A=new n({Extends:s,initialize:function(t){this.scene=t,this.systems=t.sys,t.sys.settings.isBooted||t.sys.events.once(o.BOOT,this.boot,this),s.call(this)},boot:function(){var t=this.systems.events;t.on(o.SHUTDOWN,this.shutdown,this),t.on(o.DESTROY,this.destroy,this)},destroy:function(){this.shutdown(),this.scene=void 0,this.systems=void 0}});r.register("LightsPlugin",A,"lights"),t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(64);n.Area=i(1190),n.Circumference=i(302),n.CircumferencePoint=i(169),n.Clone=i(1191),n.Contains=i(65),n.ContainsPoint=i(1192),n.ContainsRect=i(1193),n.CopyFrom=i(1194),n.Equals=i(1195),n.GetBounds=i(1196),n.GetPoint=i(300),n.GetPoints=i(301),n.Offset=i(1197),n.OffsetPoint=i(1198),n.Random=i(170),t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.radius>0?Math.PI*t.radius*t.radius:0};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(64),s=function(t){return new n(t.x,t.y,t.radius)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(65),s=function(t,e){return n(t,e.x,e.y)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(65),s=function(t,e){return n(t,e.x,e.y)&&n(t,e.right,e.y)&&n(t,e.x,e.bottom)&&n(t,e.right,e.bottom)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return e.setTo(t.x,t.y,t.radius)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x===e.x&&t.y===e.y&&t.radius===e.radius};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=function(t,e){return void 0===e&&(e=new n),e.x=t.left,e.y=t.top,e.width=t.diameter,e.height=t.diameter,e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t.x+=e,t.y+=i,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x+=e.x,t.y+=e.y,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(111);n.Area=i(1200),n.Circumference=i(447),n.CircumferencePoint=i(218),n.Clone=i(1201),n.Contains=i(112),n.ContainsPoint=i(1202),n.ContainsRect=i(1203),n.CopyFrom=i(1204),n.Equals=i(1205),n.GetBounds=i(1206),n.GetPoint=i(445),n.GetPoints=i(446),n.Offset=i(1207),n.OffsetPoint=i(1208),n.Random=i(180),t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.isEmpty()?0:t.getMajorRadius()*t.getMinorRadius()*Math.PI};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(111),s=function(t){return new n(t.x,t.y,t.width,t.height)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(112),s=function(t,e){return n(t,e.x,e.y)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(112),s=function(t,e){return n(t,e.x,e.y)&&n(t,e.right,e.y)&&n(t,e.x,e.bottom)&&n(t,e.right,e.bottom)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return e.setTo(t.x,t.y,t.width,t.height)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x===e.x&&t.y===e.y&&t.width===e.width&&t.height===e.height};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=function(t,e){return void 0===e&&(e=new n),e.x=t.left,e.y=t.top,e.width=t.width,e.height=t.height,e};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t.x+=e,t.y+=i,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x+=e.x,t.y+=e.y,t};t.exports=i},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=i(231),r=function(t,e,i){if(void 0===i&&(i=[]),s(t,e)){var r,o,A,a,h,l=t.x,c=t.y,u=t.radius,f=e.x,g=e.y,d=e.radius;if(c===g)h=(d*d-u*u-f*f+l*l)/(2*(l-f)),r=1,o=-2*g,A=f*f+h*h-2*f*h+g*g-d*d,a=o*o-4*r*A,0===a?i.push(new n(h,-o/(2*r))):a>0&&(i.push(new n(h,(-o+Math.sqrt(a))/(2*r))),i.push(new n(h,(-o-Math.sqrt(a))/(2*r))));else{var p=(l-f)/(c-g),v=(d*d-u*u-f*f+l*l-g*g+c*c)/(2*(c-g));r=p*p+1,o=2*c*p-2*v*p-2*l,A=l*l+c*c+v*v-u*u-2*c*v,a=o*o-4*r*A,0===a?(h=-o/(2*r),i.push(new n(h,v-h*p))):a>0&&(h=(-o+Math.sqrt(a))/(2*r),i.push(new n(h,v-h*p)),h=(-o-Math.sqrt(a))/(2*r),i.push(new n(h,v-h*p)))}}return i};t.exports=r},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(232),s=i(152),r=function(t,e,i){if(void 0===i&&(i=[]),s(t,e)){var r=e.getLineA(),o=e.getLineB(),A=e.getLineC(),a=e.getLineD();n(r,t,i),n(o,t,i),n(A,t,i),n(a,t,i)}return i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(141),s=i(487),r=i(47),o=new r;function A(t,e,i,r,A){var a=Math.cos(t),h=Math.sin(t);o.setTo(e,i,e+a,i+h);var l=s(o,r);l&&A.push(new n(l.x,l.y,t,l.w))}function a(t,e){return t.z-e.z}var h=function(t,e,i){Array.isArray(i)||(i=[i]);for(var n=[],s=[],r=0;r<i.length;r++)for(var o=i[r].points,h=0;h<o.length;h++){var l=Math.atan2(o[h].y-e,o[h].x-t);-1===s.indexOf(l)&&(A(l,t,e,i,n),A(l-1e-5,t,e,i,n),A(l+1e-5,t,e,i,n),s.push(l))}return n.sort(a)};t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=i(117),r=function(t,e,i){return void 0===i&&(i=new n),s(t,e)&&(i.x=Math.max(t.x,e.x),i.y=Math.max(t.y,e.y),i.width=Math.min(t.right,e.right)-i.x,i.height=Math.min(t.bottom,e.bottom)-i.y),i};t.exports=r},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(234),s=i(117),r=function(t,e,i){if(void 0===i&&(i=[]),s(t,e)){var r=t.getLineA(),o=t.getLineB(),A=t.getLineC(),a=t.getLineD();n(r,e,i),n(o,e,i),n(A,e,i),n(a,e,i)}return i};t.exports=r},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(489),s=i(234),r=function(t,e,i){if(void 0===i&&(i=[]),n(t,e)){var r=e.getLineA(),o=e.getLineB(),A=e.getLineC();s(r,t,i),s(o,t,i),s(A,t,i)}return i};t.exports=r},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(232),s=i(491),r=function(t,e,i){if(void 0===i&&(i=[]),s(t,e)){var r=t.getLineA(),o=t.getLineB(),A=t.getLineC();n(r,e,i),n(o,e,i),n(A,e,i)}return i};t.exports=r},function(t,e,i){
/**
 * @author       Florian Vazelle
 * @author       Geoffrey Glaive
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(494),s=i(492),r=function(t,e,i){if(void 0===i&&(i=[]),n(t,e)){var r=e.getLineA(),o=e.getLineB(),A=e.getLineC();s(t,r,i),s(t,o,i),s(t,A,i)}return i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(496),s=function(t,e){if(!n(t,e))return!1;var i=Math.min(e.x1,e.x2),s=Math.max(e.x1,e.x2),r=Math.min(e.y1,e.y2),o=Math.max(e.y1,e.y2);return t.x>=i&&t.x<=s&&t.y>=r&&t.y<=o};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s,r){return void 0===r&&(r=0),!(e>t.right+r||i<t.left-r||n>t.bottom+r||s<t.top-r)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(47);n.Angle=i(97),n.BresenhamPoints=i(317),n.CenterOn=i(1220),n.Clone=i(1221),n.CopyFrom=i(1222),n.Equals=i(1223),n.Extend=i(1224),n.GetEasedPoints=i(1225),n.GetMidPoint=i(1226),n.GetNearestPoint=i(1227),n.GetNormal=i(1228),n.GetPoint=i(307),n.GetPoints=i(172),n.GetShortestDistance=i(1229),n.Height=i(1230),n.Length=i(66),n.NormalAngle=i(497),n.NormalX=i(1231),n.NormalY=i(1232),n.Offset=i(1233),n.PerpSlope=i(1234),n.Random=i(173),n.ReflectAngle=i(1235),n.Rotate=i(1236),n.RotateAroundPoint=i(1237),n.RotateAroundXY=i(236),n.SetToAngle=i(1238),n.Slope=i(1239),n.Width=i(1240),t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=e-(t.x1+t.x2)/2,s=i-(t.y1+t.y2)/2;return t.x1+=n,t.y1+=s,t.x2+=n,t.y2+=s,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(47),s=function(t){return new n(t.x1,t.y1,t.x2,t.y2)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return e.setTo(t.x1,t.y1,t.x2,t.y2)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x1===e.x1&&t.y1===e.y1&&t.x2===e.x2&&t.y2===e.y2};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(66),s=function(t,e,i){void 0===i&&(i=e);var s=n(t),r=t.x2-t.x1,o=t.y2-t.y1;return e&&(t.x1=t.x1-r/s*e,t.y1=t.y1-o/s*e),i&&(t.x2=t.x2+r/s*i,t.y2=t.y2+o/s*i),t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(352),s=i(81),r=i(4),o=function(t,e,i,o,A){void 0===o&&(o=0),void 0===A&&(A=[]);var a,h,l=[],c=t.x1,u=t.y1,f=t.x2-c,g=t.y2-u,d=s(e,A),p=i-1;for(a=0;a<p;a++)h=d(a/p),l.push(new r(c+f*h,u+g*h));if(h=d(1),l.push(new r(c+f*h,u+g*h)),o>0){var v=l[0],m=[v];for(a=1;a<l.length-1;a++){var w=l[a];n(v,w)>=o&&(m.push(w),v=w)}var B=l[l.length-1];return n(v,B)<o&&m.pop(),m.push(B),m}return l};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){return void 0===e&&(e=new n),e.x=(t.x1+t.x2)/2,e.y=(t.y1+t.y2)/2,e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Florian Mertens
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e,i){void 0===i&&(i=new n);var s=t.x1,r=t.y1,o=t.x2,A=t.y2,a=(o-s)*(o-s)+(A-r)*(A-r);if(0===a)return i;var h=((e.x-s)*(o-s)+(e.y-r)*(A-r))/a;return i.x=s+h*(o-s),i.y=r+h*(A-r),i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=i(97),r=i(4),o=function(t,e){void 0===e&&(e=new r);var i=s(t)-n.TAU;return e.x=Math.cos(i),e.y=Math.sin(i),e};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Florian Mertens
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=t.x1,n=t.y1,s=t.x2,r=t.y2,o=(s-i)*(s-i)+(r-n)*(r-n);if(0===o)return!1;var A=((n-e.y)*(s-i)-(i-e.x)*(r-n))/o;return Math.abs(A)*Math.sqrt(o)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return Math.abs(t.y1-t.y2)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=i(97),r=function(t){return Math.cos(s(t)-n.TAU)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(14),s=i(97),r=function(t){return Math.sin(s(t)-n.TAU)};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t.x1+=e,t.y1+=i,t.x2+=e,t.y2+=i,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return-(t.x2-t.x1)/(t.y2-t.y1)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(97),s=i(497),r=function(t,e){return 2*s(e)-Math.PI-n(t)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(236),s=function(t,e){var i=(t.x1+t.x2)/2,s=(t.y1+t.y2)/2;return n(t,i,s,e)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(236),s=function(t,e,i){return n(t,e.x,e.y,i)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n,s){return t.x1=e,t.y1=i,t.x2=e+Math.cos(n)*s,t.y2=i+Math.sin(n)*s,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return(t.y2-t.y1)/(t.x2-t.x1)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return Math.abs(t.x1-t.x2)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={Face:i(116),GenerateGridVerts:i(1242),GenerateObjVerts:i(480),GenerateVerts:i(479),ParseObj:i(498),ParseObjMaterial:i(499),RotateFace:i(1243),Vertex:i(118)};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(116),s=i(2),r=i(69),o=i(39),A=i(118),a=new o,h=new o,l=new r,c=function(t){var e=s(t,"mesh"),i=s(t,"texture",null),r=s(t,"frame"),o=s(t,"width",1),c=s(t,"height",o),u=s(t,"widthSegments",1),f=s(t,"heightSegments",u),g=s(t,"x",0),d=s(t,"y",0),p=s(t,"z",0),v=s(t,"rotateX",0),m=s(t,"rotateY",0),w=s(t,"rotateZ",0),B=s(t,"zIsUp",!0),y=s(t,"isOrtho",!!e&&e.dirtyCache[11]),x=s(t,"colors",[16777215]),C=s(t,"alphas",[1]),E=s(t,"tile",!1),I=s(t,"flipY",!1),D=s(t,"width",null),P={faces:[],verts:[]};if(a.set(g,d,p),h.set(v,m,w),l.fromRotationXYTranslation(h,a,B),!i&&e)i=e.texture;else{if(!e||"string"!==typeof i)return P;i=e.scene.sys.textures.get(i)}var b=i.get(r);!D&&y&&i&&e&&(o=b.width/e.height,c=b.height/e.height);var M,O,Q=o/2,T=c/2,S=Math.floor(u),R=Math.floor(f),k=S+1,z=R+1,L=o/S,H=c/R,G=[],F=[],Y=0,N=1,U=0,j=1;b&&(Y=b.u0,N=b.u1,I?(U=b.v1,j=b.v0):(U=b.v0,j=b.v1));var X=N-Y,J=j-U;for(O=0;O<z;O++){var Z=O*H-T;for(M=0;M<k;M++){var K=M*L-Q;F.push(K,-Z);var W=Y+X*(M/S),V=U+J*(O/R);G.push(W,V)}}Array.isArray(x)||(x=[x]),Array.isArray(C)||(C=[C]);var q=0,_=0;for(O=0;O<R;O++)for(M=0;M<S;M++){var $=2*(M+k*O),tt=2*(M+k*(O+1)),et=2*(M+1+k*(O+1)),it=2*(M+1+k*O),nt=x[_],st=C[q],rt=new A(F[$],F[$+1],0,G[$],G[$+1],nt,st).transformMat4(l),ot=new A(F[tt],F[tt+1],0,G[tt],G[tt+1],nt,st).transformMat4(l),At=new A(F[it],F[it+1],0,G[it],G[it+1],nt,st).transformMat4(l),at=new A(F[tt],F[tt+1],0,G[tt],G[tt+1],nt,st).transformMat4(l),ht=new A(F[et],F[et+1],0,G[et],G[et+1],nt,st).transformMat4(l),lt=new A(F[it],F[it+1],0,G[it],G[it+1],nt,st).transformMat4(l);E&&(rt.setUVs(Y,j),ot.setUVs(Y,U),At.setUVs(N,j),at.setUVs(Y,U),ht.setUVs(N,U),lt.setUVs(N,j)),_++,_===x.length&&(_=0),q++,q===C.length&&(q=0),P.verts.push(rt,ot,At,at,ht,lt),P.faces.push(new n(rt,ot,At),new n(at,ht,lt))}return e&&(e.faces=e.faces.concat(P.faces),e.vertices=e.vertices.concat(P.verts)),P};t.exports=c},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){var s,r;if(void 0===i&&void 0===n){var o=t.getInCenter();s=o.x,r=o.y}var A=Math.cos(e),a=Math.sin(e),h=t.vertex1,l=t.vertex2,c=t.vertex3,u=h.x-s,f=h.y-r;h.set(u*A-f*a+s,u*a+f*A+r),u=l.x-s,f=l.y-r,l.set(u*A-f*a+s,u*a+f*A+r),u=c.x-s,f=c.y-r,c.set(u*A-f*a+s,u*a+f*A+r)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4);n.Ceil=i(1245),n.Clone=i(1246),n.CopyFrom=i(1247),n.Equals=i(1248),n.Floor=i(1249),n.GetCentroid=i(1250),n.GetMagnitude=i(500),n.GetMagnitudeSq=i(501),n.GetRectangleFromPoints=i(1251),n.Interpolate=i(1252),n.Invert=i(1253),n.Negative=i(1254),n.Project=i(1255),n.ProjectUnit=i(1256),n.SetMagnitude=i(1257),t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.setTo(Math.ceil(t.x),Math.ceil(t.y))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t){return new n(t.x,t.y)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return e.setTo(t.x,t.y)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x===e.x&&t.y===e.y};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.setTo(Math.floor(t.x),Math.floor(t.y))};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){if(void 0===e&&(e=new n),!Array.isArray(t))throw new Error("GetCentroid points argument must be an array");var i=t.length;if(i<1)throw new Error("GetCentroid points array must not be empty");if(1===i)e.x=t[0].x,e.y=t[0].y;else{for(var s=0;s<i;s++)e.x+=t[s].x,e.y+=t[s].y;e.x/=i,e.y/=i}return e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=function(t,e){void 0===e&&(e=new n);for(var i=Number.NEGATIVE_INFINITY,s=Number.POSITIVE_INFINITY,r=Number.NEGATIVE_INFINITY,o=Number.POSITIVE_INFINITY,A=0;A<t.length;A++){var a=t[A];a.x>i&&(i=a.x),a.x<s&&(s=a.x),a.y>r&&(r=a.y),a.y<o&&(o=a.y)}return e.x=s,e.y=o,e.width=i-s,e.height=r-o,e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e,i,s){return void 0===i&&(i=0),void 0===s&&(s=new n),s.x=t.x+(e.x-t.x)*i,s.y=t.y+(e.y-t.y)*i,s};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.setTo(t.y,t.x)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){return void 0===e&&(e=new n),e.setTo(-t.x,-t.y)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=i(501),r=function(t,e,i){void 0===i&&(i=new n);var r=t.x*e.x+t.y*e.y,o=r/s(e);return 0!==o&&(i.x=o*e.x,i.y=o*e.y),i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e,i){void 0===i&&(i=new n);var s=t.x*e.x+t.y*e.y;return 0!==s&&(i.x=s*e.x,i.y=s*e.y),i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(500),s=function(t,e){if(0!==t.x||0!==t.y){var i=n(t);t.x/=i,t.y/=i}return t.x*=e,t.y*=e,t};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(227);n.Clone=i(1259),n.Contains=i(228),n.ContainsPoint=i(1260),n.Earcut=i(70),n.GetAABB=i(469),n.GetNumberArray=i(1261),n.GetPoints=i(470),n.Perimeter=i(471),n.Reverse=i(1262),n.Simplify=i(1263),n.Smooth=i(472),n.Translate=i(1264),t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(227),s=function(t){return new n(t.points)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(228),s=function(t,e){return n(t,e.x,e.y)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e=[]);for(var i=0;i<t.points.length;i++)e.push(t.points[i].x),e.push(t.points[i].y);return e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.points.reverse(),t};t.exports=i},function(t,e){function i(t,e){var i=t.x-e.x,n=t.y-e.y;return i*i+n*n}function n(t,e,i){var n=e.x,s=e.y,r=i.x-n,o=i.y-s;if(0!==r||0!==o){var A=((t.x-n)*r+(t.y-s)*o)/(r*r+o*o);A>1?(n=i.x,s=i.y):A>0&&(n+=r*A,s+=o*A)}return r=t.x-n,o=t.y-s,r*r+o*o}function s(t,e){for(var n,s=t[0],r=[s],o=1,A=t.length;o<A;o++)n=t[o],i(n,s)>e&&(r.push(n),s=n);return s!==n&&r.push(n),r}function r(t,e,i,s,o){for(var A,a=s,h=e+1;h<i;h++){var l=n(t[h],t[e],t[i]);l>a&&(A=h,a=l)}a>s&&(A-e>1&&r(t,e,A,s,o),o.push(t[A]),i-A>1&&r(t,A,i,s,o))}function o(t,e){var i=t.length-1,n=[t[0]];return r(t,0,i,e,n),n.push(t[i]),n}var A=function(t,e,i){void 0===e&&(e=1),void 0===i&&(i=!1);var n=t.points;if(n.length>2){var r=e*e;i||(n=s(n,r)),t.setTo(o(n,r))}return t};t.exports=A},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){for(var n=t.points,s=0;s<n.length;s++)n[s].x+=e,n[s].y+=i;return t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.width*t.height};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.x=Math.ceil(t.x),t.y=Math.ceil(t.y),t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.x=Math.ceil(t.x),t.y=Math.ceil(t.y),t.width=Math.ceil(t.width),t.height=Math.ceil(t.height),t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=function(t){return new n(t.x,t.y,t.width,t.height)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(57),s=function(t,e){return n(t,e.x,e.y)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return e.setTo(t.x,t.y,t.width,t.height)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x===e.x&&t.y===e.y&&t.width===e.width&&t.height===e.height};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(237),s=function(t,e){var i=n(t);return i<n(e)?t.setSize(e.height*i,e.height):t.setSize(e.width,e.width/i),t.setPosition(e.centerX-t.width/2,e.centerY-t.height/2)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(237),s=function(t,e){var i=n(t);return i>n(e)?t.setSize(e.height*i,e.height):t.setSize(e.width,e.width/i),t.setPosition(e.centerX-t.width/2,e.centerY-t.height/2)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.x=Math.floor(t.x),t.y=Math.floor(t.y),t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.x=Math.floor(t.x),t.y=Math.floor(t.y),t.width=Math.floor(t.width),t.height=Math.floor(t.height),t};t.exports=i},function(t,e,i){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=function(t,e,i,s,r){return void 0===r&&(r=new n),r.setTo(Math.min(t,i),Math.min(e,s),Math.abs(t-i),Math.abs(e-s))};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){return void 0===e&&(e=new n),e.x=t.centerX,e.y=t.centerY,e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=function(t,e){return void 0===e&&(e=new n),e.x=t.width,e.y=t.height,e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(190),s=function(t,e,i){var s=t.centerX,r=t.centerY;return t.setSize(t.width+2*e,t.height+2*i),n(t,s,r)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(10),s=i(117),r=function(t,e,i){return void 0===i&&(i=new n),s(t,e)?(i.x=Math.max(t.x,e.x),i.y=Math.max(t.y,e.y),i.width=Math.min(t.right,e.right)-i.x,i.height=Math.min(t.bottom,e.bottom)-i.y):i.setEmpty(),i};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){for(var i=t.x,n=t.right,s=t.y,r=t.bottom,o=0;o<e.length;o++)i=Math.min(i,e[o].x),n=Math.max(n,e[o].x),s=Math.min(s,e[o].y),r=Math.max(r,e[o].y);return t.x=i,t.y=s,t.width=n-i,t.height=r-s,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){var i=Math.min(t.x,e.x),n=Math.max(t.right,e.right);t.x=i,t.width=n-i;var s=Math.min(t.y,e.y),r=Math.max(t.bottom,e.bottom);return t.y=s,t.height=r-s,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){var n=Math.min(t.x,e),s=Math.max(t.right,e);t.x=n,t.width=s-n;var r=Math.min(t.y,i),o=Math.max(t.bottom,i);return t.y=r,t.height=o-r,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return t.x+=e,t.y+=i,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x+=e.x,t.y+=e.y,t};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x<e.right&&t.right>e.x&&t.y<e.bottom&&t.bottom>e.y};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(4),s=i(36),r=function(t,e,i){void 0===i&&(i=new n),e=s(e);var r=Math.sin(e),o=Math.cos(e),A=o>0?t.width/2:t.width/-2,a=r>0?t.height/2:t.height/-2;return Math.abs(A*r)<Math.abs(a*o)?a=A*r/o:A=a*o/r,i.x=A+t.centerX,i.y=a+t.centerY,i};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(195),s=i(503),r=i(4),o=function(t,e,i){if(void 0===i&&(i=new r),s(t,e))switch(n(0,3)){case 0:i.x=t.x+Math.random()*(e.right-t.x),i.y=t.y+Math.random()*(e.top-t.y);break;case 1:i.x=e.x+Math.random()*(t.right-e.x),i.y=e.bottom+Math.random()*(t.bottom-e.bottom);break;case 2:i.x=t.x+Math.random()*(e.x-t.x),i.y=e.y+Math.random()*(t.bottom-e.y);break;case 3:i.x=e.right+Math.random()*(t.right-e.right),i.y=t.y+Math.random()*(e.bottom-t.y);break}return i};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.width===e.width&&t.height===e.height};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i){return void 0===i&&(i=e),t.width*=e,t.height*=i,t};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(83);n.Area=i(1292),n.BuildEquilateral=i(1293),n.BuildFromPolygon=i(1294),n.BuildRight=i(1295),n.CenterOn=i(1296),n.Centroid=i(504),n.CircumCenter=i(1297),n.CircumCircle=i(1298),n.Clone=i(1299),n.Contains=i(115),n.ContainsArray=i(235),n.ContainsPoint=i(1300),n.CopyFrom=i(1301),n.Decompose=i(495),n.Equals=i(1302),n.GetPoint=i(476),n.GetPoints=i(477),n.InCenter=i(506),n.Perimeter=i(1303),n.Offset=i(505),n.Random=i(181),n.Rotate=i(1304),n.RotateAroundPoint=i(1305),n.RotateAroundXY=i(238),t.exports=n},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){var e=t.x1,i=t.y1,n=t.x2,s=t.y2,r=t.x3,o=t.y3;return Math.abs(((r-e)*(s-i)-(n-e)*(o-i))/2)};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(83),s=function(t,e,i){var s=i*(Math.sqrt(3)/2),r=t,o=e,A=t+i/2,a=e+s,h=t-i/2,l=e+s;return new n(r,o,A,a,h,l)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(70),s=i(83),r=function(t,e,i,r,o){void 0===e&&(e=null),void 0===i&&(i=1),void 0===r&&(r=1),void 0===o&&(o=[]);for(var A,a,h,l,c,u,f,g,d,p=n(t,e),v=0;v<p.length;v+=3)A=p[v],a=p[v+1],h=p[v+2],l=t[2*A]*i,c=t[2*A+1]*r,u=t[2*a]*i,f=t[2*a+1]*r,g=t[2*h]*i,d=t[2*h+1]*r,o.push(new s(l,c,u,f,g,d));return o};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(83),s=function(t,e,i,s){void 0===s&&(s=i);var r=t,o=e,A=t,a=e-s,h=t+i,l=e;return new n(r,o,A,a,h,l)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(504),s=i(505),r=function(t,e,i,r){void 0===r&&(r=n);var o=r(t),A=e-o.x,a=i-o.y;return s(t,A,a)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(3);function s(t,e,i,n){return t*n-e*i}var r=function(t,e){void 0===e&&(e=new n);var i=t.x3,r=t.y3,o=t.x1-i,A=t.y1-r,a=t.x2-i,h=t.y2-r,l=2*s(o,A,a,h),c=s(A,o*o+A*A,h,a*a+h*h),u=s(o,o*o+A*A,a,a*a+h*h);return e.x=i-c/l,e.y=r+u/l,e};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(64),s=function(t,e){void 0===e&&(e=new n);var i,s,r=t.x1,o=t.y1,A=t.x2,a=t.y2,h=t.x3,l=t.y3,c=A-r,u=a-o,f=h-r,g=l-o,d=c*(r+A)+u*(o+a),p=f*(r+h)+g*(o+l),v=2*(c*(l-a)-u*(h-A));if(Math.abs(v)<1e-6){var m=Math.min(r,A,h),w=Math.min(o,a,l);i=.5*(Math.max(r,A,h)-m),s=.5*(Math.max(o,a,l)-w),e.x=m+i,e.y=w+s,e.radius=Math.sqrt(i*i+s*s)}else e.x=(g*d-u*p)/v,e.y=(c*p-f*d)/v,i=e.x-r,s=e.y-o,e.radius=Math.sqrt(i*i+s*s);return e};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(83),s=function(t){return new n(t.x1,t.y1,t.x2,t.y2,t.x3,t.y3)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(115),s=function(t,e){return n(t,e.x,e.y)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return e.setTo(t.x1,t.y1,t.x2,t.y2,t.x3,t.y3)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.x1===e.x1&&t.y1===e.y1&&t.x2===e.x2&&t.y2===e.y2&&t.x3===e.x3&&t.y3===e.y3};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(66),s=function(t){var e=t.getLineA(),i=t.getLineB(),s=t.getLineC();return n(e)+n(i)+n(s)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(238),s=i(506),r=function(t,e){var i=s(t);return n(t,i.x,i.y,e)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(238),s=function(t,e,i){return n(t,e.x,e.y,i)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(203),s=i(17),r={CreatePixelPerfectHandler:i(507),CreateInteractiveObject:i(508),Events:i(51),Gamepad:i(1307),InputManager:i(409),InputPlugin:i(1319),InputPluginCache:i(153),Keyboard:i(1320),Mouse:i(1334),Pointer:i(412),Touch:i(1335)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Axis:i(509),Button:i(510),Events:i(239),Gamepad:i(511),GamepadPlugin:i(1314),Configs:i(1315)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="down"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="up"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="connected"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="disconnected"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="down"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="up"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(9),r=i(239),o=i(511),A=i(6),a=i(153),h=i(51),l=new n({Extends:s,initialize:function(t){s.call(this),this.scene=t.scene,this.settings=this.scene.sys.settings,this.sceneInputPlugin=t,this.enabled=!0,this.target,this.gamepads=[],this.queue=[],this.onGamepadHandler,this._pad1,this._pad2,this._pad3,this._pad4,t.pluginEvents.once(h.BOOT,this.boot,this),t.pluginEvents.on(h.START,this.start,this)},boot:function(){var t=this.scene.sys.game,e=this.settings.input,i=t.config;this.enabled=A(e,"gamepad",i.inputGamepad)&&t.device.input.gamepads,this.target=A(e,"gamepad.target",i.inputGamepadEventTarget),this.sceneInputPlugin.pluginEvents.once(h.DESTROY,this.destroy,this)},start:function(){this.enabled&&(this.startListeners(),this.refreshPads()),this.sceneInputPlugin.pluginEvents.once(h.SHUTDOWN,this.shutdown,this)},isActive:function(){return this.enabled&&this.scene.sys.isActive()},startListeners:function(){var t=this,e=this.target,i=function(e){!e.defaultPrevented&&t.isActive()&&(t.refreshPads(),t.queue.push(e))};this.onGamepadHandler=i,e.addEventListener("gamepadconnected",i,!1),e.addEventListener("gamepaddisconnected",i,!1),this.sceneInputPlugin.pluginEvents.on(h.UPDATE,this.update,this)},stopListeners:function(){this.target.removeEventListener("gamepadconnected",this.onGamepadHandler),this.target.removeEventListener("gamepaddisconnected",this.onGamepadHandler),this.sceneInputPlugin.pluginEvents.off(h.UPDATE,this.update);for(var t=0;t<this.gamepads.length;t++)this.gamepads[t].removeAllListeners()},disconnectAll:function(){for(var t=0;t<this.gamepads.length;t++)this.gamepads[t].pad.connected=!1},refreshPads:function(){var t=navigator.getGamepads();if(t)for(var e=this.gamepads,i=0;i<t.length;i++){var n=t[i];if(n){var s=n.id,r=n.index,A=e[r];if(A)A.id!==s?(A.destroy(),e[r]=new o(this,n)):A.update(n);else{var a=new o(this,n);e[r]=a,this._pad1?this._pad2?this._pad3?this._pad4||(this._pad4=a):this._pad3=a:this._pad2=a:this._pad1=a}}}else this.disconnectAll()},getAll:function(){for(var t=[],e=this.gamepads,i=0;i<e.length;i++)e[i]&&t.push(e[i]);return t},getPad:function(t){for(var e=this.gamepads,i=0;i<e.length;i++)if(e[i]&&e[i].index===t)return e[i]},update:function(){if(this.enabled){this.refreshPads();var t=this.queue.length;if(0!==t)for(var e=this.queue.splice(0,t),i=0;i<t;i++){var n=e[i],s=this.getPad(n.gamepad.index);"gamepadconnected"===n.type?this.emit(r.CONNECTED,s,n):"gamepaddisconnected"===n.type&&this.emit(r.DISCONNECTED,s,n)}}},shutdown:function(){this.stopListeners(),this.removeAllListeners()},destroy:function(){this.shutdown();for(var t=0;t<this.gamepads.length;t++)this.gamepads[t]&&this.gamepads[t].destroy();this.gamepads=[],this.scene=null,this.settings=null,this.sceneInputPlugin=null,this.target=null},total:{get:function(){return this.gamepads.length}},pad1:{get:function(){return this._pad1}},pad2:{get:function(){return this._pad2}},pad3:{get:function(){return this._pad3}},pad4:{get:function(){return this._pad4}}});a.register("GamepadPlugin",l,"gamepad","gamepad","inputGamepad"),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={DUALSHOCK_4:i(1316),SNES_USB:i(1317),XBOX_360:i(1318)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={UP:12,DOWN:13,LEFT:14,RIGHT:15,SHARE:8,OPTIONS:9,PS:16,TOUCHBAR:17,X:0,CIRCLE:1,SQUARE:2,TRIANGLE:3,L1:4,R1:5,L2:6,R2:7,L3:10,R3:11,LEFT_STICK_H:0,LEFT_STICK_V:1,RIGHT_STICK_H:2,RIGHT_STICK_V:3}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={UP:12,DOWN:13,LEFT:14,RIGHT:15,SELECT:8,START:9,B:0,A:1,Y:2,X:3,LEFT_SHOULDER:4,RIGHT_SHOULDER:5}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={UP:12,DOWN:13,LEFT:14,RIGHT:15,MENU:16,A:0,B:1,X:2,Y:3,LB:4,RB:5,LT:6,RT:7,BACK:8,START:9,LS:10,RS:11,LEFT_STICK_H:0,LEFT_STICK_V:1,RIGHT_STICK_H:2,RIGHT_STICK_V:3}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(64),s=i(65),r=i(0),o=i(203),A=i(508),a=i(507),h=i(50),l=i(111),c=i(112),u=i(51),f=i(9),g=i(2),d=i(56),p=i(153),v=i(7),m=i(24),w=i(10),B=i(57),y=i(20),x=i(83),C=i(115),E=new r({Extends:f,initialize:function(t){f.call(this),this.scene=t,this.systems=t.sys,this.settings=t.sys.settings,this.manager=t.sys.game.input,this.pluginEvents=new f,this.enabled=!0,this.displayList,this.cameras,p.install(this),this.mouse=this.manager.mouse,this.topOnly=!0,this.pollRate=-1,this._pollTimer=0;var e={cancelled:!1};this._eventContainer={stopPropagation:function(){e.cancelled=!0}},this._eventData=e,this.dragDistanceThreshold=0,this.dragTimeThreshold=0,this._temp=[],this._tempZones=[],this._list=[],this._pendingInsertion=[],this._pendingRemoval=[],this._draggable=[],this._drag={0:[],1:[],2:[],3:[],4:[],5:[],6:[],7:[],8:[],9:[],10:[]},this._dragState=[],this._over={0:[],1:[],2:[],3:[],4:[],5:[],6:[],7:[],8:[],9:[],10:[]},this._validTypes=["onDown","onUp","onOver","onOut","onMove","onDragStart","onDrag","onDragEnd","onDragEnter","onDragLeave","onDragOver","onDrop"],this._updatedThisFrame=!1,t.sys.events.once(y.BOOT,this.boot,this),t.sys.events.on(y.START,this.start,this)},boot:function(){this.cameras=this.systems.cameras,this.displayList=this.systems.displayList,this.systems.events.once(y.DESTROY,this.destroy,this),this.pluginEvents.emit(u.BOOT)},start:function(){var t=this.systems.events;t.on(y.TRANSITION_START,this.transitionIn,this),t.on(y.TRANSITION_OUT,this.transitionOut,this),t.on(y.TRANSITION_COMPLETE,this.transitionComplete,this),t.on(y.PRE_UPDATE,this.preUpdate,this),t.once(y.SHUTDOWN,this.shutdown,this),this.manager.events.on(u.GAME_OUT,this.onGameOut,this),this.manager.events.on(u.GAME_OVER,this.onGameOver,this),this.enabled=!0,this._dragState=[0,0,0,0,0,0,0,0,0,0],this.pluginEvents.emit(u.START)},onGameOver:function(t){this.isActive()&&this.emit(u.GAME_OVER,t.timeStamp,t)},onGameOut:function(t){this.isActive()&&this.emit(u.GAME_OUT,t.timeStamp,t)},preUpdate:function(){this.pluginEvents.emit(u.PRE_UPDATE);var t=this._pendingRemoval,e=this._pendingInsertion,i=t.length,n=e.length;if(0!==i||0!==n){for(var s=this._list,r=0;r<i;r++){var o=t[r],A=s.indexOf(o);A>-1&&(s.splice(A,1),this.clear(o,!0))}t.length=0,this._pendingRemoval.length=0,this._list=s.concat(e.splice(0))}},isActive:function(){return this.enabled&&this.scene.sys.isActive()},updatePoll:function(t,e){if(!this.isActive())return!1;if(this.pluginEvents.emit(u.UPDATE,t,e),this._updatedThisFrame)return this._updatedThisFrame=!1,!1;var i,n=this.manager,s=n.pointers,r=n.pointersTotal;for(i=0;i<r;i++)s[i].updateMotion();if(0===this._list.length)return!1;var o=this.pollRate;if(-1===o)return!1;if(o>0){if(this._pollTimer-=e,!(this._pollTimer<0))return!1;this._pollTimer=this.pollRate}var A=!1;for(i=0;i<r;i++){var a=0,h=s[i];this._tempZones=[],this._temp=this.hitTestPointer(h),this.sortGameObjects(this._temp,h),this.sortDropZones(this._tempZones),this.topOnly&&(this._temp.length&&this._temp.splice(1),this._tempZones.length&&this._tempZones.splice(1)),a+=this.processOverOutEvents(h),2===this.getDragState(h)&&this.processDragThresholdEvent(h,t),a>0&&(A=!0)}return A},update:function(t,e){if(!this.isActive())return!1;for(var i=e.length,n=!1,s=0;s<i;s++){var r=0,A=e[s];switch(this._tempZones=[],this._temp=this.hitTestPointer(A),this.sortGameObjects(this._temp,A),this.sortDropZones(this._tempZones),this.topOnly&&(this._temp.length&&this._temp.splice(1),this._tempZones.length&&this._tempZones.splice(1)),t){case o.MOUSE_DOWN:r+=this.processDragDownEvent(A),r+=this.processDownEvents(A),r+=this.processOverOutEvents(A);break;case o.MOUSE_UP:r+=this.processDragUpEvent(A),r+=this.processUpEvents(A),r+=this.processOverOutEvents(A);break;case o.TOUCH_START:r+=this.processDragDownEvent(A),r+=this.processDownEvents(A),r+=this.processOverEvents(A);break;case o.TOUCH_END:case o.TOUCH_CANCEL:r+=this.processDragUpEvent(A),r+=this.processUpEvents(A),r+=this.processOutEvents(A);break;case o.MOUSE_MOVE:case o.TOUCH_MOVE:r+=this.processDragMoveEvent(A),r+=this.processMoveEvents(A),r+=this.processOverOutEvents(A);break;case o.MOUSE_WHEEL:r+=this.processWheelEvent(A);break}r>0&&(n=!0)}return this._updatedThisFrame=!0,n},clear:function(t,e){void 0===e&&(e=!1);var i=t.input;if(i){e||this.queueForRemoval(t),i.gameObject=void 0,i.target=void 0,i.hitArea=void 0,i.hitAreaCallback=void 0,i.callbackContext=void 0,t.input=null;var n=this._draggable.indexOf(t);return n>-1&&this._draggable.splice(n,1),n=this._drag[0].indexOf(t),n>-1&&this._drag[0].splice(n,1),n=this._over[0].indexOf(t),n>-1&&(this._over[0].splice(n,1),this.manager.resetCursor(i)),t}},disable:function(t){t.input.enabled=!1},enable:function(t,e,i,n){return void 0===n&&(n=!1),t.input?t.input.enabled=!0:this.setHitArea(t,e,i),t.input&&n&&!t.input.dropZone&&(t.input.dropZone=n),this},hitTestPointer:function(t){for(var e=this.cameras.getCamerasBelowPointer(t),i=0;i<e.length;i++){for(var n=e[i],s=this.manager.hitTest(t,this._list,n),r=0;r<s.length;r++){var o=s[r];o.input.dropZone&&this._tempZones.push(o)}if(s.length>0)return t.camera=n,s}return t.camera=e[0],[]},processDownEvents:function(t){var e=0,i=this._temp,n=this._eventData,s=this._eventContainer;n.cancelled=!1;for(var r=!1,o=0;o<i.length;o++){var A=i[o];if(A.input){if(e++,A.emit(u.GAMEOBJECT_POINTER_DOWN,t,A.input.localX,A.input.localY,s),n.cancelled||!A.input){r=!0;break}if(this.emit(u.GAMEOBJECT_DOWN,t,A,s),n.cancelled||!A.input){r=!0;break}}}return!r&&this.manager&&(t.downElement===this.manager.game.canvas?this.emit(u.POINTER_DOWN,t,i):this.emit(u.POINTER_DOWN_OUTSIDE,t)),e},getDragState:function(t){return this._dragState[t.id]},setDragState:function(t,e){this._dragState[t.id]=e},processDragThresholdEvent:function(t,e){var i=!1,n=this.dragTimeThreshold,s=this.dragDistanceThreshold;if((s>0&&h(t.x,t.y,t.downX,t.downY)>=s||n>0&&e>=t.downTime+n)&&(i=!0),i)return this.setDragState(t,3),this.processDragStartList(t)},processDragStartList:function(t){if(3!==this.getDragState(t))return 0;for(var e=this._drag[t.id],i=0;i<e.length;i++){var n=e[i],s=n.input;s.dragState=2,s.dragStartX=n.x,s.dragStartY=n.y,s.dragStartXGlobal=t.worldX,s.dragStartYGlobal=t.worldY,s.dragX=s.dragStartXGlobal-s.dragStartX,s.dragY=s.dragStartYGlobal-s.dragStartY,n.emit(u.GAMEOBJECT_DRAG_START,t,s.dragX,s.dragY),this.emit(u.DRAG_START,t,n)}return this.setDragState(t,4),e.length},processDragDownEvent:function(t){var e=this._temp;if(0===this._draggable.length||0===e.length||!t.primaryDown||0!==this.getDragState(t))return 0;this.setDragState(t,1);for(var i=[],n=0;n<e.length;n++){var s=e[n];s.input.draggable&&0===s.input.dragState&&i.push(s)}return 0===i.length?(this.setDragState(t,0),0):(i.length>1&&(this.sortGameObjects(i,t),this.topOnly&&i.splice(1)),this._drag[t.id]=i,0===this.dragDistanceThreshold&&0===this.dragTimeThreshold?(this.setDragState(t,3),this.processDragStartList(t)):(this.setDragState(t,2),0))},processDragMoveEvent:function(t){if(2===this.getDragState(t)&&this.processDragThresholdEvent(t,this.manager.game.loop.now),4!==this.getDragState(t))return 0;for(var e=this._tempZones,i=this._drag[t.id],n=0;n<i.length;n++){var s,r,o=i[n],A=o.input,a=A.target;if(a){var h=e.indexOf(a);0===h?(o.emit(u.GAMEOBJECT_DRAG_OVER,t,a),this.emit(u.DRAG_OVER,t,o,a)):h>0?(o.emit(u.GAMEOBJECT_DRAG_LEAVE,t,a),this.emit(u.DRAG_LEAVE,t,o,a),A.target=e[0],a=A.target,o.emit(u.GAMEOBJECT_DRAG_ENTER,t,a),this.emit(u.DRAG_ENTER,t,o,a)):(o.emit(u.GAMEOBJECT_DRAG_LEAVE,t,a),this.emit(u.DRAG_LEAVE,t,o,a),e[0]?(A.target=e[0],a=A.target,o.emit(u.GAMEOBJECT_DRAG_ENTER,t,a),this.emit(u.DRAG_ENTER,t,o,a)):A.target=null)}else!a&&e[0]&&(A.target=e[0],a=A.target,o.emit(u.GAMEOBJECT_DRAG_ENTER,t,a),this.emit(u.DRAG_ENTER,t,o,a));if(o.parentContainer){var l=t.worldX-A.dragStartXGlobal,c=t.worldY-A.dragStartYGlobal,f=o.getParentRotation(),g=l*Math.cos(f)+c*Math.sin(f),d=c*Math.cos(f)-l*Math.sin(f);g*=1/o.parentContainer.scaleX,d*=1/o.parentContainer.scaleY,s=g+A.dragStartX,r=d+A.dragStartY}else s=t.worldX-A.dragX,r=t.worldY-A.dragY;o.emit(u.GAMEOBJECT_DRAG,t,s,r),this.emit(u.DRAG,t,o,s,r)}return i.length},processDragUpEvent:function(t){for(var e=this._drag[t.id],i=0;i<e.length;i++){var n=e[i],s=n.input;if(s&&2===s.dragState){s.dragState=0,s.dragX=s.localX-n.displayOriginX,s.dragY=s.localY-n.displayOriginY;var r=!1,o=s.target;o&&(n.emit(u.GAMEOBJECT_DROP,t,o),this.emit(u.DROP,t,n,o),s.target=null,r=!0),n.input&&(n.emit(u.GAMEOBJECT_DRAG_END,t,s.dragX,s.dragY,r),this.emit(u.DRAG_END,t,n,r))}}return this.setDragState(t,0),e.splice(0),0},processMoveEvents:function(t){var e=0,i=this._temp,n=this._eventData,s=this._eventContainer;n.cancelled=!1;for(var r=!1,o=0;o<i.length;o++){var A=i[o];if(A.input){if(e++,A.emit(u.GAMEOBJECT_POINTER_MOVE,t,A.input.localX,A.input.localY,s),n.cancelled||!A.input){r=!0;break}if(this.emit(u.GAMEOBJECT_MOVE,t,A,s),n.cancelled||!A.input){r=!0;break}if(this.topOnly)break}}return r||this.emit(u.POINTER_MOVE,t,i),e},processWheelEvent:function(t){var e=0,i=this._temp,n=this._eventData,s=this._eventContainer;n.cancelled=!1;for(var r=!1,o=t.deltaX,A=t.deltaY,a=t.deltaZ,h=0;h<i.length;h++){var l=i[h];if(l.input){if(e++,l.emit(u.GAMEOBJECT_POINTER_WHEEL,t,o,A,a,s),n.cancelled||!l.input){r=!0;break}if(this.emit(u.GAMEOBJECT_WHEEL,t,l,o,A,a,s),n.cancelled||!l.input){r=!0;break}}}return r||this.emit(u.POINTER_WHEEL,t,i,o,A,a),e},processOverEvents:function(t){var e=this._temp,i=0,n=e.length,s=[];if(n>0){var r=this.manager,o=this._eventData,A=this._eventContainer;o.cancelled=!1;for(var a=!1,h=0;h<n;h++){var l=e[h];if(l.input){if(s.push(l),r.setCursor(l.input),l.emit(u.GAMEOBJECT_POINTER_OVER,t,l.input.localX,l.input.localY,A),i++,o.cancelled||!l.input){a=!0;break}if(this.emit(u.GAMEOBJECT_OVER,t,l,A),o.cancelled||!l.input){a=!0;break}}}a||this.emit(u.POINTER_OVER,t,s)}return this._over[t.id]=s,i},processOutEvents:function(t){var e=this._over[t.id],i=0,n=e.length;if(n>0){var s=this.manager,r=this._eventData,o=this._eventContainer;r.cancelled=!1;var A=!1;this.sortGameObjects(e,t);for(var a=0;a<n;a++){var h=e[a];if(h=e[a],h.input){if(s.resetCursor(h.input),h.emit(u.GAMEOBJECT_POINTER_OUT,t,o),i++,r.cancelled||!h.input){A=!0;break}if(this.emit(u.GAMEOBJECT_OUT,t,h,o),r.cancelled||!h.input){A=!0;break}A||this.emit(u.POINTER_OUT,t,e)}}this._over[t.id]=[]}return i},processOverOutEvents:function(t){var e,i,n=this._temp,s=[],r=[],o=[],A=this._over[t.id],a=this._drag[t.id],h=this.manager;for(e=0;e<A.length;e++)i=A[e],-1===n.indexOf(i)&&-1===a.indexOf(i)?s.push(i):o.push(i);for(e=0;e<n.length;e++)i=n[e],-1===A.indexOf(i)&&r.push(i);var l=s.length,c=0,f=this._eventData,g=this._eventContainer;f.cancelled=!1;var d=!1;if(l>0){for(this.sortGameObjects(s,t),e=0;e<l;e++)if(i=s[e],i.input){if(h.resetCursor(i.input),i.emit(u.GAMEOBJECT_POINTER_OUT,t,g),c++,f.cancelled||!i.input){d=!0;break}if(this.emit(u.GAMEOBJECT_OUT,t,i,g),f.cancelled||!i.input){d=!0;break}}d||this.emit(u.POINTER_OUT,t,s)}if(l=r.length,f.cancelled=!1,d=!1,l>0){for(this.sortGameObjects(r,t),e=0;e<l;e++)if(i=r[e],i.input){if(h.setCursor(i.input),i.emit(u.GAMEOBJECT_POINTER_OVER,t,i.input.localX,i.input.localY,g),c++,f.cancelled||!i.input){d=!0;break}if(this.emit(u.GAMEOBJECT_OVER,t,i,g),f.cancelled||!i.input){d=!0;break}}d||this.emit(u.POINTER_OVER,t,r)}return A=o.concat(r),this._over[t.id]=this.sortGameObjects(A,t),c},processUpEvents:function(t){var e=this._temp,i=this._eventData,n=this._eventContainer;i.cancelled=!1;for(var s=!1,r=0;r<e.length;r++){var o=e[r];if(o.input){if(o.emit(u.GAMEOBJECT_POINTER_UP,t,o.input.localX,o.input.localY,n),i.cancelled||!o.input){s=!0;break}if(this.emit(u.GAMEOBJECT_UP,t,o,n),i.cancelled||!o.input){s=!0;break}}}return!s&&this.manager&&(t.upElement===this.manager.game.canvas?this.emit(u.POINTER_UP,t,e):this.emit(u.POINTER_UP_OUTSIDE,t)),e.length},queueForInsertion:function(t){return-1===this._pendingInsertion.indexOf(t)&&-1===this._list.indexOf(t)&&this._pendingInsertion.push(t),this},queueForRemoval:function(t){return this._pendingRemoval.push(t),this},setDraggable:function(t,e){void 0===e&&(e=!0),Array.isArray(t)||(t=[t]);for(var i=0;i<t.length;i++){var n=t[i];n.input.draggable=e;var s=this._draggable.indexOf(n);e&&-1===s?this._draggable.push(n):!e&&s>-1&&this._draggable.splice(s,1)}return this},makePixelPerfect:function(t){void 0===t&&(t=1);var e=this.systems.textures;return a(e,t)},setHitArea:function(t,e,i){if(void 0===e)return this.setHitAreaFromTexture(t);Array.isArray(t)||(t=[t]);var n=!1,s=!1,r=!1,o=!1,a=!1,h=!0;if(v(e)){var l=e;e=g(l,"hitArea",null),i=g(l,"hitAreaCallback",null),n=g(l,"draggable",!1),s=g(l,"dropZone",!1),r=g(l,"cursor",!1),o=g(l,"useHandCursor",!1),a=g(l,"pixelPerfect",!1);var c=g(l,"alphaTolerance",1);a&&(e={},i=this.makePixelPerfect(c)),e&&i||(this.setHitAreaFromTexture(t),h=!1)}else"function"!==typeof e||i||(i=e,e={});for(var u=0;u<t.length;u++){var f=t[u];if(a&&"Container"===f.type)console.warn("Cannot pixelPerfect test a Container. Use a custom callback.");else{var d=f.input?f.input:A(f,e,i);d.customHitArea=h,d.dropZone=s,d.cursor=o?"pointer":r,f.input=d,n&&this.setDraggable(f),this.queueForInsertion(f)}}return this},setHitAreaCircle:function(t,e,i,r,o){void 0===o&&(o=s);var A=new n(e,i,r);return this.setHitArea(t,A,o)},setHitAreaEllipse:function(t,e,i,n,s,r){void 0===r&&(r=c);var o=new l(e,i,n,s);return this.setHitArea(t,o,r)},setHitAreaFromTexture:function(t,e){void 0===e&&(e=B),Array.isArray(t)||(t=[t]);for(var i=0;i<t.length;i++){var n=t[i],s=n.frame,r=0,o=0;n.width?(r=n.width,o=n.height):s&&(r=s.realWidth,o=s.realHeight),"Container"!==n.type||0!==r&&0!==o?0!==r&&0!==o&&(n.input=A(n,new w(0,0,r,o),e),this.queueForInsertion(n)):console.warn("Container.setInteractive must specify a Shape or call setSize() first")}return this},setHitAreaRectangle:function(t,e,i,n,s,r){void 0===r&&(r=B);var o=new w(e,i,n,s);return this.setHitArea(t,o,r)},setHitAreaTriangle:function(t,e,i,n,s,r,o,A){void 0===A&&(A=C);var a=new x(e,i,n,s,r,o);return this.setHitArea(t,a,A)},enableDebug:function(t,e){void 0===e&&(e=65280);var i=t.input;if(!i||!i.hitArea)return this;var n=i.hitArea,s=n.type,r=i.hitAreaDebug,o=this.systems.add,A=this.systems.updateList;r&&(A.remove(r),r.destroy(),r=null);var a=0,h=0;switch(s){case d.CIRCLE:r=o.arc(0,0,n.radius),a=n.x-n.radius,h=n.y-n.radius;break;case d.ELLIPSE:r=o.ellipse(0,0,n.width,n.height),a=n.x-n.width/2,h=n.y-n.height/2;break;case d.LINE:r=o.line(0,0,n.x1,n.y1,n.x2,n.y2);break;case d.POLYGON:r=o.polygon(0,0,n.points);break;case d.RECTANGLE:r=o.rectangle(0,0,n.width,n.height),a=n.x,h=n.y;break;case d.TRIANGLE:r=o.triangle(0,0,n.x1,n.y1,n.x2,n.y2,n.x3,n.y3);break}return r&&(r.isFilled=!1,r.preUpdate=function(){r.setStrokeStyle(1/t.scale,e),r.setDisplayOrigin(t.displayOriginX,t.displayOriginY);var i=t.x,n=t.y,s=t.rotation,o=t.scaleX,A=t.scaleY;if(t.parentContainer){var l=t.getWorldTransformMatrix();i=l.tx,n=l.ty,s=l.rotation,o=l.scaleX,A=l.scaleY}r.setRotation(s),r.setScale(o,A),r.setPosition(i+a,n+h),r.setScrollFactor(t.scrollFactorX,t.scrollFactorY),r.setDepth(t.depth)},A.add(r),i.hitAreaDebug=r),this},removeDebug:function(t){var e=t.input;if(e&&e.hitAreaDebug){var i=e.hitAreaDebug;this.systems.updateList.remove(i),i.destroy(),e.hitAreaDebug=null}return this},setPollAlways:function(){return this.setPollRate(0)},setPollOnMove:function(){return this.setPollRate(-1)},setPollRate:function(t){return this.pollRate=t,this._pollTimer=0,this},setGlobalTopOnly:function(t){return this.manager.globalTopOnly=t,this},setTopOnly:function(t){return this.topOnly=t,this},sortGameObjects:function(t,e){if(t.length<2)return t;var i=e.camera.renderList;return t.sort((function(t,e){return i.indexOf(e)-i.indexOf(t)}))},sortDropZones:function(t){return t.length<2?t:(this.scene.sys.depthSort(),t.sort(this.sortDropZoneHandler.bind(this)))},sortDropZoneHandler:function(t,e){if(t.parentContainer||e.parentContainer){if(t.parentContainer===e.parentContainer)return e.parentContainer.getIndex(e)-t.parentContainer.getIndex(t);if(t.parentContainer===e)return-1;if(e.parentContainer===t)return 1;for(var i=t.getIndexList(),n=e.getIndexList(),s=Math.min(i.length,n.length),r=0;r<s;r++){var o=i[r],A=n[r];if(o!==A)return A-o}return n.length-i.length}return this.displayList.getIndex(e)-this.displayList.getIndex(t)},stopPropagation:function(){return this.manager._tempSkip=!0,this},addPointer:function(t){return this.manager.addPointer(t)},setDefaultCursor:function(t){return this.manager.setDefaultCursor(t),this},transitionIn:function(){this.enabled=this.settings.transitionAllowInput},transitionComplete:function(){this.settings.transitionAllowInput||(this.enabled=!0)},transitionOut:function(){this.enabled=this.settings.transitionAllowInput},shutdown:function(){this.pluginEvents.emit(u.SHUTDOWN),this._temp.length=0,this._list.length=0,this._draggable.length=0,this._pendingRemoval.length=0,this._pendingInsertion.length=0,this._dragState.length=0;for(var t=0;t<10;t++)this._drag[t]=[],this._over[t]=[];this.removeAllListeners();var e=this.manager;e.canvas.style.cursor=e.defaultCursor;var i=this.systems.events;i.off(y.TRANSITION_START,this.transitionIn,this),i.off(y.TRANSITION_OUT,this.transitionOut,this),i.off(y.TRANSITION_COMPLETE,this.transitionComplete,this),i.off(y.PRE_UPDATE,this.preUpdate,this),e.events.off(u.GAME_OUT,this.onGameOut,this),e.events.off(u.GAME_OVER,this.onGameOver,this),i.off(y.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.pluginEvents.emit(u.DESTROY),this.pluginEvents.removeAllListeners(),this.scene.sys.events.off(y.START,this.start,this),this.scene=null,this.cameras=null,this.manager=null,this.events=null,this.mouse=null},x:{get:function(){return this.manager.activePointer.x}},y:{get:function(){return this.manager.activePointer.y}},isOver:{get:function(){return this.manager.isOver}},mousePointer:{get:function(){return this.manager.mousePointer}},activePointer:{get:function(){return this.manager.activePointer}},pointer1:{get:function(){return this.manager.pointers[1]}},pointer2:{get:function(){return this.manager.pointers[2]}},pointer3:{get:function(){return this.manager.pointers[3]}},pointer4:{get:function(){return this.manager.pointers[4]}},pointer5:{get:function(){return this.manager.pointers[5]}},pointer6:{get:function(){return this.manager.pointers[6]}},pointer7:{get:function(){return this.manager.pointers[7]}},pointer8:{get:function(){return this.manager.pointers[8]}},pointer9:{get:function(){return this.manager.pointers[9]}},pointer10:{get:function(){return this.manager.pointers[10]}}});m.register("InputPlugin",E,"input"),t.exports=E},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Events:i(154),KeyboardManager:i(410),KeyboardPlugin:i(1328),Key:i(512),KeyCodes:i(144),KeyCombo:i(513),AdvanceKeyCombo:i(515),ProcessKeyCombo:i(514),ResetKeyCombo:i(516),JustDown:i(1330),JustUp:i(1331),DownDuration:i(1332),UpDuration:i(1333)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="keydown"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="keyup"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="keycombomatch"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="down"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="keydown-"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="keyup-"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="up"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(9),r=i(154),o=i(22),A=i(6),a=i(51),h=i(153),l=i(512),c=i(144),u=i(513),f=i(1329),g=i(20),d=i(77),p=new n({Extends:s,initialize:function(t){s.call(this),this.game=t.systems.game,this.scene=t.scene,this.settings=this.scene.sys.settings,this.sceneInputPlugin=t,this.manager=t.manager.keyboard,this.enabled=!0,this.keys=[],this.combos=[],this.prevCode=null,this.prevTime=0,this.prevType=null,t.pluginEvents.once(a.BOOT,this.boot,this),t.pluginEvents.on(a.START,this.start,this)},boot:function(){var t=this.settings.input;this.enabled=A(t,"keyboard",!0);var e=A(t,"keyboard.capture",null);e&&this.addCaptures(e),this.sceneInputPlugin.pluginEvents.once(a.DESTROY,this.destroy,this)},start:function(){this.sceneInputPlugin.manager.events.on(a.MANAGER_PROCESS,this.update,this),this.sceneInputPlugin.pluginEvents.once(a.SHUTDOWN,this.shutdown,this),this.game.events.on(o.BLUR,this.resetKeys,this),this.scene.sys.events.on(g.PAUSE,this.resetKeys,this),this.scene.sys.events.on(g.SLEEP,this.resetKeys,this)},isActive:function(){return this.enabled&&this.scene.sys.isActive()},addCapture:function(t){return this.manager.addCapture(t),this},removeCapture:function(t){return this.manager.removeCapture(t),this},getCaptures:function(){return this.manager.captures},enableGlobalCapture:function(){return this.manager.preventDefault=!0,this},disableGlobalCapture:function(){return this.manager.preventDefault=!1,this},clearCaptures:function(){return this.manager.clearCaptures(),this},createCursorKeys:function(){return this.addKeys({up:c.UP,down:c.DOWN,left:c.LEFT,right:c.RIGHT,space:c.SPACE,shift:c.SHIFT})},addKeys:function(t,e,i){void 0===e&&(e=!0),void 0===i&&(i=!1);var n={};if("string"===typeof t){t=t.split(",");for(var s=0;s<t.length;s++){var r=t[s].trim();r&&(n[r]=this.addKey(r,e,i))}}else for(var o in t)n[o]=this.addKey(t[o],e,i);return n},addKey:function(t,e,i){void 0===e&&(e=!0),void 0===i&&(i=!1);var n=this.keys;if(t instanceof l){var s=n.indexOf(t);return s>-1?n[s]=t:n[t.keyCode]=t,e&&this.addCapture(t.keyCode),t.setEmitOnRepeat(i),t}return"string"===typeof t&&(t=c[t.toUpperCase()]),n[t]||(n[t]=new l(this,t),e&&this.addCapture(t),n[t].setEmitOnRepeat(i)),n[t]},removeKey:function(t,e){void 0===e&&(e=!1);var i,n=this.keys;if(t instanceof l){var s=n.indexOf(t);s>-1&&(i=this.keys[s],this.keys[s]=void 0)}else"string"===typeof t&&(t=c[t.toUpperCase()]);return n[t]&&(i=n[t],n[t]=void 0),i&&(i.plugin=null,e&&i.destroy()),this},removeAllKeys:function(t){for(var e=this.keys,i=0;i<e.length;i++){var n=e[i];n&&(e[i]=void 0,t&&n.destroy())}return this},createCombo:function(t,e){return new u(this,t,e)},checkDown:function(t,e){if(void 0===e&&(e=0),this.enabled&&t.isDown){var i=d(this.time-t.timeDown,e);if(i>t._tick)return t._tick=i,!0}return!1},update:function(){var t=this.manager.queue,e=t.length;if(this.isActive()&&0!==e)for(var i=this.keys,n=0;n<e;n++){var s=t[n],o=s.keyCode,A=i[o],a=!1;void 0===s.cancelled&&(s.cancelled=0,s.stopImmediatePropagation=function(){s.cancelled=1},s.stopPropagation=function(){s.cancelled=-1}),-1!==s.cancelled&&(o===this.prevCode&&s.timeStamp===this.prevTime&&s.type===this.prevType||(this.prevCode=o,this.prevTime=s.timeStamp,this.prevType=s.type,"keydown"===s.type?(A&&(a=A.isDown,A.onDown(s)),s.cancelled||A&&a||(f[o]&&this.emit(r.KEY_DOWN+f[o],s),s.cancelled||this.emit(r.ANY_KEY_DOWN,s))):(A&&A.onUp(s),s.cancelled||(f[o]&&this.emit(r.KEY_UP+f[o],s),s.cancelled||this.emit(r.ANY_KEY_UP,s))),1===s.cancelled&&(s.cancelled=0)))}},resetKeys:function(){for(var t=this.keys,e=0;e<t.length;e++)t[e]&&t[e].reset();return this},shutdown:function(){this.removeAllKeys(!0),this.removeAllListeners(),this.sceneInputPlugin.manager.events.off(a.MANAGER_PROCESS,this.update,this),this.game.events.off(o.BLUR,this.resetKeys),this.scene.sys.events.off(g.PAUSE,this.resetKeys,this),this.scene.sys.events.off(g.SLEEP,this.resetKeys,this),this.queue=[]},destroy:function(){this.shutdown();for(var t=this.keys,e=0;e<t.length;e++)t[e]&&t[e].destroy();this.keys=[],this.combos=[],this.queue=[],this.scene=null,this.settings=null,this.sceneInputPlugin=null,this.manager=null},time:{get:function(){return this.sceneInputPlugin.manager.time}}});h.register("KeyboardPlugin",p,"keyboard","keyboard","inputKeyboard"),t.exports=p},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(144),s={};for(var r in n)s[n[r]]=r;t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return!!t._justDown&&(t._justDown=!1,!0)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return!!t._justUp&&(t._justUp=!1,!0)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e=50);var i=t.plugin.game.loop.time-t.timeDown;return t.isDown&&i<e};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){void 0===e&&(e=50);var i=t.plugin.game.loop.time-t.timeUp;return t.isUp&&i<e};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */t.exports={MouseManager:i(411)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */t.exports={TouchManager:i(413)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(21),s=i(17),r={Events:i(95),FileTypes:i(1337),File:i(23),FileTypesManager:i(8),GetURL:i(155),LoaderPlugin:i(1363),MergeXHRSettings:i(240),MultiFile:i(49),XHRLoader:i(517),XHRSettings:i(156)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={AnimationJSONFile:i(1338),AsepriteFile:i(1339),AtlasJSONFile:i(1340),AtlasXMLFile:i(1341),AudioFile:i(518),AudioSpriteFile:i(1342),BinaryFile:i(1343),BitmapFontFile:i(1344),CSSFile:i(1345),GLSLFile:i(1346),HTML5AudioFile:i(519),HTMLFile:i(1347),HTMLTextureFile:i(1348),ImageFile:i(72),JSONFile:i(60),MultiAtlasFile:i(1349),MultiScriptFile:i(1350),OBJFile:i(1351),PackFile:i(1352),PluginFile:i(1353),SceneFile:i(1354),ScenePluginFile:i(1355),ScriptFile:i(520),SpriteSheetFile:i(1356),SVGFile:i(1357),TextFile:i(242),TilemapCSVFile:i(1358),TilemapImpactFile:i(1359),TilemapJSONFile:i(1360),UnityAtlasFile:i(1361),VideoFile:i(1362),XMLFile:i(241)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(60),o=i(95),A=new n({Extends:r,initialize:function(t,e,i,n,s){r.call(this,t,e,i,n,s),this.type="animationJSON"},onProcess:function(){this.loader.once(o.POST_PROCESS,this.onLoadComplete,this),r.prototype.onProcess.call(this)},onLoadComplete:function(){this.loader.systems.anims.fromJSON(this.data)}});s.register("animation",(function(t,e,i,n){if(Array.isArray(t))for(var s=0;s<t.length;s++)this.addFile(new A(this,t[s]));else this.addFile(new A(this,t,e,n,i));return this})),t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(2),o=i(72),A=i(7),a=i(60),h=i(49),l=new n({Extends:h,initialize:function(t,e,i,n,s,l){var c,u;if(A(e)){var f=e;e=r(f,"key"),c=new o(t,{key:e,url:r(f,"textureURL"),extension:r(f,"textureExtension","png"),normalMap:r(f,"normalMap"),xhrSettings:r(f,"textureXhrSettings")}),u=new a(t,{key:e,url:r(f,"atlasURL"),extension:r(f,"atlasExtension","json"),xhrSettings:r(f,"atlasXhrSettings")})}else c=new o(t,e,i,s),u=new a(t,e,n,l);c.linkFile?h.call(this,t,"atlasjson",e,[c,u,c.linkFile]):h.call(this,t,"atlasjson",e,[c,u])},addToCache:function(){if(this.isReadyToProcess()){var t=this.files[0],e=this.files[1],i=this.files[2]?this.files[2].data:null;this.loader.textureManager.addAtlas(t.key,t.data,e.data,i),e.addToCache(),this.complete=!0}}});s.register("aseprite",(function(t,e,i,n,s){var r;if(Array.isArray(t))for(var o=0;o<t.length;o++)r=new l(this,t[o]),this.addFile(r.files);else r=new l(this,t,e,i,n,s),this.addFile(r.files);return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(2),o=i(72),A=i(7),a=i(60),h=i(49),l=new n({Extends:h,initialize:function(t,e,i,n,s,l){var c,u;if(A(e)){var f=e;e=r(f,"key"),c=new o(t,{key:e,url:r(f,"textureURL"),extension:r(f,"textureExtension","png"),normalMap:r(f,"normalMap"),xhrSettings:r(f,"textureXhrSettings")}),u=new a(t,{key:e,url:r(f,"atlasURL"),extension:r(f,"atlasExtension","json"),xhrSettings:r(f,"atlasXhrSettings")})}else c=new o(t,e,i,s),u=new a(t,e,n,l);c.linkFile?h.call(this,t,"atlasjson",e,[c,u,c.linkFile]):h.call(this,t,"atlasjson",e,[c,u])},addToCache:function(){if(this.isReadyToProcess()){var t=this.files[0],e=this.files[1],i=this.files[2]?this.files[2].data:null;this.loader.textureManager.addAtlas(t.key,t.data,e.data,i),e.pendingDestroy(),this.complete=!0}}});s.register("atlas",(function(t,e,i,n,s){var r;if(Array.isArray(t))for(var o=0;o<t.length;o++)r=new l(this,t[o]),this.addFile(r.files);else r=new l(this,t,e,i,n,s),this.addFile(r.files);return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(2),o=i(72),A=i(7),a=i(49),h=i(241),l=new n({Extends:a,initialize:function(t,e,i,n,s,l){var c,u;if(A(e)){var f=e;e=r(f,"key"),c=new o(t,{key:e,url:r(f,"textureURL"),extension:r(f,"textureExtension","png"),normalMap:r(f,"normalMap"),xhrSettings:r(f,"textureXhrSettings")}),u=new h(t,{key:e,url:r(f,"atlasURL"),extension:r(f,"atlasExtension","xml"),xhrSettings:r(f,"atlasXhrSettings")})}else c=new o(t,e,i,s),u=new h(t,e,n,l);c.linkFile?a.call(this,t,"atlasxml",e,[c,u,c.linkFile]):a.call(this,t,"atlasxml",e,[c,u])},addToCache:function(){if(this.isReadyToProcess()){var t=this.files[0],e=this.files[1],i=this.files[2]?this.files[2].data:null;this.loader.textureManager.addAtlasXML(t.key,t.data,e.data,i),e.pendingDestroy(),this.complete=!0}}});s.register("atlasXML",(function(t,e,i,n,s){var r;if(Array.isArray(t))for(var o=0;o<t.length;o++)r=new l(this,t[o]),this.addFile(r.files);else r=new l(this,t,e,i,n,s),this.addFile(r.files);return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(518),s=i(0),r=i(8),o=i(2),A=i(7),a=i(60),h=i(49),l=new s({Extends:h,initialize:function(t,e,i,s,r,l,c){if(A(e)){var u=e;e=o(u,"key"),i=o(u,"jsonURL"),s=o(u,"audioURL"),r=o(u,"audioConfig"),l=o(u,"audioXhrSettings"),c=o(u,"jsonXhrSettings")}var f;if(s){var g=n.create(t,e,s,r,l);g&&(f=new a(t,e,i,c),h.call(this,t,"audiosprite",e,[g,f]),this.config.resourceLoad=!1)}else f=new a(t,e,i,c),h.call(this,t,"audiosprite",e,[f]),this.config.resourceLoad=!0,this.config.audioConfig=r,this.config.audioXhrSettings=l},onFileComplete:function(t){var e=this.files.indexOf(t);if(-1!==e&&(this.pending--,this.config.resourceLoad&&"json"===t.type&&t.data.hasOwnProperty("resources"))){var i=t.data.resources,s=o(this.config,"audioConfig"),r=o(this.config,"audioXhrSettings"),A=n.create(this.loader,t.key,i,s,r);A&&(this.addToMultiFile(A),this.loader.addFile(A))}},addToCache:function(){if(this.isReadyToProcess()){var t=this.files[0],e=this.files[1];t.addToCache(),e.addToCache(),this.complete=!0}}});r.register("audioSprite",(function(t,e,i,n,s,r){var o,A=this.systems.game,a=A.config.audio,h=A.device.audio;if(a&&a.noAudio||!h.webAudio&&!h.audioData)return this;if(Array.isArray(t))for(var c=0;c<t.length;c++)o=new l(this,t[c]),o.files&&this.addFile(o.files);else o=new l(this,t,e,i,n,s,r),o.files&&this.addFile(o.files);return this}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n,s){var o="bin";if(a(e)){var h=e;e=A(h,"key"),i=A(h,"url"),n=A(h,"xhrSettings"),o=A(h,"extension",o),s=A(h,"dataType",s)}var l={type:"binary",cache:t.cacheManager.binary,extension:o,responseType:"arraybuffer",key:e,url:i,xhrSettings:n,config:{dataType:s}};r.call(this,t,l)},onProcess:function(){this.state=s.FILE_PROCESSING;var t=this.config.dataType;this.data=t?new t(this.xhrLoader.response):this.xhrLoader.response,this.onProcessComplete()}});o.register("binary",(function(t,e,i,n){if(Array.isArray(t))for(var s=0;s<t.length;s++)this.addFile(new h(this,t[s]));else this.addFile(new h(this,t,e,n,i));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(2),o=i(72),A=i(7),a=i(49),h=i(212),l=i(241),c=new n({Extends:a,initialize:function(t,e,i,n,s,h){var c,u;if(A(e)){var f=e;e=r(f,"key"),c=new o(t,{key:e,url:r(f,"textureURL"),extension:r(f,"textureExtension","png"),normalMap:r(f,"normalMap"),xhrSettings:r(f,"textureXhrSettings")}),u=new l(t,{key:e,url:r(f,"fontDataURL"),extension:r(f,"fontDataExtension","xml"),xhrSettings:r(f,"fontDataXhrSettings")})}else c=new o(t,e,i,s),u=new l(t,e,n,h);c.linkFile?a.call(this,t,"bitmapfont",e,[c,u,c.linkFile]):a.call(this,t,"bitmapfont",e,[c,u])},addToCache:function(){if(this.isReadyToProcess()){var t=this.files[0],e=this.files[1];t.addToCache(),e.pendingDestroy();var i=t.cache.get(t.key),n=h(e.data,t.cache.getFrame(t.key),0,0,i);this.loader.cacheManager.bitmapFont.add(t.key,{data:n,texture:t.key,frame:null}),this.complete=!0}}});s.register("bitmapFont",(function(t,e,i,n,s){var r;if(Array.isArray(t))for(var o=0;o<t.length;o++)r=new c(this,t[o]),this.addFile(r.files);else r=new c(this,t,e,i,n,s),this.addFile(r.files);return this})),t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n){var s="css";if(a(e)){var o=e;e=A(o,"key"),i=A(o,"url"),n=A(o,"xhrSettings"),s=A(o,"extension",s)}var h={type:"script",cache:!1,extension:s,responseType:"text",key:e,url:i,xhrSettings:n};r.call(this,t,h)},onProcess:function(){this.state=s.FILE_PROCESSING,this.data=document.createElement("style"),this.data.defer=!1,this.data.innerHTML=this.xhrLoader.responseText,document.head.appendChild(this.data),this.onProcessComplete()}});o.register("css",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new h(this,t[n]));else this.addFile(new h(this,t,e,i));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
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/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n){var s="html";if(a(e)){var o=e;e=A(o,"key"),i=A(o,"url"),n=A(o,"xhrSettings"),s=A(o,"extension",s)}var h={type:"text",cache:t.cacheManager.html,extension:s,responseType:"text",key:e,url:i,xhrSettings:n};r.call(this,t,h)},onProcess:function(){this.state=s.FILE_PROCESSING,this.data=this.xhrLoader.responseText,this.onProcessComplete()}});o.register("html",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new h(this,t[n]));else this.addFile(new h(this,t,e,i));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n,s,o){void 0===n&&(n=512),void 0===s&&(s=512);var h="html";if(a(e)){var l=e;e=A(l,"key"),i=A(l,"url"),o=A(l,"xhrSettings"),h=A(l,"extension",h),n=A(l,"width",n),s=A(l,"height",s)}var c={type:"html",cache:t.textureManager,extension:h,responseType:"text",key:e,url:i,xhrSettings:o,config:{width:n,height:s}};r.call(this,t,c)},onProcess:function(){this.state=s.FILE_PROCESSING;var t=this.config.width,e=this.config.height,i=[];i.push('<svg width="'+t+'px" height="'+e+'px" viewBox="0 0 '+t+" "+e+'" xmlns="http://www.w3.org/2000/svg">'),i.push('<foreignObject width="100%" height="100%">'),i.push('<body xmlns="http://www.w3.org/1999/xhtml">'),i.push(this.xhrLoader.responseText),i.push("</body>"),i.push("</foreignObject>"),i.push("</svg>");var n=[i.join("\n")],o=this;try{var A=new window.Blob(n,{type:"image/svg+xml;charset=utf-8"})}catch(a){return o.state=s.FILE_ERRORED,void o.onProcessComplete()}this.data=new Image,this.data.crossOrigin=this.crossOrigin,this.data.onload=function(){r.revokeObjectURL(o.data),o.onProcessComplete()},this.data.onerror=function(){r.revokeObjectURL(o.data),o.onProcessError()},r.createObjectURL(this.data,A,"image/svg+xml")},addToCache:function(){var t=this.cache.addImage(this.key,this.data);this.pendingDestroy(t)}});o.register("htmlTexture",(function(t,e,i,n,s){if(Array.isArray(t))for(var r=0;r<t.length;r++)this.addFile(new h(this,t[r]));else this.addFile(new h(this,t,e,i,n,s));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(2),o=i(72),A=i(7),a=i(60),h=i(49),l=new n({Extends:h,initialize:function(t,e,i,n,s,o,l){if(A(e)){var c=e;e=r(c,"key"),i=r(c,"url",!1)?r(c,"url"):r(c,"atlasURL"),o=r(c,"xhrSettings"),n=r(c,"path"),s=r(c,"baseURL"),l=r(c,"textureXhrSettings")}var u=new a(t,e,i,o);h.call(this,t,"multiatlas",e,[u]),this.config.path=n,this.config.baseURL=s,this.config.textureXhrSettings=l},onFileComplete:function(t){var e=this.files.indexOf(t);if(-1!==e&&(this.pending--,"json"===t.type&&t.data.hasOwnProperty("textures"))){var i=t.data.textures,n=this.config,s=this.loader,A=s.baseURL,a=s.path,h=s.prefix,l=r(n,"baseURL",this.baseURL),c=r(n,"path",this.path),u=r(n,"prefix",this.prefix),f=r(n,"textureXhrSettings");s.setBaseURL(l),s.setPath(c),s.setPrefix(u);for(var g=0;g<i.length;g++){var d=i[g].image,p="MA"+this.multiKeyIndex+"_"+d,v=new o(s,p,d,f);if(this.addToMultiFile(v),s.addFile(v),i[g].normalMap){var m=new o(s,p,i[g].normalMap,f);m.type="normalMap",v.setLink(m),this.addToMultiFile(m),s.addFile(m)}}s.setBaseURL(A),s.setPath(a),s.setPrefix(h)}},addToCache:function(){if(this.isReadyToProcess()){for(var t=this.files[0],e=[],i=[],n=[],s=1;s<this.files.length;s++){var r=this.files[s];if("normalMap"!==r.type)for(var o=r.key.indexOf("_"),A=r.key.substr(o+1),a=r.data,h=0;h<t.data.textures.length;h++){var l=t.data.textures[h];if(l.image===A){i.push(a),e.push(l),r.linkFile&&n.push(r.linkFile.data);break}}}for(0===n.length&&(n=void 0),this.loader.textureManager.addAtlasJSONArray(this.key,i,e,n),this.complete=!0,s=0;s<this.files.length;s++)this.files[s].pendingDestroy()}}});s.register("multiatlas",(function(t,e,i,n,s){var r;if(Array.isArray(t))for(var o=0;o<t.length;o++)r=new l(this,t[o]),this.addFile(r.files);else r=new l(this,t,e,i,n,s),this.addFile(r.files);return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(2),o=i(7),A=i(49),a=i(520),h=new n({Extends:A,initialize:function(t,e,i,n){var s="js",h=[];if(o(e)){var l=e;e=r(l,"key"),i=r(l,"url"),n=r(l,"xhrSettings"),s=r(l,"extension",s)}Array.isArray(i)||(i=[i]);for(var c=0;c<i.length;c++){var u=new a(t,{key:e+"_"+c.toString(),url:i[c],extension:s,xhrSettings:n});u.onProcess=function(){this.onProcessComplete()},h.push(u)}A.call(this,t,"scripts",e,h)},addToCache:function(){if(this.isReadyToProcess()){for(var t=0;t<this.files.length;t++){var e=this.files[t];e.data=document.createElement("script"),e.data.language="javascript",e.data.type="text/javascript",e.data.defer=!1,e.data.text=e.xhrLoader.responseText,document.head.appendChild(e.data)}this.complete=!0}}});s.register("scripts",(function(t,e,i){var n;if(Array.isArray(t))for(var s=0;s<t.length;s++)n=new h(this,t[s]),this.addFile(n.files);else n=new h(this,t,e,i),this.addFile(n.files);return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
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/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(8),o=i(60),A=new n({Extends:o,initialize:function(t,e,i,n,s){o.call(this,t,e,i,n,s),this.type="packfile"},onProcess:function(){this.state!==s.FILE_POPULATED&&(this.state=s.FILE_PROCESSING,this.data=JSON.parse(this.xhrLoader.responseText)),this.loader.addPack(this.data,this.config),this.onProcessComplete()}});r.register("pack",(function(t,e,i,n){if(Array.isArray(t))for(var s=0;s<t.length;s++)this.addFile(new A(this,t[s]));else this.addFile(new A(this,t,e,n,i));return this})),t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n,o,h){var l="js";if(a(e)){var c=e;e=A(c,"key"),i=A(c,"url"),h=A(c,"xhrSettings"),l=A(c,"extension",l),n=A(c,"start"),o=A(c,"mapping")}var u={type:"plugin",cache:!1,extension:l,responseType:"text",key:e,url:i,xhrSettings:h,config:{start:n,mapping:o}};r.call(this,t,u),"function"===typeof i&&(this.data=i,this.state=s.FILE_POPULATED)},onProcess:function(){var t=this.loader.systems.plugins,e=this.config,i=A(e,"start",!1),n=A(e,"mapping",null);if(this.state===s.FILE_POPULATED)t.install(this.key,this.data,i,n);else{this.state=s.FILE_PROCESSING,this.data=document.createElement("script"),this.data.language="javascript",this.data.type="text/javascript",this.data.defer=!1,this.data.text=this.xhrLoader.responseText,document.head.appendChild(this.data);var r=t.install(this.key,window[this.key],i,n);(i||n)&&(this.loader.systems[n]=r,this.loader.scene[n]=r)}this.onProcessComplete()}});o.register("plugin",(function(t,e,i,n,s){if(Array.isArray(t))for(var r=0;r<t.length;r++)this.addFile(new h(this,t[r]));else this.addFile(new h(this,t,e,i,n,s));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n){var s="js";if(a(e)){var o=e;e=A(o,"key"),i=A(o,"url"),n=A(o,"xhrSettings"),s=A(o,"extension",s)}var h={type:"text",extension:s,responseType:"text",key:e,url:i,xhrSettings:n};r.call(this,t,h)},onProcess:function(){this.state=s.FILE_PROCESSING,this.data=this.xhrLoader.responseText,this.onProcessComplete()},addToCache:function(){var t=this.data.concat("(function(){\nreturn new "+this.key+"();\n}).call(this);"),e=eval;this.loader.sceneManager.add(this.key,e(t)),this.complete=!0}});o.register("sceneFile",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new h(this,t[n]));else this.addFile(new h(this,t,e,i));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n,o,h){var l="js";if(a(e)){var c=e;e=A(c,"key"),i=A(c,"url"),h=A(c,"xhrSettings"),l=A(c,"extension",l),n=A(c,"systemKey"),o=A(c,"sceneKey")}var u={type:"scenePlugin",cache:!1,extension:l,responseType:"text",key:e,url:i,xhrSettings:h,config:{systemKey:n,sceneKey:o}};r.call(this,t,u),"function"===typeof i&&(this.data=i,this.state=s.FILE_POPULATED)},onProcess:function(){var t=this.loader.systems.plugins,e=this.config,i=this.key,n=A(e,"systemKey",i),r=A(e,"sceneKey",i);this.state===s.FILE_POPULATED?t.installScenePlugin(n,this.data,r,this.loader.scene,!0):(this.state=s.FILE_PROCESSING,this.data=document.createElement("script"),this.data.language="javascript",this.data.type="text/javascript",this.data.defer=!1,this.data.text=this.xhrLoader.responseText,document.head.appendChild(this.data),t.installScenePlugin(n,window[this.key],r,this.loader.scene,!0)),this.onProcessComplete()}});o.register("scenePlugin",(function(t,e,i,n,s){if(Array.isArray(t))for(var r=0;r<t.length;r++)this.addFile(new h(this,t[r]));else this.addFile(new h(this,t,e,i,n,s));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(72),o=new n({Extends:r,initialize:function(t,e,i,n,s){r.call(this,t,e,i,s,n),this.type="spritesheet"},addToCache:function(){var t=this.cache.addSpriteSheet(this.key,this.data,this.config);this.pendingDestroy(t)}});s.register("spritesheet",(function(t,e,i,n){if(Array.isArray(t))for(var s=0;s<t.length;s++)this.addFile(new o(this,t[s]));else this.addFile(new o(this,t,e,i,n));return this})),t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=new n({Extends:r,initialize:function(t,e,i,n,s){var o="svg";if(a(e)){var h=e;e=A(h,"key"),i=A(h,"url"),n=A(h,"svgConfig",{}),s=A(h,"xhrSettings"),o=A(h,"extension",o)}var l={type:"svg",cache:t.textureManager,extension:o,responseType:"text",key:e,url:i,xhrSettings:s,config:{width:A(n,"width"),height:A(n,"height"),scale:A(n,"scale")}};r.call(this,t,l)},onProcess:function(){this.state=s.FILE_PROCESSING;var t=this.xhrLoader.responseText,e=[t],i=this.config.width,n=this.config.height,o=this.config.scale;t:if(i&&n||o){var A=null,a=new DOMParser;A=a.parseFromString(t,"text/xml");var h=A.getElementsByTagName("svg")[0],l=h.hasAttribute("viewBox"),c=parseFloat(h.getAttribute("width")),u=parseFloat(h.getAttribute("height"));if(!l&&c&&u)h.setAttribute("viewBox","0  0 "+c+" "+u);else if(l&&!c&&!u){var f=h.getAttribute("viewBox").split(/\s+|,/);c=f[2],u=f[3]}if(o){if(!c||!u)break t;i=c*o,n=u*o}h.setAttribute("width",i.toString()+"px"),h.setAttribute("height",n.toString()+"px"),e=[(new XMLSerializer).serializeToString(h)]}try{var g=new window.Blob(e,{type:"image/svg+xml;charset=utf-8"})}catch(v){return void this.onProcessError()}this.data=new Image,this.data.crossOrigin=this.crossOrigin;var d=this,p=!1;this.data.onload=function(){p||r.revokeObjectURL(d.data),d.onProcessComplete()},this.data.onerror=function(){p?d.onProcessError():(p=!0,r.revokeObjectURL(d.data),d.data.src="data:image/svg+xml,"+encodeURIComponent(e.join("")))},r.createObjectURL(this.data,g,"image/svg+xml")},addToCache:function(){var t=this.cache.addImage(this.key,this.data);this.pendingDestroy(t)}});o.register("svg",(function(t,e,i,n){if(Array.isArray(t))for(var s=0;s<t.length;s++)this.addFile(new h(this,t[s]));else this.addFile(new h(this,t,e,i,n));return this})),t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(2),a=i(7),h=i(40),l=new n({Extends:r,initialize:function(t,e,i,n){var s="csv";if(a(e)){var o=e;e=A(o,"key"),i=A(o,"url"),n=A(o,"xhrSettings"),s=A(o,"extension",s)}var l={type:"tilemapCSV",cache:t.cacheManager.tilemap,extension:s,responseType:"text",key:e,url:i,xhrSettings:n};r.call(this,t,l),this.tilemapFormat=h.CSV},onProcess:function(){this.state=s.FILE_PROCESSING,this.data=this.xhrLoader.responseText,this.onProcessComplete()},addToCache:function(){var t={format:this.tilemapFormat,data:this.data};this.cache.add(this.key,t),this.pendingDestroy(t)}});o.register("tilemapCSV",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new l(this,t[n]));else this.addFile(new l(this,t,e,i));return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(60),o=i(40),A=new n({Extends:r,initialize:function(t,e,i,n){r.call(this,t,e,i,n),this.type="tilemapJSON",this.cache=t.cacheManager.tilemap},addToCache:function(){var t={format:o.WELTMEISTER,data:this.data};this.cache.add(this.key,t),this.pendingDestroy(t)}});s.register("tilemapImpact",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new A(this,t[n]));else this.addFile(new A(this,t,e,i));return this})),t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(60),o=i(40),A=new n({Extends:r,initialize:function(t,e,i,n){r.call(this,t,e,i,n),this.type="tilemapJSON",this.cache=t.cacheManager.tilemap},addToCache:function(){var t={format:o.TILED_JSON,data:this.data};this.cache.add(this.key,t),this.pendingDestroy(t)}});s.register("tilemapTiledJSON",(function(t,e,i){if(Array.isArray(t))for(var n=0;n<t.length;n++)this.addFile(new A(this,t[n]));else this.addFile(new A(this,t,e,i));return this})),t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(8),r=i(2),o=i(72),A=i(7),a=i(49),h=i(242),l=new n({Extends:a,initialize:function(t,e,i,n,s,l){var c,u;if(A(e)){var f=e;e=r(f,"key"),c=new o(t,{key:e,url:r(f,"textureURL"),extension:r(f,"textureExtension","png"),normalMap:r(f,"normalMap"),xhrSettings:r(f,"textureXhrSettings")}),u=new h(t,{key:e,url:r(f,"atlasURL"),extension:r(f,"atlasExtension","txt"),xhrSettings:r(f,"atlasXhrSettings")})}else c=new o(t,e,i,s),u=new h(t,e,n,l);c.linkFile?a.call(this,t,"unityatlas",e,[c,u,c.linkFile]):a.call(this,t,"unityatlas",e,[c,u])},addToCache:function(){if(this.isReadyToProcess()){var t=this.files[0],e=this.files[1],i=this.files[2]?this.files[2].data:null;this.loader.textureManager.addUnityAtlas(t.key,t.data,e.data,i),e.pendingDestroy(),this.complete=!0}}});s.register("unityAtlas",(function(t,e,i,n,s){var r;if(Array.isArray(t))for(var o=0;o<t.length;o++)r=new l(this,t[o]),this.addFile(r.files);else r=new l(this,t,e,i,n,s),this.addFile(r.files);return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(23),o=i(8),A=i(155),a=i(2),h=i(7),l=new n({Extends:r,initialize:function(t,e,i,n,s,o,A){void 0===n&&(n="loadeddata"),void 0===s&&(s=!1),void 0===o&&(o=!1),"loadeddata"!==n&&"canplay"!==n&&"canplaythrough"!==n&&(n="loadeddata");var a={type:"video",cache:t.cacheManager.video,extension:i.type,responseType:"blob",key:e,url:i.url,xhrSettings:A,config:{loadEvent:n,asBlob:s,noAudio:o}};this.onLoadCallback=this.onVideoLoadHandler.bind(this),this.onErrorCallback=this.onVideoErrorHandler.bind(this),r.call(this,t,a)},onProcess:function(){if(this.state=s.FILE_PROCESSING,this.config.asBlob){var t=this.createVideoElement();this.data=t;var e=this;this.data.onloadeddata=function(){e.onProcessComplete()},this.data.onerror=function(){r.revokeObjectURL(e.data),e.onProcessError()},r.createObjectURL(t,this.xhrLoader.response,""),t.load()}else this.onProcessComplete()},createVideoElement:function(){var t=document.createElement("video");return t.controls=!1,t.crossOrigin=this.loader.crossOrigin,this.config.noAudio&&(t.muted=!0,t.defaultMuted=!0,t.setAttribute("autoplay","autoplay")),t.setAttribute("playsinline","playsinline"),t.setAttribute("preload","auto"),t},onVideoLoadHandler:function(t){var e=t.target;e.removeEventListener(this.config.loadEvent,this.onLoadCallback,!0),e.removeEventListener("error",this.onErrorCallback,!0),this.data=e,this.resetXHR(),this.loader.nextFile(this,!0)},onVideoErrorHandler:function(t){var e=t.target;e&&(e.removeEventListener(this.config.loadEvent,this.onLoadCallback,!0),e.removeEventListener("error",this.onErrorCallback,!0)),this.resetXHR(),this.loader.nextFile(this,!1)},load:function(){var t=this.config.loadEvent;if(this.config.asBlob)r.prototype.load.call(this);else{this.percentComplete=0;var e=this.createVideoElement();e.addEventListener(t,this.onLoadCallback,!0),e.addEventListener("error",this.onErrorCallback,!0),e.src=A(this,this.loader.baseURL),e.load()}}});l.create=function(t,e,i,n,s,r,o){var A=t.systems.game;h(e)&&(i=a(e,"url",[]),n=a(e,"loadEvent","loadeddata"),s=a(e,"asBlob",!1),r=a(e,"noAudio",!1),o=a(e,"xhrSettings"));var c=l.getVideoURL(A,i);if(c)return new l(t,e,c,n,s,r,o)},l.getVideoURL=function(t,e){Array.isArray(e)||(e=[e]);for(var i=0;i<e.length;i++){var n,s=a(e[i],"url",e[i]);if(0===s.indexOf("blob:"))return{url:s,type:""};if(n=0===s.indexOf("data:")?s.split(",")[0].match(/\/(.*?);/):s.match(/\.([a-zA-Z0-9]+)($|\?)/),n=a(e[i],"type",n?n[1]:"").toLowerCase(),t.device.video[n])return{url:s,type:n}}return null},o.register("video",(function(t,e,i,n,s,r){var o;if(Array.isArray(t))for(var A=0;A<t.length;A++)o=l.create(this,t[A]),o&&this.addFile(o);else o=l.create(this,t,e,i,n,s,r),o&&this.addFile(o);return this})),t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(21),r=i(150),o=i(9),A=i(95),a=i(8),h=i(2),l=i(24),c=i(20),u=i(156),f=new n({Extends:o,initialize:function(t){o.call(this);var e=t.sys.game.config,i=t.sys.settings.loader;this.scene=t,this.systems=t.sys,this.cacheManager=t.sys.cache,this.textureManager=t.sys.textures,this.sceneManager=t.sys.game.scene,a.install(this),this.prefix="",this.path="",this.baseURL="",this.setBaseURL(h(i,"baseURL",e.loaderBaseURL)),this.setPath(h(i,"path",e.loaderPath)),this.setPrefix(h(i,"prefix",e.loaderPrefix)),this.maxParallelDownloads=h(i,"maxParallelDownloads",e.loaderMaxParallelDownloads),this.xhr=u(h(i,"responseType",e.loaderResponseType),h(i,"async",e.loaderAsync),h(i,"user",e.loaderUser),h(i,"password",e.loaderPassword),h(i,"timeout",e.loaderTimeout),h(i,"withCredentials",e.loaderWithCredentials)),this.crossOrigin=h(i,"crossOrigin",e.loaderCrossOrigin),this.totalToLoad=0,this.progress=0,this.list=new r,this.inflight=new r,this.queue=new r,this._deleteQueue=new r,this.totalFailed=0,this.totalComplete=0,this.state=s.LOADER_IDLE,this.multiKeyIndex=0,t.sys.events.once(c.BOOT,this.boot,this),t.sys.events.on(c.START,this.pluginStart,this)},boot:function(){this.systems.events.once(c.DESTROY,this.destroy,this)},pluginStart:function(){this.systems.events.once(c.SHUTDOWN,this.shutdown,this)},setBaseURL:function(t){return void 0===t&&(t=""),""!==t&&"/"!==t.substr(-1)&&(t=t.concat("/")),this.baseURL=t,this},setPath:function(t){return void 0===t&&(t=""),""!==t&&"/"!==t.substr(-1)&&(t=t.concat("/")),this.path=t,this},setPrefix:function(t){return void 0===t&&(t=""),this.prefix=t,this},setCORS:function(t){return this.crossOrigin=t,this},addFile:function(t){Array.isArray(t)||(t=[t]);for(var e=0;e<t.length;e++){var i=t[e];this.keyExists(i)||(this.list.set(i),this.emit(A.ADD,i.key,i.type,this,i),this.isLoading()&&(this.totalToLoad++,this.updateProgress()))}},keyExists:function(t){var e=t.hasCacheConflict();return e||this.list.iterate((function(i){if(i.type===t.type&&i.key===t.key)return e=!0,!1})),!e&&this.isLoading()&&(this.inflight.iterate((function(i){if(i.type===t.type&&i.key===t.key)return e=!0,!1})),this.queue.iterate((function(i){if(i.type===t.type&&i.key===t.key)return e=!0,!1}))),e},addPack:function(t,e){e&&t.hasOwnProperty(e)&&(t={packKey:t[e]});var i=0,n=this.baseURL,s=this.path,r=this.prefix;for(var o in t)if(Object.prototype.hasOwnProperty.call(t,o)){var A=t[o],a=h(A,"baseURL",n),l=h(A,"path",s),c=h(A,"prefix",r),u=h(A,"files",null),f=h(A,"defaultType","void");if(Array.isArray(u)){this.setBaseURL(a),this.setPath(l),this.setPrefix(c);for(var g=0;g<u.length;g++){var d=u[g],p=d.hasOwnProperty("type")?d.type:f;this[p]&&(this[p](d),i++)}}}return this.setBaseURL(n),this.setPath(s),this.setPrefix(r),i>0},isLoading:function(){return this.state===s.LOADER_LOADING||this.state===s.LOADER_PROCESSING},isReady:function(){return this.state===s.LOADER_IDLE||this.state===s.LOADER_COMPLETE},start:function(){this.isReady()&&(this.progress=0,this.totalFailed=0,this.totalComplete=0,this.totalToLoad=this.list.size,this.emit(A.START,this),0===this.list.size?this.loadComplete():(this.state=s.LOADER_LOADING,this.inflight.clear(),this.queue.clear(),this.updateProgress(),this.checkLoadQueue(),this.systems.events.on(c.UPDATE,this.update,this)))},updateProgress:function(){this.progress=1-(this.list.size+this.inflight.size)/this.totalToLoad,this.emit(A.PROGRESS,this.progress)},update:function(){this.state===s.LOADER_LOADING&&this.list.size>0&&this.inflight.size<this.maxParallelDownloads&&this.checkLoadQueue()},checkLoadQueue:function(){this.list.each((function(t){if((t.state===s.FILE_POPULATED||t.state===s.FILE_PENDING&&this.inflight.size<this.maxParallelDownloads)&&(this.inflight.set(t),this.list.delete(t),t.crossOrigin||(t.crossOrigin=this.crossOrigin),t.load()),this.inflight.size===this.maxParallelDownloads)return!1}),this)},nextFile:function(t,e){this.inflight&&(this.inflight.delete(t),this.updateProgress(),e?(this.totalComplete++,this.queue.set(t),this.emit(A.FILE_LOAD,t),t.onProcess()):(this.totalFailed++,this._deleteQueue.set(t),this.emit(A.FILE_LOAD_ERROR,t),this.fileProcessComplete(t)))},fileProcessComplete:function(t){this.scene&&this.systems&&this.systems.game&&!this.systems.game.pendingDestroy&&(t.state===s.FILE_ERRORED?t.multiFile&&t.multiFile.onFileFailed(t):t.state===s.FILE_COMPLETE&&(t.multiFile?t.multiFile.isReadyToProcess()&&t.multiFile.addToCache():t.addToCache()),this.queue.delete(t),0===this.list.size&&0===this.inflight.size&&0===this.queue.size&&this.loadComplete())},loadComplete:function(){this.emit(A.POST_PROCESS,this),this.list.clear(),this.inflight.clear(),this.queue.clear(),this.progress=1,this.state=s.LOADER_COMPLETE,this.systems.events.off(c.UPDATE,this.update,this),this._deleteQueue.iterateLocal("destroy"),this._deleteQueue.clear(),this.emit(A.COMPLETE,this,this.totalComplete,this.totalFailed)},flagForRemoval:function(t){this._deleteQueue.set(t)},saveJSON:function(t,e){return this.save(JSON.stringify(t),e)},save:function(t,e,i){void 0===e&&(e="file.json"),void 0===i&&(i="application/json");var n=new Blob([t],{type:i}),s=URL.createObjectURL(n),r=document.createElement("a");return r.download=e,r.textContent="Download "+e,r.href=s,r.click(),this},reset:function(){this.list.clear(),this.inflight.clear(),this.queue.clear();var t=this.systems.game.config,e=this.systems.settings.loader;this.setBaseURL(h(e,"baseURL",t.loaderBaseURL)),this.setPath(h(e,"path",t.loaderPath)),this.setPrefix(h(e,"prefix",t.loaderPrefix)),this.state=s.LOADER_IDLE},shutdown:function(){this.reset(),this.state=s.LOADER_SHUTDOWN,this.systems.events.off(c.UPDATE,this.update,this),this.systems.events.off(c.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.state=s.LOADER_DESTROYED,this.systems.events.off(c.UPDATE,this.update,this),this.systems.events.off(c.START,this.pluginStart,this),this.list=null,this.inflight=null,this.queue=null,this.scene=null,this.systems=null,this.textureManager=null,this.cacheManager=null,this.sceneManager=null}});l.register("Loader",f,"load"),t.exports=f},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(61),s=i(17),r={ArcadePhysics:i(1365),Body:i(527),Collider:i(528),Components:i(243),Events:i(245),Factory:i(521),GetOverlapX:i(246),GetOverlapY:i(247),SeparateX:i(537),SeparateY:i(538),Group:i(524),Image:i(522),Sprite:i(157),StaticBody:i(539),StaticGroup:i(525),Tilemap:i(1389),World:i(526)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(36),r=i(50),o=i(353),A=i(521),a=i(2),h=i(128),l=i(523),c=i(244),u=i(24),f=i(20),g=i(3),d=i(526),p=new n({initialize:function(t){this.scene=t,this.systems=t.sys,this.config=this.getConfig(),this.world,this.add,t.sys.events.once(f.BOOT,this.boot,this),t.sys.events.on(f.START,this.start,this)},boot:function(){this.world=new d(this.scene,this.config),this.add=new A(this.world),this.systems.events.once(f.DESTROY,this.destroy,this)},start:function(){this.world||(this.world=new d(this.scene,this.config),this.add=new A(this.world));var t=this.systems.events;a(this.config,"customUpdate",!1)||t.on(f.UPDATE,this.world.update,this.world),t.on(f.POST_UPDATE,this.world.postUpdate,this.world),t.once(f.SHUTDOWN,this.shutdown,this)},enableUpdate:function(){this.systems.events.on(f.UPDATE,this.world.update,this.world)},disableUpdate:function(){this.systems.events.off(f.UPDATE,this.world.update,this.world)},getConfig:function(){var t=this.systems.game.config.physics,e=this.systems.settings.physics,i=h(a(e,"arcade",{}),a(t,"arcade",{}));return i},overlap:function(t,e,i,n,s){return void 0===i&&(i=null),void 0===n&&(n=null),void 0===s&&(s=i),this.world.collideObjects(t,e,i,n,s,!0)},collide:function(t,e,i,n,s){return void 0===i&&(i=null),void 0===n&&(n=null),void 0===s&&(s=i),this.world.collideObjects(t,e,i,n,s,!1)},collideTiles:function(t,e,i,n,s){return this.world.collideTiles(t,e,i,n,s)},overlapTiles:function(t,e,i,n,s){return this.world.overlapTiles(t,e,i,n,s)},pause:function(){return this.world.pause()},resume:function(){return this.world.resume()},accelerateTo:function(t,e,i,n,s,r){void 0===n&&(n=60);var o=Math.atan2(i-t.y,e-t.x);return t.body.acceleration.setToPolar(o,n),void 0!==s&&void 0!==r&&t.body.maxVelocity.set(s,r),o},accelerateToObject:function(t,e,i,n,s){return this.accelerateTo(t,e.x,e.y,i,n,s)},closest:function(t,e){e||(e=this.world.bodies.entries);for(var i=Number.MAX_VALUE,n=null,s=t.x,r=t.y,A=e.length,a=0;a<A;a++){var h=e[a],l=h.body||h;if(t!==h&&t!==l&&t!==l.gameObject&&t!==l.center){var c=o(s,r,l.center.x,l.center.y);c<i&&(n=h,i=c)}}return n},furthest:function(t,e){e||(e=this.world.bodies.entries);for(var i=-1,n=null,s=t.x,r=t.y,A=e.length,a=0;a<A;a++){var h=e[a],l=h.body||h;if(t!==h&&t!==l&&t!==l.gameObject&&t!==l.center){var c=o(s,r,l.center.x,l.center.y);c>i&&(n=h,i=c)}}return n},moveTo:function(t,e,i,n,s){void 0===n&&(n=60),void 0===s&&(s=0);var o=Math.atan2(i-t.y,e-t.x);return s>0&&(n=r(t.x,t.y,e,i)/(s/1e3)),t.body.velocity.setToPolar(o,n),o},moveToObject:function(t,e,i,n){return this.moveTo(t,e.x,e.y,i,n)},velocityFromAngle:function(t,e,i){return void 0===e&&(e=60),void 0===i&&(i=new g),i.setToPolar(s(t),e)},velocityFromRotation:function(t,e,i){return void 0===e&&(e=60),void 0===i&&(i=new g),i.setToPolar(t,e)},overlapRect:function(t,e,i,n,s,r){return c(this.world,t,e,i,n,s,r)},overlapCirc:function(t,e,i,n,s){return l(this.world,t,e,i,n,s)},shutdown:function(){if(this.world){var t=this.systems.events;t.off(f.UPDATE,this.world.update,this.world),t.off(f.POST_UPDATE,this.world.postUpdate,this.world),t.off(f.SHUTDOWN,this.shutdown,this),this.add.destroy(),this.world.destroy(),this.add=null,this.world=null}},destroy:function(){this.shutdown(),this.scene.sys.events.off(f.START,this.start,this),this.scene=null,this.systems=null}});u.register("ArcadePhysics",p,"arcadePhysics"),t.exports=p},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setAcceleration:function(t,e){return this.body.acceleration.set(t,e),this},setAccelerationX:function(t){return this.body.acceleration.x=t,this},setAccelerationY:function(t){return this.body.acceleration.y=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setAngularVelocity:function(t){return this.body.angularVelocity=t,this},setAngularAcceleration:function(t){return this.body.angularAcceleration=t,this},setAngularDrag:function(t){return this.body.angularDrag=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setBounce:function(t,e){return this.body.bounce.set(t,e),this},setBounceX:function(t){return this.body.bounce.x=t,this},setBounceY:function(t){return this.body.bounce.y=t,this},setCollideWorldBounds:function(t,e,i){return this.body.setCollideWorldBounds(t,e,i),this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setDebug:function(t,e,i){return this.debugShowBody=t,this.debugShowVelocity=e,this.debugBodyColor=i,this},setDebugBodyColor:function(t){return this.body.debugBodyColor=t,this},debugShowBody:{get:function(){return this.body.debugShowBody},set:function(t){this.body.debugShowBody=t}},debugShowVelocity:{get:function(){return this.body.debugShowVelocity},set:function(t){this.body.debugShowVelocity=t}},debugBodyColor:{get:function(){return this.body.debugBodyColor},set:function(t){this.body.debugBodyColor=t}}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setDrag:function(t,e){return this.body.drag.set(t,e),this},setDragX:function(t){return this.body.drag.x=t,this},setDragY:function(t){return this.body.drag.y=t,this},setDamping:function(t){return this.body.useDamping=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={enableBody:function(t,e,i,n,s){return t&&this.body.reset(e,i),n&&(this.body.gameObject.active=!0),s&&(this.body.gameObject.visible=!0),this.body.enable=!0,this},disableBody:function(t,e){return void 0===t&&(t=!1),void 0===e&&(e=!1),this.body.stop(),this.body.enable=!1,t&&(this.body.gameObject.active=!1),e&&(this.body.gameObject.visible=!1),this},refreshBody:function(){return this.body.updateFromGameObject(),this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setFriction:function(t,e){return this.body.friction.set(t,e),this},setFrictionX:function(t){return this.body.friction.x=t,this},setFrictionY:function(t){return this.body.friction.y=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setGravity:function(t,e){return this.body.gravity.set(t,e),this},setGravityX:function(t){return this.body.gravity.x=t,this},setGravityY:function(t){return this.body.gravity.y=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setImmovable:function(t){return void 0===t&&(t=!0),this.body.immovable=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setMass:function(t){return this.body.mass=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setPushable:function(t){return void 0===t&&(t=!0),this.body.pushable=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setOffset:function(t,e){return this.body.setOffset(t,e),this},setSize:function(t,e,i){return this.body.setSize(t,e,i),this},setBodySize:function(t,e,i){return this.body.setSize(t,e,i),this},setCircle:function(t,e,i){return this.body.setCircle(t,e,i),this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setVelocity:function(t,e){return this.body.setVelocity(t,e),this},setVelocityX:function(t){return this.body.setVelocityX(t),this},setVelocityY:function(t){return this.body.setVelocityY(t),this},setMaxVelocity:function(t,e){return this.body.maxVelocity.set(t,e),this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="collide"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="overlap"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pause"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resume"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="tilecollide"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="tileoverlap"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="worldbounds"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="worldstep"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i,n,s,r,o,A,a,h,l,c,u,f,g,d,p,v,m,w=function(t,e,o){i=t,n=e;var A=i.velocity.x,w=n.velocity.x;return s=i.pushable,l=i._dx<0,c=i._dx>0,u=0===i._dx,p=Math.abs(i.right-n.x)<=Math.abs(n.right-i.x),a=w-A*i.bounce.x,r=n.pushable,f=n._dx<0,g=n._dx>0,d=0===n._dx,v=!p,h=A-w*n.bounce.x,m=Math.abs(o),B()},B=function(){return c&&p&&n.blocked.right?(i.processX(-m,a,!1,!0),1):l&&v&&n.blocked.left?(i.processX(m,a,!0),1):g&&v&&i.blocked.right?(n.processX(-m,h,!1,!0),2):f&&p&&i.blocked.left?(n.processX(m,h,!0),2):0},y=function(){var t=i.velocity.x,e=n.velocity.x,s=Math.sqrt(e*e*n.mass/i.mass)*(e>0?1:-1),r=Math.sqrt(t*t*i.mass/n.mass)*(t>0?1:-1),a=.5*(s+r);return s-=a,r-=a,o=a+s*i.bounce.x,A=a+r*n.bounce.x,l&&v?x(0):f&&p?x(1):c&&p?x(2):!(!g||!v)&&x(3)},x=function(t){if(s&&r)m*=.5,0===t||3===t?(i.processX(m,o),n.processX(-m,A)):(i.processX(-m,o),n.processX(m,A));else if(s&&!r)0===t||3===t?i.processX(m,a,!0):i.processX(-m,a,!1,!0);else if(!s&&r)0===t||3===t?n.processX(-m,h,!1,!0):n.processX(m,h,!0);else{var e=.5*m;0===t?d?(i.processX(m,0,!0),n.processX(0,null,!1,!0)):g?(i.processX(e,0,!0),n.processX(-e,0,!1,!0)):(i.processX(e,n.velocity.x,!0),n.processX(-e,null,!1,!0)):1===t?u?(i.processX(0,null,!1,!0),n.processX(m,0,!0)):c?(i.processX(-e,0,!1,!0),n.processX(e,0,!0)):(i.processX(-e,null,!1,!0),n.processX(e,i.velocity.x,!0)):2===t?d?(i.processX(-m,0,!1,!0),n.processX(0,null,!0)):f?(i.processX(-e,0,!1,!0),n.processX(e,0,!0)):(i.processX(-e,n.velocity.x,!1,!0),n.processX(e,null,!0)):3===t&&(u?(i.processX(0,null,!0),n.processX(-m,0,!1,!0)):l?(i.processX(e,0,!0),n.processX(-e,0,!1,!0)):(i.processX(e,n.velocity.y,!0),n.processX(-e,null,!1,!0)))}return!0},C=function(t){1===t?n.velocity.x=0:p?n.processX(m,h,!0):n.processX(-m,h,!1,!0),i.moves&&(n.y+=(i.y-i.prev.y)*i.friction.y,n._dy=n.y-n.prev.y)},E=function(t){2===t?i.velocity.x=0:v?i.processX(m,a,!0):i.processX(-m,a,!1,!0),n.moves&&(i.y+=(n.y-n.prev.y)*n.friction.y,i._dy=i.y-i.prev.y)};t.exports={BlockCheck:B,Check:y,Set:w,Run:x,RunImmovableBody1:C,RunImmovableBody2:E}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i,n,s,r,o,A,a,h,l,c,u,f,g,d,p,v,m,w=function(t,e,o){i=t,n=e;var A=i.velocity.y,w=n.velocity.y;return s=i.pushable,l=i._dy<0,c=i._dy>0,u=0===i._dy,p=Math.abs(i.bottom-n.y)<=Math.abs(n.bottom-i.y),a=w-A*i.bounce.y,r=n.pushable,f=n._dy<0,g=n._dy>0,d=0===n._dy,v=!p,h=A-w*n.bounce.y,m=Math.abs(o),B()},B=function(){return c&&p&&n.blocked.down?(i.processY(-m,a,!1,!0),1):l&&v&&n.blocked.up?(i.processY(m,a,!0),1):g&&v&&i.blocked.down?(n.processY(-m,h,!1,!0),2):f&&p&&i.blocked.up?(n.processY(m,h,!0),2):0},y=function(){var t=i.velocity.y,e=n.velocity.y,s=Math.sqrt(e*e*n.mass/i.mass)*(e>0?1:-1),r=Math.sqrt(t*t*i.mass/n.mass)*(t>0?1:-1),a=.5*(s+r);return s-=a,r-=a,o=a+s*i.bounce.y,A=a+r*n.bounce.y,l&&v?x(0):f&&p?x(1):c&&p?x(2):!(!g||!v)&&x(3)},x=function(t){if(s&&r)m*=.5,0===t||3===t?(i.processY(m,o),n.processY(-m,A)):(i.processY(-m,o),n.processY(m,A));else if(s&&!r)0===t||3===t?i.processY(m,a,!0):i.processY(-m,a,!1,!0);else if(!s&&r)0===t||3===t?n.processY(-m,h,!1,!0):n.processY(m,h,!0);else{var e=.5*m;0===t?d?(i.processY(m,0,!0),n.processY(0,null,!1,!0)):g?(i.processY(e,0,!0),n.processY(-e,0,!1,!0)):(i.processY(e,n.velocity.y,!0),n.processY(-e,null,!1,!0)):1===t?u?(i.processY(0,null,!1,!0),n.processY(m,0,!0)):c?(i.processY(-e,0,!1,!0),n.processY(e,0,!0)):(i.processY(-e,null,!1,!0),n.processY(e,i.velocity.y,!0)):2===t?d?(i.processY(-m,0,!1,!0),n.processY(0,null,!0)):f?(i.processY(-e,0,!1,!0),n.processY(e,0,!0)):(i.processY(-e,n.velocity.y,!1,!0),n.processY(e,null,!0)):3===t&&(u?(i.processY(0,null,!0),n.processY(-m,0,!1,!0)):l?(i.processY(e,0,!0),n.processY(-e,0,!1,!0)):(i.processY(e,n.velocity.y,!0),n.processY(-e,null,!1,!0)))}return!0},C=function(t){1===t?n.velocity.y=0:p?n.processY(m,h,!0):n.processY(-m,h,!1,!0),i.moves&&(n.x+=(i.x-i.prev.x)*i.friction.x,n._dx=n.x-n.prev.x)},E=function(t){2===t?i.velocity.y=0:v?i.processY(m,a,!0):i.processY(-m,a,!1,!0),n.moves&&(i.x+=(n.x-n.prev.x)*n.friction.x,i._dx=i.x-i.prev.x)};t.exports={BlockCheck:B,Check:y,Set:w,Run:x,RunImmovableBody1:C,RunImmovableBody2:E}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={ProcessTileCallbacks:i(530),ProcessTileSeparationX:i(534),ProcessTileSeparationY:i(536),SeparateTile:i(532),TileCheckX:i(533),TileCheckY:i(535),TileIntersectsBody:i(248)};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(3),r=new n({initialize:function(){this.boundsCenter=new s,this.centerDiff=new s},parseBody:function(t){if(t=t.hasOwnProperty("body")?t.body:t,!t.hasOwnProperty("bounds")||!t.hasOwnProperty("centerOfMass"))return!1;var e=this.boundsCenter,i=this.centerDiff,n=t.bounds.max.x-t.bounds.min.x,s=t.bounds.max.y-t.bounds.min.y,r=n*t.centerOfMass.x,o=s*t.centerOfMass.y;return e.set(n/2,s/2),i.set(r-e.x,o-e.y),!0},getTopLeft:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.boundsCenter,r=this.centerDiff;return new s(e+n.x+r.x,i+n.y+r.y)}return!1},getTopCenter:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.boundsCenter,r=this.centerDiff;return new s(e+r.x,i+n.y+r.y)}return!1},getTopRight:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.boundsCenter,r=this.centerDiff;return new s(e-(n.x-r.x),i+n.y+r.y)}return!1},getLeftCenter:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.boundsCenter,r=this.centerDiff;return new s(e+n.x+r.x,i+r.y)}return!1},getCenter:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.centerDiff;return new s(e+n.x,i+n.y)}return!1},getRightCenter:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.boundsCenter,r=this.centerDiff;return new s(e-(n.x-r.x),i+r.y)}return!1},getBottomLeft:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.boundsCenter,r=this.centerDiff;return new s(e+n.x+r.x,i-(n.y-r.y))}return!1},getBottomCenter:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.boundsCenter,r=this.centerDiff;return new s(e+r.x,i-(n.y-r.y))}return!1},getBottomRight:function(t,e,i){if(void 0===e&&(e=0),void 0===i&&(i=0),this.parseBody(t)){var n=this.boundsCenter,r=this.centerDiff;return new s(e-(n.x-r.x),i-(n.y-r.y))}return!1}});t.exports=r},function(t,e){function i(t,e,i){i=i||0;var n,s,r,o,A,a,h,l=[0,0];return n=t[1][1]-t[0][1],s=t[0][0]-t[1][0],r=n*t[0][0]+s*t[0][1],o=e[1][1]-e[0][1],A=e[0][0]-e[1][0],a=o*e[0][0]+A*e[0][1],h=n*A-o*s,T(h,0,i)||(l[0]=(A*r-s*a)/h,l[1]=(n*a-o*r)/h),l}function n(t,e,i,n){var s=e[0]-t[0],r=e[1]-t[1],o=n[0]-i[0],A=n[1]-i[1];if(o*r-A*s===0)return!1;var a=(s*(i[1]-t[1])+r*(t[0]-i[0]))/(o*r-A*s),h=(o*(t[1]-i[1])+A*(i[0]-t[0]))/(A*s-o*r);return a>=0&&a<=1&&h>=0&&h<=1}function s(t,e,i){return(e[0]-t[0])*(i[1]-t[1])-(i[0]-t[0])*(e[1]-t[1])}function r(t,e,i){return s(t,e,i)>0}function o(t,e,i){return s(t,e,i)>=0}function A(t,e,i){return s(t,e,i)<0}function a(t,e,i){return s(t,e,i)<=0}
/**
 * @author       Stefan Hedman <schteppe@gmail.com> (http://steffe.se)
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={decomp:I,quickDecomp:M,isSimple:P,removeCollinearPoints:O,removeDuplicatePoints:Q,makeCCW:p};var h=[],l=[];function c(t,e,i,n){if(n){var r=h,o=l;r[0]=e[0]-t[0],r[1]=e[1]-t[1],o[0]=i[0]-e[0],o[1]=i[1]-e[1];var A=r[0]*o[0]+r[1]*o[1],a=Math.sqrt(r[0]*r[0]+r[1]*r[1]),c=Math.sqrt(o[0]*o[0]+o[1]*o[1]),u=Math.acos(A/(a*c));return u<n}return 0===s(t,e,i)}function u(t,e){var i=e[0]-t[0],n=e[1]-t[1];return i*i+n*n}function f(t,e){var i=t.length;return t[e<0?e%i+i:e%i]}function g(t){t.length=0}function d(t,e,i,n){for(var s=i;s<n;s++)t.push(e[s])}function p(t){for(var e=0,i=t,n=1;n<t.length;++n)(i[n][1]<i[e][1]||i[n][1]===i[e][1]&&i[n][0]>i[e][0])&&(e=n);return!r(f(t,e-1),f(t,e),f(t,e+1))&&(v(t),!0)}function v(t){for(var e=[],i=t.length,n=0;n!==i;n++)e.push(t.pop());for(n=0;n!==i;n++)t[n]=e[n]}function m(t,e){return A(f(t,e-1),f(t,e),f(t,e+1))}var w=[],B=[];function y(t,e,n){var s,r,A=w,h=B;if(o(f(t,e+1),f(t,e),f(t,n))&&a(f(t,e-1),f(t,e),f(t,n)))return!1;r=u(f(t,e),f(t,n));for(var l=0;l!==t.length;++l)if((l+1)%t.length!==e&&l!==e&&o(f(t,e),f(t,n),f(t,l+1))&&a(f(t,e),f(t,n),f(t,l))&&(A[0]=f(t,e),A[1]=f(t,n),h[0]=f(t,l),h[1]=f(t,l+1),s=i(A,h),u(f(t,e),s)<r))return!1;return!0}function x(t,e,i){for(var s=0;s!==t.length;++s)if(s!==e&&s!==i&&(s+1)%t.length!==e&&(s+1)%t.length!==i&&n(f(t,e),f(t,i),f(t,s),f(t,s+1)))return!1;return!0}function C(t,e,i,n){var s=n||[];if(g(s),e<i)for(var r=e;r<=i;r++)s.push(t[r]);else{for(r=0;r<=i;r++)s.push(t[r]);for(r=e;r<t.length;r++)s.push(t[r])}return s}function E(t){for(var e=[],i=[],n=[],s=[],r=Number.MAX_VALUE,o=0;o<t.length;++o)if(m(t,o))for(var A=0;A<t.length;++A)if(y(t,o,A)){i=E(C(t,o,A,s)),n=E(C(t,A,o,s));for(var a=0;a<n.length;a++)i.push(n[a]);i.length<r&&(e=i,r=i.length,e.push([f(t,o),f(t,A)]))}return e}function I(t){var e=E(t);return e.length>0?D(t,e):[t]}function D(t,e){if(0===e.length)return[t];if(e instanceof Array&&e.length&&e[0]instanceof Array&&2===e[0].length&&e[0][0]instanceof Array){for(var i=[t],n=0;n<e.length;n++)for(var s=e[n],r=0;r<i.length;r++){var o=i[r],A=D(o,s);if(A){i.splice(r,1),i.push(A[0],A[1]);break}}return i}s=e,n=t.indexOf(s[0]),r=t.indexOf(s[1]);return-1!==n&&-1!==r&&[C(t,n,r),C(t,r,n)]}function P(t){var e,i=t;for(e=0;e<i.length-1;e++)for(var s=0;s<e-1;s++)if(n(i[e],i[e+1],i[s],i[s+1]))return!1;for(e=1;e<i.length-2;e++)if(n(i[0],i[i.length-1],i[e],i[e+1]))return!1;return!0}function b(t,e,i,n,s){s=s||0;var r=e[1]-t[1],o=t[0]-e[0],A=r*t[0]+o*t[1],a=n[1]-i[1],h=i[0]-n[0],l=a*i[0]+h*i[1],c=r*h-a*o;return T(c,0,s)?[0,0]:[(h*A-o*l)/c,(r*l-a*A)/c]}function M(t,e,i,n,s,h,l){h=h||100,l=l||0,s=s||25,e="undefined"!==typeof e?e:[],i=i||[],n=n||[];var c=[0,0],g=[0,0],p=[0,0],v=0,w=0,B=0,y=0,C=0,E=0,I=0,D=[],P=[],O=t,Q=t;if(Q.length<3)return e;if(l++,l>h)return console.warn("quickDecomp: max level ("+h+") reached."),e;for(var T=0;T<t.length;++T)if(m(O,T)){i.push(O[T]),v=w=Number.MAX_VALUE;for(var S=0;S<t.length;++S)r(f(O,T-1),f(O,T),f(O,S))&&a(f(O,T-1),f(O,T),f(O,S-1))&&(p=b(f(O,T-1),f(O,T),f(O,S),f(O,S-1)),A(f(O,T+1),f(O,T),p)&&(B=u(O[T],p),B<w&&(w=B,g=p,E=S))),r(f(O,T+1),f(O,T),f(O,S+1))&&a(f(O,T+1),f(O,T),f(O,S))&&(p=b(f(O,T+1),f(O,T),f(O,S),f(O,S+1)),r(f(O,T-1),f(O,T),p)&&(B=u(O[T],p),B<v&&(v=B,c=p,C=S)));if(E===(C+1)%t.length)p[0]=(g[0]+c[0])/2,p[1]=(g[1]+c[1])/2,n.push(p),T<C?(d(D,O,T,C+1),D.push(p),P.push(p),0!==E&&d(P,O,E,O.length),d(P,O,0,T+1)):(0!==T&&d(D,O,T,O.length),d(D,O,0,C+1),D.push(p),P.push(p),d(P,O,E,T+1));else{if(E>C&&(C+=t.length),y=Number.MAX_VALUE,C<E)return e;for(S=E;S<=C;++S)o(f(O,T-1),f(O,T),f(O,S))&&a(f(O,T+1),f(O,T),f(O,S))&&(B=u(f(O,T),f(O,S)),B<y&&x(O,T,S)&&(y=B,I=S%t.length));T<I?(d(D,O,T,I+1),0!==I&&d(P,O,I,Q.length),d(P,O,0,T+1)):(0!==T&&d(D,O,T,Q.length),d(D,O,0,I+1),d(P,O,I,T+1))}return D.length<P.length?(M(D,e,i,n,s,h,l),M(P,e,i,n,s,h,l)):(M(P,e,i,n,s,h,l),M(D,e,i,n,s,h,l)),e}return e.push(t),e}function O(t,e){for(var i=0,n=t.length-1;t.length>3&&n>=0;--n)c(f(t,n-1),f(t,n),f(t,n+1),e)&&(t.splice(n%t.length,1),i++);return i}function Q(t,e){for(var i=t.length-1;i>=1;--i)for(var n=t[i],s=i-1;s>=0;--s)S(n,t[s],e)&&t.splice(i,1)}function T(t,e,i){return i=i||0,Math.abs(t-e)<=i}function S(t,e,i){return T(t[0],e[0],i)&&T(t[1],e[1],i)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(87),s=i(0),r=i(591),o=i(129),A=i(592),a=i(1393),h=i(1394),l=i(1395),c=i(593),u=i(589),f=i(590),g=i(1396),d=i(63),p=new s({initialize:function(t){this.world=t,this.scene=t.scene,this.sys=t.scene.sys},rectangle:function(t,e,i,s,r){var o=n.rectangle(t,e,i,s,r);return this.world.add(o),o},trapezoid:function(t,e,i,s,r,o){var A=n.trapezoid(t,e,i,s,r,o);return this.world.add(A),A},circle:function(t,e,i,s,r){var o=n.circle(t,e,i,s,r);return this.world.add(o),o},polygon:function(t,e,i,s,r){var o=n.polygon(t,e,i,s,r);return this.world.add(o),o},fromVertices:function(t,e,i,s,r,o,A){"string"===typeof i&&(i=d.fromPath(i));var a=n.fromVertices(t,e,i,s,r,o,A);return this.world.add(a),a},fromPhysicsEditor:function(t,e,i,n,s){void 0===s&&(s=!0);var r=u.parseBody(t,e,i,n);return s&&!this.world.has(r)&&this.world.add(r),r},fromSVG:function(t,e,i,s,r,o){void 0===s&&(s=1),void 0===r&&(r={}),void 0===o&&(o=!0);for(var a=i.getElementsByTagName("path"),h=[],l=0;l<a.length;l++){var c=A.pathToVertices(a[l],30);1!==s&&d.scale(c,s,s),h.push(c)}var u=n.fromVertices(t,e,h,r);return o&&this.world.add(u),u},fromJSON:function(t,e,i,n,s){void 0===n&&(n={}),void 0===s&&(s=!0);var r=f.parseBody(t,e,i,n);return r&&s&&this.world.add(r),r},imageStack:function(t,e,i,n,s,o,A,a,l){void 0===A&&(A=0),void 0===a&&(a=0),void 0===l&&(l={});var c=this.world,u=this.sys.displayList;l.addToWorld=!1;var f=r.stack(i,n,s,o,A,a,(function(i,n){var s=new h(c,i,n,t,e,l);return u.add(s),s.body}));return c.add(f),f},stack:function(t,e,i,n,s,o,A){var a=r.stack(t,e,i,n,s,o,A);return this.world.add(a),a},pyramid:function(t,e,i,n,s,o,A){var a=r.pyramid(t,e,i,n,s,o,A);return this.world.add(a),a},chain:function(t,e,i,n,s,o){return r.chain(t,e,i,n,s,o)},mesh:function(t,e,i,n,s){return r.mesh(t,e,i,n,s)},newtonsCradle:function(t,e,i,n,s){var o=r.newtonsCradle(t,e,i,n,s);return this.world.add(o),o},car:function(t,e,i,n,s){var o=r.car(t,e,i,n,s);return this.world.add(o),o},softBody:function(t,e,i,n,s,o,A,a,h,l){var c=r.softBody(t,e,i,n,s,o,A,a,h,l);return this.world.add(c),c},joint:function(t,e,i,n,s){return this.constraint(t,e,i,n,s)},spring:function(t,e,i,n,s){return this.constraint(t,e,i,n,s)},constraint:function(t,e,i,n,s){void 0===n&&(n=1),void 0===s&&(s={}),s.bodyA="body"===t.type?t:t.body,s.bodyB="body"===e.type?e:e.body,isNaN(i)||(s.length=i),s.stiffness=n;var r=o.create(s);return this.world.add(r),r},worldConstraint:function(t,e,i,n){void 0===i&&(i=1),void 0===n&&(n={}),n.bodyB="body"===t.type?t:t.body,isNaN(e)||(n.length=e),n.stiffness=i;var s=o.create(n);return this.world.add(s),s},mouseSpring:function(t){return this.pointerConstraint(t)},pointerConstraint:function(t){void 0===t&&(t={}),t.hasOwnProperty("render")||(t.render={visible:!1});var e=new g(this.scene,this.world,t);return this.world.add(e.constraint),e},image:function(t,e,i,n,s){var r=new h(this.world,t,e,i,n,s);return this.sys.displayList.add(r),r},tileBody:function(t,e){return new c(this.world,t,e)},sprite:function(t,e,i,n,s){var r=new l(this.world,t,e,i,n,s);return this.sys.displayList.add(r),this.sys.updateList.add(r),r},gameObject:function(t,e,i){return a(this.world,t,e,i)},destroy:function(){this.world=null,this.scene=null,this.sys=null}});t.exports=p},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(249),s=i(2),r=i(3);function o(t){return!!t.get&&"function"===typeof t.get||!!t.set&&"function"===typeof t.set}var A=function(t,e,i,A){void 0===i&&(i={}),void 0===A&&(A=!0);var a=e.x,h=e.y;e.body={temp:!0,position:{x:a,y:h}};var l=[n.Bounce,n.Collision,n.Force,n.Friction,n.Gravity,n.Mass,n.Sensor,n.SetBody,n.Sleep,n.Static,n.Transform,n.Velocity];if(l.forEach((function(t){for(var i in t)o(t[i])?Object.defineProperty(e,i,{get:t[i].get,set:t[i].set}):Object.defineProperty(e,i,{value:t[i]})})),e.world=t,e._tempVec2=new r(a,h),i.hasOwnProperty("type")&&"body"===i.type)e.setExistingBody(i,A);else{var c=s(i,"shape",null);c||(c="rectangle"),i.addToWorld=A,e.setBody(c,i)}return e};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(249),r=i(15),o=i(2),A=i(126),a=i(167),h=i(3),l=new n({Extends:A,Mixins:[s.Bounce,s.Collision,s.Force,s.Friction,s.Gravity,s.Mass,s.Sensor,s.SetBody,s.Sleep,s.Static,s.Transform,s.Velocity,a],initialize:function(t,e,i,n,s,A){r.call(this,t.scene,"Image"),this._crop=this.resetCropObject(),this.setTexture(n,s),this.setSizeToFrame(),this.setOrigin(),this.world=t,this._tempVec2=new h(e,i);var a=o(A,"shape",null);a?this.setBody(a,A):this.setRectangle(this.width,this.height,A),this.setPosition(e,i),this.initPipeline()}});t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(164),s=i(0),r=i(249),o=i(15),A=i(2),a=i(167),h=i(74),l=i(3),c=new s({Extends:h,Mixins:[r.Bounce,r.Collision,r.Force,r.Friction,r.Gravity,r.Mass,r.Sensor,r.SetBody,r.Sleep,r.Static,r.Transform,r.Velocity,a],initialize:function(t,e,i,s,r,a){o.call(this,t.scene,"Sprite"),this._crop=this.resetCropObject(),this.anims=new n(this),this.setTexture(s,r),this.setSizeToFrame(),this.setOrigin(),this.world=t,this._tempVec2=new l(e,i);var h=A(a,"shape",null);h?this.setBody(h,a):this.setRectangle(this.width,this.height,a),this.setPosition(e,i),this.initPipeline()}});t.exports=c},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(85),s=i(0),r=i(119),o=i(129),A=i(273),a=i(272),h=i(51),l=i(128),c=i(165),u=i(3),f=i(63),g=new s({initialize:function(t,e,i){void 0===i&&(i={});var n={label:"Pointer Constraint",pointA:{x:0,y:0},pointB:{x:0,y:0},length:.01,stiffness:.1,angularStiffness:1,collisionFilter:{category:1,mask:4294967295,group:0}};this.scene=t,this.world=e,this.camera=null,this.pointer=null,this.active=!0,this.position=new u,this.body=null,this.part=null,this.constraint=o.create(l(i,n)),this.world.on(a.BEFORE_UPDATE,this.update,this),t.sys.input.on(h.POINTER_DOWN,this.onDown,this),t.sys.input.on(h.POINTER_UP,this.onUp,this)},onDown:function(t){this.pointer||(this.pointer=t,this.camera=t.camera)},onUp:function(t){t===this.pointer&&(this.pointer=null)},getBody:function(t){var e=this.position,i=this.constraint;this.camera.getWorldPoint(t.x,t.y,e);for(var s=r.allBodies(this.world.localWorld),o=0;o<s.length;o++){var h=s[o];if(!h.ignorePointer&&n.contains(h.bounds,e)&&A.canCollide(h.collisionFilter,i.collisionFilter)&&this.hitTestBody(h,e))return this.world.emit(a.DRAG_START,h,this.part,this),!0}return!1},hitTestBody:function(t,e){for(var i=this.constraint,n=t.parts.length,s=n>1?1:0,r=s;r<n;r++){var o=t.parts[r];if(f.contains(o.vertices,e))return i.pointA=e,i.pointB={x:e.x-t.position.x,y:e.y-t.position.y},i.bodyB=t,i.angleB=t.angle,c.set(t,!1),this.part=o,this.body=t,!0}return!1},update:function(){var t=this.pointer,e=this.body;if(this.active&&t)if(t.isDown||!e){if(t.isDown){if(!e&&!this.getBody(t))return;e=this.body;var i=this.position,n=this.constraint;this.camera.getWorldPoint(t.x,t.y,i),n.pointA.x=i.x,n.pointA.y=i.y,c.set(e,!1),this.world.emit(a.DRAG,e,this)}}else this.stopDrag();else e&&this.stopDrag()},stopDrag:function(){var t=this.body,e=this.constraint;e.bodyB=null,e.pointB=null,this.pointer=null,this.body=null,this.part=null,t&&this.world.emit(a.DRAG_END,t,this)},destroy:function(){this.world.removeConstraint(this.constraint),this.pointer=null,this.constraint=null,this.body=null,this.part=null,this.world.off(a.BEFORE_UPDATE,this.update),this.scene.sys.input.off(h.POINTER_DOWN,this.onDown,this),this.scene.sys.input.off(h.POINTER_UP,this.onUp,this)}});t.exports=g},function(t,e,i){var n={};t.exports=n;var s=i(595),r=i(32);(function(){n.name="matter-js",n.version="0.14.2",n.uses=[],n.used=[],n.use=function(){s.use(n,Array.prototype.slice.call(arguments))},n.before=function(t,e){return t=t.replace(/^Matter./,""),r.chainPathBefore(n,t,e)},n.after=function(t,e){return t=t.replace(/^Matter./,""),r.chainPathAfter(n,t,e)}})()},function(t,e,i){var n={};t.exports=n;var s=i(84),r=i(274),o=i(85),A=i(87),a=i(63);(function(){n.collides=function(t,e){for(var i=[],n=0;n<e.length;n++){var s=e[n];if(t!==s&&o.overlaps(s.bounds,t.bounds))for(var A=1===s.parts.length?0:1;A<s.parts.length;A++){var a=s.parts[A];if(o.overlaps(a.bounds,t.bounds)){var h=r.collides(a,t);if(h.collided){i.push(h);break}}}}return i},n.ray=function(t,e,i,r){r=r||1e-100;for(var o=s.angle(e,i),a=s.magnitude(s.sub(e,i)),h=.5*(i.x+e.x),l=.5*(i.y+e.y),c=A.rectangle(h,l,a,r,{angle:o}),u=n.collides(c,t),f=0;f<u.length;f+=1){var g=u[f];g.body=g.bodyB=g.bodyA}return u},n.region=function(t,e,i){for(var n=[],s=0;s<t.length;s++){var r=t[s],A=o.overlaps(r.bounds,e);(A&&!i||!A&&i)&&n.push(r)}return n},n.point=function(t,e){for(var i=[],n=0;n<t.length;n++){var s=t[n];if(o.contains(s.bounds,e))for(var r=1===s.parts.length?0:1;r<s.parts.length;r++){var A=s.parts[r];if(o.contains(A.bounds,e)&&a.contains(A.vertices,e)){i.push(s);break}}}return i}})()},function(t,e,i){var n={};t.exports=n;var s=i(596),r=i(165),o=i(599),A=i(598),a=i(1521),h=i(597),l=i(166),c=i(119),u=i(129),f=i(32),g=i(41);(function(){n.create=function(t,e){e=f.isElement(t)?e:t,t=f.isElement(t)?t:null,e=e||{},(t||e.render)&&f.warn("Engine.create: engine.render is deprecated (see docs)");var i={positionIterations:6,velocityIterations:4,constraintIterations:2,enableSleeping:!1,events:[],plugin:{},timing:{timestamp:0,timeScale:1},broadphase:{controller:h}},n=f.extend(i,e);return n.world=e.world||s.create(n.world),n.pairs=A.create(),n.broadphase=n.broadphase.controller.create(n.broadphase),n.metrics=n.metrics||{extended:!1},n.metrics=a.create(n.metrics),n},n.update=function(t,e,i){e=e||1e3/60,i=i||1;var s,h=t.world,f=t.timing,g=t.broadphase,d=[];f.timestamp+=e*f.timeScale;var p={timestamp:f.timestamp};l.trigger(t,"beforeUpdate",p);var v=c.allBodies(h),m=c.allConstraints(h);for(a.reset(t.metrics),t.enableSleeping&&r.update(v,f.timeScale),n._bodiesApplyGravity(v,h.gravity),n._bodiesUpdate(v,e,f.timeScale,i,h.bounds),u.preSolveAll(v),s=0;s<t.constraintIterations;s++)u.solveAll(m,f.timeScale);u.postSolveAll(v),g.controller?(h.isModified&&g.controller.clear(g),g.controller.update(g,v,t,h.isModified),d=g.pairsList):d=v,h.isModified&&c.setModified(h,!1,!1,!0);var w=g.detector(d,t),B=t.pairs,y=f.timestamp;for(A.update(B,w,y),A.removeOld(B,y),t.enableSleeping&&r.afterCollisions(B.list,f.timeScale),B.collisionStart.length>0&&l.trigger(t,"collisionStart",{pairs:B.collisionStart}),o.preSolvePosition(B.list),s=0;s<t.positionIterations;s++)o.solvePosition(B.list,v,f.timeScale);for(o.postSolvePosition(v),u.preSolveAll(v),s=0;s<t.constraintIterations;s++)u.solveAll(m,f.timeScale);for(u.postSolveAll(v),o.preSolveVelocity(B.list),s=0;s<t.velocityIterations;s++)o.solveVelocity(B.list,f.timeScale);return B.collisionActive.length>0&&l.trigger(t,"collisionActive",{pairs:B.collisionActive}),B.collisionEnd.length>0&&l.trigger(t,"collisionEnd",{pairs:B.collisionEnd}),a.update(t.metrics,t),n._bodiesClearForces(v),l.trigger(t,"afterUpdate",p),t},n.merge=function(t,e){if(f.extend(t,e),e.world){t.world=e.world,n.clear(t);for(var i=c.allBodies(t.world),s=0;s<i.length;s++){var o=i[s];r.set(o,!1),o.id=f.nextId()}}},n.clear=function(t){var e=t.world;A.clear(t.pairs);var i=t.broadphase;if(i.controller){var n=c.allBodies(e);i.controller.clear(i),i.controller.update(i,n,t,!0)}},n._bodiesClearForces=function(t){for(var e=0;e<t.length;e++){var i=t[e];i.force.x=0,i.force.y=0,i.torque=0}},n._bodiesApplyGravity=function(t,e){var i="undefined"!==typeof e.scale?e.scale:.001;if((0!==e.x||0!==e.y)&&0!==i)for(var n=0;n<t.length;n++){var s=t[n];s.ignoreGravity||s.isStatic||s.isSleeping||(s.force.x+=s.mass*e.x*i*s.gravityScale.x,s.force.y+=s.mass*e.y*i*s.gravityScale.y)}},n._bodiesUpdate=function(t,e,i,n,s){for(var r=0;r<t.length;r++){var o=t[r];o.isStatic||o.isSleeping||g.update(o,e,i,n)}}})()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(87),s=i(41),r=i(0),o=i(32),A=i(119),a=i(1399),h=i(9),l=i(272),c=i(2),u=i(6),f=i(41),g=i(166),d=i(593),p=i(596),v=i(84),m=new r({Extends:h,initialize:function(t,e){h.call(this),this.scene=t,this.engine=a.create(e),this.localWorld=this.engine.world;var i=u(e,"gravity",null);i?this.setGravity(i.x,i.y,i.scale):!1===i&&this.setGravity(0,0,0),this.walls={left:null,right:null,top:null,bottom:null},this.enabled=u(e,"enabled",!0),this.correction=u(e,"correction",1),this.getDelta=u(e,"getDelta",this.update60Hz);var n=c(e,"runner",{}),s=c(n,"fps",!1),r=c(n,"fps",60),o=c(n,"delta",1e3/r),A=c(n,"deltaMin",1e3/r),l=c(n,"deltaMax",1e3/(.5*r));s||(r=1e3/o),this.runner={fps:r,correction:c(n,"correction",1),deltaSampleSize:c(n,"deltaSampleSize",60),counterTimestamp:0,frameCounter:0,deltaHistory:[],timePrev:null,timeScalePrev:1,frameRequestId:null,isFixed:c(n,"isFixed",!1),delta:o,deltaMin:A,deltaMax:l},this.autoUpdate=u(e,"autoUpdate",!0);var f=u(e,"debug",!1);if(this.drawDebug="object"===typeof f||f,this.debugGraphic,this.debugConfig={showAxes:c(f,"showAxes",!1),showAngleIndicator:c(f,"showAngleIndicator",!1),angleColor:c(f,"angleColor",15208787),showBroadphase:c(f,"showBroadphase",!1),broadphaseColor:c(f,"broadphaseColor",16757760),showBounds:c(f,"showBounds",!1),boundsColor:c(f,"boundsColor",16777215),showVelocity:c(f,"showVelocity",!1),velocityColor:c(f,"velocityColor",44783),showCollisions:c(f,"showCollisions",!1),collisionColor:c(f,"collisionColor",16094476),showSeparations:c(f,"showSeparations",!1),separationColor:c(f,"separationColor",16753920),showBody:c(f,"showBody",!0),showStaticBody:c(f,"showStaticBody",!0),showInternalEdges:c(f,"showInternalEdges",!1),renderFill:c(f,"renderFill",!1),renderLine:c(f,"renderLine",!0),fillColor:c(f,"fillColor",1075465),fillOpacity:c(f,"fillOpacity",1),lineColor:c(f,"lineColor",2678297),lineOpacity:c(f,"lineOpacity",1),lineThickness:c(f,"lineThickness",1),staticFillColor:c(f,"staticFillColor",857979),staticLineColor:c(f,"staticLineColor",1255396),showSleeping:c(f,"showSleeping",!1),staticBodySleepOpacity:c(f,"staticBodySleepOpacity",.7),sleepFillColor:c(f,"sleepFillColor",4605510),sleepLineColor:c(f,"sleepLineColor",10066585),showSensors:c(f,"showSensors",!0),sensorFillColor:c(f,"sensorFillColor",857979),sensorLineColor:c(f,"sensorLineColor",1255396),showPositions:c(f,"showPositions",!0),positionSize:c(f,"positionSize",4),positionColor:c(f,"positionColor",14697178),showJoint:c(f,"showJoint",!0),jointColor:c(f,"jointColor",14737474),jointLineOpacity:c(f,"jointLineOpacity",1),jointLineThickness:c(f,"jointLineThickness",2),pinSize:c(f,"pinSize",4),pinColor:c(f,"pinColor",4382944),springColor:c(f,"springColor",14697184),anchorColor:c(f,"anchorColor",15724527),anchorSize:c(f,"anchorSize",4),showConvexHulls:c(f,"showConvexHulls",!1),hullColor:c(f,"hullColor",14091216)},this.drawDebug&&this.createDebugGraphic(),this.setEventsProxy(),c(e,"setBounds",!1)){var g=e["setBounds"];if("boolean"===typeof g)this.setBounds();else{var d=c(g,"x",0),p=c(g,"y",0),v=c(g,"width",t.sys.scale.width),m=c(g,"height",t.sys.scale.height),w=c(g,"thickness",64),B=c(g,"left",!0),y=c(g,"right",!0),x=c(g,"top",!0),C=c(g,"bottom",!0);this.setBounds(d,p,v,m,w,B,y,x,C)}}},setCompositeRenderStyle:function(t){var e,i,n,s=t.bodies,r=t.constraints,o=t.composites;for(e=0;e<s.length;e++)i=s[e],n=i.render,this.setBodyRenderStyle(i,n.lineColor,n.lineOpacity,n.lineThickness,n.fillColor,n.fillOpacity);for(e=0;e<r.length;e++)i=r[e],n=i.render,this.setConstraintRenderStyle(i,n.lineColor,n.lineOpacity,n.lineThickness,n.pinSize,n.anchorColor,n.anchorSize);for(e=0;e<o.length;e++)i=o[e],this.setCompositeRenderStyle(i);return this},setBodyRenderStyle:function(t,e,i,n,s,r){var o=t.render,A=this.debugConfig;return o?(void 0!==e&&null!==e||(e=t.isStatic?A.staticLineColor:A.lineColor),void 0!==i&&null!==i||(i=A.lineOpacity),void 0!==n&&null!==n||(n=A.lineThickness),void 0!==s&&null!==s||(s=t.isStatic?A.staticFillColor:A.fillColor),void 0!==r&&null!==r||(r=A.fillOpacity),!1!==e&&(o.lineColor=e),!1!==i&&(o.lineOpacity=i),!1!==n&&(o.lineThickness=n),!1!==s&&(o.fillColor=s),!1!==r&&(o.fillOpacity=r),this):this},setConstraintRenderStyle:function(t,e,i,n,s,r,o){var A=t.render,a=this.debugConfig;if(!A)return this;if(void 0===e||null===e){var h=A.type;"line"===h?e=a.jointColor:"pin"===h?e=a.pinColor:"spring"===h&&(e=a.springColor)}return void 0!==i&&null!==i||(i=a.jointLineOpacity),void 0!==n&&null!==n||(n=a.jointLineThickness),void 0!==s&&null!==s||(s=a.pinSize),void 0!==r&&null!==r||(r=a.anchorColor),void 0!==o&&null!==o||(o=a.anchorSize),!1!==e&&(A.lineColor=e),!1!==i&&(A.lineOpacity=i),!1!==n&&(A.lineThickness=n),!1!==s&&(A.pinSize=s),!1!==r&&(A.anchorColor=r),!1!==o&&(A.anchorSize=o),this},setEventsProxy:function(){var t=this,e=this.engine,i=this.localWorld;this.drawDebug&&(g.on(i,"compositeModified",(function(e){t.setCompositeRenderStyle(e)})),g.on(i,"beforeAdd",(function(e){for(var i=[].concat(e.object),n=0;n<i.length;n++){var s=i[n],r=s.render;"body"===s.type?t.setBodyRenderStyle(s,r.lineColor,r.lineOpacity,r.lineThickness,r.fillColor,r.fillOpacity):"composite"===s.type?t.setCompositeRenderStyle(s):"constraint"===s.type&&t.setConstraintRenderStyle(s,r.lineColor,r.lineOpacity,r.lineThickness,r.pinSize,r.anchorColor,r.anchorSize)}}))),g.on(i,"beforeAdd",(function(e){t.emit(l.BEFORE_ADD,e)})),g.on(i,"afterAdd",(function(e){t.emit(l.AFTER_ADD,e)})),g.on(i,"beforeRemove",(function(e){t.emit(l.BEFORE_REMOVE,e)})),g.on(i,"afterRemove",(function(e){t.emit(l.AFTER_REMOVE,e)})),g.on(e,"beforeUpdate",(function(e){t.emit(l.BEFORE_UPDATE,e)})),g.on(e,"afterUpdate",(function(e){t.emit(l.AFTER_UPDATE,e)})),g.on(e,"collisionStart",(function(e){var i,n,s=e.pairs;s.length>0&&(i=s[0].bodyA,n=s[0].bodyB),t.emit(l.COLLISION_START,e,i,n)})),g.on(e,"collisionActive",(function(e){var i,n,s=e.pairs;s.length>0&&(i=s[0].bodyA,n=s[0].bodyB),t.emit(l.COLLISION_ACTIVE,e,i,n)})),g.on(e,"collisionEnd",(function(e){var i,n,s=e.pairs;s.length>0&&(i=s[0].bodyA,n=s[0].bodyB),t.emit(l.COLLISION_END,e,i,n)}))},setBounds:function(t,e,i,n,s,r,o,A,a){return void 0===t&&(t=0),void 0===e&&(e=0),void 0===i&&(i=this.scene.sys.scale.width),void 0===n&&(n=this.scene.sys.scale.height),void 0===s&&(s=64),void 0===r&&(r=!0),void 0===o&&(o=!0),void 0===A&&(A=!0),void 0===a&&(a=!0),this.updateWall(r,"left",t-s,e-s,s,n+2*s),this.updateWall(o,"right",t+i,e-s,s,n+2*s),this.updateWall(A,"top",t,e-s,i,s),this.updateWall(a,"bottom",t,e+n,i,s),this},updateWall:function(t,e,i,n,s,r){var o=this.walls[e];t?(o&&p.remove(this.localWorld,o),i+=s/2,n+=r/2,this.walls[e]=this.create(i,n,s,r,{isStatic:!0,friction:0,frictionStatic:0})):(o&&p.remove(this.localWorld,o),this.walls[e]=null)},createDebugGraphic:function(){var t=this.scene.sys.add.graphics({x:0,y:0});return t.setDepth(Number.MAX_VALUE),this.debugGraphic=t,this.drawDebug=!0,t},disableGravity:function(){return this.localWorld.gravity.x=0,this.localWorld.gravity.y=0,this.localWorld.gravity.scale=0,this},setGravity:function(t,e,i){return void 0===t&&(t=0),void 0===e&&(e=1),this.localWorld.gravity.x=t,this.localWorld.gravity.y=e,void 0!==i&&(this.localWorld.gravity.scale=i),this},create:function(t,e,i,s,r){var o=n.rectangle(t,e,i,s,r);return p.add(this.localWorld,o),o},add:function(t){return p.add(this.localWorld,t),this},remove:function(t,e){Array.isArray(t)||(t=[t]);for(var i=0;i<t.length;i++){var n=t[i],s=n.body?n.body:n;A.remove(this.localWorld,s,e)}return this},removeConstraint:function(t,e){return A.remove(this.localWorld,t,e),this},convertTilemapLayer:function(t,e){var i=t.layer,n=t.getTilesWithin(0,0,i.width,i.height,{isColliding:!0});return this.convertTiles(n,e),this},convertTiles:function(t,e){if(0===t.length)return this;for(var i=0;i<t.length;i++)new d(this,t[i],e);return this},nextGroup:function(t){return f.nextGroup(t)},nextCategory:function(){return f.nextCategory()},pause:function(){return this.enabled=!1,this.emit(l.PAUSE),this},resume:function(){return this.enabled=!0,this.emit(l.RESUME),this},update:function(t,e){if(this.enabled&&this.autoUpdate){var i=this.engine,n=this.runner,s=i.timing,r=this.correction;n.isFixed?e=this.getDelta(t,e):(e=t-n.timePrev||n.delta,n.timePrev=t,n.deltaHistory.push(e),n.deltaHistory=n.deltaHistory.slice(-n.deltaSampleSize),e=Math.min.apply(null,n.deltaHistory),e=e<n.deltaMin?n.deltaMin:e,e=e>n.deltaMax?n.deltaMax:e,r=e/n.delta,n.delta=e),0!==n.timeScalePrev&&(r*=s.timeScale/n.timeScalePrev),0===s.timeScale&&(r=0),n.timeScalePrev=s.timeScale,n.correction=r,n.frameCounter+=1,t-n.counterTimestamp>=1e3&&(n.fps=n.frameCounter*((t-n.counterTimestamp)/1e3),n.counterTimestamp=t,n.frameCounter=0),a.update(i,e,r)}},step:function(t,e){a.update(this.engine,t,e)},update60Hz:function(){return 1e3/60},update30Hz:function(){return 1e3/30},has:function(t){var e=t.hasOwnProperty("body")?t.body:t;return null!==A.get(this.localWorld,e.id,e.type)},getAllBodies:function(){return A.allBodies(this.localWorld)},getAllConstraints:function(){return A.allConstraints(this.localWorld)},getAllComposites:function(){return A.allComposites(this.localWorld)},postUpdate:function(){if(this.drawDebug){var t=this.debugConfig,e=this.engine,i=this.debugGraphic,n=A.allBodies(this.localWorld);this.debugGraphic.clear(),t.showBroadphase&&e.broadphase.controller&&this.renderGrid(e.broadphase,i,t.broadphaseColor,.5),t.showBounds&&this.renderBodyBounds(n,i,t.boundsColor,.5),(t.showBody||t.showStaticBody)&&this.renderBodies(n),t.showJoint&&this.renderJoints(),(t.showAxes||t.showAngleIndicator)&&this.renderBodyAxes(n,i,t.showAxes,t.angleColor,.5),t.showVelocity&&this.renderBodyVelocity(n,i,t.velocityColor,1,2),t.showSeparations&&this.renderSeparations(e.pairs.list,i,t.separationColor),t.showCollisions&&this.renderCollisions(e.pairs.list,i,t.collisionColor)}},renderGrid:function(t,e,i,n){e.lineStyle(1,i,n);for(var s=o.keys(t.buckets),r=0;r<s.length;r++){var A=s[r];if(!(t.buckets[A].length<2)){var a=A.split(/C|R/);e.strokeRect(parseInt(a[1],10)*t.bucketWidth,parseInt(a[2],10)*t.bucketHeight,t.bucketWidth,t.bucketHeight)}}return this},renderSeparations:function(t,e,i){e.lineStyle(1,i,1);for(var n=0;n<t.length;n++){var s=t[n];if(s.isActive){var r=s.collision,o=r.bodyA,A=r.bodyB,a=o.position,h=A.position,l=r.penetration,c=o.isStatic||A.isStatic?1:4;A.isStatic&&(c=0),e.lineBetween(h.x,h.y,h.x-l.x*c,h.y-l.y*c),c=o.isStatic||A.isStatic?1:4,o.isStatic&&(c=0),e.lineBetween(a.x,a.y,a.x-l.x*c,a.y-l.y*c)}}return this},renderCollisions:function(t,e,i){var n,s;for(e.lineStyle(1,i,.5),e.fillStyle(i,1),n=0;n<t.length;n++)if(s=t[n],s.isActive)for(var r=0;r<s.activeContacts.length;r++){var o=s.activeContacts[r],A=o.vertex;e.fillRect(A.x-2,A.y-2,5,5)}for(n=0;n<t.length;n++)if(s=t[n],s.isActive){var a=s.collision,h=s.activeContacts;if(h.length>0){var l=h[0].vertex.x,c=h[0].vertex.y;2===h.length&&(l=(h[0].vertex.x+h[1].vertex.x)/2,c=(h[0].vertex.y+h[1].vertex.y)/2),a.bodyB===a.supports[0].body||a.bodyA.isStatic?e.lineBetween(l-8*a.normal.x,c-8*a.normal.y,l,c):e.lineBetween(l+8*a.normal.x,c+8*a.normal.y,l,c)}}return this},renderBodyBounds:function(t,e,i,n){e.lineStyle(1,i,n);for(var s=0;s<t.length;s++){var r=t[s];if(r.render.visible){var o=r.bounds;if(o)e.strokeRect(o.min.x,o.min.y,o.max.x-o.min.x,o.max.y-o.min.y);else for(var A=r.parts,a=A.length>1?1:0;a<A.length;a++){var h=A[a];e.strokeRect(h.bounds.min.x,h.bounds.min.y,h.bounds.max.x-h.bounds.min.x,h.bounds.max.y-h.bounds.min.y)}}}return this},renderBodyAxes:function(t,e,i,n,s){e.lineStyle(1,n,s);for(var r=0;r<t.length;r++){var o,A,a,h=t[r],l=h.parts;if(h.render.visible)if(i)for(A=l.length>1?1:0;A<l.length;A++)for(o=l[A],a=0;a<o.axes.length;a++){var c=o.axes[a];e.lineBetween(o.position.x,o.position.y,o.position.x+20*c.x,o.position.y+20*c.y)}else for(A=l.length>1?1:0;A<l.length;A++)for(o=l[A],a=0;a<o.axes.length;a++)e.lineBetween(o.position.x,o.position.y,(o.vertices[0].x+o.vertices[o.vertices.length-1].x)/2,(o.vertices[0].y+o.vertices[o.vertices.length-1].y)/2)}return this},renderBodyVelocity:function(t,e,i,n,s){e.lineStyle(s,i,n);for(var r=0;r<t.length;r++){var o=t[r];o.render.visible&&e.lineBetween(o.position.x,o.position.y,o.position.x+2*(o.position.x-o.positionPrev.x),o.position.y+2*(o.position.y-o.positionPrev.y))}return this},renderBodies:function(t){for(var e=this.debugGraphic,i=this.debugConfig,n=i.showBody,s=i.showStaticBody,r=i.showSleeping,o=i.showInternalEdges,A=i.showConvexHulls,a=i.renderFill,h=i.renderLine,l=i.staticBodySleepOpacity,c=i.sleepFillColor,u=i.sleepLineColor,f=i.hullColor,g=0;g<t.length;g++){var d=t[g];if(d.render.visible&&((s||!d.isStatic)&&(n||d.isStatic))){var p=d.render.lineColor,v=d.render.lineOpacity,m=d.render.lineThickness,w=d.render.fillColor,B=d.render.fillOpacity;r&&d.isSleeping&&(d.isStatic?(v*=l,B*=l):(p=u,w=c)),a||(w=null),h||(p=null),this.renderBody(d,e,o,p,v,m,w,B);var y=d.parts.length;A&&y>1&&this.renderConvexHull(d,e,f,m)}}},renderBody:function(t,e,i,n,s,r,o,A){void 0===n&&(n=null),void 0===s&&(s=null),void 0===r&&(r=1),void 0===o&&(o=null),void 0===A&&(A=null);for(var a=this.debugConfig,h=a.sensorFillColor,l=a.sensorLineColor,c=t.parts,u=c.length,f=u>1?1:0;f<u;f++){var g=c[f],d=g.render,p=d.opacity;if(d.visible&&0!==p&&(!g.isSensor||a.showSensors)){var v=g.circleRadius;if(e.beginPath(),g.isSensor?(null!==o&&e.fillStyle(h,A*p),null!==n&&e.lineStyle(r,l,s*p)):(null!==o&&e.fillStyle(o,A*p),null!==n&&e.lineStyle(r,n,s*p)),v)e.arc(g.position.x,g.position.y,v,0,2*Math.PI);else{var m=g.vertices,w=m.length;e.moveTo(m[0].x,m[0].y);for(var B=1;B<w;B++){var y=m[B];if(!m[B-1].isInternal||i?e.lineTo(y.x,y.y):e.moveTo(y.x,y.y),B<w&&y.isInternal&&!i){var x=(B+1)%w;e.moveTo(m[x].x,m[x].y)}}e.closePath()}null!==o&&e.fillPath(),null!==n&&e.strokePath()}}if(a.showPositions&&!t.isStatic){var C=t.position.x,E=t.position.y,I=Math.ceil(a.positionSize/2);e.fillStyle(a.positionColor,1),e.fillRect(C-I,E-I,a.positionSize,a.positionSize)}return this},renderConvexHull:function(t,e,i,n){void 0===n&&(n=1);var s=t.parts,r=s.length;if(r>1){var o=t.vertices;e.lineStyle(n,i),e.beginPath(),e.moveTo(o[0].x,o[0].y);for(var A=1;A<o.length;A++)e.lineTo(o[A].x,o[A].y);e.lineTo(o[0].x,o[0].y),e.strokePath()}return this},renderJoints:function(){for(var t=this.debugGraphic,e=A.allConstraints(this.localWorld),i=0;i<e.length;i++){var n=e[i].render,s=n.lineColor,r=n.lineOpacity,o=n.lineThickness,a=n.pinSize,h=n.anchorColor,l=n.anchorSize;this.renderConstraint(e[i],t,s,r,o,a,h,l)}},renderConstraint:function(t,e,i,n,s,r,A,a){var h=t.render;if(!h.visible||!t.pointA||!t.pointB)return this;e.lineStyle(s,i,n);var l,c,u=t.bodyA,f=t.bodyB;if(l=u?v.add(u.position,t.pointA):t.pointA,"pin"===h.type)e.strokeCircle(l.x,l.y,r);else{if(c=f?v.add(f.position,t.pointB):t.pointB,e.beginPath(),e.moveTo(l.x,l.y),"spring"===h.type)for(var g,d=v.sub(c,l),p=v.perp(v.normalise(d)),m=Math.ceil(o.clamp(t.length/5,12,20)),w=1;w<m;w+=1)g=w%2===0?1:-1,e.lineTo(l.x+d.x*(w/m)+p.x*g*4,l.y+d.y*(w/m)+p.y*g*4);e.lineTo(c.x,c.y)}return e.strokePath(),h.anchors&&a>0&&(e.fillStyle(A),e.fillCircle(l.x,l.y,a),e.fillCircle(c.x,c.y,a)),this},resetCollisionIDs:function(){return s._nextCollidingGroupId=1,s._nextNonCollidingGroupId=-1,s._nextCategory=1,this},shutdown:function(){g.off(this.engine),this.removeAllListeners(),p.clear(this.localWorld,!1),a.clear(this.engine),this.drawDebug&&this.debugGraphic.destroy()},destroy:function(){this.shutdown()}});t.exports=m},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BasePlugin:i(540),DefaultPlugins:i(197),PluginCache:i(24),PluginManager:i(414),ScenePlugin:i(1402)}},function(t,e,i){
/**
* @author       Richard Davey <rich@photonstorm.com>
* @copyright    2020 Photon Storm Ltd.
* @license      {@link https://github.com/photonstorm/phaser3-plugin-template/blob/master/LICENSE|MIT License}
*/
var n=i(540),s=i(0),r=i(20),o=new s({Extends:n,initialize:function(t,e,i){n.call(this,e),this.scene=t,this.systems=t.sys,this.pluginKey=i,t.sys.events.once(r.BOOT,this.boot,this)},boot:function(){},destroy:function(){this.pluginManager=null,this.game=null,this.scene=null,this.systems=null}});t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Canvas:i(1404),Events:i(92),Snapshot:i(1405),WebGL:i(1406)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={CanvasRenderer:i(368),GetBlendModes:i(370),SetTransform:i(30)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Canvas:i(369),WebGL:i(383)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(107),s=i(17),r={PipelineManager:i(372),Pipelines:i(1407),RenderTarget:i(142),Utils:i(12),WebGLPipeline:i(58),WebGLRenderer:i(371),WebGLShader:i(375)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(67),s=i(17),r={BitmapMaskPipeline:i(373),Events:i(374),GraphicsPipeline:i(376),LightPipeline:i(377),MultiPipeline:i(108),PointLightPipeline:i(378),PostFXPipeline:i(1408),RopePipeline:i(379),SinglePipeline:i(380),UtilityPipeline:i(381)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(198),r=i(2),o=i(1409),A=i(382),a=i(58),h=new n({Extends:a,initialize:function(t){t.renderTarget=r(t,"renderTarget",1),t.fragShader=r(t,"fragShader",o),t.vertShader=r(t,"vertShader",A),t.attributes=r(t,"attributes",[{name:"inPosition",size:2},{name:"inTexCoord",size:2}]),t.batchSize=1,t.vertices=[-1,-1,0,0,-1,1,0,1,1,1,1,1,-1,-1,0,0,1,1,1,1,1,-1,1,0],a.call(this,t),this.isPostFX=!0,this.gameObject,this.colorMatrix=new s,this.fullFrame1,this.fullFrame2,this.halfFrame1,this.halfFrame2,this.renderer.isBooted&&(this.manager=this.renderer.pipelines,this.boot())},boot:function(){a.prototype.boot.call(this);var t=this.manager.UTILITY_PIPELINE;this.fullFrame1=t.fullFrame1,this.fullFrame2=t.fullFrame2,this.halfFrame1=t.halfFrame1,this.halfFrame2=t.halfFrame2,this.set1i("uMainSampler",0)},onDraw:function(t){this.bindAndDraw(t)},copyFrame:function(t,e,i,n,s){this.manager.copyFrame(t,e,i,n,s)},copyToGame:function(t){this.manager.copyToGame(t)},drawFrame:function(t,e,i){this.manager.drawFrame(t,e,i,this.colorMatrix)},blendFrames:function(t,e,i,n,s){this.manager.blendFrames(t,e,i,n,s)},blendFramesAdditive:function(t,e,i,n,s){this.manager.blendFramesAdditive(t,e,i,n,s)},clearFrame:function(t,e){this.manager.clearFrame(t,e)},blitFrame:function(t,e,i,n,s,r){this.manager.blitFrame(t,e,i,n,s,r)},copyFrameRect:function(t,e,i,n,s,r,o,A){this.manager.copyFrameRect(t,e,i,n,s,r,o,A)},bindAndDraw:function(t,e,i,n,s){void 0===i&&(i=!0),void 0===n&&(n=!0);var r=this.gl,o=this.renderer;this.bind(s),this.set1i("uMainSampler",0),e?(r.viewport(0,0,e.width,e.height),r.bindFramebuffer(r.FRAMEBUFFER,e.framebuffer),r.framebufferTexture2D(r.FRAMEBUFFER,r.COLOR_ATTACHMENT0,r.TEXTURE_2D,e.texture,0),i&&(n?r.clearColor(0,0,0,0):r.clearColor(0,0,0,1),r.clear(r.COLOR_BUFFER_BIT))):(o.popFramebuffer(!1,!1,!1),o.currentFramebuffer||r.viewport(0,0,o.width,o.height)),r.activeTexture(r.TEXTURE0),r.bindTexture(r.TEXTURE_2D,t.texture),r.bufferData(r.ARRAY_BUFFER,this.vertexData,r.STATIC_DRAW),r.drawArrays(r.TRIANGLES,0,6),e?(r.bindTexture(r.TEXTURE_2D,null),r.bindFramebuffer(r.FRAMEBUFFER,null)):o.resetTextures()}});t.exports=h},function(t,e){t.exports=["#define SHADER_NAME PHASER_POSTFX_FS","","precision mediump float;","","uniform sampler2D uMainSampler;","","varying vec2 outTexCoord;","","void main ()","{","    gl_FragColor = texture2D(uMainSampler, outTexCoord);","}",""].join("\n")},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(17),s=i(201),r={Center:i(403),Events:i(104),Orientation:i(404),ScaleManager:i(415),ScaleModes:i(405),Zoom:i(406)};r=n(!1,r,s.CENTER),r=n(!1,r,s.ORIENTATION),r=n(!1,r,s.SCALE_MODE),r=n(!1,r,s.ZOOM),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(145),s=i(17),r={Events:i(20),GetPhysicsPlugins:i(419),GetScenePlugins:i(420),SceneManager:i(417),ScenePlugin:i(1412),Settings:i(421),Systems:i(204)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(18),s=i(0),r=i(20),o=i(2),A=i(24),a=new s({initialize:function(t){this.scene=t,this.systems=t.sys,this.settings=t.sys.settings,this.key=t.sys.settings.key,this.manager=t.sys.game.scene,this.transitionProgress=0,this._elapsed=0,this._target=null,this._duration=0,this._onUpdate,this._onUpdateScope,this._willSleep=!1,this._willRemove=!1,t.sys.events.once(r.BOOT,this.boot,this),t.sys.events.on(r.START,this.pluginStart,this)},boot:function(){this.systems.events.once(r.DESTROY,this.destroy,this)},pluginStart:function(){this._target=null,this.systems.events.once(r.SHUTDOWN,this.shutdown,this)},start:function(t,e){return void 0===t&&(t=this.key),this.manager.queueOp("stop",this.key),this.manager.queueOp("start",t,e),this},restart:function(t){var e=this.key;return this.manager.queueOp("stop",e),this.manager.queueOp("start",e,t),this},transition:function(t){void 0===t&&(t={});var e=o(t,"target",!1),i=this.manager.getScene(e);if(!e||!this.checkValidTransition(i))return!1;var n=o(t,"duration",1e3);this._elapsed=0,this._target=i,this._duration=n,this._willSleep=o(t,"sleep",!1),this._willRemove=o(t,"remove",!1);var s=o(t,"onUpdate",null);s&&(this._onUpdate=s,this._onUpdateScope=o(t,"onUpdateScope",this.scene));var A=o(t,"allowInput",!1);this.settings.transitionAllowInput=A;var a=i.sys.settings;return a.isTransition=!0,a.transitionFrom=this.scene,a.transitionDuration=n,a.transitionAllowInput=A,o(t,"moveAbove",!1)?this.manager.moveAbove(this.key,e):o(t,"moveBelow",!1)&&this.manager.moveBelow(this.key,e),i.sys.isSleeping()?i.sys.wake(o(t,"data")):this.manager.start(e,o(t,"data")),this.systems.events.emit(r.TRANSITION_OUT,i,n),this.systems.events.on(r.UPDATE,this.step,this),!0},checkValidTransition:function(t){return!(!t||t.sys.isActive()||t.sys.isTransitioning()||t===this.scene||this.systems.isTransitioning())},step:function(t,e){this._elapsed+=e,this.transitionProgress=n(this._elapsed/this._duration,0,1),this._onUpdate&&this._onUpdate.call(this._onUpdateScope,this.transitionProgress),this._elapsed>=this._duration&&this.transitionComplete()},transitionComplete:function(){var t=this._target.sys,e=this._target.sys.settings;this.systems.events.off(r.UPDATE,this.step,this),t.events.emit(r.TRANSITION_COMPLETE,this.scene),e.isTransition=!1,e.transitionFrom=null,this._duration=0,this._target=null,this._onUpdate=null,this._onUpdateScope=null,this._willRemove?this.manager.remove(this.key):this._willSleep?this.systems.sleep():this.manager.stop(this.key)},add:function(t,e,i,n){return this.manager.add(t,e,i,n)},launch:function(t,e){return t&&t!==this.key&&this.manager.queueOp("start",t,e),this},run:function(t,e){return t&&t!==this.key&&this.manager.queueOp("run",t,e),this},pause:function(t,e){return void 0===t&&(t=this.key),this.manager.queueOp("pause",t,e),this},resume:function(t,e){return void 0===t&&(t=this.key),this.manager.queueOp("resume",t,e),this},sleep:function(t,e){return void 0===t&&(t=this.key),this.manager.queueOp("sleep",t,e),this},wake:function(t,e){return void 0===t&&(t=this.key),this.manager.queueOp("wake",t,e),this},switch:function(t){return t!==this.key&&this.manager.queueOp("switch",this.key,t),this},stop:function(t,e){return void 0===t&&(t=this.key),this.manager.queueOp("stop",t,e),this},setActive:function(t,e,i){void 0===e&&(e=this.key);var n=this.manager.getScene(e);return n&&n.sys.setActive(t,i),this},setVisible:function(t,e){void 0===e&&(e=this.key);var i=this.manager.getScene(e);return i&&i.sys.setVisible(t),this},isSleeping:function(t){return void 0===t&&(t=this.key),this.manager.isSleeping(t)},isActive:function(t){return void 0===t&&(t=this.key),this.manager.isActive(t)},isPaused:function(t){return void 0===t&&(t=this.key),this.manager.isPaused(t)},isVisible:function(t){return void 0===t&&(t=this.key),this.manager.isVisible(t)},swapPosition:function(t,e){return void 0===e&&(e=this.key),t!==e&&this.manager.swapPosition(t,e),this},moveAbove:function(t,e){return void 0===e&&(e=this.key),t!==e&&this.manager.moveAbove(t,e),this},moveBelow:function(t,e){return void 0===e&&(e=this.key),t!==e&&this.manager.moveBelow(t,e),this},remove:function(t){return void 0===t&&(t=this.key),this.manager.remove(t),this},moveUp:function(t){return void 0===t&&(t=this.key),this.manager.moveUp(t),this},moveDown:function(t){return void 0===t&&(t=this.key),this.manager.moveDown(t),this},bringToTop:function(t){return void 0===t&&(t=this.key),this.manager.bringToTop(t),this},sendToBack:function(t){return void 0===t&&(t=this.key),this.manager.sendToBack(t),this},get:function(t){return this.manager.getScene(t)},getIndex:function(t){return void 0===t&&(t=this.key),this.manager.getIndex(t)},shutdown:function(){var t=this.systems.events;t.off(r.SHUTDOWN,this.shutdown,this),t.off(r.POST_UPDATE,this.step,this),t.off(r.TRANSITION_OUT)},destroy:function(){this.shutdown(),this.scene.sys.events.off(r.START,this.start,this),this.scene=null,this.systems=null,this.settings=null,this.manager=null}});A.register("ScenePlugin",a,"scenePlugin"),t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Events:i(438),List:i(110),Map:i(102),ProcessQueue:i(211),RTree:i(531),Set:i(150),Size:i(416)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(17),s=i(1415),r={CanvasTexture:i(423),Events:i(106),FilterMode:s,Frame:i(109),Parsers:i(425),Texture:i(206),TextureManager:i(422),TextureSource:i(424)};r=n(!1,r,s),t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={LINEAR:0,NEAREST:1};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(17),s=i(1417),r={Components:i(251),Parsers:i(1450),Formats:i(40),ImageCollection:i(576),ParseToTilemap:i(262),Tile:i(86),Tilemap:i(580),TilemapCreator:i(1457),TilemapFactory:i(1458),Tileset:i(123),TilemapLayer:i(581),Orientation:i(29),LayerData:i(121),MapData:i(122),ObjectLayer:i(572)};r=n(!1,r,s.ORIENTATION),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n={ORIENTATION:i(29)};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=i(62),r=function(t,e,i,r,o,A,a,h){void 0===a&&(a=!0),t<0&&(t=0),e<0&&(e=0);for(var l=n(t,e,i,r,null,h),c=o-t,u=A-e,f=0;f<l.length;f++){var g=l[f].x+c,d=l[f].y+u;g>=0&&g<h.width&&d>=0&&d<h.height&&h.data[d][g]&&h.data[d][g].copy(l[f])}a&&s(o-1,A-1,i+2,r+2,h)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=i(542),r=function(t,e,i,r,o,A){i||(i={}),Array.isArray(t)||(t=[t]);var a=A.tilemapLayer;r||(r=a.scene),o||(o=r.cameras.main);var h,l=n(0,0,A.width,A.height,null,A),c=[];for(h=0;h<l.length;h++){var u=l[h];if(-1!==t.indexOf(u.index)){var f=a.tileToWorldXY(u.x,u.y,void 0,o,A);i.x=f.x,i.y=f.y,c.push(r.make.sprite(i))}}if("number"===typeof e)for(h=0;h<t.length;h++)s(t[h],e,0,0,A.width,A.height,A);else if(Array.isArray(e))for(h=0;h<t.length;h++)s(t[h],e[h],0,0,A.width,A.height,A);return c};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=i(62),r=i(73),o=function(t,e,i,o,A,a,h){for(var l=-1!==h.collideIndexes.indexOf(t),c=n(e,i,o,A,null,h),u=0;u<c.length;u++)c[u].index=t,r(c[u],l);a&&s(e-1,i-1,o+2,A+2,h)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=function(t,e,i,s,r,o,A,a){var h=n(i,s,r,o,A,a);return h.filter(t,e)};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){void 0===e&&(e=0),void 0===i&&(i=!1);var s,r,o,A=0;if(i){for(r=n.height-1;r>=0;r--)for(s=n.width-1;s>=0;s--)if(o=n.data[r][s],o&&o.index===t){if(A===e)return o;A+=1}}else for(r=0;r<n.height;r++)for(s=0;s<n.width;s++)if(o=n.data[r][s],o&&o.index===t){if(A===e)return o;A+=1}return null};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=function(t,e,i,s,r,o,A,a){var h=n(i,s,r,o,A,a);return h.find(t,e)||null};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=function(t,e,i,s,r,o,A,a){var h=n(i,s,r,o,A,a);h.forEach(t,e)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=i(544),r=i(545),o=i(547),A=i(1),a=i(548),h=function(t){return t===n.ORTHOGONAL?s:t===n.HEXAGONAL?r:t===n.STAGGERED?a:t===n.ISOMETRIC?o:A};t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(158),s=i(3),r=new s,o=function(t,e,i,s,o){return o.tilemapLayer.worldToTileXY(t,e,!0,r,s),n(r.x,r.y,i,o)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(483),s=i(26),r=i(484),o=i(1),A=i(3),a=function(t,e){return r.RectangleToTriangle(e,t)},h=new A,l=new A,c=new A,u=function(t,e,i,A){if(void 0===t)return[];var u=o;t instanceof n.Circle?u=r.CircleToRectangle:t instanceof n.Rectangle?u=r.RectangleToRectangle:t instanceof n.Triangle?u=a:t instanceof n.Line&&(u=r.LineToRectangle),A.tilemapLayer.worldToTileXY(t.left,t.top,!0,l,i);var f=l.x,g=l.y;A.tilemapLayer.worldToTileXY(t.right,t.bottom,!0,c,i);var d=Math.ceil(c.x),p=Math.ceil(c.y),v=Math.max(d-f,1),m=Math.max(p-g,1),w=s(f,g,v,m,e,A),B=A.tileWidth,y=A.tileHeight;A.tilemapLayer&&(B*=A.tilemapLayer.scaleX,y*=A.tilemapLayer.scaleY);for(var x=[],C=new n.Rectangle(0,0,B,y),E=0;E<w.length;E++){var I=w[E];A.tilemapLayer.tileToWorldXY(I.x,I.y,h,i),C.x=h.x,C.y=h.y,u(t,C)&&x.push(I)}return x};t.exports=u},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=i(1),r=i(253),o=function(t){return t===n.ORTHOGONAL?r:s};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=i(550),r=i(551),o=i(1),A=i(552),a=i(553),h=function(t){return t===n.ORTHOGONAL?a:t===n.ISOMETRIC?r:t===n.HEXAGONAL?s:t===n.STAGGERED?A:o};t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=i(554),r=i(1),o=i(555),A=i(254),a=function(t){return t===n.ORTHOGONAL?A:t===n.HEXAGONAL?s:t===n.STAGGERED?o:r};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=i(1),r=i(255),o=function(t){return t===n.ORTHOGONAL?r:s};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=i(556),r=i(557),o=i(1),A=i(558),a=i(559),h=function(t){return t===n.ORTHOGONAL?a:t===n.ISOMETRIC?r:t===n.HEXAGONAL?s:t===n.STAGGERED?A:o};t.exports=h},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(29),s=i(560),r=i(1),o=i(561),A=i(256),a=function(t){return t===n.ORTHOGONAL?A:t===n.HEXAGONAL?s:t===n.STAGGERED?o:r};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(562),s=i(3),r=new s,o=function(t,e,i,s){s.tilemapLayer.worldToTileXY(t,e,!0,r,i);var o=r.x,A=r.y;return n(o,A,s)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(257),s=i(3),r=new s,o=function(t,e,i,s,o,A){return A.tilemapLayer.worldToTileXY(e,i,!0,r,o,A),n(t,r.x,r.y,s,A)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(62),s=i(257),r=function(t,e,i,r,o){if(void 0===r&&(r=!0),!Array.isArray(t))return null;Array.isArray(t[0])||(t=[t]);for(var A=t.length,a=t[0].length,h=0;h<A;h++)for(var l=0;l<a;l++){var c=t[h][l];s(c,e+l,i+h,!1,o)}r&&n(e-1,i-1,a+2,A+2,o)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=i(210),r=function(t,e,i,r,o,A){var a,h=n(t,e,i,r,{},A);if(!o)for(o=[],a=0;a<h.length;a++)-1===o.indexOf(h[a].index)&&o.push(h[a].index);for(a=0;a<h.length;a++)h[a].index=s(o)};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(563),s=i(3),r=new s,o=function(t,e,i,s,o,A){return A.tilemapLayer.worldToTileXY(t,e,!0,r,o,A),n(r.x,r.y,i,s,A)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=i(397),r=new s(105,210,231,150),o=new s(243,134,48,200),A=new s(40,39,37,150),a=function(t,e,i){void 0===e&&(e={});var s=void 0!==e.tileColor?e.tileColor:r,a=void 0!==e.collidingTileColor?e.collidingTileColor:o,h=void 0!==e.faceColor?e.faceColor:A,l=n(0,0,i.width,i.height,null,i);t.translateCanvas(i.tilemapLayer.x,i.tilemapLayer.y),t.scaleCanvas(i.tilemapLayer.scaleX,i.tilemapLayer.scaleY);for(var c=0;c<l.length;c++){var u=l[c],f=u.width,g=u.height,d=u.pixelX,p=u.pixelY,v=u.collides?a:s;null!==v&&(t.fillStyle(v.color,v.alpha/255),t.fillRect(d,p,f,g)),d+=1,p+=1,f-=2,g-=2,null!==h&&(t.lineStyle(1,h.color,h.alpha/255),u.faceTop&&t.lineBetween(d,p,d+f,p),u.faceRight&&t.lineBetween(d+f,p,d+f,p+g),u.faceBottom&&t.lineBetween(d,p+g,d+f,p+g),u.faceLeft&&t.lineBetween(d,p,d,p+g))}};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(73),s=i(62),r=i(160),o=function(t,e,i,o,A){void 0===e&&(e=!0),void 0===i&&(i=!0),void 0===A&&(A=!0),Array.isArray(t)||(t=[t]);for(var a=0;a<t.length;a++)r(t[a],e,o);if(A)for(var h=0;h<o.height;h++)for(var l=0;l<o.width;l++){var c=o.data[h][l];c&&-1!==t.indexOf(c.index)&&n(c,e)}i&&s(0,0,o.width,o.height,o)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(73),s=i(62),r=i(160),o=function(t,e,i,o,A,a){if(void 0===i&&(i=!0),void 0===o&&(o=!0),void 0===a&&(a=!0),!(t>e)){for(var h=t;h<=e;h++)r(h,i,A);if(a)for(var l=0;l<A.height;l++)for(var c=0;c<A.width;c++){var u=A.data[l][c];u&&u.index>=t&&u.index<=e&&n(u,i)}o&&s(0,0,A.width,A.height,A)}};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(73),s=i(62),r=i(160),o=function(t,e,i,o){void 0===e&&(e=!0),void 0===i&&(i=!0),Array.isArray(t)||(t=[t]);for(var A=0;A<o.height;A++)for(var a=0;a<o.width;a++){var h=o.data[A][a];h&&-1===t.indexOf(h.index)&&(n(h,e),r(h.index,e,o))}i&&s(0,0,o.width,o.height,o)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(73),s=i(62),r=i(127),o=function(t,e,i,o){void 0===e&&(e=!0),void 0===i&&(i=!0);for(var A=0;A<o.height;A++)for(var a=0;a<o.width;a++){var h=o.data[A][a];if(h)for(var l in t)if(r(h.properties,l)){var c=t[l];Array.isArray(c)||(c=[c]);for(var u=0;u<c.length;u++)h.properties[l]===c[u]&&n(h,e)}}i&&s(0,0,o.width,o.height,o)};t.exports=o},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(73),s=i(62),r=function(t,e,i){void 0===t&&(t=!0),void 0===e&&(e=!0);for(var r=0;r<i.height;r++)for(var o=0;o<i.width;o++){var A=i.data[r][o];if(A){var a=A.getCollisionGroup();a&&a.objects&&a.objects.length>0&&n(A,t)}}e&&s(0,0,i.width,i.height,i)};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e,i,n){if("number"===typeof t)n.callbacks[t]=null!==e?{callback:e,callbackContext:i}:void 0;else for(var s=0,r=t.length;s<r;s++)n.callbacks[t[s]]=null!==e?{callback:e,callbackContext:i}:void 0};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=function(t,e,i,s,r,o,A){for(var a=n(t,e,i,s,null,A),h=0;h<a.length;h++)a[h].setCollisionCallback(r,o)};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=i(132),r=function(t,e,i,r,o){var A=n(t,e,i,r,null,o),a=A.map((function(t){return t.index}));s(a);for(var h=0;h<A.length;h++)A[h].index=a[h]};t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=function(t,e,i,s,r,o,A){for(var a=n(i,s,r,o,null,A),h=0;h<a.length;h++)a[h]&&(a[h].index===t?a[h].index=e:a[h].index===e&&(a[h].index=t))};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(26),s=function(t,e,i,s,r,o){if(r){var A,a=n(t,e,i,s,null,o),h=0;for(A=0;A<r.length;A++)h+=r[A].weight;if(!(h<=0))for(A=0;A<a.length;A++){for(var l=Math.random()*h,c=0,u=-1,f=0;f<r.length;f++)if(c+=r[f].weight,l<=c){var g=r[f].index;u=Array.isArray(g)?g[Math.floor(Math.random()*g.length)]:g;break}a[A].index=u}}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={FromOrientationString:i(258),Parse:i(564),Parse2DArray:i(259),ParseCSV:i(565),Impact:i(1452),Tiled:i(1453)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){for(var i=0;i<t.length;i++){var n=t[i],s=i;if(n.name&&""!==n.name&&(s=n.name),Array.isArray(n.wangtiles)&&n.wangtiles.length>0){var r,o,A,a={},h={};if(Array.isArray(n.edgecolors))for(r=0;r<n.edgecolors.length;r++)A=1+r,o=n.edgecolors[r],""!==o.name&&(a[A]=o.name);if(Array.isArray(n.cornercolors))for(r=0;r<n.cornercolors.length;r++)A=1+r,o=n.cornercolors[r],""!==o.name&&(h[A]=o.name);if(Array.isArray(n.colors))for(r=0;r<n.colors.length;r++)o=n.colors[r],A=1+r,""!==o.name&&(a[A]=h[A]=o.name);for(var l=[a,h,a,h,a,h,a,h],c=0;c<n.wangtiles.length;c++){var u=n.wangtiles[c],f=e[u.tileid]||(e[u.tileid]={});f=f.wangid||(f.wangid={});for(var g=[],d=0;d<Math.min(l.length,u.wangid.length);d++)if(o=u.wangid[d],0!==o){var p=l[d][o];void 0===p?g.push(o):g.push(p)}else g.push(void 0);f[s]=g}}}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ParseTileLayers:i(578),ParseTilesets:i(579),ParseWeltmeister:i(577)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={AssignTileProperties:i(567),Base64Decode:i(574),BuildTilesetIndex:i(568),CreateGroupLayer:i(161),ParseGID:i(261),ParseImageLayers:i(569),ParseJSONTiled:i(566),ParseObject:i(260),ParseObjectLayers:i(570),ParseTileLayers:i(573),ParseTilesets:i(575)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(1),s=i(1);n=i(1455),s=i(1456),t.exports={renderWebGL:n,renderCanvas:s}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(12),s=function(t,e,i){var s=e.cull(i),r=s.length,o=i.alpha*e.alpha;if(!(0===r||o<=0)){var A=e.gidMap,a=t.pipelines.set(e.pipeline,e),h=n.getTintAppendFloatAlpha,l=e.scrollFactorX,c=e.scrollFactorY,u=e.x,f=e.y,g=e.scaleX,d=e.scaleY;t.pipelines.preBatch(e);for(var p=0;p<r;p++){var v=s[p],m=A[v.index];if(m){var w=m.getTileTextureCoordinates(v.index);if(null!==w){var B=m.glTexture,y=a.setTexture2D(B,e),x=m.tileWidth,C=m.tileHeight,E=w.x,I=w.y,D=.5*m.tileWidth,P=.5*m.tileHeight,b=h(v.tint,o*v.alpha);a.batchTexture(e,B,B.width,B.height,u+(D+v.pixelX)*g,f+(P+v.pixelY)*d,v.width,v.height,g,d,v.rotation,v.flipX,v.flipY,l,c,D,P,E,I,x,C,b,b,b,b,!1,0,0,i,null,!0,y)}}}t.pipelines.postBatch(e)}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(25),s=new n,r=new n,o=new n,A=function(t,e,i,n){var A=e.cull(i),a=A.length,h=i.alpha*e.alpha;if(!(0===a||h<=0)){var l=s,c=r,u=o;c.applyITRS(e.x,e.y,e.rotation,e.scaleX,e.scaleY),l.copyFrom(i.matrix);var f=t.currentContext,g=e.gidMap;f.save(),n?(l.multiplyWithOffset(n,-i.scrollX*e.scrollFactorX,-i.scrollY*e.scrollFactorY),c.e=e.x,c.f=e.y,l.multiply(c,u),u.copyToContext(f)):(c.e-=i.scrollX*e.scrollFactorX,c.f-=i.scrollY*e.scrollFactorY,c.copyToContext(f)),(!t.antialias||e.scaleX>1||e.scaleY>1)&&(f.imageSmoothingEnabled=!1);for(var d=0;d<a;d++){var p=A[d],v=g[p.index];if(v){var m=v.image.getSourceImage(),w=v.getTileTextureCoordinates(p.index);if(null!==w){var B=v.tileWidth,y=v.tileHeight,x=.5*B,C=.5*y;f.save(),f.translate(p.pixelX+x,p.pixelY+C),0!==p.rotation&&f.rotate(p.rotation),(p.flipX||p.flipY)&&f.scale(p.flipX?-1:1,p.flipY?-1:1),f.globalAlpha=h*p.alpha,f.drawImage(m,w.x,w.y,B,y,-x,-C,B,y),f.restore()}}}f.restore()}};t.exports=A},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(16),s=i(262);n.register("tilemap",(function(t){var e=void 0!==t?t:{};return s(this.scene,e.key,e.tileWidth,e.tileHeight,e.width,e.height,e.data,e.insertNull)}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(5),s=i(262);n.register("tilemap",(function(t,e,i,n,r,o,A){return null===t&&(t=void 0),null===e&&(e=void 0),null===i&&(i=void 0),null===n&&(n=void 0),null===r&&(r=void 0),s(this.scene,t,e,i,n,r,o,A)}))},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Clock:i(1460),TimerEvent:i(582)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(0),s=i(24),r=i(20),o=i(582),A=i(93),a=new n({initialize:function(t){this.scene=t,this.systems=t.sys,this.now=0,this.timeScale=1,this.paused=!1,this._active=[],this._pendingInsertion=[],this._pendingRemoval=[],t.sys.events.once(r.BOOT,this.boot,this),t.sys.events.on(r.START,this.start,this)},boot:function(){this.now=this.systems.game.loop.time,this.systems.events.once(r.DESTROY,this.destroy,this)},start:function(){var t=this.systems.events;t.on(r.PRE_UPDATE,this.preUpdate,this),t.on(r.UPDATE,this.update,this),t.once(r.SHUTDOWN,this.shutdown,this)},addEvent:function(t){var e;return t instanceof o?(e=t,this.removeEvent(e),e.elapsed=e.startAt,e.hasDispatched=!1,e.repeatCount=-1===e.repeat||e.loop?999999999999:e.repeat):e=new o(t),this._pendingInsertion.push(e),e},delayedCall:function(t,e,i,n){return this.addEvent({delay:t,callback:e,args:i,callbackScope:n})},clearPendingEvents:function(){return this._pendingInsertion=[],this},removeEvent:function(t){Array.isArray(t)||(t=[t]);for(var e=0;e<t.length;e++){var i=t[e];A(this._pendingRemoval,i),A(this._pendingInsertion,i),A(this._active,i)}return this},removeAllEvents:function(){return this._pendingRemoval=this._pendingRemoval.concat(this._active),this},preUpdate:function(){var t=this._pendingRemoval.length,e=this._pendingInsertion.length;if(0!==t||0!==e){var i,n;for(i=0;i<t;i++){n=this._pendingRemoval[i];var s=this._active.indexOf(n);s>-1&&this._active.splice(s,1),n.destroy()}for(i=0;i<e;i++)n=this._pendingInsertion[i],this._active.push(n);this._pendingRemoval.length=0,this._pendingInsertion.length=0}},update:function(t,e){if(this.now=t,!this.paused){e*=this.timeScale;for(var i=0;i<this._active.length;i++){var n=this._active[i];if(!n.paused&&(n.elapsed+=e*n.timeScale,n.elapsed>=n.delay)){var s=n.elapsed-n.delay;n.elapsed=n.delay,!n.hasDispatched&&n.callback&&(n.hasDispatched=!0,n.callback.apply(n.callbackScope,n.args)),n.repeatCount>0?(n.repeatCount--,n.elapsed=s,n.hasDispatched=!1):this._pendingRemoval.push(n)}}}},shutdown:function(){var t;for(t=0;t<this._pendingInsertion.length;t++)this._pendingInsertion[t].destroy();for(t=0;t<this._active.length;t++)this._active[t].destroy();for(t=0;t<this._pendingRemoval.length;t++)this._pendingRemoval[t].destroy();this._active.length=0,this._pendingRemoval.length=0,this._pendingInsertion.length=0;var e=this.systems.events;e.off(r.PRE_UPDATE,this.preUpdate,this),e.off(r.UPDATE,this.update,this),e.off(r.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.scene.sys.events.off(r.START,this.start,this),this.scene=null,this.systems=null}});s.register("Clock",a,"time"),t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(100),s=i(17),r={Builders:i(1462),Events:i(267),TweenManager:i(1478),Tween:i(266),TweenData:i(268),Timeline:i(588)};r=s(!1,r,n),t.exports=r},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={GetBoolean:i(99),GetEaseFunction:i(81),GetNewValue:i(162),GetProps:i(583),GetTargets:i(263),GetTweens:i(584),GetValueOp:i(264),NumberTweenBuilder:i(585),StaggerBuilder:i(586),TimelineBuilder:i(587),TweenBuilder:i(163)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports=["callbackScope","completeDelay","delay","duration","ease","easeParams","flipX","flipY","hold","loop","loopDelay","offset","onActive","onActiveParams","onActiveScope","onComplete","onCompleteParams","onCompleteScope","onLoop","onLoopParams","onLoopScope","onRepeat","onRepeatParams","onRepeatScope","onStart","onStartParams","onStartScope","onStop","onStopParams","onStopScope","onUpdate","onUpdateParams","onUpdateScope","onYoyo","onYoyoParams","onYoyoScope","paused","props","repeat","repeatDelay","targets","useFrames","yoyo"]},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="complete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="loop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pause"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resume"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="start"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="update"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="active"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="complete"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="loop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="repeat"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="start"},function(t,e){
/**
 * @author       samme
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="stop"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="update"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="yoyo"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(93),s=i(0),r=i(585),o=i(24),A=i(20),a=i(586),h=i(587),l=i(100),c=i(163),u=new s({initialize:function(t){this.scene=t,this.systems=t.sys,this.timeScale=1,this._add=[],this._pending=[],this._active=[],this._destroy=[],this._toProcess=0,t.sys.events.once(A.BOOT,this.boot,this),t.sys.events.on(A.START,this.start,this)},boot:function(){this.systems.events.once(A.DESTROY,this.destroy,this)},start:function(){var t=this.systems.events;t.on(A.PRE_UPDATE,this.preUpdate,this),t.on(A.UPDATE,this.update,this),t.once(A.SHUTDOWN,this.shutdown,this),this.timeScale=1},createTimeline:function(t){return h(this,t)},timeline:function(t){var e=h(this,t);return e.paused||(this._add.push(e),this._toProcess++),e},create:function(t){return c(this,t)},add:function(t){var e=c(this,t);return this._add.push(e),this._toProcess++,e},existing:function(t){return this._add.push(t),this._toProcess++,this},addCounter:function(t){var e=r(this,t);return this._add.push(e),this._toProcess++,e},stagger:function(t,e){return a(t,e)},preUpdate:function(){if(0!==this._toProcess){var t,e,i=this._destroy,n=this._active,s=this._pending;for(t=0;t<i.length;t++){e=i[t];var r=n.indexOf(e);-1===r?(r=s.indexOf(e),r>-1&&(e.state=l.REMOVED,s.splice(r,1))):(e.state=l.REMOVED,n.splice(r,1))}for(i.length=0,i=this._add,t=0;t<i.length;t++)e=i[t],e.state===l.PENDING_ADD&&(e.init()?(e.play(),this._active.push(e)):this._pending.push(e));i.length=0,this._toProcess=0}},update:function(t,e){var i,n=this._active;e*=this.timeScale;for(var s=0;s<n.length;s++)i=n[s],i.update(t,e)&&(this._destroy.push(i),this._toProcess++)},remove:function(t){return n(this._add,t),n(this._pending,t),n(this._active,t),n(this._destroy,t),t.state=l.REMOVED,this},makeActive:function(t){if(-1!==this._add.indexOf(t)||-1!==this._active.indexOf(t))return this;var e=this._pending.indexOf(t);return-1!==e&&this._pending.splice(e,1),this._add.push(t),t.state=l.PENDING_ADD,this._toProcess++,this},each:function(t,e){for(var i=[null],n=1;n<arguments.length;n++)i.push(arguments[n]);for(var s in this.list)i[0]=this.list[s],t.apply(e,i)},getAllTweens:function(){for(var t=this._active,e=[],i=0;i<t.length;i++)e.push(t[i]);return e},getGlobalTimeScale:function(){return this.timeScale},getTweensOf:function(t,e){void 0===e&&(e=!1);var i,n,s,r=this._active,o=[];for(Array.isArray(t)||(t=[t]),n=0;n<r.length;n++)for(i=r[n],s=0;s<t.length;s++)i.hasTarget(t[s])&&o.push(i);if(e)for(r=this._pending,n=0;n<r.length;n++)for(i=r[n],s=0;s<t.length;s++)i.hasTarget(t[s])&&o.push(i);return o},isTweening:function(t){for(var e,i=this._active,n=0;n<i.length;n++)if(e=i[n],e.hasTarget(t)&&e.isPlaying())return!0;return!1},killAll:function(){for(var t=this.getAllTweens(),e=0;e<t.length;e++)t[e].stop();return this},killTweensOf:function(t){for(var e=this.getTweensOf(t),i=0;i<e.length;i++)e[i].stop();return this},pauseAll:function(){for(var t=this._active,e=0;e<t.length;e++)t[e].pause();return this},resumeAll:function(){for(var t=this._active,e=0;e<t.length;e++)t[e].resume();return this},setGlobalTimeScale:function(t){return this.timeScale=t,this},shutdown:function(){this.killAll(),this._add=[],this._pending=[],this._active=[],this._destroy=[],this._toProcess=0;var t=this.systems.events;t.off(A.PRE_UPDATE,this.preUpdate,this),t.off(A.UPDATE,this.update,this),t.off(A.SHUTDOWN,this.shutdown,this)},destroy:function(){this.shutdown(),this.scene.sys.events.off(A.START,this.start,this),this.scene=null,this.systems=null}});o.register("TweenManager",u,"tweens"),t.exports=u},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Array:i(208),Base64:i(1480),Objects:i(1482),String:i(1486),NOOP:i(1)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={ArrayBufferToBase64:i(1481),Base64ToArrayBuffer:i(433)}},function(t,e){
/**
 * @author       Niklas von Hertzen (https://github.com/niklasvh/base64-arraybuffer)
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/",n=function(t,e){for(var n=new Uint8Array(t),s=n.length,r=e?"data:"+e+";base64,":"",o=0;o<s;o+=3)r+=i[n[o]>>2],r+=i[(3&n[o])<<4|n[o+1]>>4],r+=i[(15&n[o+1])<<2|n[o+2]>>6],r+=i[63&n[o+2]];return s%3===2?r=r.substring(0,r.length-1)+"=":s%3===1&&(r=r.substring(0,r.length-2)+"=="),r};t.exports=n},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Clone:i(78),DeepCopy:i(175),Extend:i(17),GetAdvancedValue:i(13),GetFastValue:i(2),GetMinMaxValue:i(1483),GetValue:i(6),HasAll:i(1484),HasAny:i(455),HasValue:i(127),IsPlainObject:i(7),Merge:i(128),MergeRight:i(1485),Pick:i(571),SetValue:i(478)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(6),s=i(18),r=function(t,e,i,r,o){void 0===o&&(o=i);var A=n(t,e,o);return s(A,i,r)};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){for(var i=0;i<e.length;i++)if(!t.hasOwnProperty(e[i]))return!1;return!0};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(78),s=function(t,e){var i=n(t);for(var s in e)i.hasOwnProperty(s)&&(i[s]=e[s]);return i};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Format:i(1487),Pad:i(186),RemoveAt:i(1488),Reverse:i(1489),UppercaseFirst:i(205),UUID:i(222)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return t.replace(/%([0-9]+)/g,(function(t,i){return e[Number(i)-1]}))};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t,e){return 0===e?t.slice(1):t.slice(0,e-1)+t.slice(e)};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i=function(t){return t.split("").reverse().join("")};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @author       Pavle Goloskokovic <pgoloskokovic@gmail.com> (http://prunegames.com)
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={SoundManagerCreator:i(426),Events:i(71),BaseSound:i(147),BaseSoundManager:i(146),WebAudioSound:i(434),WebAudioSoundManager:i(432),HTML5AudioSound:i(429),HTML5AudioSoundManager:i(427),NoAudioSound:i(431),NoAudioSoundManager:i(430)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={Arcade:i(1364),Matter:i(1492)}},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports={BodyBounds:i(1390),Components:i(249),Events:i(272),Factory:i(1392),MatterGameObject:i(1393),Image:i(1394),Matter:i(594),MatterPhysics:i(1522),PolyDecomp:i(1391),Sprite:i(1395),TileBody:i(593),PhysicsEditorParser:i(589),PhysicsJSONParser:i(590),PointerConstraint:i(1396),World:i(1400)}},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setBounce:function(t){return this.body.restitution=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setCollisionCategory:function(t){return this.body.collisionFilter.category=t,this},setCollisionGroup:function(t){return this.body.collisionFilter.group=t,this},setCollidesWith:function(t){var e=0;if(Array.isArray(t))for(var i=0;i<t.length;i++)e|=t[i];else e=t;return this.body.collisionFilter.mask=e,this},setOnCollide:function(t){return this.body.onCollideCallback=t,this},setOnCollideEnd:function(t){return this.body.onCollideEndCallback=t,this},setOnCollideActive:function(t){return this.body.onCollideActiveCallback=t,this},setOnCollideWith:function(t,e){Array.isArray(t)||(t=[t]);for(var i=0;i<t.length;i++){var n=t[i].hasOwnProperty("body")?t[i].body:t[i];this.body.setOnCollideWith(n,e)}return this}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(41),s={applyForce:function(t){return this._tempVec2.set(this.body.position.x,this.body.position.y),n.applyForce(this.body,this._tempVec2,t),this},applyForceFrom:function(t,e){return n.applyForce(this.body,t,e),this},thrust:function(t){var e=this.body.angle;return this._tempVec2.set(t*Math.cos(e),t*Math.sin(e)),n.applyForce(this.body,{x:this.body.position.x,y:this.body.position.y},this._tempVec2),this},thrustLeft:function(t){var e=this.body.angle-Math.PI/2;return this._tempVec2.set(t*Math.cos(e),t*Math.sin(e)),n.applyForce(this.body,{x:this.body.position.x,y:this.body.position.y},this._tempVec2),this},thrustRight:function(t){var e=this.body.angle+Math.PI/2;return this._tempVec2.set(t*Math.cos(e),t*Math.sin(e)),n.applyForce(this.body,{x:this.body.position.x,y:this.body.position.y},this._tempVec2),this},thrustBack:function(t){var e=this.body.angle-Math.PI;return this._tempVec2.set(t*Math.cos(e),t*Math.sin(e)),n.applyForce(this.body,{x:this.body.position.x,y:this.body.position.y},this._tempVec2),this}};t.exports=s},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setFriction:function(t,e,i){return this.body.friction=t,void 0!==e&&(this.body.frictionAir=e),void 0!==i&&(this.body.frictionStatic=i),this},setFrictionAir:function(t){return this.body.frictionAir=t,this},setFrictionStatic:function(t){return this.body.frictionStatic=t,this}};t.exports=i},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setIgnoreGravity:function(t){return this.body.ignoreGravity=t,this}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(41),s=i(3),r={setMass:function(t){return n.setMass(this.body,t),this},setDensity:function(t){return n.setDensity(this.body,t),this},centerOfMass:{get:function(){return new s(this.body.centerOfMass.x,this.body.centerOfMass.y)}}};t.exports=r},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={setSensor:function(t){return this.body.isSensor=t,this},isSensor:function(){return this.body.isSensor}};t.exports=i},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(87),s=i(41),r=i(125),o=i(2),A=i(589),a=i(590),h=i(63),l={setRectangle:function(t,e,i){return this.setBody({type:"rectangle",width:t,height:e},i)},setCircle:function(t,e){return this.setBody({type:"circle",radius:t},e)},setPolygon:function(t,e,i){return this.setBody({type:"polygon",sides:e,radius:t},i)},setTrapezoid:function(t,e,i,n){return this.setBody({type:"trapezoid",width:t,height:e,slope:i},n)},setExistingBody:function(t,e){void 0===e&&(e=!0),this.body&&this.world.remove(this.body,!0),this.body=t;for(var i=0;i<t.parts.length;i++)t.parts[i].gameObject=this;var n=this;if(t.destroy=function(){n.world.remove(n.body,!0),n.body.gameObject=null},e&&(this.world.has(t)&&this.world.remove(t,!0),this.world.add(t)),this._originComponent){var s=t.render.sprite.xOffset,o=t.render.sprite.yOffset,A=t.centerOfMass.x,a=t.centerOfMass.y;if(r(A,.5)&&r(a,.5))this.setOrigin(s+.5,o+.5);else{var h=t.centerOffset.x,l=t.centerOffset.y;this.setOrigin(s+h/this.displayWidth,o+l/this.displayHeight)}}return this},setBody:function(t,e){if(!t)return this;var i;"string"===typeof t&&(t={type:t});var r=o(t,"type","rectangle"),l=o(t,"x",this._tempVec2.x),c=o(t,"y",this._tempVec2.y),u=o(t,"width",this.width),f=o(t,"height",this.height);switch(r){case"rectangle":i=n.rectangle(l,c,u,f,e);break;case"circle":var g=o(t,"radius",Math.max(u,f)/2),d=o(t,"maxSides",25);i=n.circle(l,c,g,e,d);break;case"trapezoid":var p=o(t,"slope",.5);i=n.trapezoid(l,c,u,f,p,e);break;case"polygon":var v=o(t,"sides",5),m=o(t,"radius",Math.max(u,f)/2);i=n.polygon(l,c,v,m,e);break;case"fromVertices":case"fromVerts":var w=o(t,"verts",null);if(w)if("string"===typeof w&&(w=h.fromPath(w)),this.body&&!this.body.hasOwnProperty("temp"))s.setVertices(this.body,w),i=this.body;else{var B=o(t,"flagInternal",!1),y=o(t,"removeCollinear",.01),x=o(t,"minimumArea",10);i=n.fromVertices(l,c,w,e,B,y,x)}break;case"fromPhysicsEditor":i=A.parseBody(l,c,t,e);break;case"fromPhysicsTracer":i=a.parseBody(l,c,t,e);break}return i&&this.setExistingBody(i,t.addToWorld),this}};t.exports=l},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(272),s=i(165),r=i(166),o={setToSleep:function(){return s.set(this.body,!0),this},setAwake:function(){return s.set(this.body,!1),this},setSleepThreshold:function(t){return void 0===t&&(t=60),this.body.sleepThreshold=t,this},setSleepEvents:function(t,e){return this.setSleepStartEvent(t),this.setSleepEndEvent(e),this},setSleepStartEvent:function(t){if(t){var e=this.world;r.on(this.body,"sleepStart",(function(t){e.emit(n.SLEEP_START,t,this)}))}else r.off(this.body,"sleepStart");return this},setSleepEndEvent:function(t){if(t){var e=this.world;r.on(this.body,"sleepEnd",(function(t){e.emit(n.SLEEP_END,t,this)}))}else r.off(this.body,"sleepEnd");return this}};t.exports=o},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="afteradd"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="afterremove"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="afterupdate"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="beforeadd"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="beforeremove"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="beforeupdate"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="collisionactive"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="collisionend"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="collisionstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragend"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="drag"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="dragstart"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="pause"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="resume"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="sleepend"},function(t,e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
t.exports="sleepstart"},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(41),s={setStatic:function(t){return n.setStatic(this.body,t),this},isStatic:function(){return this.body.isStatic}};t.exports=s},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(41),s=i(14),r=i(269),o=i(270),A=4,a={x:{get:function(){return this.body.position.x},set:function(t){this._tempVec2.set(t,this.y),n.setPosition(this.body,this._tempVec2)}},y:{get:function(){return this.body.position.y},set:function(t){this._tempVec2.set(this.x,t),n.setPosition(this.body,this._tempVec2)}},scaleX:{get:function(){return this._scaleX},set:function(t){var e=1/this._scaleX,i=1/this._scaleY;this._scaleX=t,0===this._scaleX?this.renderFlags&=~A:this.renderFlags|=A,n.scale(this.body,e,i),n.scale(this.body,t,this._scaleY)}},scaleY:{get:function(){return this._scaleY},set:function(t){var e=1/this._scaleX,i=1/this._scaleY;this._scaleY=t,0===this._scaleY?this.renderFlags&=~A:this.renderFlags|=A,n.scale(this.body,e,i),n.scale(this.body,this._scaleX,t)}},angle:{get:function(){return o(this.body.angle*s.RAD_TO_DEG)},set:function(t){this.rotation=o(t)*s.DEG_TO_RAD}},rotation:{get:function(){return this.body.angle},set:function(t){this._rotation=r(t),n.setAngle(this.body,this._rotation)}},setPosition:function(t,e){return void 0===t&&(t=0),void 0===e&&(e=t),this._tempVec2.set(t,e),n.setPosition(this.body,this._tempVec2),this},setRotation:function(t){return void 0===t&&(t=0),this._rotation=r(t),n.setAngle(this.body,t),this},setFixedRotation:function(){return n.setInertia(this.body,1/0),this},setAngle:function(t){return void 0===t&&(t=0),this.angle=t,n.setAngle(this.body,this.rotation),this},setScale:function(t,e,i){void 0===t&&(t=1),void 0===e&&(e=t);var s=1/this._scaleX,r=1/this._scaleY;return this._scaleX=t,this._scaleY=e,n.scale(this.body,s,r,i),n.scale(this.body,t,e,i),this}};t.exports=a},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(41),s={setAngularVelocity:function(t){return n.setAngularVelocity(this.body,t),this},setVelocityX:function(t){return this._tempVec2.set(t,this.body.velocity.y),n.setVelocity(this.body,this._tempVec2),this},setVelocityY:function(t){return this._tempVec2.set(this.body.velocity.x,t),n.setVelocity(this.body,this._tempVec2),this},setVelocity:function(t,e){return this._tempVec2.set(t,e),n.setVelocity(this.body,this._tempVec2),this}};t.exports=s},function(t,e,i){var n={};t.exports=n;var s=i(119),r=i(32);(function(){n.create=function(t){var e={extended:!1,narrowDetections:0,narrowphaseTests:0,narrowReuse:0,narrowReuseCount:0,midphaseTests:0,broadphaseTests:0,narrowEff:1e-4,midEff:1e-4,broadEff:1e-4,collisions:0,buckets:0,bodies:0,pairs:0};return r.extend(e,!1,t)},n.reset=function(t){t.extended&&(t.narrowDetections=0,t.narrowphaseTests=0,t.narrowReuse=0,t.narrowReuseCount=0,t.midphaseTests=0,t.broadphaseTests=0,t.narrowEff=0,t.midEff=0,t.broadEff=0,t.collisions=0,t.buckets=0,t.pairs=0,t.bodies=0)},n.update=function(t,e){if(t.extended){var i=e.world,n=s.allBodies(i);t.collisions=t.narrowDetections,t.pairs=e.pairs.list.length,t.bodies=n.length,t.midEff=(t.narrowDetections/(t.midphaseTests||1)).toFixed(2),t.narrowEff=(t.narrowDetections/(t.narrowphaseTests||1)).toFixed(2),t.broadEff=(1-t.broadphaseTests/(n.length||1)).toFixed(2),t.narrowReuse=(t.narrowReuseCount/(t.narrowphaseTests||1)).toFixed(2)}}})()},function(t,e,i){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(124),s=i(271),r=i(87),o=i(41),A=i(1390),a=i(85),h=i(0),l=i(119),c=i(591),u=i(129),f=i(273),g=i(50),d=i(1392),p=i(2),v=i(6),m=i(597),w=i(1523),B=i(1524),y=i(1397),x=i(1525),C=i(128),E=i(250),I=i(598),D=i(595),P=i(24),b=i(1398),M=i(599),O=i(274),Q=i(20),T=i(592),S=i(84),R=i(63),k=i(1400),z=new h({initialize:function(t){this.scene=t,this.systems=t.sys,this.config=this.getConfig(),this.world,this.add,this.bodyBounds,this.body=o,this.composite=l,this.detector=f,this.grid=m,this.pair=E,this.pairs=I,this.query=b,this.resolver=M,this.sat=O,this.constraint=u,this.bodies=r,this.composites=c,this.axes=s,this.bounds=a,this.svg=T,this.vector=S,this.vertices=R,this.verts=R,this._tempVec2=S.create(),v(this.config,"plugins.collisionevents",!0)&&this.enableCollisionEventsPlugin(),v(this.config,"plugins.attractors",!1)&&this.enableAttractorPlugin(),v(this.config,"plugins.wrap",!1)&&this.enableWrapPlugin(),M._restingThresh=v(this.config,"restingThresh",4),M._restingThreshTangent=v(this.config,"restingThreshTangent",6),M._positionDampen=v(this.config,"positionDampen",.9),M._positionWarming=v(this.config,"positionWarming",.8),M._frictionNormalMultiplier=v(this.config,"frictionNormalMultiplier",5),t.sys.events.once(Q.BOOT,this.boot,this),t.sys.events.on(Q.START,this.start,this)},boot:function(){this.world=new k(this.scene,this.config),this.add=new d(this.world),this.bodyBounds=new A,this.systems.events.once(Q.DESTROY,this.destroy,this)},start:function(){this.world||(this.world=new k(this.scene,this.config),this.add=new d(this.world));var t=this.systems.events;t.on(Q.UPDATE,this.world.update,this.world),t.on(Q.POST_UPDATE,this.world.postUpdate,this.world),t.once(Q.SHUTDOWN,this.shutdown,this)},getConfig:function(){var t=this.systems.game.config.physics,e=this.systems.settings.physics,i=C(p(e,"matter",{}),p(t,"matter",{}));return i},enableAttractorPlugin:function(){return D.register(w),D.use(y,w),this},enableWrapPlugin:function(){return D.register(x),D.use(y,x),this},enableCollisionEventsPlugin:function(){return D.register(B),D.use(y,B),this},pause:function(){return this.world.pause()},resume:function(){return this.world.resume()},set60Hz:function(){return this.world.getDelta=this.world.update60Hz,this.world.autoUpdate=!0,this},set30Hz:function(){return this.world.getDelta=this.world.update30Hz,this.world.autoUpdate=!0,this},step:function(t,e){this.world.step(t,e)},containsPoint:function(t,e,i){t=this.getMatterBodies(t);var n=S.create(e,i),s=b.point(t,n);return s.length>0},intersectPoint:function(t,e,i){i=this.getMatterBodies(i);var n=S.create(t,e),s=[],r=b.point(i,n);return r.forEach((function(t){-1===s.indexOf(t)&&s.push(t)})),s},intersectRect:function(t,e,i,n,s,r){void 0===s&&(s=!1),r=this.getMatterBodies(r);var o={min:{x:t,y:e},max:{x:t+i,y:e+n}},A=[],a=b.region(r,o,s);return a.forEach((function(t){-1===A.indexOf(t)&&A.push(t)})),A},intersectRay:function(t,e,i,n,s,r){void 0===s&&(s=1),r=this.getMatterBodies(r);for(var o=[],A=b.ray(r,S.create(t,e),S.create(i,n),s),a=0;a<A.length;a++)o.push(A[a].body);return o},intersectBody:function(t,e){e=this.getMatterBodies(e);for(var i=[],n=b.collides(t,e),s=0;s<n.length;s++){var r=n[s];r.bodyA===t?i.push(r.bodyB):i.push(r.bodyA)}return i},overlap:function(t,e,i,n,s){void 0===i&&(i=null),void 0===n&&(n=null),void 0===s&&(s=i),Array.isArray(t)||(t=[t]),t=this.getMatterBodies(t),e=this.getMatterBodies(e);for(var r=!1,o=0;o<t.length;o++)for(var A=t[o],a=b.collides(A,e),h=0;h<a.length;h++){var l=a[h],c=l.bodyA.id===A.id?l.bodyB:l.bodyA;if(!n||n.call(s,A,c,l))if(r=!0,i)i.call(s,A,c,l);else if(!n)return!0}return r},setCollisionCategory:function(t,e){return t=this.getMatterBodies(t),t.forEach((function(t){t.collisionFilter.category=e})),this},setCollisionGroup:function(t,e){return t=this.getMatterBodies(t),t.forEach((function(t){t.collisionFilter.group=e})),this},setCollidesWith:function(t,e){t=this.getMatterBodies(t);var i=0;if(Array.isArray(e))for(var n=0;n<e.length;n++)i|=e[n];else i=e;return t.forEach((function(t){t.collisionFilter.mask=i})),this},getMatterBodies:function(t){if(!t)return this.world.getAllBodies();Array.isArray(t)||(t=[t]);for(var e=[],i=0;i<t.length;i++){var n=t[i].hasOwnProperty("body")?t[i].body:t[i];e.push(n)}return e},setVelocity:function(t,e,i){t=this.getMatterBodies(t);var n=this._tempVec2;return n.x=e,n.y=i,t.forEach((function(t){o.setVelocity(t,n)})),this},setVelocityX:function(t,e){t=this.getMatterBodies(t);var i=this._tempVec2;return i.x=e,t.forEach((function(t){i.y=t.velocity.y,o.setVelocity(t,i)})),this},setVelocityY:function(t,e){t=this.getMatterBodies(t);var i=this._tempVec2;return i.y=e,t.forEach((function(t){i.x=t.velocity.x,o.setVelocity(t,i)})),this},setAngularVelocity:function(t,e){return t=this.getMatterBodies(t),t.forEach((function(t){o.setAngularVelocity(t,e)})),this},applyForce:function(t,e){t=this.getMatterBodies(t);var i=this._tempVec2;return t.forEach((function(t){i.x=t.position.x,i.y=t.position.y,o.applyForce(t,i,e)})),this},applyForceFromPosition:function(t,e,i,n){t=this.getMatterBodies(t);var s=this._tempVec2;return t.forEach((function(t){void 0===n&&(n=t.angle),s.x=i*Math.cos(n),s.y=i*Math.sin(n),o.applyForce(t,e,s)})),this},applyForceFromAngle:function(t,e,i){t=this.getMatterBodies(t);var n=this._tempVec2;return t.forEach((function(t){void 0===i&&(i=t.angle),n.x=e*Math.cos(i),n.y=e*Math.sin(i),o.applyForce(t,{x:t.position.x,y:t.position.y},n)})),this},getConstraintLength:function(t){var e=t.pointA.x,i=t.pointA.y,n=t.pointB.x,s=t.pointB.y;return t.bodyA&&(e+=t.bodyA.position.x,i+=t.bodyA.position.y),t.bodyB&&(n+=t.bodyB.position.x,s+=t.bodyB.position.y),g(e,i,n,s)},alignBody:function(t,e,i,s){var r;switch(t=t.hasOwnProperty("body")?t.body:t,s){case n.TOP_LEFT:case n.LEFT_TOP:r=this.bodyBounds.getTopLeft(t,e,i);break;case n.TOP_CENTER:r=this.bodyBounds.getTopCenter(t,e,i);break;case n.TOP_RIGHT:case n.RIGHT_TOP:r=this.bodyBounds.getTopRight(t,e,i);break;case n.LEFT_CENTER:r=this.bodyBounds.getLeftCenter(t,e,i);break;case n.CENTER:r=this.bodyBounds.getCenter(t,e,i);break;case n.RIGHT_CENTER:r=this.bodyBounds.getRightCenter(t,e,i);break;case n.LEFT_BOTTOM:case n.BOTTOM_LEFT:r=this.bodyBounds.getBottomLeft(t,e,i);break;case n.BOTTOM_CENTER:r=this.bodyBounds.getBottomCenter(t,e,i);break;case n.BOTTOM_RIGHT:case n.RIGHT_BOTTOM:r=this.bodyBounds.getBottomRight(t,e,i);break}return r&&o.setPosition(t,r),this},shutdown:function(){var t=this.systems.events;this.world&&(t.off(Q.UPDATE,this.world.update,this.world),t.off(Q.POST_UPDATE,this.world.postUpdate,this.world)),t.off(Q.SHUTDOWN,this.shutdown,this),this.add&&this.add.destroy(),this.world&&this.world.destroy(),this.add=null,this.world=null},destroy:function(){this.shutdown(),this.scene.sys.events.off(Q.START,this.start,this),this.scene=null,this.systems=null}});P.register("MatterPhysics",z,"matterPhysics"),t.exports=z},function(t,e,i){var n=i(594),s={name:"matter-attractors",version:"0.1.7",for:"matter-js@^0.14.2",silent:!0,install:function(t){t.after("Body.create",(function(){s.Body.init(this)})),t.before("Engine.update",(function(t){s.Engine.update(t)}))},Body:{init:function(t){t.plugin.attractors=t.plugin.attractors||[]}},Engine:{update:function(t){for(var e=n.Composite.allBodies(t.world),i=0;i<e.length;i++){var s=e[i],r=s.plugin.attractors;if(r&&r.length>0)for(var o=0;o<e.length;o++){var A=e[o];if(i!==o)for(var a=0;a<r.length;a++){var h=r[a],l=h;n.Common.isFunction(h)&&(l=h(s,A)),l&&n.Body.applyForce(A,A.position,l)}}}}},Attractors:{gravityConstant:.001,gravity:function(t,e){var i=n.Vector.sub(e.position,t.position),r=n.Vector.magnitudeSquared(i)||1e-4,o=n.Vector.normalise(i),A=-s.Attractors.gravityConstant*(t.mass*e.mass/r),a=n.Vector.mult(o,A);n.Body.applyForce(t,t.position,n.Vector.neg(a)),n.Body.applyForce(e,e.position,a)}}};t.exports=s},function(t,e){
/**
 * @author       @dxu https://github.com/dxu/matter-collision-events
 * @author       Richard Davey <rich@photonstorm.com>
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var i={name:"matter-collision-events",version:"0.1.6",for:"matter-js@^0.14.2",silent:!0,install:function(t){t.after("Engine.create",(function(){t.Events.on(this,"collisionStart",(function(e){e.pairs.map((function(e){var i=e.bodyA,n=e.bodyB;i.gameObject&&i.gameObject.emit("collide",i,n,e),n.gameObject&&n.gameObject.emit("collide",n,i,e),t.Events.trigger(i,"onCollide",{pair:e}),t.Events.trigger(n,"onCollide",{pair:e}),i.onCollideCallback&&i.onCollideCallback(e),n.onCollideCallback&&n.onCollideCallback(e),i.onCollideWith[n.id]&&i.onCollideWith[n.id](n,e),n.onCollideWith[i.id]&&n.onCollideWith[i.id](i,e)}))})),t.Events.on(this,"collisionActive",(function(e){e.pairs.map((function(e){var i=e.bodyA,n=e.bodyB;i.gameObject&&i.gameObject.emit("collideActive",i,n,e),n.gameObject&&n.gameObject.emit("collideActive",n,i,e),t.Events.trigger(i,"onCollideActive",{pair:e}),t.Events.trigger(n,"onCollideActive",{pair:e}),i.onCollideActiveCallback&&i.onCollideActiveCallback(e),n.onCollideActiveCallback&&n.onCollideActiveCallback(e)}))})),t.Events.on(this,"collisionEnd",(function(e){e.pairs.map((function(e){var i=e.bodyA,n=e.bodyB;i.gameObject&&i.gameObject.emit("collideEnd",i,n,e),n.gameObject&&n.gameObject.emit("collideEnd",n,i,e),t.Events.trigger(i,"onCollideEnd",{pair:e}),t.Events.trigger(n,"onCollideEnd",{pair:e}),i.onCollideEndCallback&&i.onCollideEndCallback(e),n.onCollideEndCallback&&n.onCollideEndCallback(e)}))}))}))}};t.exports=i},function(t,e,i){var n=i(594),s={name:"matter-wrap",version:"0.1.4",for:"matter-js@^0.14.2",silent:!0,install:function(t){t.after("Engine.update",(function(){s.Engine.update(this)}))},Engine:{update:function(t){for(var e=t.world,i=n.Composite.allBodies(e),r=n.Composite.allComposites(e),o=0;o<i.length;o+=1){var A=i[o];A.plugin.wrap&&s.Body.wrap(A,A.plugin.wrap)}for(o=0;o<r.length;o+=1){var a=r[o];a.plugin.wrap&&s.Composite.wrap(a,a.plugin.wrap)}}},Bounds:{wrap:function(t,e){var i=null,n=null;if("undefined"!==typeof e.min.x&&"undefined"!==typeof e.max.x&&(t.min.x>e.max.x?i=e.min.x-t.max.x:t.max.x<e.min.x&&(i=e.max.x-t.min.x)),"undefined"!==typeof e.min.y&&"undefined"!==typeof e.max.y&&(t.min.y>e.max.y?n=e.min.y-t.max.y:t.max.y<e.min.y&&(n=e.max.y-t.min.y)),null!==i||null!==n)return{x:i||0,y:n||0}}},Body:{wrap:function(t,e){var i=s.Bounds.wrap(t.bounds,e);return i&&n.Body.translate(t,i),i}},Composite:{bounds:function(t){for(var e=n.Composite.allBodies(t),i=[],s=0;s<e.length;s+=1){var r=e[s];i.push(r.bounds.min,r.bounds.max)}return n.Bounds.create(i)},wrap:function(t,e){var i=s.Bounds.wrap(s.Composite.bounds(t),e);return i&&n.Composite.translate(t,i),i}}};t.exports=s},function(t,e,i){(function(e){
/**
 * @author       Richard Davey <rich@photonstorm.com>
 * @copyright    2020 Photon Storm Ltd.
 * @license      {@link https://opensource.org/licenses/MIT|MIT License}
 */
var n=i(33),s=i(17),r={Actions:i(275),Animations:i(723),BlendModes:i(35),Cache:i(735),Cameras:i(738),Core:i(806),Class:i(0),Create:i(888),Curves:i(894),Data:i(896),Display:i(898),DOM:i(917),Events:i(918),Game:i(920),GameObjects:i(1011),Geom:i(483),Input:i(1306),Loader:i(1336),Math:i(193),Physics:i(1491),Plugins:i(1401),Renderer:i(1403),Scale:i(1410),ScaleModes:i(168),Scene:i(418),Scenes:i(1411),Structs:i(1413),Textures:i(1414),Tilemaps:i(1416),Time:i(1459),Tweens:i(1461),Utils:i(1479)};r.Sound=i(1490),r=s(!1,r,n),t.exports=r,e.Phaser=r}).call(this,i(600))}])}))},6863:function(t,e,i){"use strict";i.r(e),i.d(e,{default:function(){return tn}});var n=i(3396),s=i(7139),r=i(4870);function o(t,e,i,r,o,A){return(0,n.wg)(),(0,n.iD)("div",{id:"gameContainer",style:(0,s.j5)(i.containerStyle)},null,4)}var A=i(6600),a=i.n(A);const h={bounceHeight:300,ballGravity:1200,ballPosition:.2,platformSpeed:650,platformDistanceRange:[250,450],platformHeightRange:[-50,50],platformLengthRange:[40,120]};function l(t){let e={};return t.keys().forEach((i=>{e[i.replace("./","").replace(".png","")]=t(i)})),e}const c=l(i(7220)),u=["bu","gr","og","pu","red","ye","fr","ice"],f=2/3*100,g=2*f;class d extends a().Scene{constructor(){super({key:"PlayScene"})}preload(){Object.entries(c).forEach((([t,e])=>{this.load.image(t,e)}))}newBlock(t,e,i){const n=this.platformGroup.create(t,e,i);return n.setBounce(0,1),n.body.checkCollision.down=!1,n.body.checkCollision.up=!0,n.body.checkCollision.left=!1,n.body.checkCollision.right=!1,n}attachSidekick(t,e){const{x:i,y:n,texture:{key:s}}=t;switch(e){case 2:t.x-=f/2;{let t=this.newBlock(i+f/2,n,s);t.setImmovable(!0),t.displayWidth=f,t.displayHeight=g}break;case 3:t.x+=f;{let t=this.newBlock(i,n,s);t.setImmovable(!0),t.displayWidth=f,t.displayHeight=g}{let t=this.newBlock(i-f,n,s);t.setImmovable(!0),t.displayWidth=f,t.displayHeight=g,t.body.checkCollision.left=!0}break;default:break}}newPlatForm(t){const e=this.game.config.height/6*5+a().Math.Between(h.platformHeightRange[0],h.platformHeightRange[1]),i=u[Math.floor(Math.random()*u.length)];let n=this.newBlock(t,e,i);n.setImmovable(!0),n.displayWidth=f,n.displayHeight=g;const s=Math.floor(3*Math.random()+1);n.name=s,2!==s&&1!==s||(n.body.checkCollision.left=!0),this.attachSidekick(n,s)}create(){this.physics.world.setFPS(30),this.platformGroup=this.physics.add.group();const t=this.add.image(this.game.config.width/2,this.game.config.height/2,"bg");t.displayWidth=this.game.config.width,t.displayHeight=this.game.config.height,this.ball=this.physics.add.sprite(this.game.config.width*h.ballPosition,this.game.config.height/4*3-h.bounceHeight,"ball"),this.ball.body.gravity.y=h.ballGravity,this.ball.setBounce(0,1),this.ball.body.checkCollision.down=!0,this.ball.body.checkCollision.up=!1,this.ball.body.checkCollision.left=!1,this.ball.body.checkCollision.right=!0,this.ball.displayWidth=120,this.ball.displayHeight=120,this.ball.setSize(160,250,!0),this.platformX=this.ball.x;for(let e=0;e<4;e++)this.newPlatForm(this.platformX),this.platformX+=a().Math.Between(h.platformDistanceRange[0],h.platformDistanceRange[1]);this.input.on("pointerdown",this.movePlatforms,this),this.input.on("pointerup",this.stopPlatforms,this),this.score=0,this.scoreText1=this.add.text(20,20,"",{fontSize:20}),this.updateScore(this.score)}updateScore(t){this.score+=t,this.scoreText1.text="Game Score: "+this.score}movePlatforms(){this.platformGroup.setVelocityX(-h.platformSpeed)}stopPlatforms(){this.platformGroup.setVelocityX(0)}getRightmostPlatform(){return this.platformGroup.getChildren().filter((({name:t})=>t)).reduce(((t,e)=>Math.max(t,e.x)),0)}update(){const t=this.physics.world.collide(this.platformGroup,this.ball);t&&this.ball.body.velocity.y>0&&this.ball.y+60<this.game.config.height&&(this.ball.body.velocity.y=-this.ball.body.velocity.y);const e=this.platformGroup.getChildren();e.forEach((t=>{if(t.getBounds().right<0){if(t.name){this.updateScore(3-Number(t.name)),this.stopPlatforms();const e=this.getRightmostPlatform()+a().Math.Between(h.platformDistanceRange[0],h.platformDistanceRange[1]);this.newPlatForm(e),this.movePlatforms()}this.platformGroup.remove(t,!0,!0)}})),this.ball.y>this.game.config.height&&(this.game.onLose&&this.game.onLose(),this.scene.pause())}}var p=d;function v({containerId:t,onLose:e}){const i=document.getElementById(t),n=i.clientWidth,s=i.clientHeight,r=new(a().Game)({type:a().CANVAS,width:n,height:s,parent:t,backgroundColor:12299680,scale:{mode:a().Scale.FIT,autoCenter:a().Scale.CENTER_BOTH,parent:t,width:600,height:600},physics:{default:"arcade",arcade:{debug:!1}},scene:p});return Object.assign(r,{onLose:e,restart(){this.scene.scenes[0].scene.start("PlayScene")}}),r}var m=v,w=(i(7658),i.p+"img/pipe1.f50f59df.png"),B=i.p+"img/pipe2.0e1354e7.png",y=i.p+"img/pipe3.212dfd15.png",x=i.p+"img/clumsy.15747117.png",C=i.p+"img/bg.5abd400d.png",E=i.p+"img/tip.7c9a5442.png";const I=()=>["pipe1","pipe2","pipe3"][Math.floor(3*Math.random())];class D extends a().Scene{constructor(){super({key:"flipbird"}),this.bg=null,this.pipeGroup=null,this.gameOptions={birdGravity:800,birdSpeed:120,birdFlapPower:250,minPipeHeight:50,pipeDistance:[220,280],pipeHole:[300,350]}}preload(){this.load.image("bg",C),this.load.image("tip",E),this.load.image("pipe1",w),this.load.image("pipe2",B),this.load.image("pipe3",y),this.load.spritesheet("bird",x,{frameWidth:386,frameHeight:392})}async create(){this.bg=this.add.image(this.game.config.width/2,this.game.config.height/2,"bg"),this.bg.displayWidth=this.game.config.width,this.bg.displayHeight=this.game.config.height,this.pipeGroup=this.physics.add.group(),this.pipePool=[];for(let e=0;e<4;e++){const t=I(),e=this.pipeGroup.create(0,0,t);e.body.setSize(100),e.setScale(.5);const i=I(),n=this.pipeGroup.create(0,0,i);n.body.setSize(100),n.setScale(.5),this.pipePool.push(e),this.pipePool.push(n),this.placePipes(!1)}this.bird=this.physics.add.sprite(150,this.game.config.height/2,"bird"),this.bird.body.setCircle(171,0,25),this.bird.setScale(.5),this.anims.create({key:"fly",frames:this.anims.generateFrameNumbers("bird",{start:0,end:3}),frameRate:10,repeat:-1}),this.score=0,this.scoreText1=this.add.text(20,20,"",{fontSize:20}),this.updateScore(this.score),this.countDownWrapper=this.add.rectangle(this.game.config.width/2,this.game.config.height/2,this.game.config.width,this.game.config.height,0,.6);const t=this.add.image(this.game.config.width/2,this.game.config.height/2,"tip");t.displayWidth=711,t.displayHeight=504.5,this.input.once("pointerdown",(()=>{t.destroy(),this.countDown=this.add.text(this.game.config.width/2,this.game.config.height/2,"3",{fontSize:110,textAlign:"center",baseLine:"middle"}),this.time.delayedCall(1e3,(()=>{this.countDown.text=2,this.time.delayedCall(1e3,(()=>{this.countDown.text=1,this.time.delayedCall(1e3,(()=>{this.countDown.destroy(),this.countDownWrapper.destroy(),this.input.on("pointerdown",this.flap,this),this.pipeGroup.setVelocityX(-this.gameOptions.birdSpeed),this.bird.body.gravity.y=this.gameOptions.birdGravity}))}))}))}))}updateScore(t){this.score+=t,this.scoreText1.text="Game Score: "+this.score}placePipes(t){let e=this.getRightmostPipe(),i=a().Math.Between(this.gameOptions.pipeHole[0],this.gameOptions.pipeHole[1]),n=a().Math.Between(this.gameOptions.minPipeHeight+i/2,this.game.config.height-this.gameOptions.minPipeHeight-i/2);this.pipePool[0].x=e+this.pipePool[0].getBounds().width+a().Math.Between(this.gameOptions.pipeDistance[0],this.gameOptions.pipeDistance[1]),this.pipePool[0].y=n-i/2,this.pipePool[0].setOrigin(0,1),this.pipePool[1].x=this.pipePool[0].x,this.pipePool[1].y=n+i/2,this.pipePool[1].setOrigin(0,0),this.pipePool[1].flipY=!0,this.pipePool=[],t&&this.updateScore(1)}flap(){this.bird.body.velocity.y=-this.gameOptions.birdFlapPower,this.bird.anims.play("fly",!0)}getRightmostPipe(){let t=0;return this.pipeGroup.getChildren().forEach((function(e){t=Math.max(t,e.x)})),t}update(){this.physics.world.collide(this.bird,this.pipeGroup,(()=>{this.die()}),null,this),(this.bird.y>this.game.config.height||this.bird.y<0)&&this.die(),this.pipeGroup.getChildren().forEach((function(t){t.getBounds().right<0&&(this.pipePool.push(t),2==this.pipePool.length&&this.placePipes(!0))}),this)}die(){this.game.onLose&&(this.game.onLose(),this.scene.pause())}}function P({containerId:t,onLose:e}){const i=document.getElementById(t),n=i.clientWidth,s=i.clientHeight,r=new(a().Game)({type:a().CANVAS,width:n,height:s,parent:t,backgroundColor:12299680,physics:{default:"arcade",arcade:{debug:!1}},scene:D,scale:{mode:a().Scale.FIT,autoCenter:a().Scale.CENTER_BOTH,parent:t,width:1080,height:1080}});return Object.assign(r,{onLose:e,restart(){this.scene.scenes[0].scene.start("flipbird")}}),r}var b=P,M=i(7327),O="data:image/png;base64,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",Q=i.p+"img/tiles.14085d15.png",T=i.p+"img/bg.e6d346b7.jpg";const S=1,R=2,k=740,z=10,L=(k-5*z)/4,H=100,G={0:7,1:9,2:11,3:1,4:3,5:5,6:6,7:8,8:10,9:0,10:2,11:4};class F extends a().Scene{constructor(){super({key:"PlayScene"}),(0,M.Z)(this,"tileArray",[]),(0,M.Z)(this,"canMove",!1),(0,M.Z)(this,"score",0),(0,M.Z)(this,"handleTouch",(t=>{if(this.canMove){let i=t.upTime-t.downTime,n=new(a().Geom.Point)(t.upX-t.downX,t.upY-t.downY),s=a().Geom.Point.GetMagnitude(n),r=new(a().Geom.Point)(n.x/s,n.y/s);if(s>20&&i<1e3&&(Math.abs(r.y)>.8||Math.abs(r.x)>.8)){let t=this.tileGroup.getChildren();if(r.x>.8){for(var e=0;e<t.length;e++)t[e].depth=this.game.config.width-t[e].x;this.move(0,1)}if(r.x<-.8){for(e=0;e<t.length;e++)t[e].depth=t[e].x;this.move(0,-1)}if(r.y>.8){for(e=0;e<t.length;e++)t[e].depth=this.game.config.height-t[e].y;this.move(1,0)}if(r.y<-.8){for(e=0;e<t.length;e++)t[e].depth=t[e].y;this.move(-1,0)}}}})),(0,M.Z)(this,"handleKey",(t=>{if(this.canMove){let i=this.tileGroup.getChildren();switch(t.code){case"KeyA":case"ArrowLeft":for(var e=0;e<i.length;e++)i[e].depth=i[e].x;this.move(0,-1);break;case"KeyD":case"ArrowRight":for(e=0;e<i.length;e++)i[e].depth=this.game.config.width-i[e].x;this.move(0,1);break;case"KeyW":case"ArrowUp":for(e=0;e<i.length;e++)i[e].depth=i[e].y;this.move(-1,0);break;case"KeyS":case"ArrowDown":for(e=0;e<i.length;e++)i[e].depth=this.game.config.height-i[e].y;this.move(1,0);break}}}))}preload(){this.load.image("tile_default",O),this.load.image("bg",T),this.load.spritesheet("tiles",Q,{frameWidth:172,frameHeight:172})}create(){this.score=0,this.layout(),this.addTile(),this.addTile(),this.addEvent()}addSound(){this.moveSound=this.sound.add("move"),this.growSound=this.sound.add("grow")}addEvent(){this.input.on("pointerup",this.handleTouch),this.input.keyboard.on("keydown",this.handleKey)}move(t,e){this.canMove=!1,this.movingTiles=0;let i=!1,n=0;for(let s=0;s<4;s++)for(let r=0;r<4;r++){let o=1===t?3-s:s,A=1===e?3-r:r,a=this.tileArray[o][A].tileValue;if(0!==a){let s=t,r=e;while(this.isInsideBoard(o+s,A+r)&&0===this.tileArray[o+s][A+r].tileValue)r+=e,s+=t;this.isInsideBoard(o+s,A+r)&&this.tileArray[o+s][A+r].tileValue===a&&this.tileArray[o+s][A+r].canUpgrade&&this.tileArray[o][A].canUpgrade&&a<12?(this.tileArray[o+s][A+r].tileValue++,n+=Math.pow(2,this.tileArray[o+s][A+r].tileValue),this.tileArray[o+s][A+r].canUpgrade=!1,this.tileArray[o][A].tileValue=0,this.moveTile(this.tileArray[o][A],o+s,A+r,Math.abs(s+r),!0),i=!0):(s-=t,r-=e,0===r&&0===s||(this.tileArray[o+s][A+r].tileValue=a,this.tileArray[o][A].tileValue=0,this.moveTile(this.tileArray[o][A],o+s,A+r,Math.abs(s+r),!1),i=!0))}}i?this.score+=n:this.canMove=!0}moveTile(t,e,i,n,s){this.movingTiles++,this.tweens.add({targets:[t.tileSprite],x:this.setPosition(i,R),y:this.setPosition(e,S),duration:H*n,onComplete:()=>{this.movingTiles--,s&&this.transformTile(t,e,i),0===this.movingTiles&&(this.scoreText.text="Game Score: "+this.score,this.resetTiles(),this.addTile())}})}transformTile(t,e,i){this.movingTiles++,t.tileSprite.setFrame(G[this.tileArray[e][i].tileValue-1]),this.tweens.add({targets:[t.tileSprite],scaleX:1.1,scaleY:1.1,duration:H,yoyo:!0,repeat:1,onComplete:()=>{this.movingTiles--,0===this.movingTiles&&(this.scoreText.text="Game Score: "+this.score,this.resetTiles(),this.addTile())}})}resetTiles(){for(let t=0;t<4;t++)for(let e=0;e<4;e++)this.tileArray[t][e].canUpgrade=!0,this.tileArray[t][e].tileSprite.x=this.setPosition(e,R),this.tileArray[t][e].tileSprite.y=this.setPosition(t,S),this.tileArray[t][e].tileValue>0?(this.tileArray[t][e].tileSprite.alpha=1,this.tileArray[t][e].tileSprite.visible=!0,this.tileArray[t][e].tileSprite.setFrame(G[this.tileArray[t][e].tileValue-1])):(this.tileArray[t][e].tileSprite.alpha=0,this.tileArray[t][e].tileSprite.visible=!1)}layout(){this.bg=this.add.image(this.game.config.width/2,this.game.config.height/2,"bg"),this.bg.displayWidth=this.game.config.width,this.bg.displayHeight=this.game.config.height,this.layout_header(),this.layout_body()}layout_header(){this.scoreText=this.add.text(20,20,"",{fontSize:20}),this.scoreText.text="Game Score: "+this.score}layout_body(){this.tileGroup=this.add.group();for(let t=0;t<4;t++){this.tileArray[t]=[];for(let e=0;e<4;e++){const i=this.add.sprite(this.setPosition(e,R),this.setPosition(t,S),"tile_default");i.displayWidth=L,i.displayHeight=L;let n=this.add.sprite(this.setPosition(e,R),this.setPosition(t,S),"tiles");n.displayWidth=L,n.displayHeight=L,n.alpha=0,n.visible=!1,this.tileArray[t][e]={tileValue:0,tileSprite:n,canUpgrade:!0},this.tileGroup.add(n)}}}setPosition(t,e){let i=e===S?270:160;return t*(L+z)+.5*L+2*z+i}addTile(){let t=[];for(let e=0;e<4;e++)for(let i=0;i<4;i++)0===this.tileArray[e][i].tileValue&&t.push({row:e,col:i});if(t.length>0){let e=a().Utils.Array.GetRandom(t);this.tileArray[e.row][e.col].tileValue=1,this.tileArray[e.row][e.col].tileSprite.visible=!0,this.tileArray[e.row][e.col].tileSprite.setFrame(G[0]),this.tweens.add({targets:[this.tileArray[e.row][e.col].tileSprite],alpha:1,duration:H,onComplete:()=>{this.canMove=!0}})}}isInsideBoard(t,e){return t>=0&&e>=0&&t<4&&e<4}}var Y=F;function N({containerId:t,onLose:e}){const i=document.getElementById(t),n=i.clientWidth,s=i.clientHeight,r=new(a().Game)({type:a().CANVAS,width:n,height:s,parent:t,backgroundColor:12299680,physics:{default:"arcade",arcade:{gravity:{y:300},debug:!0}},scale:{mode:a().Scale.FIT,autoCenter:a().Scale.CENTER_BOTH,parent:t,width:1080,height:1080},scene:Y});return Object.assign(r,{onLose:e,restart(){this.scene.scenes[0].scene.start("PlayScene")}}),r}var U=N,j=i.p+"img/tiles.330c94fb.png",X=i.p+"img/bg.17a540eb.jpg",J="data:image/png;base64,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";const Z=924,K=3,W=(1080-Z)/2,V=200,q=9,_=20,$=()=>Math.floor(5*Math.random()),tt=()=>a().Utils.Array.Shuffle([0,1,2,3,4,$(),$(),$(),$()]),et=(Z-K*(q-1))/q;class it extends a().Scene{constructor(){super({key:"Rect"}),this.gameOptions={columns:q,rows:_,tileSpeed:100}}preload(){this.load.image("bg",X),this.load.image("gridTile",J),this.load.spritesheet("tiles",j,{frameWidth:202,frameHeight:202})}create(){this.bg=this.add.image(this.game.config.width/2,this.game.config.height/2,"bg"),this.bg.displayWidth=this.game.config.width,this.bg.displayHeight=this.game.config.height,this.tileGroup=this.physics.add.group();const t=this.make.graphics();t.beginPath(),t.moveTo(0,V),t.lineTo(1080,V),t.lineTo(1080,8*et+7*K+V),t.lineTo(0,8*et+7*K+V),t.lineTo(0,V),t.fillPath();const e=t.createGeometryMask();e.setInvertAlpha(!0);for(let s=0;s<this.gameOptions.columns;s++)for(let t=0;t<8;t++){const e=this.add.image(W+s*(et+K),V+t*(et+K),"gridTile");e.setOrigin(0),e.displayWidth=et,e.displayHeight=et}for(let s=0;s<this.gameOptions.rows;s++){let t=tt();if(0==s)var i=t[Math.floor(this.gameOptions.columns/2)];for(let i=0;i<this.gameOptions.columns;i++){let n=this.tileGroup.create(W+i*(et+K),s*(et+K)+this.game.config.height/4*3,"tiles",t[i]);n.setMask(e),this.adjustTile(n)}}let n=tt();n=n.filter((t=>i!=t)),this.player=this.tileGroup.create(W+(et+K)*Math.floor(this.gameOptions.columns/2),this.game.config.height/4*3-(et+K),"tiles",a().Utils.Array.GetRandom(n)),this.player.setMask(e),this.adjustTile(this.player),this.score=0,this.scoreText=this.add.text(20,20,"",{fontSize:20}),this.scoreText.text="Game Score: "+this.score,this.tileGroup.setVelocityY(-this.gameOptions.tileSpeed),this.canMove=!0,this.matched=!1,this.input.off("pointerdown"),this.input.on("pointerdown",this.moveTile,this)}update(){this.player.y<V&&(this.game.onLose&&this.game.onLose(),this.tileGroup.setVelocityY(0),this.input.off("pointerdown"),this.input.on("pointerdown",(function(){this.scene.start("Rect")}),this))}adjustTile(t){t.setOrigin(0),t.displayWidth=et,t.displayHeight=et}moveTile(t){if(this.canMove){let e=Math.floor((t.x-W)/et);e>8&&(e=8),e<0&&(e=0);let i=Math.floor(Math.abs(W+e*(et+K)-this.player.x)/et);i>0&&(this.canMove=!1,this.player.x=W+e*(et+K),this.checkMatch())}}checkMatch(){let t=this.physics.overlapRect(this.player.x+et/2,this.player.y+1.5*et,1,1);if(t[0].gameObject.frame.name==this.player.frame.name){this.matched=!0;let e=this.physics.overlapRect(0,this.player.y+1.5*et,Z,1);this.tweens.add({targets:[this.player],y:t[0].gameObject.y,duration:50,callbackScope:this,onUpdate:function(e,i){this.player.y=Math.min(this.player.y,t[0].gameObject.y)},onComplete:function(){this.score++,this.scoreText.setText("Game Score: "+this.score);let t=tt();for(let i=0;i<this.gameOptions.columns;i++)e[i].gameObject.setFrame(t[i]),e[i].gameObject.y+=(et+K)*this.gameOptions.rows;this.checkMatch()}})}else if(this.canMove=!0,this.matched){this.matched=!1;let t=this.physics.overlapRect(this.player.x+et/2,this.player.y+1.5*et,1,1),e=[0,1,2,3,4];e.splice(t[0].gameObject.frame.name,1),this.player.setFrame(a().Utils.Array.GetRandom(e))}}}function nt({containerId:t,onLose:e}){const i=document.getElementById(t),n=i.clientWidth,s=i.clientHeight,r=new(a().Game)({type:a().CANVAS,width:n,height:s,parent:t,backgroundColor:12299680,physics:{default:"arcade",arcade:{debug:!1}},scale:{mode:a().Scale.FIT,autoCenter:a().Scale.CENTER_BOTH,parent:t,width:1080,height:1080},scene:it});return Object.assign(r,{onLose:e,restart(){this.scene.scenes[0].scene.start("Rect")}}),r}var st=nt,rt=i.p+"img/bg.6b246477.jpg",ot=i.p+"img/tiles.9830e8fd.png",At=JSON.parse('{"textures":[{"image":"tiles.png","format":"RGBA8888","size":{"w":588,"h":98},"scale":1,"frames":[{"filename":"bu.png","rotated":false,"trimmed":false,"sourceSize":{"w":96,"h":96},"spriteSourceSize":{"x":0,"y":0,"w":96,"h":96},"frame":{"x":1,"y":1,"w":96,"h":96}},{"filename":"gr.png","rotated":false,"trimmed":false,"sourceSize":{"w":96,"h":96},"spriteSourceSize":{"x":0,"y":0,"w":96,"h":96},"frame":{"x":99,"y":1,"w":96,"h":96}},{"filename":"grey.png","rotated":false,"trimmed":false,"sourceSize":{"w":96,"h":96},"spriteSourceSize":{"x":0,"y":0,"w":96,"h":96},"frame":{"x":197,"y":1,"w":96,"h":96}},{"filename":"pr.png","rotated":false,"trimmed":false,"sourceSize":{"w":96,"h":96},"spriteSourceSize":{"x":0,"y":0,"w":96,"h":96},"frame":{"x":295,"y":1,"w":96,"h":96}},{"filename":"red.png","rotated":false,"trimmed":false,"sourceSize":{"w":96,"h":96},"spriteSourceSize":{"x":0,"y":0,"w":96,"h":96},"frame":{"x":393,"y":1,"w":96,"h":96}},{"filename":"ye.png","rotated":false,"trimmed":false,"sourceSize":{"w":96,"h":96},"spriteSourceSize":{"x":0,"y":0,"w":96,"h":96},"frame":{"x":491,"y":1,"w":96,"h":96}}]}],"meta":{"app":"https://www.codeandweb.com/texturepacker","version":"3.0","smartupdate":"$TexturePacker:SmartUpdate:448d6f6ac325281bdfac54338d3b71aa:d38095e268c28c803ed294a284637824:accbe1e7e294ded8391337fc1c446319$"}}'),at="data:image/png;base64,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",ht=i.p+"img/instruction.c9a1c440.png";class lt extends a().Scene{constructor(){super({key:"PlayScene"}),this.allowClick=!0,this.gridBG,this.instructions,this.text1,this.text2,this.text3,this.currentColor="",this.emitters={},this.grid=[],this.matched=[],this.moves=25,this.frames=["red.png","bu.png","grey.png","ye.png","pr.png","gr.png"]}preload(){this.load.image("bg",rt),this.load.image("title",at),this.load.atlas("tiles",ot,At),this.load.image("instruction",ht)}create(){const t=this.add.image(0,0,"bg");t.setOrigin(0),t.displayWidth=1080,t.displayHeight=1080,this.createIcon(0,0,272),this.createIcon(1,0,524),this.createIcon(2,0,776),this.createIcon(3,896,272),this.createIcon(4,896,524),this.createIcon(5,896,776),this.moves=25,this.grid=[];for(var e=0;e<14;e++){this.grid[e]=[];for(var i=0;i<14;i++){var n=204+48*e,s=309+48*i,r=a().Math.Between(0,5),o=this.add.image(n,-1032+s,"tiles",this.frames[r]);o.setOrigin(0),o.displayWidth=48,o.displayHeight=48,o.setData("oldColor",r),o.setData("color",r),o.setData("x",n),o.setData("y",s),this.grid[e][i]=o}}this.helpFlood();for(var A=0;A<this.matched.length;A++){var h=this.matched[A];h.setFrame(this.frames[h.getData("color")])}this.currentColor=this.grid[0][0].getData("color"),this.particles=this.add.particles("tiles");for(A=0;A<this.frames.length;A++)this.createEmitter(this.frames[A]);const l=this.add.image(540,228,"title");l.displayWidth=222,l.displayHeight=50,this.text1=this.add.text(440,160,"MOVES:",{fontSize:40,color:"#fff"}).setAlpha(0),this.text2=this.add.text(590,160,"00",{fontSize:40,color:"#fff"}).setAlpha(0),this.text3=this.add.text(180,200,"",48).setAlpha(0),this.instructionWrapper=this.add.rectangle(this.game.config.width/2,this.game.config.height/2,this.game.config.width,this.game.config.height,0,.6),this.instructions=this.add.image(this.game.config.width/2,this.game.config.height/2,"instruction"),this.revealGrid(),this.input.once("pointerdown",(()=>{this.instructionWrapper.setVisible(!1),this.instructions.setVisible(!1)}))}update(){}helpFlood(){for(var t=0;t<8;t++){var e=a().Math.Between(0,13),i=a().Math.Between(0,13),n=this.grid[e][i].getData("color"),s=n+1;6===s&&(s=0),this.floodFill(n,s,e,i)}}createIcon(t,e,i){const n=this.add.rectangle(e,i,184,758/3);n.setOrigin(0),n.setData("color",t),n.setInteractive()}revealGrid(){this.tweens.add({targets:this.gridBG,y:150,ease:"Power3"});for(var t=250,e=13;e>=0;e--)for(var i=0;i<14;i++){var n=this.grid[i][e];this.tweens.add({targets:n,y:n.getData("y"),ease:"Power3",duration:250,delay:t}),t+=20}t-=500,this.tweens.add({targets:[this.text1,this.text2],alpha:1,ease:"Power3",delay:t}),t+=250;this.tweens.addCounter({from:0,to:25,ease:"Power1",onUpdate:function(t,e,i){i.setText(a().Utils.String.Pad(t.getValue().toFixed(),2,"0",1))},onUpdateParams:[this.text2],delay:t});t+=250,this.tweens.add({targets:[this.instructions,this.instructionWrapper],alpha:1,ease:"Power3",delay:t}),this.time.delayedCall(t,this.startInputEvents,[],this)}startInputEvents(){this.input.on("gameobjectdown",this.onIconDown,this),this.input.keyboard.on("keydown_M",(function(){this.moves++,this.text2.setText(a().Utils.String.Pad(this.moves,2,"0",1))}),this),this.input.keyboard.on("keydown_X",(function(){this.moves--,this.text2.setText(a().Utils.String.Pad(this.moves,2,"0",1))}),this)}stopInputEvents(){this.input.off("gameobjectdown",this.onIconDown)}onIconDown(t,e){if(this.allowClick){var i=e,n=i.getData("color");if(n!==this.currentColor){var s=this.grid[0][0].getData("color");s!==n&&(this.currentColor=n,this.matched=[],this.moves--,this.text2.setText(a().Utils.String.Pad(this.moves,2,"0",1)),this.floodFill(s,n,0,0),this.matched.length>0&&this.startFlow())}}}createEmitter(t){this.emitters[t]=this.particles.createEmitter({frame:t,lifespan:1e3,speed:{min:300,max:400},alpha:{start:1,end:0},scale:{start:.5,end:0},rotate:{start:0,end:360,ease:"Power2"},blendMode:"ADD",on:!1})}startFlow(){this.matched.sort((function(t,e){var i=a().Math.Distance.Between(t.x,t.y,166,66),n=a().Math.Distance.Between(e.x,e.y,166,66);return i-n}));var t=0,e=this.matched.length>98?6:12;this.allowClick=!1;for(var i=0;i<this.matched.length;i++){var n=this.matched[i],s=this.frames[n.getData("color")],r=this.frames[n.getData("oldColor")],o=this.emitters[r];this.time.delayedCall(t,(function(t,e){t.setFrame(e),o.explode(6,t.x,t.y)}),[n,s,o]),t+=e}this.time.delayedCall(t,(function(){this.allowClick=!0,this.checkWon()?this.gameWon():0===this.moves&&this.gameLost()}),[],this)}checkWon(){for(var t=this.grid[0][0].getData("color"),e=0;e<14;e++)for(var i=0;i<14;i++)if(this.grid[e][i].getData("color")!==t)return!1;return!0}clearGrid(){for(var t=500,e=13;e>=0;e--)for(var i=0;i<14;i++){var n=this.grid[i][e];this.tweens.add({targets:n,scaleX:0,scaleY:0,ease:"Power3",duration:800,delay:t}),t+=10}return t}gameLost(){this.stopInputEvents(),this.text1.setText("Lost!"),this.text2.setText(":(");var t=this.clearGrid();this.text3.setAlpha(0),this.text3.setVisible(!0),this.tweens.add({targets:this.text3,alpha:1,duration:1e3,delay:t}),this.game.onLose&&this.game.onLose(),this.input.once("pointerdown",this.resetGame,this)}resetGame(){this.text1.setText("Moves"),this.text2.setText("00"),this.text3.setVisible(!1);for(var t=500,e=13;e>=0;e--)for(var i=0;i<14;i++){var n=this.grid[i][e],s=a().Math.Between(0,5);n.setFrame(this.frames[s]),n.setData("oldColor",s),n.setData("color",s),this.tweens.add({targets:n,scaleX:.5,scaleY:.5,ease:"Power3",duration:800,delay:t}),t+=10}this.helpFlood();for(t=0;t<this.matched.length;t++){n=this.matched[t];n.setFrame(this.frames[n.getData("color")])}this.currentColor=this.grid[0][0].getData("color"),this.tweens.addCounter({from:0,to:25,ease:"Power1",onUpdate:function(t,e,i){i.setText(a().Utils.String.Pad(t.getValue().toFixed(),2,"0",1))},onUpdateParams:[this.text2],delay:t}),this.moves=25,this.time.delayedCall(t,this.startInputEvents,[],this)}gameWon(){this.game.onWon&&this.game.onWon(),this.stopInputEvents(),this.text1.setText("Won!!"),this.text2.setText(":)");this.clearGrid();this.time.delayedCall(2e3,this.boom,[],this)}boom(){var t=a().Math.RND.pick(this.frames);this.emitters[t].explode(8,a().Math.Between(128,672),a().Math.Between(28,572)),t=a().Math.RND.pick(this.frames),this.emitters[t].explode(8,a().Math.Between(128,672),a().Math.Between(28,572)),this.time.delayedCall(100,this.boom,[],this)}floodFill(t,e,i,n){t!==e&&this.grid[i][n].getData("color")===t&&(this.grid[i][n].setData("oldColor",t),this.grid[i][n].setData("color",e),-1===this.matched.indexOf(this.grid[i][n])&&this.matched.push(this.grid[i][n]),i>0&&this.floodFill(t,e,i-1,n),i<13&&this.floodFill(t,e,i+1,n),n>0&&this.floodFill(t,e,i,n-1),n<13&&this.floodFill(t,e,i,n+1))}}var ct=lt;function ut({containerId:t,onLose:e,onWon:i}){const n=document.getElementById(t),s=n.clientWidth,r=n.clientHeight,o=new(a().Game)({type:a().CANVAS,width:s,height:r,parent:t,backgroundColor:12299680,physics:{default:"arcade",arcade:{debug:!1}},scene:ct,scale:{mode:a().Scale.FIT,autoCenter:a().Scale.CENTER_BOTH,parent:t,width:1080,height:1080}});return Object.assign(o,{onLose:e,onWon:i,restart(){this.scene.scenes[0].scene.start("PlayScene")}}),o}var ft=ut,gt=i.p+"img/gems.5e6dd4a4.png";class dt{constructor(t){this.rows=t.rows,this.columns=t.columns,this.items=t.items}generateField(){this.gameArray=[],this.selectedItem=!1;for(let t=0;t<this.rows;t++){this.gameArray[t]=[];for(let e=0;e<this.columns;e++)do{let i=Math.floor(Math.random()*this.items);this.gameArray[t][e]={value:i,isEmpty:!1,row:t,column:e}}while(this.isPartOfMatch(t,e))}}matchInBoard(){for(let t=0;t<this.rows;t++)for(let e=0;e<this.columns;e++)if(this.isPartOfMatch(t,e))return!0;return!1}isPartOfMatch(t,e){return this.isPartOfHorizontalMatch(t,e)||this.isPartOfVerticalMatch(t,e)}isPartOfHorizontalMatch(t,e){return this.valueAt(t,e)===this.valueAt(t,e-1)&&this.valueAt(t,e)===this.valueAt(t,e-2)||this.valueAt(t,e)===this.valueAt(t,e+1)&&this.valueAt(t,e)===this.valueAt(t,e+2)||this.valueAt(t,e)===this.valueAt(t,e-1)&&this.valueAt(t,e)===this.valueAt(t,e+1)}isPartOfVerticalMatch(t,e){return this.valueAt(t,e)===this.valueAt(t-1,e)&&this.valueAt(t,e)===this.valueAt(t-2,e)||this.valueAt(t,e)===this.valueAt(t+1,e)&&this.valueAt(t,e)===this.valueAt(t+2,e)||this.valueAt(t,e)===this.valueAt(t-1,e)&&this.valueAt(t,e)===this.valueAt(t+1,e)}valueAt(t,e){return!!this.validPick(t,e)&&this.gameArray[t][e].value}validPick(t,e){return t>=0&&t<this.rows&&e>=0&&e<this.columns&&void 0!=this.gameArray[t]&&void 0!=this.gameArray[t][e]}getRows(){return this.rows}getColumns(){return this.columns}setCustomData(t,e,i){this.gameArray[t][e].customData=i}customDataOf(t,e){return this.gameArray[t][e].customData}getSelectedItem(){return this.selectedItem}setSelectedItem(t,e){this.selectedItem={row:t,column:e}}deleselectItem(){this.selectedItem=!1}areTheSame(t,e,i,n){return t==i&&e==n}areNext(t,e,i,n){return Math.abs(t-i)+Math.abs(e-n)==1}swapItems(t,e,i,n){let s=Object.assign(this.gameArray[t][e]);return this.gameArray[t][e]=Object.assign(this.gameArray[i][n]),this.gameArray[i][n]=Object.assign(s),[{row:t,column:e,deltaRow:t-i,deltaColumn:e-n},{row:i,column:n,deltaRow:i-t,deltaColumn:n-e}]}getMatchList(){let t=[];for(let e=0;e<this.rows;e++)for(let i=0;i<this.columns;i++)this.isPartOfMatch(e,i)&&t.push({row:e,column:i});return t}removeMatches(){let t=this.getMatchList();t.forEach(function(t){this.setEmpty(t.row,t.column)}.bind(this))}setEmpty(t,e){this.gameArray[t][e].isEmpty=!0}isEmpty(t,e){return this.gameArray[t][e].isEmpty}emptySpacesBelow(t,e){let i=0;if(t!=this.getRows())for(let n=t+1;n<this.getRows();n++)this.isEmpty(n,e)&&i++;return i}arrangeBoardAfterMatch(){let t=[];for(let e=this.getRows()-2;e>=0;e--)for(let i=0;i<this.getColumns();i++){let n=this.emptySpacesBelow(e,i);!this.isEmpty(e,i)&&n>0&&(this.swapItems(e,i,e+n,i),t.push({row:e+n,column:i,deltaRow:n,deltaColumn:0}))}return t}replenishBoard(){let t=[];for(let e=0;e<this.getColumns();e++)if(this.isEmpty(0,e)){let i=this.emptySpacesBelow(0,e)+1;for(let n=0;n<i;n++){let s=Math.floor(Math.random()*this.items);t.push({row:n,column:e,deltaRow:i,deltaColumn:0}),this.gameArray[n][e].value=s,this.gameArray[n][e].isEmpty=!1}}return t}}var pt=i.p+"img/bg.a6737cb2.jpg",vt=i.p+"img/tip.40401660.png";const mt={gemSize:260,frameSize:238,swapSpeed:200,fallSpeed:100,destroySpeed:200,boardOffset:{x:300,y:520}};class wt extends Phaser.Scene{constructor(){super("scene")}preload(){this.load.image("tip",vt),this.load.image("bg",pt),this.load.spritesheet("gems",gt,{frameWidth:mt.frameSize,frameHeight:mt.frameSize})}updateTexts(){this.score.text=this.scoreNum,this.moves.text=this.moveNum}create(){const t=this.add.image(this.game.config.width/2,this.game.config.height/2,"bg");t.displayWidth=this.game.config.width,t.displayHeight=this.game.config.height,this.scoreNum=0,this.moveNum=30,this.score=this.add.text(700,356,this.scoreNum,{fontSize:100,fontFamily:"game",color:"#3aab7d"}),this.moves=this.add.text(1640,356,this.moveNum,{fontSize:100,fontFamily:"game",color:"#3aab7d"}),this.match3=new dt({rows:6,columns:6,items:6}),this.match3.generateField(),this.canPick=!0,this.dragging=!1,this.drawField(),this.input.on("pointerdown",this.gemSelect,this),this.instructionWrapper=this.add.rectangle(this.game.config.width/2,this.game.config.height/2,this.game.config.width,this.game.config.height,0,.6),this.instructions=this.add.image(this.game.config.width/2,this.game.config.height/2,"tip")}drawField(){this.poolArray=[];for(let t=0;t<this.match3.getRows();t++)for(let e=0;e<this.match3.getColumns();e++){let i=mt.boardOffset.x+mt.gemSize*e+mt.gemSize/2,n=mt.boardOffset.y+mt.gemSize*t+mt.gemSize/2,s=this.add.sprite(i,n,"gems",this.match3.valueAt(t,e));this.match3.setCustomData(t,e,s)}}gemSelect(t){if(this.instructionWrapper.active)return this.instructionWrapper.destroy(),void this.instructions.destroy();if(this.canPick){this.dragging=!0;let e=Math.floor((t.y-mt.boardOffset.y)/mt.gemSize),i=Math.floor((t.x-mt.boardOffset.x)/mt.gemSize);if(this.match3.validPick(e,i)){let t=this.match3.getSelectedItem();if(t)if(this.match3.areTheSame(e,i,t.row,t.column))this.match3.customDataOf(e,i).setScale(1),this.match3.deleselectItem();else if(this.match3.areNext(e,i,t.row,t.column)){if(this.match3.customDataOf(t.row,t.column).setScale(1),this.match3.deleselectItem(),0===this.moveNum)return this.game.onLose&&this.game.onLose();this.moveNum--,this.updateTexts(),this.swapGems(e,i,t.row,t.column,!0)}else this.match3.customDataOf(t.row,t.column).setScale(1),this.match3.customDataOf(e,i).setScale(1.2),this.match3.setSelectedItem(e,i);else this.match3.customDataOf(e,i).setScale(1.2),this.match3.customDataOf(e,i).setDepth(1),this.match3.setSelectedItem(e,i)}}}swapGems(t,e,i,n,s){let r=this.match3.swapItems(t,e,i,n);this.swappingGems=2,this.canPick=!1,r.forEach(function(r){this.tweens.add({targets:this.match3.customDataOf(r.row,r.column),x:this.match3.customDataOf(r.row,r.column).x+mt.gemSize*r.deltaColumn,y:this.match3.customDataOf(r.row,r.column).y+mt.gemSize*r.deltaRow,duration:mt.swapSpeed,callbackScope:this,onComplete:function(){this.swappingGems--,0==this.swappingGems&&(this.match3.matchInBoard()?this.handleMatches():s?this.swapGems(t,e,i,n,!1):this.canPick=!0)}})}.bind(this))}handleMatches(){let t=this.match3.getMatchList();this.scoreNum+=10*t.length,this.updateTexts();let e=0;t.forEach(function(t){this.poolArray.push(this.match3.customDataOf(t.row,t.column)),e++,this.tweens.add({targets:this.match3.customDataOf(t.row,t.column),alpha:0,duration:mt.destroySpeed,callbackScope:this,onComplete:function(t,i){e--,0==e&&this.makeGemsFall()}})}.bind(this))}makeGemsFall(){let t=0;this.match3.removeMatches();let e=this.match3.arrangeBoardAfterMatch();e.forEach(function(e){t++,this.tweens.add({targets:this.match3.customDataOf(e.row,e.column),y:this.match3.customDataOf(e.row,e.column).y+e.deltaRow*mt.gemSize,duration:mt.fallSpeed*Math.abs(e.deltaRow),callbackScope:this,onComplete:function(){t--,0==t&&this.endOfMove()}})}.bind(this));let i=this.match3.replenishBoard();i.forEach(function(e){t++;let i=this.poolArray.pop();i.alpha=1,i.y=mt.boardOffset.y+mt.gemSize*(e.row-e.deltaRow+1)-mt.gemSize/2,i.x=mt.boardOffset.x+mt.gemSize*e.column+mt.gemSize/2,i.setFrame(this.match3.valueAt(e.row,e.column)),this.match3.setCustomData(e.row,e.column,i),this.tweens.add({targets:i,y:mt.boardOffset.y+mt.gemSize*e.row+mt.gemSize/2,duration:mt.fallSpeed*e.deltaRow,callbackScope:this,onComplete:function(){t--,0==t&&this.endOfMove()}})}.bind(this))}endOfMove(){this.match3.matchInBoard()?this.time.addEvent({delay:250,callback:this.handleMatches()}):(this.canPick=!0,this.selectedGem=null)}}function Bt({containerId:t,onLose:e}){const i=document.getElementById(t),n=i.clientWidth,s=i.clientHeight,r=new(a().Game)({type:a().CANVAS,width:n,height:s,parent:t,backgroundColor:12299680,scale:{mode:a().Scale.FIT,autoCenter:a().Scale.CENTER_BOTH,parent:t,width:2160,height:2160},scene:wt});return Object.assign(r,{onLose:e,restart(){this.scene.scenes[0].scene.start("scene")}}),r}var yt=Bt,xt=i.p+"img/bg.b22d3b76.jpg",Ct=i.p+"img/puzzle.5f1d0eec.png",Et="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUoAAABgCAYAAAB7aTvhAAAQwklEQVR4nO2df2wb53nHv1ZliQrJiBYlSiTolpR/xK5VCLGyOG6dLXa6YC2cNViDxUURNMCQoEUDOENQYIOBYRuQdcAwJEG7oUsRYFvRxgVaoEuyZnMTO24au/EiG57lMlZskU4ESZZEWyqpWma8en/Q557pu3uf93QUX0nfz5/i3fGxifve+7zP93lu1bVLZ6BJJ4BPAlgPIAkgDqAVQLPuhQghpM5cBXAFQBHAOICzAH4FYFrnIquEQtkEYADATgC9AFbpfAkhhBjENQAjAA4BGATwW9UJEqHcDGAPgJ6FRkcIIYYxAWA/gJzXQV5CuRrAIwDuDTYuQggxjrcA/BDAR04fugllFMCTADJ1C4sQQsyiAODbAEq1HzQ5HBwF8A1QJAkhK4sMqtoXrf2gVihbAHwdQHf9YyKEEOPoRlUDW+x/rBXKRwBkFysiQggxkCyqWngDu1BuBrBjUcMhhBAz2YGqJgL4nVCuQo2CEkLICmcPrmukJZR3odplQwghpEoPqo02N4RyZ+NiIYQQY9kJVIWyE9W2REIIITfTC6CzCcAWsHebEEKcWAVgSxOAdY2OhBBCDGZdE4BUo6MghBCDSTUB6Gh0FIQQYjAdTagO3SWEEOJMaxM4mZwQQrxodpoeRAghxAaFkhBCFFAoCSFEAYWSEEIUUCgJIUQBhZIQQhRQKAkhRMGS9lDOzpdb2kORSqPjMIljo6e1W1JT0a5Suj1xy5vnlhKz8+WWM9PnO6XHR1tvu7K5K1usZ0xk+bBkhHJ0djI6XPwg/r9TZ5P50nh8aKaQ2rf10QO7eu8qLNb3j5Wmbnk7mx0TBOf77x3YOjRT0BLLPb07Bx/f+tBgvWJaDEpXftP6zLv//kD56nyL+mhgW+emwt/d97UD9Y6LLA+MFcrcVD5+YmI4lf/1eHzoUj45OT9zi0hFWtoq9/9o7xNBfu8373ni1bvTW8Zq/z5c/CD+zPHvPeB1rkRw9r7+7G6VkD24dvupp7btOSqL+Gb+dsfjB55+81sP5ssTcek562LpJb+ySrcnSn//ma++8uTh574oOT57e3LJ/5vJ4mGMUI7OTkZfO3dk49DFfFK6Irqj8xPTQcfhJJIAsKv3rsK5mdHB/SOHBtzODa9uU24D9HVkx1X/vqFLed8TndpDkcrTA3velAoGUH3g+P0+AHjunf3bX/nw6KcWcg0n+mKZsec/++evSo/XSaW7wx1LequBLC7GFHNeO3dk4/6RQwM6aaPOnpSERCi2oJtn/Rr1ymzH2v6C6ph8eSI+O18WpZBOlK78RmvQidvDQcpT2/Yc7YtlFnQNJxJta8o6x+vsz/aE41rXJisbY1aUk5dvTa296ItlxibmipEgY0iEYqWDI+9mzs2M3pK29ic2jKtiTEW7lEK7uStbjDSHKqq9tMPnj2f++I7fH1ZHfSsnJ98Xvygu0hwKpBj2hd57h4aO6+2Nqki06T24ypXL4ofLQh8OZGVhkFBe0hK9cHOocmHuopa4qshGk8X/GHmrz2VVO6iKUVrI2RLLjL0z/V7G65hT0yMpv0I595GsoAEAmUhPINsXTg+XhdId7ijtff3Z3dLjnfax3bBfNxtNFv3uCZOVgTFCWShPaKXR1ma8PeUrlCc6pVVPJ8KrQ5W5q/OOaWt/YsP4wbETG13jifSI98fuSW4pqITy2FTO83Mv8qVxsWjpprdu6GYEEsqVy626FXwp9uuGA1pVk+WLMUKpK3Dd4Y6SfcU1OjsZ/crPnvmS1zluFW07+3/kXKyJtt52xWvFEm4OXVHFbLG1Z9M4TnkfU74635Kbysf9eP10Vla66a3rd2pmBBJ6wvFFKbiwAk5UGFHM8WOSrt2M/+cTP97udXxfLDOmEsnR2Unfq6K+juy49Nh0e6IkKRydmBj2tZrSEcqgrEGSjODP7vj80Tcefv6FfVsfFfkX65HOOyFxK5CVjRErymjrbVe2dW4q9MV7xwHgxTM/9RQ94GZr0LHR0ylVKvuN3/vyYS8P4zfvecLVhpIIxUqqSrLuzfbS7r95Sed4KbmpvJa4JKPBrNokGYHlCpAIYD2q6G5I3ApkZWOEUG7uyhatLokfnPpvkR/P3rr4/fcObPU6dlfyzuF0e6LktepJRbtKP//gRMbps0QoVlJVkr1uNj8rZqD6MNBt0dS1BgXRxicVZ8sVINnPDDeHKkMX8+Lq/UKQuBXIysYIobQz95Ha4mFfbRwceTfjteEfaQ5Vnhx4+AjgvepJtydKbt+djSaLqkqy282Wm8rH//KXL4grt3Yke6q16FiDFuobtZCKs+UKkOxnZm9PFnes7S9Ir3320mhckokAt2YPjW47JeZjnFBKVhH2KuV3f/WK582x++PbT0lXZW7fHV6tXt243Wy6Kzw7frx+OtagoIRSIs52V4BkP7M73FHSWe3qPCDooSS6GCeUEqwq5ctnfr7Rq3CRCMVKf/rJz54CqitP1+tdv4ndrEHrYumiX2vQ2Uv+ChJ2I3huKh//xYcnM5Lz3tGwFc1dnW/97vGfuLZkWvQnNox7iYtEnO2uAMl+pm7njPQBobv3KXFTAMC3/+CpH3Ma0fLFOKGU+OaswsmLuf/8tNdxk/Mz0T95dd9jyutdv4ndBklEWtoqfq1Bkq0EJ+xG8F98eDLj1WPul3x5Ii4cnjHoJZQS36blCpDu1+r28Uu9o7qeSdXEKAuK5PLGKKGU9jevX5Mu5qby8YWYy2vxsgZFW2/z9Eh6WYP8FiTsRvB6mLl16E9s8LQ+6diRpG2Gh88fz7zx4aD7Kr6mm0Yag65nUpIRBNUGSszFKKGUDrlIRbtKw8UPAvPY9XVkx91WDpHmUGUh1qBs9OYbU9ppYjeC18PMrYPqQSERKUtsJdagbKSneGHuYlSnK0cqlLo2LklGEFQbKDEXo4RSOuQi3Z4ovXbuiOtqww9uK4dMpGd6Idag2h5i6fxM+xgw3fbOoPFKK6XWoJ+d/5+NJyffTwqLdeIuJ50YAH3PZP7X6pQ+qDZQYi5GCaVkyIVVOAkyHQ2vbqu4rRwSbWvKqkKBasVloXND24sZQW4x6KKqjEur+gfH3Ythteh0OenEAOh7JucE//dBtYESczFKKCVPb2u14ZSO1lY07TfcwbETrhXy9WvSRTfTeqItVlKtgqQb+To3tFXMyE3l49JK7eT8TFSagkaaQxVJyli7dVCLji1HiteDa6Ex6HomJen/cpgQT7wxSiglT29L/L7a/9DRWoHysrrsSt057GVzeWHoZUc/5rpYuvjOpLvlRseLqHNDW97PzV3ZonTK997Xn90tFcq7uzYX9n3msTel8Swm69ekizr/V1JrkM6EJwuv1laLekzaJ2ZhlFDqWINqRTI3lY8LLDSuNhcva5CXhUZHKOvl9btxfRcfqBNBpYv1aDNMRbuULaN2NKxBWnufAM3ppIoR04MAPWuQ098laa3be1K8vlu1p6VKTe3Uy+t34/oNeKGYjjhL0U2Ppato3b1PQiyMWVHqWINyU/n4d07+5KZUWXKzvJx/+1O13rwvb3rguNvxkeZQRWU4Dq+Wi1q9vH6A/oi4hb5QzEIizruSdw5be72qrMFKj3WEvF7WIEIsjBFKqRE53Z4oqQZhuOFyUx93syVlIj3TKsOxyoxtR3pD+3lDoLSDxCKIlFIqzl/p+/xguj1Reubtf70PMwXPY630WCrk9bQGEWJhTOotMSJb+4FBDnRNRbtKbrakqjXIW8DrbQ2SotNTHlQniVScdaYGmWQNIsTCGKGU+CItoQzSQ5luT5TcbEmNtgbpoGOnCaqTRCLO9mJXPYzz9bQGEWJhkFAKZhReL5wE1dJnmxrkKDLd4Y6SV7Gi3tYgHXSqz0G9TEsizvb/I4lxXmcrQwc/1iBCLIzZo5SsNqzCyf1rB4btKdrk5ZmoqvOjL5YZq03rrL1At/3OnnC8vFSsQToE9TItiThbDzfp1oN0K0MnBsCfNYgQC2OEUme1Ufu+62Ojp1Mqobx/7cCw03uyvaxBqpu2HtYgv+gUt/wUi5yQWIOsh5t060F3XJnUnqTzWxFSixGpt3RGoZtwSdJatwKJly1JPTUoeGuQH6+f1INq4adY5ITEGmQ93CS/kZ+J61LvqM5vRUgtRqwopdYgt9WGJK11K5C4WYP6YpmxRliD/Hj9pB5UiyBa7qTibD3cJL+RXSjvTm8Ze+Ph51/wOl7HO6q795mbysefPPzcF1XH/dsf7nuJRaLljxFCqWMNckKS1roVSNysQeHmkHIwQz2sQZbX79jo6dTEXDFyYe5i9HPrPj3sdTNKx9NZ+CkW1SIVZ+vhJvmNdNNjHe+o7t6n7gvTyPLGCKHUsQY5nq9YrVkFEivFL1cut5ybGY33JzaMP771ocHHtz406HTe3tef9Xx7Yj2sQU5vbNyxtr/gdY5kPJ1FUMUiiTjb/Zo6+5lSdLyjunufui9MI8sbQ4RSbg2q5djo6ZRKKIdmCimngbnh1W1HPV+a1QBrkBOqm1wyns4iKGuQRJzLV+dbpIOKAf30WOod9bP3qfvCNLK8MUIopdYga4VXKE90BjHMVtXSttjWIL/fIxlPZxGUNUhHnOuF1Brkq0ik8cI0svwxQiglorculi4G/SZCr5Y2VbFCZ/z/QqxBkptcxxoU1GAIHXGWotN/npvKx6WdPn6sQZLiG4dsrBwabg+SFjqC7O+2cNuIn50vtzz95rce9DpXZ56jzlsKawna/xfUYAg/Q0m80Ok/n50vt/zj4P77pFmFH2uQ5DfjkI2VQ8NXlNJCR9Dj9t024i2RVPnz6jEGzIneWMrze6QeVIsgBkPo+jYlSPvPpb+PHT9tkSprEllZNFwoJYWOSHOoEtSK0qr6Oq3URmcno3999MUHJDfhxvjHRUKpYw3KRnqK2WiymL09WVy/Jl2UpKJSD6pFEHYWXd+mBMlWhh+RTIRiJU4pJwul4UIpKXRkIj3TXhYiS/zCzaGKVazoDneUrA6UOzo/Ma3yDuam8vG/ePs7D0rSuT29OwelguO2Yk6EYqW+NdlxHVF0QucBEpSdRWIGDxo/IhlpDlX+attjB+oZF1kZNFwoAbW3r68jO94d7ihtT/YVrIGuQa8Svnf6vwYk6d8Xeu8d2tV7V0F63ZOT7ycToVgpG+kpZm9PFvsTG8Ylwi1Fp6K+lO0suiK5rXNT4dEtfzSo658kxIlV1y6d+ZdGB0EIISbT8Ko3IYSYDoWSEEIUUCgJIUQBhZIQQhRQKAkhRAGFkhBCFFAoCSFEAYWSEEIUNAG42uggCCHEYK42AViybW2EELIIXGkCcLHRURBCiMFcbALAcfaEEOLOWBOAs42OghBCDOZcE4DTAK41OhJCCDGQawBONwGYBjDS4GAIIcRERgBMWz7KQ42MhBBCDOUQ8DvD+SCAicbFQgghxjGBqjbeEMrfAtjfsHAIIcQ89qOqjTe1MOYAHGlIOIQQYhZvo6qJAG7t9X4JQH5RwyGEELPIoybDrhXKCoB/AnBhsSIihBCDuICqBt70llSn6UElAP8A4PwiBEUIIaZwHlXtK9V+sOrapTNuJ60G8AiAe+sXFyGEGMFbAH4I4COnD72E0mIzgC8B6A42LkIIaTgXUK3N5LwOkgglUE3RBwDsApAFsGqh0RFCSAMZQdVM/i6uW4C8kAqlnU4AfQDWA+gB0AEgBOBjuhcihJA6838A5lEdJzmB6hCgIVRbt8X8P3k7jAnMQsnbAAAAAElFTkSuQmCC";const It=1640,Dt=546,Pt=260+Dt/2,bt=390+Dt/2,Mt=(t,e,i)=>{const n=t%e,s=Math.floor(t/i),r=0===n?null:t-1,o=0===s?null:t-e,A=n===e-1?null:t+1,a=s===i-1?null:t+e;return[r,o,A,a].filter((t=>null!==t))},Ot=(t,e,i,n)=>{let s=t[0],r=s;for(let o=0;o<e;o++){let e=Mt(s,i,n);e=e.filter((t=>t!==r));let o=e[Math.floor(Math.random()*e.length)];t[s]=t[o],r=s,t[o]=0,s=o}return t},Qt=t=>{const e=new Array(t*t).fill(0).map(((t,e)=>e));return Ot(e,25,t,t)};class Tt extends a().Scene{constructor(){super("scene")}preload(){this.load.image("bg",xt),this.load.image("countdown",Et),this.load.image("totalpuzzle",Ct),this.load.spritesheet("puzzle",Ct,{frameWidth:Dt,frameHeight:Dt})}create(){this.won=!1;const t=this.add.image(this.game.config.width/2,this.game.config.height/2,"bg");t.displayWidth=this.game.config.width,t.displayHeight=this.game.config.height;const e=this.add.image(465,474,"countdown");e.setDepth(1),this.seconds=300,this.secText=this.add.text(520,450,this.seconds,{fontSize:45,fontFamily:"game",color:"#429b47"}),this.secText.setDepth(2);const i=Math.floor(It/Dt),n=Math.floor(It/Dt);this.time.addEvent({delay:1e3,loop:!0,callback:()=>{0===this.seconds&&this.game.onLose&&this.game.onLose(),!this.won&&this.seconds>0&&this.seconds--,this.secText.setText(this.seconds)}});const s=Qt(i);let r=0,o=this.add.group();this.piecesGroup=o;for(let A=0;A<n;A++)for(let t=0;t<i;t++){let e;s[r]?e=o.create(Pt+t*Dt,bt+A*Dt,"puzzle",s[r]):(e=o.create(Pt+t*Dt,bt+A*Dt,"puzzle",s[r],!1),e.black=!0),e.name="piece"+A.toString()+"x"+t.toString(),e.currentIndex=r,e.destIndex=s[r],e.inputEnabled=!0,e.posX=t,e.posY=A,e.setInteractive(),r++}this.input.on("gameobjectdown",((t,e)=>{var i=this.canMove(e);i&&this.movePiece(e,i)}),this)}canMove(t){let e=!1;return this.piecesGroup.getChildren().forEach((function(i){(i.posX===t.posX-1&&i.posY===t.posY&&i.black||i.posX===t.posX+1&&i.posY===t.posY&&i.black||i.posY===t.posY-1&&i.posX===t.posX&&i.black||i.posY===t.posY+1&&i.posX===t.posX&&i.black)&&(e=i)})),e}movePiece(t,e){var i={posX:t.posX,posY:t.posY,currentIndex:t.currentIndex};this.tweens.add({targets:t,x:Pt+e.posX*Dt,y:bt+e.posY*Dt,ease:"linear",duration:300}),t.posX=e.posX,t.posY=e.posY,t.currentIndex=e.currentIndex,t.name="piece"+t.posX.toString()+"x"+t.posY.toString(),e.posX=i.posX,e.posY=i.posY,e.currentIndex=i.currentIndex,e.name="piece"+e.posX.toString()+"x"+e.posY.toString(),this.checkIfFinished()}checkIfFinished(){let t=!0;if(this.piecesGroup.getChildren().forEach((e=>{e.currentIndex===e.destIndex||(t=!1)})),t){this.won=!0,this.piecesGroup.getChildren().forEach((t=>{t.setInteractive(!1),t.visible=!1}));const t=this.add.image(Pt-Dt/2,bt-Dt/2,"totalpuzzle");t.displayOriginX=0,t.displayOriginY=0,t.displayWidth=It,t.displayHeight=It,this.game.onWon&&this.game.onWon()}}}class St extends a().Game{constructor({containerId:t,onLose:e,onWon:i}){const n=document.getElementById(t),s=n.clientWidth;super({type:a().CANVAS,width:s,height:s,parent:t,backgroundColor:12299680,scale:{mode:a().Scale.FIT,autoCenter:a().Scale.CENTER_BOTH,parent:t,width:2160,height:2160},scene:Tt}),Object.assign(this,{onLose:e,onWon:i,restart(){this.scene.scenes[0].scene.start("scene")}})}}const Rt=(t,e)=>(...i)=>{const n=e?new t(...i):t(...i);return Object.assign(n,{pause(){this.scene.scenes.forEach((t=>{t.scene.pause()}))},resume(){this.scene.scenes.forEach((t=>{t.scene.resume()}))},dispose(){for(const t in this.scene.keys)this.scene.keys.hasOwnProperty(t)&&(this.scene.stop(t),this.scene.keys[t]=void 0);this.destroy(!1)}})},kt=Object.entries({ballMove:m,flappyBird:b,game2048:U,rect:st,floodFill:ft,match3:yt}).map((([t,e])=>({[t]:Rt(e)}))),zt=Object.entries({slidingPuzzle:St}).map((([t,e])=>({[t]:Rt(e,!0)}))),Lt=kt.concat(zt).reduce(((t,e)=>Object.assign(t,e)),{});var Ht=Lt;function Gt(t){let e={};return t.keys().forEach((i=>{e[i.replace("./","").replace(".png","")]=t(i)})),e}const Ft=Gt(i(7524)),Yt="abcdefghabcdefgh";class Nt{constructor({containerId:t,onLose:e,onWon:i}){(0,M.Z)(this,"duration",1e3),Object.assign(this,{container:document.getElementById(t),onLose:e,onWon:i}),this.addBg(),this.init()}init(){const t=document.createElement("div");t.className="tip",this.cardsContainer.appendChild(t),t.addEventListener("click",(e=>{e.stopPropagation(),e.preventDefault(),this.cardsContainer.removeChild(t)})),Object.assign(this,{steps:40,score:0}),this.shuffleCards(),this.update()}update(){this.scoreEl.textContent=this.score,this.stepEl.textContent=this.steps}setSize(){Object.assign(this,{width:this.container.clientWidth,height:this.container.clientHeight}),this.scoreEl.style.fontSize=this.width/2160*100+"px",this.scoreEl.style.lineHeight=this.width/2160*116+"px",this.stepEl.style.fontSize=this.width/2160*100+"px",this.stepEl.style.lineHeight=this.width/2160*116+"px"}addBg(){this.scoreEl=document.createElement("div"),this.scoreEl.className="meta l",this.stepEl=document.createElement("div"),this.stepEl.className="meta r";const t=document.createElement("div");t.className="flipper",this.cardsContainer=t,this.container.appendChild(t),this.setSize(),t.appendChild(this.scoreEl),t.appendChild(this.stepEl),this.resizeListener=window.addEventListener("resize",(()=>{this.setSize()})),this.cards=Array.from(Yt).map((t=>{const e=Ft[t],i=document.createElement("div");i.className="card",i.setAttribute("data-name",t);const n=document.createElement("div");n.className="front",n.style.backgroundImage=`url(${e})`,i.appendChild(n);const s=document.createElement("div");return s.className="back",i.appendChild(s),i})),this.cards.forEach((t=>{this.cardsContainer.appendChild(t)})),this.cards.forEach((t=>{t.addEventListener("click",this.flip.bind(this,t))}))}pause(){}resume(){}restart(){this.init()}dispose(){window.removeEventListener("resize",this.resizeListener)}shuffleCards(){this.cards.forEach((t=>{const e=Math.floor(Math.random()*this.cards.length)+1;t.classList.remove("has-match"),t.classList.remove("flipped"),setTimeout((()=>{t.style.order=`${e}`}),400)}))}checkAllCards(){this.cards.every((t=>t.classList.contains("has-match")))&&(this.onWon&&this.onWon(),setTimeout((()=>{this.restart()}),this.duration))}stopEvent(){this.cardsContainer.classList.add("no-event"),setTimeout((()=>{this.cardsContainer.classList.remove("no-event")}),this.duration)}checkIfMatched(t,e){t.dataset.name===e.dataset.name?(this.score+=20,t.classList.remove("flipped"),e.classList.remove("flipped"),t.classList.add("has-match"),e.classList.add("has-match"),this.checkAllCards()):setTimeout((()=>{t.classList.remove("flipped"),e.classList.remove("flipped")}),this.duration)}flip(t){this.steps--,this.steps<0&&(this.onLose&&this.onLose(),this.restart()),t.classList.add("flipped");const e=this.cards.filter((t=>t.classList.contains("flipped")));2===e.length&&(this.stopEvent(),this.checkIfMatched(e[0],e[1])),this.update()}}i(541);var Ut=(t=[],e=t.length,i)=>{t=[].concat(t),t="function"===typeof i?t.filter(((...t)=>i(...t))):t;let n=[];for(let s=0;s<e;++s){let[e,i]=[t.length,Math.random()*t.length>>0];n=n.concat(t.splice(i,1))}return 1==n.length?n[0]:n};class jt{constructor(t=[]){this.chain=[],this.chain.length=t.length;for(let e=0,i=t.length;e<i;++e)this.chain[e]={index:e,prev:e-1,next:e!==i-1?e+1:-1,data:t[e]};this.HEAD=t.length?0:-1,this.TAIL=t.length?t.length-1:-1,this.POINTER=-1,this.FREE=t.length,this.FREELIST=[],this.length=this.chain.length,this[Symbol.iterator]=()=>{let t=this,e=t.chain[this.HEAD];return function*(){while(void 0!==e)yield e,e=t.chain[e.next]}()}}shift(){return this.collection(),this.FREE=this.HEAD,this.HEAD=this.chain[this.HEAD].next,-1!==this.HEAD&&(this.chain[this.HEAD].prev=-1),0===--this.length&&(this.TAIL=-1),this.chain[this.FREE]}unshift(t){let e=this.HEAD;this.HEAD=this.FREE,this.chain[this.HEAD]={index:this.HEAD,prev:-1,next:e,data:t},-1!==e?this.chain[e].prev=this.HEAD:this.TAIL=this.HEAD,this.calloc(),++this.length}pop(){return this.collection(),this.FREE=this.TAIL,this.TAIL=this.chain[this.TAIL].prev,-1!==this.TAIL&&(this.chain[this.TAIL].next=-1),0===--this.length&&(this.HEAD=-1),this.chain[this.FREE]}push(t){let e=this.TAIL;this.TAIL=this.FREE,this.chain[this.TAIL]={index:this.TAIL,prev:e,next:-1,data:t},-1!==e?this.chain[e].next=this.TAIL:this.HEAD=this.TAIL,this.calloc(),++this.length}at(t=0){if(t<0||t>=this.length)return;let e;if(t<this.length/2){e=this.chain[this.HEAD];for(let i=0;i!==t;++i)e=this.chain[e.next],this.POINTER=e.index}else{e=this.chain[this.TAIL];for(let i=this.length-1;i!==t;--i)e=this.chain[e.prev]}return e}pointerAt(t){if(t>=0&&t<this.length)return this.chain[t]}first(){return this.chain[this.HEAD]}last(){return this.chain[this.TAIL]}prev(){let t=this.curr();return-1!==this.POINTER?this.POINTER=this.chain[this.POINTER].prev:this.POINTER=this.HEAD,t}next(){let t=this.curr();return-1!==this.POINTER?this.POINTER=this.chain[this.POINTER].next:this.POINTER=this.TAIL,t}curr(){return this.chain[this.POINTER]}setPointer(t=this.POINTER){if(t>=0&&t<this.length)return this.POINTER=t,!0}clone(){let t=new jt;for(let e of["HEAD","TAIL","FREE","length"])t[e]=this[e];t.chain.length=t.length;for(let e=0,i=t.length;e<i;++e)t.chain[e]=Object.create(this.chain[e]);return t.FREELIST=[...this.FREELIST],t}remove(t){if(!(t<0||t>=this.length)){if(0===t)return this.shift();if(t===this.length-1)return this.pop();{let e=this.at(t),i=this.chain[e.prev],n=this.chain[e.next];return this.collection(),this.FREE=e.index,[i.next,n.prev]=[n.index,i.index],--this.length,e}}}insertBefore(t,e){if(t<0||t>=this.length)return;let i=this.at(t),n=this.chain[i.prev]||{index:-1},s=i;i=this.chain[this.FREE]={index:this.FREE,prev:n.index,next:s.index,data:e},s.prev=i.index,-1!==n.index?n.next=i.index:this.HEAD=i.index,this.calloc(),++this.length}insertAfter(t,e){if(t<0||t>=this.length)return;let i=this.at(t),n=this.chain[i.next]||{index:-1},s=i;i=this.chain[this.FREE]={index:this.FREE,prev:s.index,next:n.index,data:e},s.next=i.index,-1!==n.index?n.prev=i.index:this.TAIL=i.index,this.calloc(),++this.length}clean(){this.length=this.chain.length=this.FREELIST.length=0,this.POINTER=this.HEAD=this.TAIL=-1,this.FREE=0}calloc(){this.FREE=this.FREELIST.length?this.FREELIST.pop():this.chain.length}collection(){this.FREELIST.push(this.FREE)}}class Xt{constructor(){this.zone=[],this.snake=new jt;let{unshift:t,push:e,shift:i,pop:n}=this.snake;this.snake.unshift=e=>{t.call(this.snake,e),this.updateZone(e,"snake","unshift")},this.snake.shift=()=>{let t=i.call(this.snake).data;this.updateZone(t,void 0,"shift")},this.snake.push=t=>{e.call(this.snake,t),this.updateZone(t,"snake","push")},this.snake.pop=()=>{let t=n.call(this.snake).data;this.updateZone(t,void 0,"pop")},Reflect.defineProperty(this,"food",{get:()=>Reflect.get(this,"_food"),set:t=>{Reflect.set(this,"_food",t),void 0!==t&&this.updateZone(t,"food")}})}init(t){this.zone.length=t.row*t.column;for(let e=0,i=this.zone.length;e<i;++e){let[i,n]=[e%t.column,Math.floor(e/t.column)];this.zone[e]={col:i,row:n,left:i>0?e-1:-1,right:i<t.column-1?e+1:-1,up:n>0?e-t.column:-1,down:n<t.row-1?e+t.column:-1}}this.snake.push(Math.floor(t.column/2)+Math.floor(t.row/2)*t.column);while(this.snake.length<t.min){let t=this.snake.length?this.neighbour():Math.random()*this.zone.length>>0;this.snake.unshift(t)}this.feed()}destroy(){this.zone=[],this.snake.clean(),this.food=void 0,delete this.bar}neighbour(){return Ut([this.leader.left,this.leader.right,this.leader.up,this.leader.down],1,(t=>-1!==t&&void 0===this.zone[t].fill))}updateZone(t,e,i){this.zone[t].fill=e,this.updateLeader()}updateLeader(){0!==this.snake.length&&(this.leader=this.zone[this.snake.first().data]),this.dirty=!0}cleanDirty(){this.dirty=!1}move(t){let e=this.leader[t],i=!1;if(-1===e)return void this.collision("bounds");this.snake.last().data===e&&(i=!0);let n=this.zone[e];switch(n.fill){case"food":this.eat();break;case"snake":if(!i){this.collision("self");break}default:this.snake.pop(),this.snake.unshift(e)}}eat(){this.snake.unshift(this.food),this.feed()}collision(t){this.bar=t}bet(){let t=Math.random()*this.zone.length>>0;return void 0===this.zone[t].fill?t:-1}feed(){let t=this.bet();if(-1!==t)return void(this.food=t);let e=0,i=0,n=this.zone.length-this.snake.length;if(t=1+(Math.random()*i>>0),0!==n){while(t!==i)void 0===this.zone[e++].fill&&++i;this.food=e-1}else this.food=void 0}}var Jt,Zt=i.p+"img/food.030edd5a.png",Kt={Linear:{None:function(t){return t}},Quadratic:{In:function(t){return t*t},Out:function(t){return t*(2-t)},InOut:function(t){return(t*=2)<1?.5*t*t:-.5*(--t*(t-2)-1)}},Cubic:{In:function(t){return t*t*t},Out:function(t){return--t*t*t+1},InOut:function(t){return(t*=2)<1?.5*t*t*t:.5*((t-=2)*t*t+2)}},Quartic:{In:function(t){return t*t*t*t},Out:function(t){return 1- --t*t*t*t},InOut:function(t){return(t*=2)<1?.5*t*t*t*t:-.5*((t-=2)*t*t*t-2)}},Quintic:{In:function(t){return t*t*t*t*t},Out:function(t){return--t*t*t*t*t+1},InOut:function(t){return(t*=2)<1?.5*t*t*t*t*t:.5*((t-=2)*t*t*t*t+2)}},Sinusoidal:{In:function(t){return 1-Math.cos(t*Math.PI/2)},Out:function(t){return Math.sin(t*Math.PI/2)},InOut:function(t){return.5*(1-Math.cos(Math.PI*t))}},Exponential:{In:function(t){return 0===t?0:Math.pow(1024,t-1)},Out:function(t){return 1===t?1:1-Math.pow(2,-10*t)},InOut:function(t){return 0===t?0:1===t?1:(t*=2)<1?.5*Math.pow(1024,t-1):.5*(2-Math.pow(2,-10*(t-1)))}},Circular:{In:function(t){return 1-Math.sqrt(1-t*t)},Out:function(t){return Math.sqrt(1- --t*t)},InOut:function(t){return(t*=2)<1?-.5*(Math.sqrt(1-t*t)-1):.5*(Math.sqrt(1-(t-=2)*t)+1)}},Elastic:{In:function(t){return 0===t?0:1===t?1:-Math.pow(2,10*(t-1))*Math.sin(5*(t-1.1)*Math.PI)},Out:function(t){return 0===t?0:1===t?1:Math.pow(2,-10*t)*Math.sin(5*(t-.1)*Math.PI)+1},InOut:function(t){return 0===t?0:1===t?1:(t*=2,t<1?-.5*Math.pow(2,10*(t-1))*Math.sin(5*(t-1.1)*Math.PI):.5*Math.pow(2,-10*(t-1))*Math.sin(5*(t-1.1)*Math.PI)+1)}},Back:{In:function(t){var e=1.70158;return t*t*((e+1)*t-e)},Out:function(t){var e=1.70158;return--t*t*((e+1)*t+e)+1},InOut:function(t){var e=2.5949095;return(t*=2)<1?t*t*((e+1)*t-e)*.5:.5*((t-=2)*t*((e+1)*t+e)+2)}},Bounce:{In:function(t){return 1-Kt.Bounce.Out(1-t)},Out:function(t){return t<1/2.75?7.5625*t*t:t<2/2.75?7.5625*(t-=1.5/2.75)*t+.75:t<2.5/2.75?7.5625*(t-=2.25/2.75)*t+.9375:7.5625*(t-=2.625/2.75)*t+.984375},InOut:function(t){return t<.5?.5*Kt.Bounce.In(2*t):.5*Kt.Bounce.Out(2*t-1)+.5}}};Jt="undefined"===typeof self&&"undefined"!==typeof process&&process.hrtime?function(){var t=process.hrtime();return 1e3*t[0]+t[1]/1e6}:"undefined"!==typeof self&&void 0!==self.performance&&void 0!==self.performance.now?self.performance.now.bind(self.performance):void 0!==Date.now?Date.now:function(){return(new Date).getTime()};var Wt=Jt,Vt=function(){function t(){this._tweens={},this._tweensAddedDuringUpdate={}}return t.prototype.getAll=function(){var t=this;return Object.keys(this._tweens).map((function(e){return t._tweens[e]}))},t.prototype.removeAll=function(){this._tweens={}},t.prototype.add=function(t){this._tweens[t.getId()]=t,this._tweensAddedDuringUpdate[t.getId()]=t},t.prototype.remove=function(t){delete this._tweens[t.getId()],delete this._tweensAddedDuringUpdate[t.getId()]},t.prototype.update=function(t,e){void 0===t&&(t=Wt()),void 0===e&&(e=!1);var i=Object.keys(this._tweens);if(0===i.length)return!1;while(i.length>0){this._tweensAddedDuringUpdate={};for(var n=0;n<i.length;n++){var s=this._tweens[i[n]],r=!e;s&&!1===s.update(t,r)&&!e&&delete this._tweens[i[n]]}i=Object.keys(this._tweensAddedDuringUpdate)}return!0},t}(),qt={Linear:function(t,e){var i=t.length-1,n=i*e,s=Math.floor(n),r=qt.Utils.Linear;return e<0?r(t[0],t[1],n):e>1?r(t[i],t[i-1],i-n):r(t[s],t[s+1>i?i:s+1],n-s)},Bezier:function(t,e){for(var i=0,n=t.length-1,s=Math.pow,r=qt.Utils.Bernstein,o=0;o<=n;o++)i+=s(1-e,n-o)*s(e,o)*t[o]*r(n,o);return i},CatmullRom:function(t,e){var i=t.length-1,n=i*e,s=Math.floor(n),r=qt.Utils.CatmullRom;return t[0]===t[i]?(e<0&&(s=Math.floor(n=i*(1+e))),r(t[(s-1+i)%i],t[s],t[(s+1)%i],t[(s+2)%i],n-s)):e<0?t[0]-(r(t[0],t[0],t[1],t[1],-n)-t[0]):e>1?t[i]-(r(t[i],t[i],t[i-1],t[i-1],n-i)-t[i]):r(t[s?s-1:0],t[s],t[i<s+1?i:s+1],t[i<s+2?i:s+2],n-s)},Utils:{Linear:function(t,e,i){return(e-t)*i+t},Bernstein:function(t,e){var i=qt.Utils.Factorial;return i(t)/i(e)/i(t-e)},Factorial:function(){var t=[1];return function(e){var i=1;if(t[e])return t[e];for(var n=e;n>1;n--)i*=n;return t[e]=i,i}}(),CatmullRom:function(t,e,i,n,s){var r=.5*(i-t),o=.5*(n-e),A=s*s,a=s*A;return(2*e-2*i+r+o)*a+(-3*e+3*i-2*r-o)*A+r*s+e}}},_t=function(){function t(){}return t.nextId=function(){return t._nextId++},t._nextId=0,t}(),$t=new Vt,te=function(){function t(t,e){void 0===e&&(e=$t),this._object=t,this._group=e,this._isPaused=!1,this._pauseStart=0,this._valuesStart={},this._valuesEnd={},this._valuesStartRepeat={},this._duration=1e3,this._initialRepeat=0,this._repeat=0,this._yoyo=!1,this._isPlaying=!1,this._reversed=!1,this._delayTime=0,this._startTime=0,this._easingFunction=Kt.Linear.None,this._interpolationFunction=qt.Linear,this._chainedTweens=[],this._onStartCallbackFired=!1,this._id=_t.nextId(),this._isChainStopped=!1,this._goToEnd=!1}return t.prototype.getId=function(){return this._id},t.prototype.isPlaying=function(){return this._isPlaying},t.prototype.isPaused=function(){return this._isPaused},t.prototype.to=function(t,e){return this._valuesEnd=Object.create(t),void 0!==e&&(this._duration=e),this},t.prototype.duration=function(t){return this._duration=t,this},t.prototype.start=function(t){if(this._isPlaying)return this;if(this._group&&this._group.add(this),this._repeat=this._initialRepeat,this._reversed)for(var e in this._reversed=!1,this._valuesStartRepeat)this._swapEndStartRepeatValues(e),this._valuesStart[e]=this._valuesStartRepeat[e];return this._isPlaying=!0,this._isPaused=!1,this._onStartCallbackFired=!1,this._isChainStopped=!1,this._startTime=void 0!==t?"string"===typeof t?Wt()+parseFloat(t):t:Wt(),this._startTime+=this._delayTime,this._setupProperties(this._object,this._valuesStart,this._valuesEnd,this._valuesStartRepeat),this},t.prototype._setupProperties=function(t,e,i,n){for(var s in i){var r=t[s],o=Array.isArray(r),A=o?"array":typeof r,a=!o&&Array.isArray(i[s]);if("undefined"!==A&&"function"!==A){if(a){var h=i[s];if(0===h.length)continue;h=h.map(this._handleRelativeValue.bind(this,r)),i[s]=[r].concat(h)}if("object"!==A&&!o||!r||a)"undefined"===typeof e[s]&&(e[s]=r),o||(e[s]*=1),n[s]=a?i[s].slice().reverse():e[s]||0;else{for(var l in e[s]=o?[]:{},r)e[s][l]=r[l];n[s]=o?[]:{},this._setupProperties(r,e[s],i[s],n[s])}}}},t.prototype.stop=function(){return this._isChainStopped||(this._isChainStopped=!0,this.stopChainedTweens()),this._isPlaying?(this._group&&this._group.remove(this),this._isPlaying=!1,this._isPaused=!1,this._onStopCallback&&this._onStopCallback(this._object),this):this},t.prototype.end=function(){return this._goToEnd=!0,this.update(1/0),this},t.prototype.pause=function(t){return void 0===t&&(t=Wt()),this._isPaused||!this._isPlaying||(this._isPaused=!0,this._pauseStart=t,this._group&&this._group.remove(this)),this},t.prototype.resume=function(t){return void 0===t&&(t=Wt()),this._isPaused&&this._isPlaying?(this._isPaused=!1,this._startTime+=t-this._pauseStart,this._pauseStart=0,this._group&&this._group.add(this),this):this},t.prototype.stopChainedTweens=function(){for(var t=0,e=this._chainedTweens.length;t<e;t++)this._chainedTweens[t].stop();return this},t.prototype.group=function(t){return this._group=t,this},t.prototype.delay=function(t){return this._delayTime=t,this},t.prototype.repeat=function(t){return this._initialRepeat=t,this._repeat=t,this},t.prototype.repeatDelay=function(t){return this._repeatDelayTime=t,this},t.prototype.yoyo=function(t){return this._yoyo=t,this},t.prototype.easing=function(t){return this._easingFunction=t,this},t.prototype.interpolation=function(t){return this._interpolationFunction=t,this},t.prototype.chain=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];return this._chainedTweens=t,this},t.prototype.onStart=function(t){return this._onStartCallback=t,this},t.prototype.onUpdate=function(t){return this._onUpdateCallback=t,this},t.prototype.onRepeat=function(t){return this._onRepeatCallback=t,this},t.prototype.onComplete=function(t){return this._onCompleteCallback=t,this},t.prototype.onStop=function(t){return this._onStopCallback=t,this},t.prototype.update=function(t,e){if(void 0===t&&(t=Wt()),void 0===e&&(e=!0),this._isPaused)return!0;var i,n,s=this._startTime+this._duration;if(!this._goToEnd&&!this._isPlaying){if(t>s)return!1;e&&this.start(t)}if(this._goToEnd=!1,t<this._startTime)return!0;!1===this._onStartCallbackFired&&(this._onStartCallback&&this._onStartCallback(this._object),this._onStartCallbackFired=!0),n=(t-this._startTime)/this._duration,n=0===this._duration||n>1?1:n;var r=this._easingFunction(n);if(this._updateProperties(this._object,this._valuesStart,this._valuesEnd,r),this._onUpdateCallback&&this._onUpdateCallback(this._object,n),1===n){if(this._repeat>0){for(i in isFinite(this._repeat)&&this._repeat--,this._valuesStartRepeat)this._yoyo||"string"!==typeof this._valuesEnd[i]||(this._valuesStartRepeat[i]=this._valuesStartRepeat[i]+parseFloat(this._valuesEnd[i])),this._yoyo&&this._swapEndStartRepeatValues(i),this._valuesStart[i]=this._valuesStartRepeat[i];return this._yoyo&&(this._reversed=!this._reversed),void 0!==this._repeatDelayTime?this._startTime=t+this._repeatDelayTime:this._startTime=t+this._delayTime,this._onRepeatCallback&&this._onRepeatCallback(this._object),!0}this._onCompleteCallback&&this._onCompleteCallback(this._object);for(var o=0,A=this._chainedTweens.length;o<A;o++)this._chainedTweens[o].start(this._startTime+this._duration);return this._isPlaying=!1,!1}return!0},t.prototype._updateProperties=function(t,e,i,n){for(var s in i)if(void 0!==e[s]){var r=e[s]||0,o=i[s],A=Array.isArray(t[s]),a=Array.isArray(o),h=!A&&a;h?t[s]=this._interpolationFunction(o,n):"object"===typeof o&&o?this._updateProperties(t[s],r,o,n):(o=this._handleRelativeValue(r,o),"number"===typeof o&&(t[s]=r+(o-r)*n))}},t.prototype._handleRelativeValue=function(t,e){return"string"!==typeof e?e:"+"===e.charAt(0)||"-"===e.charAt(0)?t+parseFloat(e):parseFloat(e)},t.prototype._swapEndStartRepeatValues=function(t){var e=this._valuesStartRepeat[t],i=this._valuesEnd[t];this._valuesStartRepeat[t]="string"===typeof i?this._valuesStartRepeat[t]+parseFloat(i):this._valuesEnd[t],this._valuesEnd[t]=e},t}(),ee="18.6.4",ie=_t.nextId,ne=$t,se=ne.getAll.bind(ne),re=ne.removeAll.bind(ne),oe=ne.add.bind(ne),Ae=ne.remove.bind(ne),ae=ne.update.bind(ne),he={Easing:Kt,Group:Vt,Interpolation:qt,now:Wt,Sequence:_t,nextId:ie,Tween:te,VERSION:ee,getAll:se,removeAll:re,add:oe,remove:Ae,update:ae},le=he,ce=i.p+"img/eye.a9e65f3b.png",ue=i.p+"img/mouth.c80ae33d.png",fe=i.p+"img/tear.67ef83d2.png",ge="data:image/png;base64,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";const de="#fec321",pe="#e29b01";class ve{constructor(t,e,i){const n=document.createElement("canvas");n.style.width=e+"px",n.style.height=i+"px",n.width=e*window.devicePixelRatio,n.height=i*window.devicePixelRatio;const s=n.getContext("2d");s.scale(window.devicePixelRatio,window.devicePixelRatio),t.appendChild(n),this.snake=new jt,this.updateTicker=this.updateTicker.bind(this),this.canvas=n,this.ctx=s,this.foodImg=new Image(120,120),this.foodImg.src=Zt,this.eyeImg=new Image(143,65),this.eyeImg.src=ce,this.mouthImg=new Image(131,67),this.mouthImg.src=ue,this.tearImg=new Image(129,154),this.tearImg.src=fe,this.starsImg=new Image(224,162),this.starsImg.src=ge}init(t={}){t.size={width:t.width/t.column,height:t.height/t.row},this.data=t.data,this.config=t,this.food={},this.food.visible=!1,this.lastFood=null,this.createQuickMap(this.data.zone),this.tail=null;for(let{data:e}of this.data.snake)this.snake.push(e)}setInterval(t,e){this.interval=t,this.timer=e}destroy(){this.destroyed=!0,this.snake.clean()}createQuickMap(t){let{width:e,height:i}=this.config.size;this.quickMap=[];for(let{col:n,row:s}of t)this.quickMap.push([n*e,s*i])}getPosition(t){return this.quickMap[t]}feed(t){this.food.visible=1,this.food.dirty++,this.food.clearDirty++;const[e,i]=this.getPosition(t);Object.assign(this.food,{index:t,left:e,top:i})}updateTicker(){}update(t){this.food.index!==t.food&&(this.lastFood=this.food.index,this.feed(t.food)),this.tail=this.snake.last(),this.updateDelta(t.snake)}updateDelta(t,e=this.snake){this.updateTail(t,e).then((()=>this.updateHead(t,e))).catch((()=>this.wholeUpdate(t,e))).then((()=>this.render()))}updateHead(t,e){return new Promise(((i,n)=>{let s,r=e.first();t.setPointer(t.HEAD);while(e.length<=t.length){if(s=t.next(),s.data===r.data)return i();t.HEAD===s.index?e.unshift(s.data):e.insertAfter(0,s.data)}n()}))}updateTail(t,e){return new Promise(((i,n)=>{let s,r=t.last();while(0!==e.length){if(s=e.last(),r.data===s.data)return i();this.tail=e.pop()}n()}))}wholeUpdate(t,e){console.log(">>>>>>>>>>>>>>>>>","low performance");while(0!==e.length)e.pop();for(let{data:i}of t)e.unshift(i)}renderFood(t){let{width:e,height:i}=this.config.size;const n=.5*Math.abs(t-.5)+1;this.food&&this.food.visible&&this.ctx.drawImage(this.foodImg,this.food.left-e*(n-1)/2,this.food.top-i*(n-1)/2,e*n,i*n)}renderSnake(t,e){let{length:i}=this.snake,{width:n,height:s}=this.config.size;e&&(t=1-e);const r=[];for(let d of this.snake)r.push(d);let o=null===this.lastFood?this.lastFood:this.getPosition(this.lastFood);o=o?{x:o[0]+n/2,y:o[1]+s/2}:o;const A=r.map((({data:t})=>{const[e,i]=this.getPosition(t);return{x:e+n/2,y:i+s/2}})),{ctx:a}=this,h=n/120*90;let l=null,c=null,u=null;if(null!==this.tail){let[t,e]=this.getPosition(this.tail.data);t+=n/2,e+=s/2,A.push({x:t,y:e}),i++}A.forEach((({x:e,y:s},r)=>{if(l){const 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/*!
 * VERSION: 1.20.5
 * DATE: 2018-05-21
 * UPDATES AND DOCS AT: http://greensock.com
 *
 * @license Copyright (c) 2008-2018, GreenSock. All rights reserved.
 * This work is subject to the terms at http://greensock.com/standard-license or for
 * Club GreenSock members, the software agreement that was issued with your membership.
 * 
 * @author: Jack Doyle, jack@greensock.com
 **/
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/*!
 * VERSION: 1.20.5
 * DATE: 2018-05-14
 * UPDATES AND DOCS AT: http://greensock.com
 *
 * @license Copyright (c) 2008-2018, GreenSock. All rights reserved.
 * This work is subject to the terms at http://greensock.com/standard-license or for
 * Club GreenSock members, the software agreement that was issued with your membership.
 * 
 * @author: Jack Doyle, jack@greensock.com
 */
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 * DATE: 2018-05-14
 * UPDATES AND DOCS AT: http://greensock.com
 *
 * @license Copyright (c) 2008-2018, GreenSock. All rights reserved.
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/*!
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 * DATE: 2018-05-21
 * UPDATES AND DOCS AT: http://greensock.com
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 * This work is subject to the terms at http://greensock.com/standard-license or for
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/*!
 * VERSION: 1.20.5
 * DATE: 2018-05-21
 * UPDATES AND DOCS AT: http://greensock.com
 *
 * @license Copyright (c) 2008-2018, GreenSock. All rights reserved.
 * This work is subject to the terms at http://greensock.com/standard-license or for
 * Club GreenSock members, the software agreement that was issued with your membership.
 * 
 * @author: Jack Doyle, jack@greensock.com
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/*!
 * VERSION: 1.3.8
 * DATE: 2018-05-14
 * UPDATES AND DOCS AT: http://greensock.com
 *
 * @license Copyright (c) 2008-2018, GreenSock. All rights reserved.
 * This work is subject to the terms at http://greensock.com/standard-license or for
 * Club GreenSock members, the software agreement that was issued with your membership.
 * 
 * @author: Jack Doyle, jack@greensock.com
 **/
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/*!
 * VERSION: 1.16.0
 * DATE: 2018-05-14
 * UPDATES AND DOCS AT: http://greensock.com
 *
 * @license Copyright (c) 2008-2018, GreenSock. All rights reserved.
 * This work is subject to the terms at http://greensock.com/standard-license or for
 * Club GreenSock members, the software agreement that was issued with your membership.
 * 
 * @author: Jack Doyle, jack@greensock.com
 **/
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xi(t,e){return!!([0,1,2,3,4,5,6].includes(t)&&(e%=180,e<0&&(e+=180),e>=0&&e<=65||e>=115&&e<=180))}function Ci(t,e,i,n){var s=(t.x-i.x)*(e.y-i.y)-(t.y-i.y)*(e.x-i.x),r=(t.x-n.x)*(e.y-n.y)-(t.y-n.y)*(e.x-n.x);if(s*r>=0)return!1;var o=(i.x-t.x)*(n.y-t.y)-(i.y-t.y)*(n.x-t.x),A=o+s-r;return!(o*A>=0)}function Ei(t,e,i,n){var s=1e-4;return Math.abs(t)<=s&&Math.abs(e)<=s}class Ii{constructor(t,e,i,n,s){this.active=!0,this.color=n.replace("ring_",""),this.r=i;const r=new ui.Z.SpriteSheet({images:[s._queue.getResult(n)],frames:{width:62,height:62},animations:{normal:{frames:[0,1,2,3,4,5,6,7,8,9,10,11,10,9,8,7,6,5,4,3,2,1,0],speed:.3},prepare:{frames:[0,1,2,3,4,5,6,5,4,3,2,1,0],speed:.1}}});this.texture=new ui.Z.Sprite(r,"normal");const o=this.texture.getBounds();this.texture.regX=o.width/2,this.texture.regY=o.height/2,this.texture.stop(),this.texture.x=t,this.texture.y=e,this.texture.scaleX=2*i/o.width,this.texture.scaleY=2*i/o.height,this.texture.on("animationend",(function(t){var e=t.currentTarget;e.y<528?t.target.gotoAndPlay("prepare"):t.target.gotoAndPlay("normal")})),this.body=yi().Bodies.circle(this.texture.x,this.texture.y,i,{frictionAir:.02,restitution:.15})}update(t){const{texture:e,body:i,r:n}=this,{x:s,y:r,rotation:o}=e,{position:A,angle:a,velocity:h}=i,l=16*e.scaleX,c={x:s-l*Math.cos(o*(Math.PI/180)),y:r-l*Math.sin(o*(Math.PI/180))},u={x:s+l*Math.cos(-o*(Math.PI/180)),y:r+l*Math.sin(o*(Math.PI/180))},f={x:616,y:264},g={x:616,y:700},d={x:1196,y:264},p={x:1196,y:700};if(Ci(c,u,f,g)&&this.afterCollision(t,"left"))return;if(Ci(c,u,d,p)&&this.afterCollision(t,"right"))return;const v=Math.round(s),m=Math.round(A.x),w=Math.round(r),B=Math.round(A.y);if(v!==m||w!==B?(e.paused&&e.play(),e.rotation=180*a/Math.PI):!e.paused&&e.stop(),Ei(h.x,h.y,v,w)){var y=1;(v<206||v>400&&v<455)&&(y=-1),yi().Body.applyForce(i,{x:A.x,y:A.y},{x:.05*y,y:0})}e.x=i.position.x,e.y=i.position.y}afterCollision(t,e){const{texture:i}=this,{currentFrame:n,rotation:s}=i,r=xi(n,s);if(!r||t._score[e].length>8||this.body.velocity.y<=0)return!1;const o=t._score[e].length;return ui.Z.Tween.get(this.texture).to({y:666-30*o},(666-30*o)/.21).call((function(){t._staticRings.push(this)})),yi().World.remove(t._engine.world,this.body),this.body=null,this.active=!1,this.update=()=>{const{texture:t}=this,{currentFrame:e}=t;var i=this.texture;i.currentFrame;0===e?t.gotoAndStop(0):(this.frameCounter||(this.frameCounter=5),t.gotoAndStop(--t.currentFrame),this.frameCounter--,t.x<582&&++t.x,t.x>660&&t.x<740&&--t.x,t.x>1242&&--t.x,t.x>1162&&t.x<1206&&++t.x);let n=Math.round(t.rotation)%180;n<0&&(n+=180),n>0&&n<=90?t.rotation=n-1:n>90&&n<180?t.rotation=n+1:0===e&&(this.update=function(){})},t.score(e,this.color),!0}}const Di=1868,Pi=1096,bi=(t,e)=>{var i=null;return function(n){var s=+new Date;if(!(null!=i&&s-i<=e))return i=s,t.apply(this,[n])}},Mi=t=>new Promise((e=>{const i=new Image;i.onload=()=>e(i),i.src=t}));class Oi{constructor(){this.map={}}async loadManifest(t){const e=await Promise.all(t.map((({src:t})=>Mi(t))));t.forEach(((t,i)=>{this.map[t.id]=e[i]}))}getResult(t){return this.map[t]}}class Qi{preload(){const t=new Oi;this._queue=t;const e=[{id:"ring_red",src:fi},{id:"ring_yellow",src:gi},{id:"ring_green",src:di},{id:"bubble",src:pi},{id:"flashAnim",src:vi},{id:"magnetAnim",src:mi},{id:"needle",src:wi}];return t.loadManifest(e)}init(t){this.steps=100,this._options=t,this._options.callbacks.step(this.steps),this.enlarging=!1,this.magneting=!1,this.addForceLeft=!1,this.addForceRight=!1,this._score={left:t.score.left||[],right:t.score.right||[]},Object.defineProperty(this._score,"total",{get:function(){return this.left.length+this.right.length}}),this._idleBubbles={left:[],right:[]},this.totalRings=this._score.total+t.red+t.yellow+t.green,this.initStage(t.container),this.initRings(t),this.eventBinding(t.container),this.getBubbleLeft=bi((()=>{if(this._idleBubbles.left.length)return this._idleBubbles.left.shift();const t=new ui.Z.Sprite(new ui.Z.SpriteSheet({images:[this._queue.getResult("bubble")],frames:{width:320,height:480},animations:{run:[0,14,null,.3]}}));return t.x=0,t.y=Pi/2,t.on("animationend",function(){this._stage.removeChild(t),this._idleBubbles.left.push(t)}.bind(this)),t}),300),this.getBubbleRight=bi((()=>{if(this._idleBubbles.right.length)return this._idleBubbles.right.shift();var t=new ui.Z.Sprite(new ui.Z.SpriteSheet({images:[this._queue.getResult("bubble")],frames:{width:320,height:480},animations:{run:[0,14,null,.3]}}));return t.x=Di,t.y=Pi/2,t.scaleX=-1,t.on("animationend",function(){this._stage.removeChild(t),this._idleBubbles.right.push(t)}.bind(this)),t}),300)}initStage(t){const e=(t,e)=>{const i=new ui.Z.SpriteSheet({images:[t._queue.getResult("needle")],frames:{width:182,height:659}}),n=new ui.Z.Sprite(i);return n.x=e,n.y=334,n},i=(t,e)=>{const i=new ui.Z.SpriteSheet({images:[t._queue.getResult("flashAnim")],frames:{width:332,height:168},animations:{run:{frames:[0,1,2,3,4],speed:.2}}}),n=new ui.Z.Sprite(i),s=n.getBounds();return n.regX=s.width/2,n.regY=s.height/2,n.x=e,n.y=334,n.scaleX=3,n.scaleY=3,n.on("animationend",(function(){t._stage.removeChild(this)})),n},{Engine:n,World:s,Bodies:r,Events:o}=yi(),A=this._engine=n.create();A.world.gravity.y=.2,s.add(A.world,[r.rectangle(Di/2,0,Di,1,{isStatic:!0}),r.rectangle(Di/2,Pi,Di,1,{isStatic:!0}),r.rectangle(0,Pi/2,1,Pi,{isStatic:!0}),r.rectangle(Di,Pi/2,1,Pi,{isStatic:!0}),r.rectangle(602,530,1,380,{isStatic:!0}),r.rectangle(634,530,1,380,{isStatic:!0}),r.rectangle(1188,530,1,380,{isStatic:!0}),r.rectangle(1220,530,1,380,{isStatic:!0}),r.circle(616,764,90,{isStatic:!0}),r.circle(1200,764,90,{isStatic:!0}),r.rectangle(618,906,74,100,{isStatic:!0}),r.rectangle(1204,906,74,100,{isStatic:!0}),r.rectangle(618,340,32,1,{isStatic:!0,friction:0}),r.rectangle(1204,340,32,1,{isStatic:!0,friction:0})]),n.run(A),o.on(this._engine,"beforeUpdate",(()=>{let t;(this.addForceLeft||this.addForceRight)&&(this.addForceLeft&&(t=1,this.addForceLeft=!1),this.addForceRight&&(t=-1,this.addForceRight=!1),this._rings.forEach((e=>{if(e.active){const{x:i,y:n}=e.body.position;yi().Body.applyForce(e.body,{x:i,y:n},{x:.3*t,y:-.4}),yi().Body.setAngularVelocity(e.body,t*Math.PI/24)}})))}));const a=document.createElement("canvas");a.className="watercanvas",a.width=Di,a.height=Pi,t.appendChild(a),this._stage=new ui.Z.Stage(a),this._needles={};const h=this._needles.left=e(this,524),l=this._needles.right=e(this,1106);this._stage.addChild(h,l),this._flashAnim={left:i(this,616),right:i(this,1204)}}initRings(t){if(this._rings=[],this._staticRings=[],this._score.left.forEach(((t,e)=>{this.addStaticRing(t,e,"left")})),this._score.right.forEach(((t,e)=>{this.addStaticRing(t,e,"right")})),this.addRing("ring_red",t.red),this.addRing("ring_yellow",t.yellow),this.addRing("ring_green",t.green),t.priceRing&&this._rings[0]){const t=this._rings[0];yi().Body.setPosition(t.body,{x:206,y:216}),t.active=!0}this._stage.update()}addStaticRing(t,e,i){var n=new ui.Z.SpriteSheet({images:[waterful._queue.getResult("ring_"+t)],frames:{width:62,height:62}}),s=new ui.Z.Sprite(n),r=s.getBounds();s.regX=r.width/2,s.regY=r.height/2,s.x="left"===i?206:455,s.y=380-14*e,s.gotoAndStop(0),this._stage.addChild(s),this._staticRings.push(s)}addRing(t,e){const i=()=>{const t=1670*Math.random()+90;return t>523&&t<705||t>1106&&t<1292?i():t};let n=[];for(let s=0;s<e;s++){const e=i(),s=1200*Math.random()+150,r=new Ii(e,s,80,t,this);this._rings.push(r),this._stage.addChild(r.texture),n.push(r.body)}yi().World.add(this._engine.world,n)}eventBinding(t){t.querySelector(".button.left").addEventListener("click",(t=>{if(!ui.Z.Ticker.pause&&this.steps){this.steps--,this._options.callbacks.step(this.steps),t.preventDefault(),this.addForceLeft=!0;var e=this.getBubbleLeft();e&&(this._stage.addChild(e),e.gotoAndPlay("run"))}})),t.querySelector(".button.right").addEventListener("click",(t=>{if(!ui.Z.Ticker.pause&&this.steps){this.steps--,this._options.callbacks.step(this.steps),t.preventDefault(),this.addForceRight=!0;var e=this.getBubbleRight(this);e&&(e&&this._stage.addChild(e),e.gotoAndPlay("run"))}})),ui.Z.Ticker.timingMode=ui.Z.Ticker.RAF,ui.Z.Ticker.setFPS(60),ui.Z.Ticker.addEventListener("tick",function(t){if(!t.paused){for(var e=0;e<this._rings.length;e++)this._rings[e].update(this);if(this.gamma)for(e=0;e<this._staticRings.length;e++){if(this.gamma<0){var i=this._staticRings[e].x-.1;i<200&&(i=200),i>400&&i<448&&(i=448)}else if(this.gamma>0){i=this._staticRings[e].x+.1;i>213&&i<300&&(i=213),i>462&&(i=462)}this._staticRings[e].x=i}this._stage.update(t)}}.bind(this))}score(t,e){"left"===t?this._score.left.push(e):"right"===t&&this._score.right.push(e),this._stage.addChild(this._flashAnim[t]),this._flashAnim[t].gotoAndPlay("run");var i=this._options;i.callbacks.score(this._score),this._score.total===this.totalRings&&i.callbacks.end(this._score)}restart(t){this.steps=100,this._options.callbacks.step(this.steps),this._score={left:[],right:[]},this.enlarging=!1,this.magneting=!1,this.addForceLeft=!1,this.addForceRight=!1,this._rings.forEach(function(t){this._stage.removeChild(t.texture),t.body&&yi().World.remove(this._engine.world,t.body)}.bind(this)),this._staticRings.forEach(function(t){this._stage.removeChild(t)}.bind(this)),this.initRings(t)}pause(){ui.Z.Ticker.pause=!0;for(var t=0;t<this._rings.length;t++){var e=this._rings[t].body;e&&yi().Sleeping.set(e,!0)}}resume(){ui.Z.Ticker.pause=!1;for(var t=0;t<this._rings.length;t++){var e=this._rings[t].body;e&&yi().Sleeping.set(e,!1)}}}var Ti=i.p+"img/tip.152f87dc.png";class Si{constructor({containerId:t,onWon:e,onLose:i}){const n=new Qi,s=document.getElementById(t),r=s.clientWidth,o=document.createElement("div");o.style.transform=`scale(${r/2160})`,o.className="bg",["left","right"].forEach((t=>{const e=document.createElement("div");e.className="button "+t,o.appendChild(e)})),s.appendChild(o);const A=document.createElement("div");A.className="tip-wrapper",A.addEventListener("click",(t=>{t.stopPropagation(),Object.assign(A.style,{display:"none"})}));const a=document.createElement("img");a.className="tip",a.src=Ti,A.append(a),o.append(A),this.tipDom=A;const h=document.createElement("div");h.className="meta",o.appendChild(h),this.loaded=!1,this.options={container:o,red:6,yellow:6,green:6,score:{left:[],right:[]},callbacks:{score(t){},end(t){e(t.total)},step(t){0===t&&i(),h.textContent=`剩余 ${t} 次机会`}}},n.preload().then((()=>{this.loaded=!0,n.init(this.options)})),this.waterful=n,this.bg=o}showTip(){Object.assign(this.tipDom.style,{display:"block"})}dispose(){}restart(){this.showTip(),this.loaded&&this.waterful.restart(this.options)}pause(){this.loaded&&this.waterful.pause()}resume(){this.loaded&&this.waterful.resume()}}let Ri=Object.entries({flipper:Nt,snake:ci,water:Si}).map((([t,e])=>({[t]:(...t)=>new e(...t)}))).reduce(((t,e)=>Object.assign(t,e)),{});var ki=Ri;const zi={...Ht,...ki},Li=0,Hi=1,Gi=2,Fi=3;var Yi={props:["name","containerStyle","debug"],data(){return{state:Li,game:null,containerId:"gameContainer"}},watch:{name(t,e){e&&(this.dispose(),this.reload(t))}},methods:{pause(){this.game.pause(),this.state=Fi,this.$emit("paused")},resume(){this.state===Fi&&(this.game.resume(),this.state=Li,this.$emit("resumed"))},restart(){this.game.restart(),this.state=Li},dispose(){this.game.dispose();const t=document.getElementById("gameContainer");t&&(t.innerHTML="")},reload(t){this.game=zi[t]({containerId:this.containerId,onLose:()=>{this.state!==Hi&&this.$emit("lost"),this.state=Hi},onWon:()=>{this.state!==Gi&&this.$emit("won"),this.state=Gi}})}},async mounted(){this.reload(this.name)},destroyed(){this.dispose()}},Ni=i(89);const Ui=(0,Ni.Z)(Yi,[["render",o]]);var ji=Ui,Xi=ji,Ji=i(3513),Zi=JSON.parse('{"v":"5.9.4","fr":33,"ip":0,"op":165,"w":836,"h":836,"nm":"合成 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","e":1},{"id":"image_3","w":836,"h":836,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_4","w":155,"h":441,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_5","w":155,"h":391,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_6","w":92,"h":378,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_7","w":836,"h":836,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_8","w":836,"h":410,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_9","w":836,"h":836,"u":"","p":"data:image/png;base64,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