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talent comparison - starsurge.html
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<!DOCTYPE html>
<html>
<head>
<title>Simulationcraft Results</title>
<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
<base target="_top">
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a=this.isLog;return{min:a?fa(na(this.min)):this.min,max:a?fa(na(this.max)):this.max,dataMin:this.dataMin,dataMax:this.dataMax,userMin:this.userMin,userMax:this.userMax}},getThreshold:function(a){var b=this.isLog,c=b?na(this.min):this.min,b=b?na(this.max):this.max;a===null?a=b<0?b:c:c>a?a=c:b<a&&(a=b);return this.translate(a,0,1,0,1)},autoLabelAlign:function(a){a=(p(a,0)-this.side*90+720)%360;return a>15&&a<165?"right":a>195&&a<345?"left":"center"},unsquish:function(){var a=this.ticks,b=this.options.labels,c=this.horiz,d=this.tickInterval,e=d,f=this.len/(((this.categories?1:0)+this.max-this.min)/d),g,h=b.rotation,i=this.chart.renderer.fontMetrics(b.style.fontSize,a[0]&&a[0].label),k,j=Number.MAX_VALUE,l,m=function(a){a/=f||1;a=a>1?ua(a):1;return a*d};c?(l=!b.staggerLines&&!b.step&&(q(h)?[h]:f<p(b.autoRotationLimit,80)&&b.autoRotation))&&o(l,function(a){var 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a=this,b=a.chart,c=b.renderer,d=a.options,e=a.tickPositions,f=a.ticks,g=a.horiz,h=a.side,i=b.inverted?[1,0,3,2][h]:h,k,j,l=0,m,n=0,r=d.title,s=d.labels,R=0,v=a.opposite,x=b.axisOffset,b=b.clipOffset,w=[-1,1,1,-1][h],u,ba=a.axisParent;k=a.hasData();a.showAxis=j=k||p(d.showEmpty,!0);a.staggerLines=a.horiz&&s.staggerLines;if(!a.axisGroup)a.gridGroup=c.g("grid").attr({zIndex:d.gridZIndex||1}).add(ba),a.axisGroup=c.g("axis").attr({zIndex:d.zIndex||2}).add(ba),a.labelGroup=c.g("axis-labels").attr({zIndex:s.zIndex||7}).addClass("highcharts-"+a.coll.toLowerCase()+"-labels").add(ba);if(k||a.isLinked){if(o(e,function(b){f[b]?f[b].addLabel():f[b]=new Va(a,b)}),a.renderUnsquish(),s.reserveSpace!==!1&&(h===0||h===2||{1:"left",3:"right"}[h]===a.labelAlign||a.labelAlign==="center")&&o(e,function(a){R=t(f[a].getLabelSize(),R)}),a.staggerLines)R*=a.staggerLines,a.labelOffset=R*(a.opposite?-1:1)}else for(u in f)f[u].destroy(),delete 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c=b||[["millisecond",[1,2,5,10,20,25,50,100,200,500]],["second",[1,2,5,10,15,30]],["minute",[1,2,5,10,15,30]],["hour",[1,2,3,4,6,8,12]],["day",[1,2]],["week",[1,2]],["month",[1,2,3,4,6]],["year",null]],d=c[c.length-1],e=G[d[0]],f=d[1],g;for(g=0;g<c.length;g++)if(d=c[g],e=G[d[0]],f=d[1],c[g+1]&&a<=(e*f[f.length-1]+G[c[g+1][0]])/2)break;e===G.year&&a<5*e&&(f=[1,2,5]);c=sb(a/e,f,d[0]==="year"?t(rb(a/e),1):1);return{unitRange:e,count:c,unitName:d[0]}};ka.prototype.getLogTickPositions=function(a,b,c,d){var e=this.options,f=this.len,g=[];if(!d)this._minorAutoInterval=null;if(a>=0.5)a=A(a),g=this.getLinearTickPositions(a,b,c);else if(a>=0.08)for(var f=T(b),h,i,k,j,l,e=a>0.3?[1,2,4]:a>0.15?[1,2,4,6,8]:[1,2,3,4,5,6,7,8,9];f<c+1&&!l;f++){i=e.length;for(h=0;h<i&&!l;h++)k=Da(na(f)*e[h]),k>b&&(!d||j<=c)&&j!==z&&g.push(j),j>c&&(l=!0),j=k}else 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e=this,f=e.now,g=e.options.animation!==!1&&!e.isHidden&&(P(a-f.x)>1||P(b-f.y)>1),h=e.followPointer||e.len>1;u(f,{x:g?(2*f.x+a)/3:a,y:g?(f.y+b)/2:b,anchorX:h?z:g?(2*f.anchorX+c)/3:c,anchorY:h?z:g?(f.anchorY+d)/2:d});e.label.attr(f);if(g)clearTimeout(this.tooltipTimeout),this.tooltipTimeout=setTimeout(function(){e&&e.move(a,b,c,d)},32)},hide:function(a){var b=this;clearTimeout(this.hideTimer);a=p(a,this.options.hideDelay,500);if(!this.isHidden)this.hideTimer=Pa(function(){b.label[a?"fadeOut":"hide"]();b.isHidden=!0},a)},getAnchor:function(a,b){var c,d=this.chart,e=d.inverted,f=d.plotTop,g=d.plotLeft,h=0,i=0,k,j,a=ta(a);c=a[0].tooltipPos;this.followPointer&&b&&(b.chartX===z&&(b=d.pointer.normalize(b)),c=[b.chartX-d.plotLeft,b.chartY-f]);c||(o(a,function(a){k=a.series.yAxis;j=a.series.xAxis;h+=a.plotX+(!e&&j?j.left-g:0);i+=(a.plotLow?(a.plotLow+a.plotHigh)/2:a.plotY)+(!e&&k?k.top-f:0)}),h/=a.length,i/=a.length,c=[e?d.plotWidth-i:h,this.shared&&!e&&a.length>1&&b?b.chartY-f:e?d.plotHeight-h:i]);return Ba(c,A)},getPosition:function(a,b,c){var d=this.chart,e=this.distance,f={},g=c.h||0,h,i=["y",d.chartHeight,b,c.plotY+d.plotTop,d.plotTop,d.plotTop+d.plotHeight],k=["x",d.chartWidth,a,c.plotX+d.plotLeft,d.plotLeft,d.plotLeft+d.plotWidth],j=p(c.ttBelow,d.inverted&&!c.negative||!d.inverted&&c.negative),l=function(a,b,c,d,h,i){var k=c<d-e,l=d+e+c<b,m=d-e-c;d+=e;if(j&&l)f[a]=d;else if(!j&&k)f[a]=m;else if(k)f[a]=F(i-c,m-g<0?m:m-g);else if(l)f[a]=t(h,d+g+c>b?d:d+g);else return!1},m=function(a,b,c,d){var 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i=c.hoverPoints,l,m=this.shared;clearTimeout(this.hideTimer);this.followPointer=ta(a)[0].series.tooltipOptions.followPointer;h=this.getAnchor(a,b);f=h[0];g=h[1];m&&(!a.series||!a.series.noSharedTooltip)?(c.hoverPoints=a,i&&o(i,function(a){a.setState()}),o(a,function(a){a.setState("hover");j.push(a.getLabelConfig())}),i={x:a[0].category,y:a[0].y},i.points=j,this.len=j.length,a=a[0]):i=a.getLabelConfig();k=k.call(i,this);i=a.series;this.distance=p(i.tooltipOptions.distance,16);k===!1?this.hide():(this.isHidden&&(Oa(d),d.attr("opacity",1).show()),d.attr({text:k}),l=e.borderColor||a.color||i.color||"#606060",d.attr({stroke:l}),this.updatePosition({plotX:f,plotY:g,negative:a.negative,ttBelow:a.ttBelow,h:h[2]||0}),this.isHidden=!1);H(c,"tooltipRefresh",{text:k,x:f+c.plotLeft,y:g+c.plotTop,borderColor:l})},updatePosition:function(a){var b=this.chart,c=this.label,c=(this.options.positioner||this.getPosition).call(this,c.width,c.height,a);this.move(A(c.x),A(c.y||0),a.plotX+b.plotLeft,a.plotY+b.plotTop)},getXDateFormat:function(a,b,c){var d,b=b.dateTimeLabelFormats,e=c&&c.closestPointRange,f,g={millisecond:15,second:12,minute:9,hour:6,day:3},h,i="millisecond";if(e){h=Qa("%m-%d %H:%M:%S.%L",a.x);for(f in G){if(e===G.week&&+Qa("%w",a.x)===c.options.startOfWeek&&h.substr(6)==="00:00:00.000"){f="week";break}if(G[f]>e){f=i;break}if(g[f]&&h.substr(g[f])!=="01-01 00:00:00.000".substr(g[f]))break;f!=="week"&&(i=f)}f&&(d=b[f])}else d=b.day;return d||b.year},tooltipFooterHeaderFormatter:function(a,b){var c=b?"footer":"header",d=a.series,e=d.tooltipOptions,f=e.xDateFormat,g=d.xAxis,h=g&&g.options.type==="datetime"&&ma(a.key),c=e[c+"Format"];h&&!f&&(f=this.getXDateFormat(a,e,g));h&&f&&(c=c.replace("{point.key}","{point.key:"+f+"}"));return Ka(c,{point:a,series:d})},bodyFormatter:function(a){return Ba(a,function(a){var c=a.series.tooltipOptions;return(c.pointFormatter||a.point.tooltipFormatter).call(a.point,c.pointFormat)})}};var ea;db=y&&y.documentElement.ontouchstart!==z;var Xa=B.Pointer=function(a,b){this.init(a,b)};Xa.prototype={init:function(a,b){var c=b.chart,d=c.events,e=ha?"":c.zoomType,c=a.inverted,f;this.options=b;this.chart=a;this.zoomX=f=/x/.test(e);this.zoomY=e=/y/.test(e);this.zoomHor=f&&!c||e&&c;this.zoomVert=e&&!c||f&&c;this.hasZoom=f||e;this.runChartClick=d&&!!d.click;this.pinchDown=[];this.lastValidTouch={};if(B.Tooltip&&b.tooltip.enabled)a.tooltip=new Pb(a,b.tooltip),this.followTouchMove=p(b.tooltip.followTouchMove,!0);this.setDOMEvents()},normalize:function(a,b){var c,d,a=a||E.event;if(!a.target)a.target=a.srcElement;d=a.touches?a.touches.length?a.touches.item(0):a.changedTouches[0]:a;if(!b)this.chartPosition=b=Ab(this.chart.container);d.pageX===z?(c=t(a.x,a.clientX-b.left),d=a.y):(c=d.pageX-b.left,d=d.pageY-b.top);return 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a[b]==="number"&&a[b]<h[c]&&(h[c]=a[b],l[c]=a)})}));if(e)for(b=j.length;b--;)(j[b].clientX!==l[1].clientX||j[b].series.noSharedTooltip)&&j.splice(b,1);if(l[0]&&(l[0]!==this.prevKDPoint||d&&d.isHidden))if(e&&!l[0].series.noSharedTooltip)j.length&&d&&d.refresh(j,a),o(j,function(b){b.onMouseOver(a,b!==(g&&g.directTouch&&f||l[0]))}),this.prevKDPoint=l[1];else{d&&d.refresh(l[0],a);if(!g||!g.directTouch)l[0].onMouseOver(a);this.prevKDPoint=l[0]}else c=g&&g.tooltipOptions.followPointer,d&&c&&!d.isHidden&&(c=d.getAnchor([{}],a),d.updatePosition({plotX:c[0],plotY:c[1]}));if(!this._onDocumentMouseMove)this._onDocumentMouseMove=function(a){if(S[ea])S[ea].pointer.onDocumentMouseMove(a)},M(y,"mousemove",this._onDocumentMouseMove);o(e?j:[p(l[1],f)],function(b){var c=b&&b.series;c&&o(["xAxis","yAxis","colorAxis"],function(d){c[d]&&c[d].drawCrosshair(a,b)})})},reset:function(a,b){var c=this.chart,d=c.hoverSeries,e=c.hoverPoint,f=c.hoverPoints,g=c.tooltip,h=g&&g.shared?f:e;(a=a&&g&&h)&&o(ta(h),function(b){b.plotX===void 0&&(a=!1)});if(a)g.refresh(h),e&&(e.setState(e.state,!0),o(c.axes,function(a){p(a.options.crosshair&&a.options.crosshair.snap,!0)?a.drawCrosshair(null,e):a.hideCrosshair()}));else{if(e)e.onMouseOut();f&&o(f,function(a){a.setState()});if(d)d.onMouseOut();g&&g.hide(b);if(this._onDocumentMouseMove)V(y,"mousemove",this._onDocumentMouseMove),this._onDocumentMouseMove=null;o(c.axes,function(a){a.hideCrosshair()});this.hoverX=c.hoverPoints=c.hoverPoint=null}},scaleGroups:function(a,b){var c=this.chart,d;o(c.series,function(e){d=a||e.getPlotBox();e.xAxis&&e.xAxis.zoomEnabled&&(e.group.attr(d),e.markerGroup&&(e.markerGroup.attr(d),e.markerGroup.clip(b?c.clipRect:null)),e.dataLabelsGroup&&e.dataLabelsGroup.attr(d))});c.clipRect.attr(b||c.clipBox)},dragStart:function(a){var b=this.chart;b.mouseIsDown=a.type;b.cancelClick=!1;b.mouseDownX=this.mouseDownX=a.chartX;b.mouseDownY=this.mouseDownY=a.chartY},drag:function(a){var b=this.chart,c=b.options.chart,d=a.chartX,e=a.chartY,f=this.zoomHor,g=this.zoomVert,h=b.plotLeft,i=b.plotTop,k=b.plotWidth,j=b.plotHeight,l,m=this.selectionMarker,n=this.mouseDownX,r=this.mouseDownY,s=c.panKey&&a[c.panKey+"Key"];if(!m||!m.touch)if(d<h?d=h:d>h+k&&(d=h+k),e<i?e=i:e>i+j&&(e=i+j),this.hasDragged=Math.sqrt(Math.pow(n-d,2)+Math.pow(r-e,2)),this.hasDragged>10){l=b.isInsidePlot(n-h,r-i);if(b.hasCartesianSeries&&(this.zoomX||this.zoomY)&&l&&!s&&!m)this.selectionMarker=m=b.renderer.rect(h,i,f?1:k,g?1:j,0).attr({fill:c.selectionMarkerFill||"rgba(69,114,167,0.25)",zIndex:7}).add();m&&f&&(d-=n,m.attr({width:P(d),x:(d>0?0:d)+n}));m&&g&&(d=e-r,m.attr({height:P(d),y:(d>0?0:d)+r}));l&&!m&&c.panning&&b.pan(a,c.panning)}},drop:function(a){var b=this,c=this.chart,d=this.hasPinched;if(this.selectionMarker){var e={originalEvent:a,xAxis:[],yAxis:[]},f=this.selectionMarker,g=f.attr?f.attr("x"):f.x,h=f.attr?f.attr("y"):f.y,i=f.attr?f.attr("width"):f.width,k=f.attr?f.attr("height"):f.height,j;if(this.hasDragged||d)o(c.axes,function(c){if(c.zoomEnabled&&q(c.min)&&(d||b[{xAxis:"zoomX",yAxis:"zoomY"}[c.coll]])){var f=c.horiz,n=a.type==="touchend"?c.minPixelPadding:0,r=c.toValue((f?g:h)+n),f=c.toValue((f?g+i:h+k)-n);e[c.coll].push({axis:c,min:F(r,f),max:t(r,f)});j=!0}}),j&&H(c,"selection",e,function(a){c.zoom(u(a,d?{animation:!1}:null))});this.selectionMarker=this.selectionMarker.destroy();d&&this.scaleGroups()}if(c)L(c.container,{cursor:c._cursor}),c.cancelClick=this.hasDragged>10,c.mouseIsDown=this.hasDragged=this.hasPinched=!1,this.pinchDown=[]},onContainerMouseDown:function(a){a=this.normalize(a);a.preventDefault&&a.preventDefault();this.dragStart(a)},onDocumentMouseUp:function(a){S[ea]&&S[ea].pointer.drop(a)},onDocumentMouseMove:function(a){var b=this.chart,c=this.chartPosition,a=this.normalize(a,c);c&&!this.inClass(a.target,"highcharts-tracker")&&!b.isInsidePlot(a.chartX-b.plotLeft,a.chartY-b.plotTop)&&this.reset()},onContainerMouseLeave:function(a){var b=S[ea];if(b&&(a.relatedTarget||a.toElement))b.pointer.reset(),b.pointer.chartPosition=null},onContainerMouseMove:function(a){var b=this.chart;if(!q(ea)||!S[ea]||!S[ea].mouseIsDown)ea=b.index;a=this.normalize(a);a.returnValue=!1;b.mouseIsDown==="mousedown"&&this.drag(a);(this.inClass(a.target,"highcharts-tracker")||b.isInsidePlot(a.chartX-b.plotLeft,a.chartY-b.plotTop))&&!b.openMenu&&this.runPointActions(a)},inClass:function(a,b){for(var c;a;){if(c=K(a,"class")){if(c.indexOf(b)!==-1)return!0;if(c.indexOf("highcharts-container")!==-1)return!1}a=a.parentNode}},onTrackerMouseOut:function(a){var b=this.chart.hoverSeries,a=a.relatedTarget||a.toElement;if(b&&a&&!b.options.stickyTracking&&!this.inClass(a,"highcharts-tooltip")&&!this.inClass(a,"highcharts-series-"+b.index))b.onMouseOut()},onContainerClick:function(a){var b=this.chart,c=b.hoverPoint,d=b.plotLeft,e=b.plotTop,a=this.normalize(a);b.cancelClick||(c&&this.inClass(a.target,"highcharts-tracker")?(H(c.series,"click",u(a,{point:c})),b.hoverPoint&&c.firePointEvent("click",a)):(u(a,this.getCoordinates(a)),b.isInsidePlot(a.chartX-d,a.chartY-e)&&H(b,"click",a)))},setDOMEvents:function(){var a=this,b=a.chart.container;b.onmousedown=function(b){a.onContainerMouseDown(b)};b.onmousemove=function(b){a.onContainerMouseMove(b)};b.onclick=function(b){a.onContainerClick(b)};M(b,"mouseleave",a.onContainerMouseLeave);eb===1&&M(y,"mouseup",a.onDocumentMouseUp);if(db)b.ontouchstart=function(b){a.onContainerTouchStart(b)},b.ontouchmove=function(b){a.onContainerTouchMove(b)},eb===1&&M(y,"touchend",a.onDocumentTouchEnd)},destroy:function(){var a;V(this.chart.container,"mouseleave",this.onContainerMouseLeave);eb||(V(y,"mouseup",this.onDocumentMouseUp),V(y,"touchend",this.onDocumentTouchEnd));clearInterval(this.tooltipTimeout);for(a in this)this[a]=null}};u(B.Pointer.prototype,{pinchTranslate:function(a,b,c,d,e,f){(this.zoomHor||this.pinchHor)&&this.pinchTranslateDirection(!0,a,b,c,d,e,f);(this.zoomVert||this.pinchVert)&&this.pinchTranslateDirection(!1,a,b,c,d,e,f)},pinchTranslateDirection:function(a,b,c,d,e,f,g,h){var i=this.chart,k=a?"x":"y",j=a?"X":"Y",l="chart"+j,m=a?"width":"height",n=i["plot"+(a?"Left":"Top")],r,s,p=h||1,o=i.inverted,x=i.bounds[a?"h":"v"],w=b.length===1,q=b[0][l],t=c[0][l],u=!w&&b[1][l],A=!w&&c[1][l],B,c=function(){!w&&P(q-u)>20&&(p=h||P(t-A)/P(q-u));s=(n-t)/p+q;r=i["plot"+(a?"Width":"Height")]/p};c();b=s;b<x.min?(b=x.min,B=!0):b+r>x.max&&(b=x.max-r,B=!0);B?(t-=0.8*(t-g[k][0]),w||(A-=0.8*(A-g[k][1])),c()):g[k]=[t,A];o||(f[k]=s-n,f[m]=r);f=o?1/p:p;e[m]=r;e[k]=b;d[o?a?"scaleY":"scaleX":"scale"+j]=p;d["translate"+j]=f*n+(t-f*q)},pinch:function(a){var b=this,c=b.chart,d=b.pinchDown,e=a.touches,f=e.length,g=b.lastValidTouch,h=b.hasZoom,i=b.selectionMarker,k={},j=f===1&&(b.inClass(a.target,"highcharts-tracker")&&c.runTrackerClick||b.runChartClick),l={};if(f>1)b.initiated=!0;h&&b.initiated&&!j&&a.preventDefault();Ba(e,function(a){return b.normalize(a)});if(a.type==="touchstart")o(e,function(a,b){d[b]={chartX:a.chartX,chartY:a.chartY}}),g.x=[d[0].chartX,d[1]&&d[1].chartX],g.y=[d[0].chartY,d[1]&&d[1].chartY],o(c.axes,function(a){if(a.zoomEnabled){var b=c.bounds[a.horiz?"h":"v"],d=a.minPixelPadding,e=a.toPixels(p(a.options.min,a.dataMin)),f=a.toPixels(p(a.options.max,a.dataMax)),g=F(e,f),e=t(e,f);b.min=F(a.pos,g-d);b.max=t(a.pos+a.len,e+d)}}),b.res=!0;else if(d.length){if(!i)b.selectionMarker=i=u({destroy:Aa,touch:!0},c.plotBox);b.pinchTranslate(d,e,k,i,l,g);b.hasPinched=h;b.scaleGroups(k,l);if(!h&&b.followTouchMove&&f===1)this.runPointActions(b.normalize(a));else if(b.res)b.res=!1,this.reset(!1,0)}},touch:function(a,b){var c=this.chart;ea=c.index;a.touches.length===1?(a=this.normalize(a),c.isInsidePlot(a.chartX-c.plotLeft,a.chartY-c.plotTop)&&!c.openMenu?(b&&this.runPointActions(a),this.pinch(a)):b&&this.reset()):a.touches.length===2&&this.pinch(a)},onContainerTouchStart:function(a){this.touch(a,!0)},onContainerTouchMove:function(a){this.touch(a)},onDocumentTouchEnd:function(a){S[ea]&&S[ea].pointer.drop(a)}});if(E.PointerEvent||E.MSPointerEvent){var va={},Db=!!E.PointerEvent,Sb=function(){var a,b=[];b.item=function(a){return this[a]};for(a in va)va.hasOwnProperty(a)&&b.push({pageX:va[a].pageX,pageY:va[a].pageY,target:va[a].target});return b},Eb=function(a,b,c,d){if((a.pointerType==="touch"||a.pointerType===a.MSPOINTER_TYPE_TOUCH)&&S[ea])d(a),d=S[ea].pointer,d[b]({type:c,target:a.currentTarget,preventDefault:Aa,touches:Sb()})};u(Xa.prototype,{onContainerPointerDown:function(a){Eb(a,"onContainerTouchStart","touchstart",function(a){va[a.pointerId]={pageX:a.pageX,pageY:a.pageY,target:a.currentTarget}})},onContainerPointerMove:function(a){Eb(a,"onContainerTouchMove","touchmove",function(a){va[a.pointerId]={pageX:a.pageX,pageY:a.pageY};if(!va[a.pointerId].target)va[a.pointerId].target=a.currentTarget})},onDocumentPointerUp:function(a){Eb(a,"onDocumentTouchEnd","touchend",function(a){delete va[a.pointerId]})},batchMSEvents:function(a){a(this.chart.container,Db?"pointerdown":"MSPointerDown",this.onContainerPointerDown);a(this.chart.container,Db?"pointermove":"MSPointerMove",this.onContainerPointerMove);a(y,Db?"pointerup":"MSPointerUp",this.onDocumentPointerUp)}});fb(Xa.prototype,"init",function(a,b,c){a.call(this,b,c);this.hasZoom&&L(b.container,{"-ms-touch-action":"none","touch-action":"none"})});fb(Xa.prototype,"setDOMEvents",function(a){a.apply(this);(this.hasZoom||this.followTouchMove)&&this.batchMSEvents(M)});fb(Xa.prototype,"destroy",function(a){this.batchMSEvents(V);a.call(this)})}var ob=B.Legend=function(a,b){this.init(a,b)};ob.prototype={init:function(a,b){var c=this,d=b.itemStyle,e=b.itemMarginTop||0;this.options=b;if(b.enabled)c.itemStyle=d,c.itemHiddenStyle=D(d,b.itemHiddenStyle),c.itemMarginTop=e,c.padding=d=p(b.padding,8),c.initialItemX=d,c.initialItemY=d-5,c.maxItemWidth=0,c.chart=a,c.itemHeight=0,c.symbolWidth=p(b.symbolWidth,16),c.pages=[],c.render(),M(c.chart,"endResize",function(){c.positionCheckboxes()})},colorizeItem:function(a,b){var c=this.options,d=a.legendItem,e=a.legendLine,f=a.legendSymbol,g=this.itemHiddenStyle.color,c=b?c.itemStyle.color:g,h=b?a.legendColor||a.color||"#CCC":g,g=a.options&&a.options.marker,i={fill:h},k;d&&d.css({fill:c,color:c});e&&e.attr({stroke:h});if(f){if(g&&f.isMarker)for(k in i.stroke=h,g=a.convertAttribs(g),g)d=g[k],d!==z&&(i[k]=d);f.attr(i)}},positionItem:function(a){var b=this.options,c=b.symbolPadding,b=!b.rtl,d=a._legendItemPos,e=d[0],d=d[1],f=a.checkbox;(a=a.legendGroup)&&a.element&&a.translate(b?e:this.legendWidth-e-2*c-4,d);if(f)f.x=e,f.y=d},destroyItem:function(a){var b=a.checkbox;o(["legendItem","legendLine","legendSymbol","legendGroup"],function(b){a[b]&&(a[b]=a[b].destroy())});b&&Ta(a.checkbox)},destroy:function(){var a=this.group,b=this.box;if(b)this.box=b.destroy();if(a)this.group=a.destroy()},positionCheckboxes:function(a){var b=this.group.alignAttr,c,d=this.clipHeight||this.legendHeight,e=this.titleHeight;if(b)c=b.translateY,o(this.allItems,function(f){var g=f.checkbox,h;g&&(h=c+e+g.y+(a||0)+3,L(g,{left:b.translateX+f.checkboxOffset+g.x-20+"px",top:h+"px",display:h>c-6&&h<c+d-6?"":"none"}))})},renderTitle:function(){var a=this.padding,b=this.options.title,c=0;if(b.text){if(!this.title)this.title=this.chart.renderer.label(b.text,a-3,a-4,null,null,null,null,null,"legend-title").attr({zIndex:1}).css(b.style).add(this.group);a=this.title.getBBox();c=a.height;this.offsetWidth=a.width;this.contentGroup.attr({translateY:c})}this.titleHeight=c},setText:function(a){var b=this.options;a.legendItem.attr({text:b.labelFormat?Ka(b.labelFormat,a):b.labelFormatter.call(a)})},renderItem:function(a){var b=this.chart,c=b.renderer,d=this.options,e=d.layout==="horizontal",f=this.symbolWidth,g=d.symbolPadding,h=this.itemStyle,i=this.itemHiddenStyle,k=this.padding,j=e?p(d.itemDistance,20):0,l=!d.rtl,m=d.width,n=d.itemMarginBottom||0,r=this.itemMarginTop,s=this.initialItemX,o=a.legendItem,v=a.series&&a.series.drawLegendSymbol?a.series:a,x=v.options,x=this.createCheckboxForItem&&x&&x.showCheckbox,w=d.useHTML;if(!o){a.legendGroup=c.g("legend-item").attr({zIndex:1}).add(this.scrollGroup);a.legendItem=o=c.text("",l?f+g:-g,this.baseline||0,w).css(D(a.visible?h:i)).attr({align:l?"left":"right",zIndex:2}).add(a.legendGroup);if(!this.baseline)this.fontMetrics=c.fontMetrics(h.fontSize,o),this.baseline=this.fontMetrics.f+3+r,o.attr("y",this.baseline);v.drawLegendSymbol(this,a);this.setItemEvents&&this.setItemEvents(a,o,w,h,i);x&&this.createCheckboxForItem(a)}this.colorizeItem(a,a.visible);this.setText(a);c=o.getBBox();f=a.checkboxOffset=d.itemWidth||a.legendItemWidth||f+g+c.width+j+(x?20:0);this.itemHeight=g=A(a.legendItemHeight||c.height);if(e&&this.itemX-s+f>(m||b.chartWidth-2*k-s-d.x))this.itemX=s,this.itemY+=r+this.lastLineHeight+n,this.lastLineHeight=0;this.maxItemWidth=t(this.maxItemWidth,f);this.lastItemY=r+this.itemY+n;this.lastLineHeight=t(g,this.lastLineHeight);a._legendItemPos=[this.itemX,this.itemY];e?this.itemX+=f:(this.itemY+=r+g+n,this.lastLineHeight=g);this.offsetWidth=m||t((e?this.itemX-s-j:f)+k,this.offsetWidth)},getAllItems:function(){var a=[];o(this.chart.series,function(b){var c=b.options;if(p(c.showInLegend,!q(c.linkedTo)?z:!1,!0))a=a.concat(b.legendItems||(c.legendType==="point"?b.data:b))});return a},adjustMargins:function(a,b){var c=this.chart,d=this.options,e=d.align.charAt(0)+d.verticalAlign.charAt(0)+d.layout.charAt(0);this.display&&!d.floating&&o([/(lth|ct|rth)/,/(rtv|rm|rbv)/,/(rbh|cb|lbh)/,/(lbv|lm|ltv)/],function(f,g){f.test(e)&&!q(a[g])&&(c[nb[g]]=t(c[nb[g]],c.legend[(g+1)%2?"legendHeight":"legendWidth"]+[1,-1,-1,1][g]*d[g%2?"x":"y"]+p(d.margin,12)+b[g]))})},render:function(){var a=this,b=a.chart,c=b.renderer,d=a.group,e,f,g,h,i=a.box,k=a.options,j=a.padding,l=k.borderWidth,m=k.backgroundColor;a.itemX=a.initialItemX;a.itemY=a.initialItemY;a.offsetWidth=0;a.lastItemY=0;if(!d)a.group=d=c.g("legend").attr({zIndex:7}).add(),a.contentGroup=c.g().attr({zIndex:1}).add(d),a.scrollGroup=c.g().add(a.contentGroup);a.renderTitle();e=a.getAllItems();ib(e,function(a,b){return(a.options&&a.options.legendIndex||0)-(b.options&&b.options.legendIndex||0)});k.reversed&&e.reverse();a.allItems=e;a.display=f=!!e.length;a.lastLineHeight=0;o(e,function(b){a.renderItem(b)});g=(k.width||a.offsetWidth)+j;h=a.lastItemY+a.lastLineHeight+a.titleHeight;h=a.handleOverflow(h);h+=j;if(l||m){if(i){if(g>0&&h>0)i[i.isNew?"attr":"animate"](i.crisp({width:g,height:h})),i.isNew=!1}else a.box=i=c.rect(0,0,g,h,k.borderRadius,l||0).attr({stroke:k.borderColor,"stroke-width":l||0,fill:m||"none"}).add(d).shadow(k.shadow),i.isNew=!0;i[f?"show":"hide"]()}a.legendWidth=g;a.legendHeight=h;o(e,function(b){a.positionItem(b)});f&&d.align(u({width:g,height:h},k),!0,"spacingBox");b.isResizing||this.positionCheckboxes()},handleOverflow:function(a){var b=this,c=this.chart,d=c.renderer,e=this.options,f=e.y,f=c.spacingBox.height+(e.verticalAlign==="top"?-f:f)-this.padding,g=e.maxHeight,h,i=this.clipRect,k=e.navigation,j=p(k.animation,!0),l=k.arrowSize||12,m=this.nav,n=this.pages,r=this.padding,s,R=this.allItems,v=function(a){i.attr({height:a});if(b.contentGroup.div)b.contentGroup.div.style.clip="rect("+r+"px,9999px,"+(r+a)+"px,0)"};e.layout==="horizontal"&&(f/=2);g&&(f=F(f,g));n.length=0;if(a>f){this.clipHeight=h=t(f-20-this.titleHeight-r,0);this.currentPage=p(this.currentPage,1);this.fullHeight=a;o(R,function(a,b){var c=a._legendItemPos[1],d=A(a.legendItem.getBBox().height),e=n.length;if(!e||c-n[e-1]>h&&(s||c)!==n[e-1])n.push(s||c),e++;b===R.length-1&&c+d-n[e-1]>h&&n.push(c);c!==s&&(s=c)});if(!i)i=b.clipRect=d.clipRect(0,r,9999,0),b.contentGroup.clip(i);v(h);if(!m)this.nav=m=d.g().attr({zIndex:1}).add(this.group),this.up=d.symbol("triangle",0,0,l,l).on("click",function(){b.scroll(-1,j)}).add(m),this.pager=d.text("",15,10).css(k.style).add(m),this.down=d.symbol("triangle-down",0,0,l,l).on("click",function(){b.scroll(1,j)}).add(m);b.scroll(0);a=f}else if(m)v(c.chartHeight),m.hide(),this.scrollGroup.attr({translateY:1}),this.clipHeight=0;return a},scroll:function(a,b){var c=this.pages,d=c.length,e=this.currentPage+a,f=this.clipHeight,g=this.options.navigation,h=g.activeColor,g=g.inactiveColor,i=this.pager,k=this.padding;e>d&&(e=d);if(e>0)b!==z&&Ua(b,this.chart),this.nav.attr({translateX:k,translateY:f+this.padding+7+this.titleHeight,visibility:"visible"}),this.up.attr({fill:e===1?g:h}).css({cursor:e===1?"default":"pointer"}),i.attr({text:e+"/"+d}),this.down.attr({x:18+this.pager.getBBox().width,fill:e===d?g:h}).css({cursor:e===d?"default":"pointer"}),c=-c[e-1]+this.initialItemY,this.scrollGroup.animate({translateY:c}),this.currentPage=e,this.positionCheckboxes(c)}};J=B.LegendSymbolMixin={drawRectangle:function(a,b){var c=a.options.symbolHeight||a.fontMetrics.f;b.legendSymbol=this.chart.renderer.rect(0,a.baseline-c+1,a.symbolWidth,c,a.options.symbolRadius||0).attr({zIndex:3}).add(b.legendGroup)},drawLineMarker:function(a){var 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a=this,b=a.options,c=aa[a.type].marker?b.marker:b,d=c.states,e=d.hover,f,g=a.color,h=a.options.negativeColor;f={stroke:g,fill:g};var i=a.points||[],k,j,l=[],m=a.pointAttrToOptions;k=a.hasPointSpecificOptions;var n=c.lineColor,r=c.fillColor;j=b.turboThreshold;var s=a.zones,t=a.zoneAxis||"y",v;b.marker?(e.radius=e.radius||c.radius+e.radiusPlus,e.lineWidth=e.lineWidth||c.lineWidth+e.lineWidthPlus):(e.color=e.color||ia(e.color||g).brighten(e.brightness).get(),e.negativeColor=e.negativeColor||ia(e.negativeColor||h).brighten(e.brightness).get());l[""]=a.convertAttribs(c,f);o(["hover","select"],function(b){l[b]=a.convertAttribs(d[b],l[""])});a.pointAttr=l;g=i.length;if(!j||g<j||k)for(;g--;){j=i[g];if((c=j.options&&j.options.marker||j.options)&&c.enabled===!1)c.radius=0;if(s.length){k=0;for(f=s[k];j[t]>=f.value;)f=s[++k];j.color=j.fillColor=p(f.color,a.color)}k=b.colorByPoint||j.color;if(j.options)for(v in 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a=this,b=this.options,c=[["graph",b.lineColor||this.color,b.dashStyle]],d=b.lineWidth,e=b.linecap!=="square",f=(this.gappedPath||this.getGraphPath).call(this),g=this.fillGraph&&this.color||"none";o(this.zones,function(d,e){c.push(["zoneGraph"+e,d.color||a.color,d.dashStyle||b.dashStyle])});o(c,function(c,i){var k=c[0],j=a[k];if(j)j.animate({d:f});else if((d||g)&&f.length)j={stroke:c[1],"stroke-width":d,fill:g,zIndex:1},c[2]?j.dashstyle=c[2]:e&&(j["stroke-linecap"]=j["stroke-linejoin"]="round"),a[k]=a.chart.renderer.path(f).attr(j).add(a.group).shadow(i<2&&b.shadow)})},applyZones:function(){var a=this,b=this.chart,c=b.renderer,d=this.zones,e,f,g=this.clips||[],h,i=this.graph,k=this.area,j=t(b.chartWidth,b.chartHeight),l=this[(this.zoneAxis||"y")+"Axis"],m,n=l.reversed,r=b.inverted,s=l.horiz,q,v,x,w=!1;if(d.length&&(i||k)&&l.min!==z)i&&i.hide(),k&&k.hide(),m=l.getExtremes(),o(d,function(d,o){e=n?s?b.plotWidth:0:s?0:l.toPixels(m.min);e=F(t(p(f,e),0),j);f=F(t(A(l.toPixels(p(d.value,m.max),!0)),0),j);w&&(e=f=l.toPixels(m.max));q=Math.abs(e-f);v=F(e,f);x=t(e,f);if(l.isXAxis){if(h={x:r?x:v,y:0,width:q,height:j},!s)h.x=b.plotHeight-h.x}else if(h={x:0,y:r?x:v,width:j,height:q},s)h.y=b.plotWidth-h.y;b.inverted&&c.isVML&&(h=l.isXAxis?{x:0,y:n?v:x,height:h.width,width:b.chartWidth}:{x:h.y-b.plotLeft-b.spacingBox.x,y:0,width:h.height,height:b.chartHeight});g[o]?g[o].animate(h):(g[o]=c.clipRect(h),i&&a["zoneGraph"+o].clip(g[o]),k&&a["zoneArea"+o].clip(g[o]));w=d.value>m.max}),this.clips=g},invertGroups:function(){function a(){var a={width:b.yAxis.len,height:b.xAxis.len};o(["group","markerGroup"],function(c){b[c]&&b[c].attr(a).invert()})}var b=this,c=b.chart;if(b.xAxis)M(c,"resize",a),M(b,"destroy",function(){V(c,"resize",a)}),a(),b.invertGroups=a},plotGroup:function(a,b,c,d,e){var f=this[a],g=!f;g&&(this[a]=f=this.chart.renderer.g(b).attr({zIndex:d||0.1}).add(e),f.addClass("highcharts-series-"+this.index));f.attr({visibility:c})[g?"attr":"animate"](this.getPlotBox());return f},getPlotBox:function(){var a=this.chart,b=this.xAxis,c=this.yAxis;if(a.inverted)b=c,c=this.xAxis;return{translateX:b?b.left:a.plotLeft,translateY:c?c.top:a.plotTop,scaleX:1,scaleY:1}},render:function(){var a=this,b=a.chart,c,d=a.options,e=(c=d.animation)&&!!a.animate&&b.renderer.isSVG&&p(c.duration,500)||0,f=a.visible?"inherit":"hidden",g=d.zIndex,h=a.hasRendered,i=b.seriesGroup;c=a.plotGroup("group","series",f,g,i);a.markerGroup=a.plotGroup("markerGroup","markers",f,g,i);e&&a.animate(!0);a.getAttribs();c.inverted=a.isCartesian?b.inverted:!1;a.drawGraph&&(a.drawGraph(),a.applyZones());o(a.points,function(a){a.redraw&&a.redraw()});a.drawDataLabels&&a.drawDataLabels();a.visible&&a.drawPoints();a.drawTracker&&a.options.enableMouseTracking!==!1&&a.drawTracker();b.inverted&&a.invertGroups();d.clip!==!1&&!a.sharedClipKey&&!h&&c.clip(b.clipRect);e&&a.animate();if(!h)a.animationTimeout=Pa(function(){a.afterAnimate()},e);a.isDirty=a.isDirtyData=!1;a.hasRendered=!0},redraw:function(){var a=this.chart,b=this.isDirtyData,c=this.isDirty,d=this.group,e=this.xAxis,f=this.yAxis;d&&(a.inverted&&d.attr({width:a.plotWidth,height:a.plotHeight}),d.animate({translateX:p(e&&e.left,a.plotLeft),translateY:p(f&&f.top,a.plotTop)}));this.translate();this.render();b&&H(this,"updatedData");(c||b)&&delete this.kdTree},kdDimensions:1,kdAxisArray:["clientX","plotY"],searchPoint:function(a,b){var c=this.xAxis,d=this.yAxis,e=this.chart.inverted;return this.searchKDTree({clientX:e?c.len-a.chartY+c.pos:a.chartX-c.pos,plotY:e?d.len-a.chartX+d.pos:a.chartY-d.pos},b)},buildKDTree:function(){function a(c,e,f){var g,h;if(h=c&&c.length)return g=b.kdAxisArray[e%f],c.sort(function(a,b){return a[g]-b[g]}),h=Math.floor(h/2),{point:c[h],left:a(c.slice(0,h),e+1,f),right:a(c.slice(h+1),e+1,f)}}var b=this,c=b.kdDimensions;delete b.kdTree;Pa(function(){b.kdTree=a(b.getValidPoints(),c,c)},b.options.kdNow?0:1)},searchKDTree:function(a,b){function c(a,b,k,j){var l=b.point,m=d.kdAxisArray[k%j],n,p,o=l;p=q(a[e])&&q(l[e])?Math.pow(a[e]-l[e],2):null;n=q(a[f])&&q(l[f])?Math.pow(a[f]-l[f],2):null;n=(p||0)+(n||0);l.dist=q(n)?Math.sqrt(n):Number.MAX_VALUE;l.distX=q(p)?Math.sqrt(p):Number.MAX_VALUE;m=a[m]-l[m];n=m<0?"left":"right";p=m<0?"right":"left";b[n]&&(n=c(a,b[n],k+1,j),o=n[g]<o[g]?n:l);b[p]&&Math.sqrt(m*m)<o[g]&&(a=c(a,b[p],k+1,j),o=a[g]<o[g]?a:o);return o}var d=this,e=this.kdAxisArray[0],f=this.kdAxisArray[1],g=b?"distX":"dist";this.kdTree||this.buildKDTree();if(this.kdTree)return c(a,this.kdTree,this.kdDimensions,this.kdDimensions)}};Kb.prototype={destroy:function(){Sa(this,this.axis)},render:function(a){var b=this.options,c=b.format,c=c?Ka(c,this):b.formatter.call(this);this.label?this.label.attr({text:c,visibility:"hidden"}):this.label=this.axis.chart.renderer.text(c,null,null,b.useHTML).css(b.style).attr({align:this.textAlign,rotation:b.rotation,visibility:"hidden"}).add(a)},setOffset:function(a,b){var c=this.axis,d=c.chart,e=d.inverted,f=c.reversed,f=this.isNegative&&!f||!this.isNegative&&f,g=c.translate(c.usePercentage?100:this.total,0,0,0,1),c=c.translate(0),c=P(g-c),h=d.xAxis[0].translate(this.x)+a,i=d.plotHeight,f={x:e?f?g:g-c:h,y:e?i-h-b:f?i-g-c:i-g,width:e?c:b,height:e?b:c};if(e=this.label)e.align(this.alignOptions,null,f),f=e.alignAttr,e[this.options.crop===!1||d.isInsidePlot(f.x,f.y)?"show":"hide"](!0)}};hb.prototype.getStacks=function(){var a=this;o(a.yAxis,function(a){if(a.stacks&&a.hasVisibleSeries)a.oldStacks=a.stacks});o(a.series,function(b){if(b.options.stacking&&(b.visible===!0||a.options.chart.ignoreHiddenSeries===!1))b.stackKey=b.type+p(b.options.stack,"")})};ka.prototype.buildStacks=function(){var a=this.series,b,c=p(this.options.reversedStacks,!0),d=a.length,e;if(!this.isXAxis){this.usePercentage=!1;for(e=d;e--;)a[c?e:d-e-1].setStackedPoints();for(e=d;e--;)b=a[c?e:d-e-1],b.setStackCliffs&&b.setStackCliffs();if(this.usePercentage)for(e=0;e<d;e++)a[e].setPercentStacks()}};ka.prototype.renderStackTotals=function(){var a=this.chart,b=a.renderer,c=this.stacks,d,e,f=this.stackTotalGroup;if(!f)this.stackTotalGroup=f=b.g("stack-labels").attr({visibility:"visible",zIndex:6}).add();f.translate(a.plotLeft,a.plotTop);for(d in c)for(e in a=c[d],a)a[e].render(f)};ka.prototype.resetStacks=function(){var a=this.stacks,b,c;if(!this.isXAxis)for(b in a)for(c in a[b])a[b][c].touched<this.stacksTouched?(a[b][c].destroy(),delete a[b][c]):(a[b][c].total=null,a[b][c].cum=0)};ka.prototype.cleanStacks=function(){var a,b,c;if(!this.isXAxis){if(this.oldStacks)a=this.stacks=this.oldStacks;for(b in a)for(c in a[b])a[b][c].cum=a[b][c].total}};Q.prototype.setStackedPoints=function(){if(this.options.stacking&&!(this.visible!==!0&&this.chart.options.chart.ignoreHiddenSeries!==!1)){var a=this.processedXData,b=this.processedYData,c=[],d=b.length,e=this.options,f=e.threshold,g=e.startFromThreshold?f:0,h=e.stack,e=e.stacking,i=this.stackKey,k="-"+i,j=this.negStacks,l=this.yAxis,m=l.stacks,n=l.oldStacks,o,s,q,v,x,w,u;l.stacksTouched+=1;for(x=0;x<d;x++){w=a[x];u=b[x];o=this.getStackIndicator(o,w,this.index);v=o.key;q=(s=j&&u<(g?0:f))?k:i;m[q]||(m[q]={});if(!m[q][w])n[q]&&n[q][w]?(m[q][w]=n[q][w],m[q][w].total=null):m[q][w]=new Kb(l,l.options.stackLabels,s,w,h);q=m[q][w];if(u!==null)q.points[v]=q.points[this.index]=[p(q.cum,g)],q.touched=l.stacksTouched,o.index>0&&this.singleStacks===!1&&(q.points[v][0]=q.points[this.index+","+w+",0"][0]);e==="percent"?(s=s?i:k,j&&m[s]&&m[s][w]?(s=m[s][w],q.total=s.total=t(s.total,q.total)+P(u)||0):q.total=fa(q.total+(P(u)||0))):q.total=fa(q.total+(u||0));q.cum=p(q.cum,g)+(u||0);u!==null&&q.points[v].push(q.cum);c[x]=q.cum}if(e==="percent")l.usePercentage=!0;this.stackedYData=c;l.oldStacks={}}};Q.prototype.setPercentStacks=function(){var a=this,b=a.stackKey,c=a.yAxis.stacks,d=a.processedXData,e;o([b,"-"+b],function(b){var f;for(var g=d.length,h,i;g--;)if(h=d[g],e=a.getStackIndicator(e,h,a.index),f=(i=c[b]&&c[b][h])&&i.points[e.key],h=f)i=i.total?100/i.total:0,h[0]=fa(h[0]*i),h[1]=fa(h[1]*i),a.stackedYData[g]=h[1]})};Q.prototype.getStackIndicator=function(a,b,c){!q(a)||a.x!==b?a={x:b,index:0}:a.index++;a.key=[c,b,a.index].join(",");return a};u(hb.prototype,{addSeries:function(a,b,c){var d,e=this;a&&(b=p(b,!0),H(e,"addSeries",{options:a},function(){d=e.initSeries(a);e.isDirtyLegend=!0;e.linkSeries();b&&e.redraw(c)}));return d},addAxis:function(a,b,c,d){var e=b?"xAxis":"yAxis",f=this.options;new ka(this,D(a,{index:this[e].length,isX:b}));f[e]=ta(f[e]||{});f[e].push(a);p(c,!0)&&this.redraw(d)},showLoading:function(a){var b=this,c=b.options,d=b.loadingDiv,e=c.loading,f=function(){d&&L(d,{left:b.plotLeft+"px",top:b.plotTop+"px",width:b.plotWidth+"px",height:b.plotHeight+"px"})};if(!d)b.loadingDiv=d=Z(La,{className:"highcharts-loading"},u(e.style,{zIndex:10,display:"none"}),b.container),b.loadingSpan=Z("span",null,e.labelStyle,d),M(b,"redraw",f);b.loadingSpan.innerHTML=a||c.lang.loading;if(!b.loadingShown)L(d,{opacity:0,display:""}),Wa(d,{opacity:e.style.opacity},{duration:e.showDuration||0}),b.loadingShown=!0;f()},hideLoading:function(){var a=this.options,b=this.loadingDiv;b&&Wa(b,{opacity:0},{duration:a.loading.hideDuration||100,complete:function(){L(b,{display:"none"})}});this.loadingShown=!1}});u(Ha.prototype,{update:function(a,b,c,d){function e(){f.applyOptions(a);if(f.y===null&&h)f.graphic=h.destroy();if(Y(a)&&!Ia(a))f.redraw=function(){if(h&&h.element&&a&&a.marker&&a.marker.symbol)f.graphic=h.destroy();if(a&&a.dataLabels&&f.dataLabel)f.dataLabel=f.dataLabel.destroy();f.redraw=null};i=f.index;g.updateParallelArrays(f,i);if(l&&f.name)l[f.x]=f.name;j.data[i]=Y(j.data[i])?f.options:a;g.isDirty=g.isDirtyData=!0;if(!g.fixedBox&&g.hasCartesianSeries)k.isDirtyBox=!0;if(j.legendType==="point")k.isDirtyLegend=!0;b&&k.redraw(c)}var f=this,g=f.series,h=f.graphic,i,k=g.chart,j=g.options,l=g.xAxis&&g.xAxis.names,b=p(b,!0);d===!1?e():f.firePointEvent("update",{options:a},e)},remove:function(a,b){this.series.removePoint(sa(this,this.series.data),a,b)}});u(Q.prototype,{addPoint:function(a,b,c,d){var e=this,f=e.options,g=e.data,h=e.graph,i=e.area,k=e.chart,j=e.xAxis&&e.xAxis.names,l=h&&h.shift||0,m=["graph","area"],h=f.data,n,r=e.xData;Ua(d,k);if(c){for(d=e.zones.length;d--;)m.push("zoneGraph"+d,"zoneArea"+d);o(m,function(a){if(e[a])e[a].shift=l+(f.step?2:1)})}if(i)i.isArea=!0;b=p(b,!0);i={series:e};e.pointClass.prototype.applyOptions.apply(i,[a]);m=i.x;d=r.length;if(e.requireSorting&&m<r[d-1])for(n=!0;d&&r[d-1]>m;)d--;e.updateParallelArrays(i,"splice",d,0,0);e.updateParallelArrays(i,d);if(j&&i.name)j[m]=i.name;h.splice(d,0,a);n&&(e.data.splice(d,0,null),e.processData());f.legendType==="point"&&e.generatePoints();c&&(g[0]&&g[0].remove?g[0].remove(!1):(g.shift(),e.updateParallelArrays(i,"shift"),h.shift()));e.isDirty=!0;e.isDirtyData=!0;b&&(e.getAttribs(),k.redraw())},removePoint:function(a,b,c){var d=this,e=d.data,f=e[a],g=d.points,h=d.chart,i=function(){g&&g.length===e.length&&g.splice(a,1);e.splice(a,1);d.options.data.splice(a,1);d.updateParallelArrays(f||{series:d},"splice",a,1);f&&f.destroy();d.isDirty=!0;d.isDirtyData=!0;b&&h.redraw()};Ua(c,h);b=p(b,!0);f?f.firePointEvent("remove",null,i):i()},remove:function(a,b){var c=this,d=c.chart;H(c,"remove",null,function(){c.destroy();d.isDirtyLegend=d.isDirtyBox=!0;d.linkSeries();p(a,!0)&&d.redraw(b)})},update:function(a,b){var c=this,d=this.chart,e=this.userOptions,f=this.type,g=I[f].prototype,h=["group","markerGroup","dataLabelsGroup"],i;if(a.type&&a.type!==f||a.zIndex!==void 0)h.length=0;o(h,function(a){h[a]=c[a];delete c[a]});a=D(e,{animation:!1,index:this.index,pointStart:this.xData[0]},{data:this.options.data},a);this.remove(!1);for(i in g)this[i]=z;u(this,I[a.type||f].prototype);o(h,function(a){c[a]=h[a]});this.init(d,a);d.linkSeries();p(b,!0)&&d.redraw(!1)}});u(ka.prototype,{update:function(a,b){var c=this.chart,a=c.options[this.coll][this.options.index]=D(this.userOptions,a);this.destroy(!0);this._addedPlotLB=this.chart._labelPanes=z;this.init(c,u(a,{events:z}));c.isDirtyBox=!0;p(b,!0)&&c.redraw()},remove:function(a){for(var b=this.chart,c=this.coll,d=this.series,e=d.length;e--;)d[e]&&d[e].remove(!1);oa(b.axes,this);oa(b[c],this);b.options[c].splice(this.options.index,1);o(b[c],function(a,b){a.options.index=b});this.destroy();b.isDirtyBox=!0;p(a,!0)&&b.redraw()},setTitle:function(a,b){this.update({title:a},b)},setCategories:function(a,b){this.update({categories:a},b)}});var wa=pa(Q);I.line=wa;aa.area=D(da,{softThreshold:!1,threshold:0});var la=pa(Q,{type:"area",singleStacks:!1,getStackPoints:function(){var a=[],b=[],c=this.xAxis,d=this.yAxis,e=d.stacks[this.stackKey],f={},g=this.points,h=this.index,i=d.series,k=i.length,j,l=p(d.options.reversedStacks,!0)?1:-1,m,n;if(this.options.stacking){for(m=0;m<g.length;m++)f[g[m].x]=g[m];for(n in e)e[n].total!==null&&b.push(+n);b.sort(function(a,b){return a-b});j=Ba(i,function(){return this.visible});o(b,function(g,i){var n=0,p,q;if(f[g]&&!f[g].isNull)a.push(f[g]),o([-1,1],function(a){var c=a===1?"rightNull":"leftNull",d=0,n=e[b[i+a]];if(n)for(m=h;m>=0&&m<k;)p=n.points[m],p||(m===h?f[g][c]=!0:j[m]&&(q=e[g].points[m])&&(d-=q[1]-q[0])),m+=l;f[g][a===1?"rightCliff":"leftCliff"]=d});else{for(m=h;m>=0&&m<k;){if(p=e[g].points[m]){n=p[1];break}m+=l}n=d.toPixels(n,!0);a.push({isNull:!0,plotX:c.toPixels(g,!0),plotY:n,yBottom:n})}})}return a},getGraphPath:function(a){var b=Q.prototype.getGraphPath,c=this.options,d=c.stacking,e=this.yAxis,f,g,h=[],i=[],k=this.index,j,l=e.stacks[this.stackKey],m=c.threshold,n=e.getThreshold(c.threshold),o,c=c.connectNulls||d==="percent",s=function(b,c,f){var g=a[b],b=d&&l[g.x].points[k],p=g[f+"Null"]||0,f=g[f+"Cliff"]||0,o,r,g=!0;f||p?(o=(p?b[0]:b[1])+f,r=b[0]+f,g=!!p):!d&&a[c]&&a[c].isNull&&(o=r=m);o!==void 0&&(i.push({plotX:j,plotY:o===null?n:e.toPixels(o,!0),isNull:g}),h.push({plotX:j,plotY:r===null?n:e.toPixels(r,!0)}))},a=a||this.points;d&&(a=this.getStackPoints());for(f=0;f<a.length;f++)if(g=a[f].isNull,j=p(a[f].rectPlotX,a[f].plotX),o=p(a[f].yBottom,n),!g||c){c||s(f,f-1,"left");if(!g||d||!c)i.push(a[f]),h.push({x:f,plotX:j,plotY:o});c||s(f,f+1,"right")}f=b.call(this,i,!0,!0);h.reversed=!0;g=b.call(this,h,!0,!0);g.length&&(g[0]="L");f=f.concat(g);b=b.call(this,i,!1,c);this.areaPath=f;return b},drawGraph:function(){this.areaPath=[];Q.prototype.drawGraph.apply(this);var a=this,b=this.areaPath,c=this.options,d=[["area",this.color,c.fillColor]];o(this.zones,function(b,f){d.push(["zoneArea"+f,b.color||a.color,b.fillColor||c.fillColor])});o(d,function(d){var f=d[0],g=a[f];g?g.animate({d:b}):(g={fill:d[2]||d[1],zIndex:0},d[2]||(g["fill-opacity"]=p(c.fillOpacity,0.75)),a[f]=a.chart.renderer.path(b).attr(g).add(a.group))})},drawLegendSymbol:J.drawRectangle});I.area=la;aa.spline=D(da);wa=pa(Q,{type:"spline",getPointSpline:function(a,b,c){var d=b.plotX,e=b.plotY,f=a[c-1],c=a[c+1],g,h,i,k;if(f&&!f.isNull&&c&&!c.isNull){a=f.plotY;i=c.plotX;var c=c.plotY,j=0;g=(1.5*d+f.plotX)/2.5;h=(1.5*e+a)/2.5;i=(1.5*d+i)/2.5;k=(1.5*e+c)/2.5;i!==g&&(j=(k-h)*(i-d)/(i-g)+e-k);h+=j;k+=j;h>a&&h>e?(h=t(a,e),k=2*e-h):h<a&&h<e&&(h=F(a,e),k=2*e-h);k>c&&k>e?(k=t(c,e),h=2*e-k):k<c&&k<e&&(k=F(c,e),h=2*e-k);b.rightContX=i;b.rightContY=k}b=["C",p(f.rightContX,f.plotX),p(f.rightContY,f.plotY),p(g,d),p(h,e),d,e];f.rightContX=f.rightContY=null;return b}});I.spline=wa;aa.areaspline=D(aa.area);la=la.prototype;wa=pa(wa,{type:"areaspline",getStackPoints:la.getStackPoints,getGraphPath:la.getGraphPath,setStackCliffs:la.setStackCliffs,drawGraph:la.drawGraph,drawLegendSymbol:J.drawRectangle});I.areaspline=wa;aa.column=D(da,{borderColor:"#FFFFFF",borderRadius:0,groupPadding:0.2,marker:null,pointPadding:0.1,minPointLength:0,cropThreshold:50,pointRange:null,states:{hover:{brightness:0.1,shadow:!1,halo:!1},select:{color:"#C0C0C0",borderColor:"#000000",shadow:!1}},dataLabels:{align:null,verticalAlign:null,y:null},softThreshold:!1,startFromThreshold:!0,stickyTracking:!1,tooltip:{distance:6},threshold:0});wa=pa(Q,{type:"column",pointAttrToOptions:{stroke:"borderColor",fill:"color",r:"borderRadius"},cropShoulder:0,directTouch:!0,trackerGroups:["group","dataLabelsGroup"],negStacks:!0,init:function(){Q.prototype.init.apply(this,arguments);var a=this,b=a.chart;b.hasRendered&&o(b.series,function(b){if(b.type===a.type)b.isDirty=!0})},getColumnMetrics:function(){var a=this,b=a.options,c=a.xAxis,d=a.yAxis,e=c.reversed,f,g={},h=0;b.grouping===!1?h=1:o(a.chart.series,function(b){var c=b.options,e=b.yAxis,i;if(b.type===a.type&&b.visible&&d.len===e.len&&d.pos===e.pos)c.stacking?(f=b.stackKey,g[f]===z&&(g[f]=h++),i=g[f]):c.grouping!==!1&&(i=h++),b.columnIndex=i});var i=F(P(c.transA)*(c.ordinalSlope||b.pointRange||c.closestPointRange||c.tickInterval||1),c.len),k=i*b.groupPadding,j=(i-2*k)/h,b=F(b.maxPointWidth||c.len,p(b.pointWidth,j*(1-2*b.pointPadding)));a.columnMetrics={width:b,offset:(j-b)/2+(k+((a.columnIndex||0)+(e?1:0))*j-i/2)*(e?-1:1)};return a.columnMetrics},crispCol:function(a,b,c,d){var e=this.chart,f=this.borderWidth,g=-(f%2?0.5:0),f=f%2?0.5:1;e.inverted&&e.renderer.isVML&&(f+=1);c=Math.round(a+c)+g;a=Math.round(a)+g;c-=a;d=Math.round(b+d)+f;g=P(b)<=0.5&&d>0.5;b=Math.round(b)+f;d-=b;g&&(b-=1,d+=1);return{x:a,y:b,width:c,height:d}},translate:function(){var a=this,b=a.chart,c=a.options,d=a.borderWidth=p(c.borderWidth,a.closestPointRange*a.xAxis.transA<2?0:1),e=a.yAxis,f=a.translatedThreshold=e.getThreshold(c.threshold),g=p(c.minPointLength,5),h=a.getColumnMetrics(),i=h.width,k=a.barW=t(i,1+2*d),j=a.pointXOffset=h.offset;b.inverted&&(f-=0.5);c.pointPadding&&(k=ua(k));Q.prototype.translate.apply(a);o(a.points,function(c){var d=F(p(c.yBottom,f),9E4),h=999+P(d),h=F(t(-h,c.plotY),e.len+h),o=c.plotX+j,s=k,q=F(h,d),v,u=t(h,d)-q;P(u)<g&&g&&(u=g,v=!e.reversed&&!c.negative||e.reversed&&c.negative,q=P(q-f)>g?d-g:f-(v?g:0));c.barX=o;c.pointWidth=i;c.tooltipPos=b.inverted?[e.len+e.pos-b.plotLeft-h,a.xAxis.len-o-s/2,u]:[o+s/2,h+e.pos-b.plotTop,u];c.shapeType="rect";c.shapeArgs=a.crispCol(o,q,s,u)})},getSymbol:Aa,drawLegendSymbol:J.drawRectangle,drawGraph:Aa,drawPoints:function(){var a=this,b=this.chart,c=a.options,d=b.renderer,e=c.animationLimit||250,f,g;o(a.points,function(h){var i=h.plotY,k=h.graphic;if(i!==z&&!isNaN(i)&&h.y!==null)f=h.shapeArgs,i=q(a.borderWidth)?{"stroke-width":a.borderWidth}:{},g=h.pointAttr[h.selected?"select":""]||a.pointAttr[""],k?(Oa(k),k.attr(i).attr(g)[b.pointCount<e?"animate":"attr"](D(f))):h.graphic=d[h.shapeType](f).attr(i).attr(g).add(h.group||a.group).shadow(c.shadow,null,c.stacking&&!c.borderRadius);else if(k)h.graphic=k.destroy()})},animate:function(a){var b=this.yAxis,c=this.options,d=this.chart.inverted,e={};if(ca)a?(e.scaleY=0.001,a=F(b.pos+b.len,t(b.pos,b.toPixels(c.threshold))),d?e.translateX=a-b.len:e.translateY=a,this.group.attr(e)):(e.scaleY=1,e[d?"translateX":"translateY"]=b.pos,this.group.animate(e,this.options.animation),this.animate=null)},remove:function(){var a=this,b=a.chart;b.hasRendered&&o(b.series,function(b){if(b.type===a.type)b.isDirty=!0});Q.prototype.remove.apply(a,arguments)}});I.column=wa;aa.bar=D(aa.column);la=pa(wa,{type:"bar",inverted:!0});I.bar=la;aa.scatter=D(da,{lineWidth:0,marker:{enabled:!0},tooltip:{headerFormat:'<span style="color:{point.color}">\u25cf</span> <span style="font-size: 10px;"> {series.name}</span><br/>',pointFormat:"x: <b>{point.x}</b><br/>y: <b>{point.y}</b><br/>"}});la=pa(Q,{type:"scatter",sorted:!1,requireSorting:!1,noSharedTooltip:!0,trackerGroups:["group","markerGroup","dataLabelsGroup"],takeOrdinalPosition:!1,kdDimensions:2,drawGraph:function(){this.options.lineWidth&&Q.prototype.drawGraph.call(this)}});I.scatter=la;aa.pie=D(da,{borderColor:"#FFFFFF",borderWidth:1,center:[null,null],clip:!1,colorByPoint:!0,dataLabels:{distance:30,enabled:!0,formatter:function(){return this.y===null?void 0:this.point.name},x:0},ignoreHiddenPoint:!0,legendType:"point",marker:null,size:null,showInLegend:!1,slicedOffset:10,states:{hover:{brightness:0.1,shadow:!1}},stickyTracking:!1,tooltip:{followPointer:!0}});da={type:"pie",isCartesian:!1,pointClass:pa(Ha,{init:function(){Ha.prototype.init.apply(this,arguments);var a=this,b;a.name=p(a.name,"Slice");b=function(b){a.slice(b.type==="select")};M(a,"select",b);M(a,"unselect",b);return a},setVisible:function(a,b){var c=this,d=c.series,e=d.chart,f=d.options.ignoreHiddenPoint,b=p(b,f);if(a!==c.visible){c.visible=c.options.visible=a=a===z?!c.visible:a;d.options.data[sa(c,d.data)]=c.options;o(["graphic","dataLabel","connector","shadowGroup"],function(b){if(c[b])c[b][a?"show":"hide"](!0)});c.legendItem&&e.legend.colorizeItem(c,a);!a&&c.state==="hover"&&c.setState("");if(f)d.isDirty=!0;b&&e.redraw()}},slice:function(a,b,c){var d=this.series;Ua(c,d.chart);p(b,!0);this.sliced=this.options.sliced=a=q(a)?a:!this.sliced;d.options.data[sa(this,d.data)]=this.options;a=a?this.slicedTranslation:{translateX:0,translateY:0};this.graphic.animate(a);this.shadowGroup&&this.shadowGroup.animate(a)},haloPath:function(a){var b=this.shapeArgs,c=this.series.chart;return this.sliced||!this.visible?[]:this.series.chart.renderer.symbols.arc(c.plotLeft+b.x,c.plotTop+b.y,b.r+a,b.r+a,{innerR:this.shapeArgs.r,start:b.start,end:b.end})}}),requireSorting:!1,directTouch:!0,noSharedTooltip:!0,trackerGroups:["group","dataLabelsGroup"],axisTypes:[],pointAttrToOptions:{stroke:"borderColor","stroke-width":"borderWidth",fill:"color"},animate:function(a){var b=this,c=b.points,d=b.startAngleRad;if(!a)o(c,function(a){var c=a.graphic,g=a.shapeArgs;c&&(c.attr({r:a.startR||b.center[3]/2,start:d,end:d}),c.animate({r:g.r,start:g.start,end:g.end},b.options.animation))}),b.animate=null},updateTotals:function(){var a,b=0,c=this.points,d=c.length,e,f=this.options.ignoreHiddenPoint;for(a=0;a<d;a++)e=c[a],b+=f&&!e.visible?0:e.y;this.total=b;for(a=0;a<d;a++)e=c[a],e.percentage=b>0&&(e.visible||!f)?e.y/b*100:0,e.total=b},generatePoints:function(){Q.prototype.generatePoints.call(this);this.updateTotals()},translate:function(a){this.generatePoints();var b=0,c=this.options,d=c.slicedOffset,e=d+c.borderWidth,f,g,h,i=c.startAngle||0,k=this.startAngleRad=ra/180*(i-90),i=(this.endAngleRad=ra/180*(p(c.endAngle,i+360)-90))-k,j=this.points,l=c.dataLabels.distance,c=c.ignoreHiddenPoint,m,n=j.length,o;if(!a)this.center=a=this.getCenter();this.getX=function(b,c){h=W.asin(F((b-a[1])/(a[2]/2+l),1));return a[0]+(c?-1:1)*U(h)*(a[2]/2+l)};for(m=0;m<n;m++){o=j[m];f=k+b*i;if(!c||o.visible)b+=o.percentage/100;g=k+b*i;o.shapeType="arc";o.shapeArgs={x:a[0],y:a[1],r:a[2]/2,innerR:a[3]/2,start:A(f*1E3)/1E3,end:A(g*1E3)/1E3};h=(g+f)/2;h>1.5*ra?h-=2*ra:h<-ra/2&&(h+=2*ra);o.slicedTranslation={translateX:A(U(h)*d),translateY:A($(h)*d)};f=U(h)*a[2]/2;g=$(h)*a[2]/2;o.tooltipPos=[a[0]+f*0.7,a[1]+g*0.7];o.half=h<-ra/2||h>ra/2?1:0;o.angle=h;e=F(e,l/2);o.labelPos=[a[0]+f+U(h)*l,a[1]+g+$(h)*l,a[0]+f+U(h)*e,a[1]+g+$(h)*e,a[0]+f,a[1]+g,l<0?"center":o.half?"right":"left",h]}},drawGraph:null,drawPoints:function(){var a=this,b=a.chart.renderer,c,d,e=a.options.shadow,f,g,h,i;if(e&&!a.shadowGroup)a.shadowGroup=b.g("shadow").add(a.group);o(a.points,function(k){if(k.y!==null){d=k.graphic;h=k.shapeArgs;f=k.shadowGroup;g=k.pointAttr[k.selected?"select":""];if(!g.stroke)g.stroke=g.fill;if(e&&!f)f=k.shadowGroup=b.g("shadow").add(a.shadowGroup);c=k.sliced?k.slicedTranslation:{translateX:0,translateY:0};f&&f.attr(c);if(d)d.setRadialReference(a.center).attr(g).animate(u(h,c));else{i={"stroke-linejoin":"round"};if(!k.visible)i.visibility="hidden";k.graphic=d=b[k.shapeType](h).setRadialReference(a.center).attr(g).attr(i).attr(c).add(a.group).shadow(e,f)}}})},searchPoint:Aa,sortByAngle:function(a,b){a.sort(function(a,d){return a.angle!==void 0&&(d.angle-a.angle)*b})},drawLegendSymbol:J.drawRectangle,getCenter:Cb.getCenter,getSymbol:Aa};da=pa(Q,da);I.pie=da;Q.prototype.drawDataLabels=function(){var a=this,b=a.options,c=b.cursor,d=b.dataLabels,e=a.points,f,g,h=a.hasRendered||0,i,k,j=a.chart.renderer;if(d.enabled||a._hasPointLabels)a.dlProcessOptions&&a.dlProcessOptions(d),k=a.plotGroup("dataLabelsGroup","data-labels",d.defer?"hidden":"visible",d.zIndex||6),p(d.defer,!0)&&(k.attr({opacity:+h}),h||M(a,"afterAnimate",function(){a.visible&&k.show();k[b.animation?"animate":"attr"]({opacity:1},{duration:200})})),g=d,o(e,function(e){var h,n=e.dataLabel,o,s,t=e.connector,v=!0,x,w={};f=e.dlOptions||e.options&&e.options.dataLabels;h=p(f&&f.enabled,g.enabled)&&e.y!==null;if(n&&!h)e.dataLabel=n.destroy();else if(h){d=D(g,f);x=d.style;h=d.rotation;o=e.getLabelConfig();i=d.format?Ka(d.format,o):d.formatter.call(o,d);x.color=p(d.color,x.color,a.color,"black");if(n)if(q(i))n.attr({text:i}),v=!1;else{if(e.dataLabel=n=n.destroy(),t)e.connector=t.destroy()}else if(q(i)){n={fill:d.backgroundColor,stroke:d.borderColor,"stroke-width":d.borderWidth,r:d.borderRadius||0,rotation:h,padding:d.padding,zIndex:1};if(x.color==="contrast")w.color=d.inside||d.distance<0||b.stacking?j.getContrast(e.color||a.color):"#000000";if(c)w.cursor=c;for(s in n)n[s]===z&&delete n[s];n=e.dataLabel=j[h?"text":"label"](i,0,-9999,d.shape,null,null,d.useHTML).attr(n).css(u(x,w)).add(k).shadow(d.shadow)}n&&a.alignDataLabel(e,n,d,null,v)}})};Q.prototype.alignDataLabel=function(a,b,c,d,e){var f=this.chart,g=f.inverted,h=p(a.plotX,-9999),i=p(a.plotY,-9999),k=b.getBBox(),j=f.renderer.fontMetrics(c.style.fontSize).b,l=c.rotation,m=c.align,n=this.visible&&(a.series.forceDL||f.isInsidePlot(h,A(i),g)||d&&f.isInsidePlot(h,g?d.x+1:d.y+d.height-1,g)),o=p(c.overflow,"justify")==="justify";if(n)d=u({x:g?f.plotWidth-i:h,y:A(g?f.plotHeight-h:i),width:0,height:0},d),u(c,{width:k.width,height:k.height}),l?(o=!1,g=f.renderer.rotCorr(j,l),g={x:d.x+c.x+d.width/2+g.x,y:d.y+c.y+d.height/2},b[e?"attr":"animate"](g).attr({align:c.align}),h=(l+720)%360,h=h>180&&h<360,m==="left"?g.y-=h?k.height:0:m==="center"?(g.x-=k.width/2,g.y-=k.height/2):m==="right"&&(g.x-=k.width,g.y-=h?0:k.height)):(b.align(c,null,d),g=b.alignAttr),o?this.justifyDataLabel(b,c,g,k,d,e):p(c.crop,!0)&&(n=f.isInsidePlot(g.x,g.y)&&f.isInsidePlot(g.x+k.width,g.y+k.height)),c.shape&&!l&&b.attr({anchorX:a.plotX,anchorY:a.plotY});if(!n)Oa(b),b.attr({y:-9999}),b.placed=!1};Q.prototype.justifyDataLabel=function(a,b,c,d,e,f){var g=this.chart,h=b.align,i=b.verticalAlign,k,j,l=a.box?0:a.padding||0;k=c.x+l;if(k<0)h==="right"?b.align="left":b.x=-k,j=!0;k=c.x+d.width-l;if(k>g.plotWidth)h==="left"?b.align="right":b.x=g.plotWidth-k,j=!0;k=c.y+l;if(k<0)i==="bottom"?b.verticalAlign="top":b.y=-k,j=!0;k=c.y+d.height-l;if(k>g.plotHeight)i==="top"?b.verticalAlign="bottom":b.y=g.plotHeight-k,j=!0;if(j)a.placed=!f,a.align(b,null,e)};if(I.pie)I.pie.prototype.drawDataLabels=function(){var a=this,b=a.data,c,d=a.chart,e=a.options.dataLabels,f=p(e.connectorPadding,10),g=p(e.connectorWidth,1),h=d.plotWidth,i=d.plotHeight,k,j,l=p(e.softConnector,!0),m=e.distance,n=a.center,r=n[2]/2,q=n[1],u=m>0,v,x,w,B=[[],[]],z,y,E,D,C,G=[0,0,0,0],L=function(a,b){return b.y-a.y};if(a.visible&&(e.enabled||a._hasPointLabels)){Q.prototype.drawDataLabels.apply(a);o(b,function(a){if(a.dataLabel&&a.visible)B[a.half].push(a),a.dataLabel._pos=null});for(D=2;D--;){var H=[],M=[],I=B[D],K=I.length,J;if(K){a.sortByAngle(I,D-0.5);for(C=b=0;!b&&I[C];)b=I[C]&&I[C].dataLabel&&(I[C].dataLabel.getBBox().height||21),C++;if(m>0){x=F(q+r+m,d.plotHeight);for(C=t(0,q-r-m);C<=x;C+=b)H.push(C);x=H.length;if(K>x){c=[].concat(I);c.sort(L);for(C=K;C--;)c[C].rank=C;for(C=K;C--;)I[C].rank>=x&&I.splice(C,1);K=I.length}for(C=0;C<K;C++){c=I[C];w=c.labelPos;c=9999;var O,N;for(N=0;N<x;N++)O=P(H[N]-w[1]),O<c&&(c=O,J=N);if(J<C&&H[C]!==null)J=C;else for(x<K-C+J&&H[C]!==null&&(J=x-K+C);H[J]===null;)J++;M.push({i:J,y:H[J]});H[J]=null}M.sort(L)}for(C=0;C<K;C++){c=I[C];w=c.labelPos;v=c.dataLabel;E=c.visible===!1?"hidden":"inherit";c=w[1];if(m>0){if(x=M.pop(),J=x.i,y=x.y,c>y&&H[J+1]!==null||c<y&&H[J-1]!==null)y=F(t(0,c),d.plotHeight)}else y=c;z=e.justify?n[0]+(D?-1:1)*(r+m):a.getX(y===q-r-m||y===q+r+m?c:y,D);v._attr={visibility:E,align:w[6]};v._pos={x:z+e.x+({left:f,right:-f}[w[6]]||0),y:y+e.y-10};v.connX=z;v.connY=y;if(this.options.size===null)x=v.width,z-x<f?G[3]=t(A(x-z+f),G[3]):z+x>h-f&&(G[1]=t(A(z+x-h+f),G[1])),y-b/2<0?G[0]=t(A(-y+b/2),G[0]):y+b/2>i&&(G[2]=t(A(y+b/2-i),G[2]))}}}if(Ea(G)===0||this.verifyDataLabelOverflow(G))this.placeDataLabels(),u&&g&&o(this.points,function(b){k=b.connector;w=b.labelPos;if((v=b.dataLabel)&&v._pos&&b.visible)E=v._attr.visibility,z=v.connX,y=v.connY,j=l?["M",z+(w[6]==="left"?5:-5),y,"C",z,y,2*w[2]-w[4],2*w[3]-w[5],w[2],w[3],"L",w[4],w[5]]:["M",z+(w[6]==="left"?5:-5),y,"L",w[2],w[3],"L",w[4],w[5]],k?(k.animate({d:j}),k.attr("visibility",E)):b.connector=k=a.chart.renderer.path(j).attr({"stroke-width":g,stroke:e.connectorColor||b.color||"#606060",visibility:E}).add(a.dataLabelsGroup);else if(k)b.connector=k.destroy()})}},I.pie.prototype.placeDataLabels=function(){o(this.points,function(a){var b=a.dataLabel;if(b&&a.visible)(a=b._pos)?(b.attr(b._attr),b[b.moved?"animate":"attr"](a),b.moved=!0):b&&b.attr({y:-9999})})},I.pie.prototype.alignDataLabel=Aa,I.pie.prototype.verifyDataLabelOverflow=function(a){var b=this.center,c=this.options,d=c.center,e=c.minSize||80,f=e,g;d[0]!==null?f=t(b[2]-t(a[1],a[3]),e):(f=t(b[2]-a[1]-a[3],e),b[0]+=(a[3]-a[1])/2);d[1]!==null?f=t(F(f,b[2]-t(a[0],a[2])),e):(f=t(F(f,b[2]-a[0]-a[2]),e),b[1]+=(a[0]-a[2])/2);f<b[2]?(b[2]=f,b[3]=Math.min(/%$/.test(c.innerSize||0)?f*parseFloat(c.innerSize||0)/100:parseFloat(c.innerSize||0),f),this.translate(b),this.drawDataLabels&&this.drawDataLabels()):g=!0;return g};if(I.column)I.column.prototype.alignDataLabel=function(a,b,c,d,e){var f=this.chart.inverted,g=a.series,h=a.dlBox||a.shapeArgs,i=p(a.below,a.plotY>p(this.translatedThreshold,g.yAxis.len)),k=p(c.inside,!!this.options.stacking);if(h){d=D(h);if(d.y<0)d.height+=d.y,d.y=0;h=d.y+d.height-g.yAxis.len;h>0&&(d.height-=h);f&&(d={x:g.yAxis.len-d.y-d.height,y:g.xAxis.len-d.x-d.width,width:d.height,height:d.width});if(!k)f?(d.x+=i?0:d.width,d.width=0):(d.y+=i?d.height:0,d.height=0)}c.align=p(c.align,!f||k?"center":i?"right":"left");c.verticalAlign=p(c.verticalAlign,f||k?"middle":i?"top":"bottom");Q.prototype.alignDataLabel.call(this,a,b,c,d,e)};(function(a){var b=a.Chart,c=a.each,d=a.pick,e=a.addEvent;b.prototype.callbacks.push(function(a){function b(){var e=[];c(a.series,function(a){var b=a.options.dataLabels,f=a.dataLabelCollections||["dataLabel"];(b.enabled||a._hasPointLabels)&&!b.allowOverlap&&a.visible&&c(f,function(b){c(a.points,function(a){if(a[b])a[b].labelrank=d(a.labelrank,a.shapeArgs&&a.shapeArgs.height),e.push(a[b])})})});a.hideOverlappingLabels(e)}b();e(a,"redraw",b)});b.prototype.hideOverlappingLabels=function(a){var b=a.length,d,e,k,j,l,m,n,o,p;for(e=0;e<b;e++)if(d=a[e])d.oldOpacity=d.opacity,d.newOpacity=1;a.sort(function(a,b){return(b.labelrank||0)-(a.labelrank||0)});for(e=0;e<b;e++){k=a[e];for(d=e+1;d<b;++d)if(j=a[d],k&&j&&k.placed&&j.placed&&k.newOpacity!==0&&j.newOpacity!==0&&(l=k.alignAttr,m=j.alignAttr,n=k.parentGroup,o=j.parentGroup,p=2*(k.box?0:k.padding),l=!(m.x+o.translateX>l.x+n.translateX+(k.width-p)||m.x+o.translateX+(j.width-p)<l.x+n.translateX||m.y+o.translateY>l.y+n.translateY+(k.height-p)||m.y+o.translateY+(j.height-p)<l.y+n.translateY)))(k.labelrank<j.labelrank?k:j).newOpacity=0}c(a,function(a){var b,c;if(a){c=a.newOpacity;if(a.oldOpacity!==c&&a.placed)c?a.show(!0):b=function(){a.hide()},a.alignAttr.opacity=c,a[a.isOld?"animate":"attr"](a.alignAttr,null,b);a.isOld=!0}})}})(B);da=B.TrackerMixin={drawTrackerPoint:function(){var a=this,b=a.chart,c=b.pointer,d=a.options.cursor,e=d&&{cursor:d},f=function(a){for(var c=a.target,d;c&&!d;)d=c.point,c=c.parentNode;if(d!==z&&d!==b.hoverPoint)d.onMouseOver(a)};o(a.points,function(a){if(a.graphic)a.graphic.element.point=a;if(a.dataLabel)a.dataLabel.element.point=a});if(!a._hasTracking)o(a.trackerGroups,function(b){if(a[b]&&(a[b].addClass("highcharts-tracker").on("mouseover",f).on("mouseout",function(a){c.onTrackerMouseOut(a)}).css(e),db))a[b].on("touchstart",f)}),a._hasTracking=!0},drawTrackerGraph:function(){var a=this,b=a.options,c=b.trackByArea,d=[].concat(c?a.areaPath:a.graphPath),e=d.length,f=a.chart,g=f.pointer,h=f.renderer,i=f.options.tooltip.snap,k=a.tracker,j=b.cursor,l=j&&{cursor:j},m=function(){if(f.hoverSeries!==a)a.onMouseOver()},n="rgba(192,192,192,"+(ca?1.0E-4:0.002)+")";if(e&&!c)for(j=e+1;j--;)d[j]==="M"&&d.splice(j+1,0,d[j+1]-i,d[j+2],"L"),(j&&d[j]==="M"||j===e)&&d.splice(j,0,"L",d[j-2]+i,d[j-1]);k?k.attr({d:d}):(a.tracker=h.path(d).attr({"stroke-linejoin":"round",visibility:a.visible?"visible":"hidden",stroke:n,fill:c?n:"none","stroke-width":b.lineWidth+(c?0:2*i),zIndex:2}).add(a.group),o([a.tracker,a.markerGroup],function(a){a.addClass("highcharts-tracker").on("mouseover",m).on("mouseout",function(a){g.onTrackerMouseOut(a)}).css(l);if(db)a.on("touchstart",m)}))}};if(I.column)wa.prototype.drawTracker=da.drawTrackerPoint;if(I.pie)I.pie.prototype.drawTracker=da.drawTrackerPoint;if(I.scatter)la.prototype.drawTracker=da.drawTrackerPoint;u(ob.prototype,{setItemEvents:function(a,b,c,d,e){var 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a=this.yAxis,b=this.options,c=a.center;this.generatePoints();s(this.points,function(d){var g=t(b.dial,d.dial),e=A(q(g.radius,80))*c[2]/200,j=A(q(g.baseLength,70))*e/100,l=A(q(g.rearLength,10))*e/100,i=g.baseWidth||3,f=g.topWidth||1,h=b.overshoot,n=a.startAngleRad+a.translate(d.y,null,null,null,!0);h&&typeof h==="number"?(h=h/180*Math.PI,n=Math.max(a.startAngleRad-h,Math.min(a.endAngleRad+h,n))):b.wrap===!1&&(n=Math.max(a.startAngleRad,Math.min(a.endAngleRad,n)));n=n*180/Math.PI;d.shapeType="path";d.shapeArgs={d:g.path||["M",-l,-i/2,"L",j,-i/2,e,-f/2,e,f/2,j,i/2,-l,i/2,"z"],translateX:c[0],translateY:c[1],rotation:n};d.plotX=c[0];d.plotY=c[1]})},drawPoints:function(){var a=this,b=a.yAxis.center,c=a.pivot,d=a.options,g=d.pivot,e=a.chart.renderer;s(a.points,function(b){var g=b.graphic,c=b.shapeArgs,f=c.d,h=t(d.dial,b.dial);g?(g.animate(c),c.d=f):b.graphic=e[b.shapeType](c).attr({stroke:h.borderColor||"none","stroke-width":h.borderWidth||0,fill:h.backgroundColor||"black",rotation:c.rotation,zIndex:1}).add(a.group)});c?c.animate({translateX:b[0],translateY:b[1]}):a.pivot=e.circle(0,0,q(g.radius,5)).attr({"stroke-width":g.borderWidth||0,stroke:g.borderColor||"silver",fill:g.backgroundColor||"black",zIndex:2}).translate(b[0],b[1]).add(a.group)},animate:function(a){var b=this;if(!a)s(b.points,function(a){var d=a.graphic;d&&(d.attr({rotation:b.yAxis.startAngleRad*180/Math.PI}),d.animate({rotation:a.shapeArgs.rotation},b.options.animation))}),b.animate=null},render:function(){this.group=this.plotGroup("group","series",this.visible?"visible":"hidden",this.options.zIndex,this.chart.seriesGroup);w.prototype.render.call(this);this.group.clip(this.chart.clipRect)},setData:function(a,b){w.prototype.setData.call(this,a,!1);this.processData();this.generatePoints();q(b,!0)&&this.chart.redraw()},drawTracker:B&&B.drawTrackerPoint};k.gauge=u(k.line,B);o.boxplot=t(o.column,{fillColor:"#FFFFFF",lineWidth:1,medianWidth:2,states:{hover:{brightness:-0.3}},threshold:null,tooltip:{pointFormat:'<span style="color:{point.color}">\u25cf</span> <b> {series.name}</b><br/>Maximum: {point.high}<br/>Upper quartile: {point.q3}<br/>Median: {point.median}<br/>Lower quartile: {point.q1}<br/>Minimum: {point.low}<br/>'},whiskerLength:"50%",whiskerWidth:2});k.boxplot=u(k.column,{type:"boxplot",pointArrayMap:["low","q1","median","q3","high"],toYData:function(a){return[a.low,a.q1,a.median,a.q3,a.high]},pointValKey:"high",pointAttrToOptions:{fill:"fillColor",stroke:"color","stroke-width":"lineWidth"},drawDataLabels:r,translate:function(){var a=this.yAxis,b=this.pointArrayMap;k.column.prototype.translate.apply(this);s(this.points,function(c){s(b,function(b){c[b]!==null&&(c[b+"Plot"]=a.translate(c[b],0,1,0,1))})})},drawPoints:function(){var a=this,b=a.options,c=a.chart.renderer,d,g,e,j,l,i,f,h,n,k,m,H,I,o,t,r,v,u,w,x,B,A,y=a.doQuartiles!==!1,z,D=a.options.whiskerLength;s(a.points,function(p){n=p.graphic;B=p.shapeArgs;m={};o={};r={};A=p.color||a.color;if(p.plotY!==void 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a=this.options,b=this.yAxis,c,d,g,e,j,l,i,f,h,n=q(a.minPointLength,5),m=a.threshold,o=a.stacking;k.column.prototype.translate.apply(this);this.minPointLengthOffset=0;i=f=m;d=this.points;for(c=0,a=d.length;c<a;c++){g=d[c];l=this.processedYData[c];e=g.shapeArgs;h=(j=o&&b.stacks[(this.negStacks&&l<m?"-":"")+this.stackKey])?j[g.x].points[this.index+","+c]:[0,l];if(g.isSum)g.y=l;else if(g.isIntermediateSum)g.y=l-f;j=M(i,i+g.y)+h[0];e.y=b.translate(j,0,1);if(g.isSum)e.y=b.translate(h[1],0,1),e.height=Math.min(b.translate(h[0],0,1),b.len)-e.y+this.minPointLengthOffset;else 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b=w.prototype,c=R.prototype,d;b.searchPointByAngle=function(a){var b=this.chart,c=this.xAxis.pane.center;return this.searchKDTree({clientX:180+Math.atan2(a.chartX-c[0]-b.plotLeft,a.chartY-c[1]-b.plotTop)*(-180/Math.PI)})};v(b,"buildKDTree",function(a){if(this.chart.polar)this.kdByAngle?this.searchPoint=this.searchPointByAngle:this.kdDimensions=2;a.apply(this)});b.toXY=function(a){var b,c=this.chart,d=a.plotX;b=a.plotY;a.rectPlotX=d;a.rectPlotY=b;b=this.xAxis.postTranslate(a.plotX,this.yAxis.len-b);a.plotX=a.polarPlotX=b.x-c.plotLeft;a.plotY=a.polarPlotY=b.y-c.plotTop;this.kdByAngle?(c=(d/Math.PI*180+this.xAxis.pane.options.startAngle)%360,c<0&&(c+=360),a.clientX=c):a.clientX=a.plotX};k.spline&&v(k.spline.prototype,"getPointSpline",function(a,b,c,d){var 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position: relative; width: 1200px; padding: 4px 8px; margin-left: auto; margin-right: auto; margin-bottom: -1px; background: #160f0b; text-align: left; -moz-box-shadow: 0px 0px 8px #160f0b; -webkit-box-shadow: 0px 0px 8px #160f0b; box-shadow: 0px 0px 8px #160f0b;}.section-open { margin-top: 25px; margin-bottom: 35px; padding: 8px 8px 10px 8px; -moz-border-radius: 8px; -khtml-border-radius: 8px; -webkit-border-radius: 8px; border-radius: 8px;}.grouped-first { -moz-border-radius-topright: 8px; -moz-border-radius-topleft: 8px; -khtml-border-top-right-radius: 8px; -khtml-border-top-left-radius: 8px; -webkit-border-top-right-radius: 8px; -webkit-border-top-left-radius: 8px; border-top-right-radius: 8px; border-top-left-radius: 8px; padding-top: 8px;}.grouped-last { -moz-border-radius-bottomright: 8px; -moz-border-radius-bottomleft: 8px; -khtml-border-bottom-right-radius: 8px; -khtml-border-bottom-left-radius: 8px; -webkit-border-bottom-right-radius: 8px; -webkit-border-bottom-left-radius: 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<div id="active-help">
<div id="active-help-dynamic">
<div class="help-box"></div>
</div>
</div>
<div id="masthead" class="section section-open">
<span id="logo"></span>
<h1><a href="https://www.simulationcraft.org/">SimulationCraft 901-01</a></h1>
<h2>for World of Warcraft 9.0.1.35282 Live (wow build level 35282)</h2>
<ul class="params">
<li><b>No Networking</b></li>
<li><b>Timestamp:</b> 2020-07-26 13:26:54-0700</li>
<li><b>Iterations:</b> 733</li>
<li class="linked help" data-help="#help-fight-length"><b>Fight Length:</b> 240 - 360</li>
<li><b>Fight Style:</b> Patchwerk</li>
</ul>
<div class="clear"></div>
</div>
<div id="notice" class="section section-open">
<h2>Beta Release</h2>
<ul>
<li>Beta! Beta! Beta! Beta! Beta! Beta!</li>
<li>Not All classes are yet supported.</li>
<li>Some class models still need tweaking.</li>
<li>Some class action lists need tweaking.</li>
<li>Some class BiS gear setups need tweaking.</li>
<li>Some trinkets not yet implemented.</li>
<li>Constructive feedback regarding our output will shorten the Beta phase dramatically.</li>
<li>Beta! Beta! Beta! Beta! Beta! Beta!</li>
</ul>
</div>
<div class="section">
<h2 class="toggle">Current simulator hotfixes</h2>
<div class="toggle-content hide">
<h3>Corruption</h3>
<table class="sc even">
<thead>
<tr>
<th>Tag</th>
<th class="left">Spell / Effect</th>
<th class="left">Field</th>
<th class="left">Hotfixed Value</th>
<th class="left" colspan="2">DBC Value</th>
</tr>
</thead>
<tr>
<td class="left"><strong>2020-05-22</strong></td>
<td class="left" colspan="5"><strong>Reduced the damage done by the Gushing Wound Corruption Effect by 35%</strong></td>
</tr>
<tr>
<td></td>
<td class="left"><a href="https://beta.wowhead.com/spell=318272">Gushing Wound</a> (effect#1)</td>
<td class="left">coefficient</td>
<td class="left">2.37</td>
<td colspan="2" class="left">3.65</td>
</tr>
</table>
<h3>Death Knight</h3>
<table class="sc even">
<thead>
<tr>
<th>Tag</th>
<th class="left">Spell / Effect</th>
<th class="left">Field</th>
<th class="left">Hotfixed Value</th>
<th class="left" colspan="2">DBC Value</th>
</tr>
</thead>
<tr>
<td class="left"><strong>2019-05-15</strong></td>
<td class="left" colspan="5"><strong>Real Procs Per Minute data removed from Killing Machine.</strong></td>
</tr>
<tr>
<td></td>
<td class="left"><a href="https://beta.wowhead.com/spell=51128">Killing Machine</a></td>
<td class="left">rppm</td>
<td class="left">4.50</td>
<td colspan="2" class="left">0.00</td>
</tr>
<tr>
<td class="left"><strong>2019-03-12</strong></td>
<td class="left" colspan="5"><strong>Incorrect cooldown for Magus of the Dead's Frostbolt.</strong></td>
</tr>
<tr>
<td></td>
<td class="left"><a href="https://beta.wowhead.com/spell=288548">Frostbolt</a></td>
<td class="left">cooldown</td>
<td class="left">3000.00</td>
<td colspan="2" class="left">0.00</td>
</tr>
</table>
<h3>Mage</h3>
<table class="sc even">
<thead>
<tr>
<th>Tag</th>
<th class="left">Spell / Effect</th>
<th class="left">Field</th>
<th class="left">Hotfixed Value</th>
<th class="left" colspan="2">DBC Value</th>
</tr>
</thead>
<tr>
<td class="left"><strong>2018-12-28</strong></td>
<td class="left" colspan="5"><strong>Manually set Arcane Orb's travel speed.</strong></td>
</tr>
<tr>
<td></td>
<td class="left"><a href="https://beta.wowhead.com/spell=153626">Arcane Orb</a></td>
<td class="left">prj_speed</td>
<td class="left">20.00</td>
<td colspan="2" class="left">0.00</td>
</tr>
<tr>
<td class="left"><strong>2017-06-21</strong></td>
<td class="left" colspan="5"><strong>Ice Lance is slower than spell data suggests.</strong></td>
</tr>
<tr>
<td></td>
<td class="left"><a href="https://beta.wowhead.com/spell=30455">Ice Lance</a></td>
<td class="left">prj_speed</td>
<td class="left">47.00</td>
<td colspan="2" class="left">50.00</td>
</tr>
<tr>
<td class="left"><strong>2017-03-20</strong></td>
<td class="left" colspan="5"><strong>Manually set Frozen Orb's travel speed.</strong></td>
</tr>
<tr>
<td></td>
<td class="left"><a href="https://beta.wowhead.com/spell=84714">Frozen Orb</a></td>
<td class="left">prj_speed</td>
<td class="left">20.00</td>
<td colspan="2" class="left">0.00</td>
</tr>
</table>
</div>
</div>
<div class="section">
<h2 class="toggle open">Profile sets</h2>
<div class="toggle-content">
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</script>
</div></div><div id="player1" class="player section">
<h2 id="player1toggle" class="toggle">Sandbag : 2304 dps</h2>
<div class="toggle-content hide">
<ul class="params">
<li><b>Race:</b> Tauren</li>
<li><b>Class:</b> Druid</li>
<li><b>Spec:</b> Balance</li>
<li><b>Level:</b> 60</li>
<li><b>Role:</b> Spell</li>
<li><b>Position:</b> back</li>
<li><b>Profile Source:</b> default</li>
</ul>
<div class="player-section results-spec-gear">
<h3 class="toggle open">Results, Spec and Gear</h3>
<div class="toggle-content flexwrap">
<table class="sc">
<tr>
<th class="help" data-help="#help-dps">DPS</th>
<th class="help" data-help="#help-dpse">DPS(e)</th>
<th class="help" data-help="#help-error">DPS Error</th>
<th class="help" data-help="#help-range">DPS Range</th>
<th class="help" data-help="#help-dpr">DPR</th>
</tr>
<tr>
<td>2303.6</td>
<td>2303.6</td>
<td>4.5 / 0.196%</td>
<td>249.5 / 10.8%</td>
<td>587.1</td>
</tr>
</table>
<table class="sc">
<tr>
<th class="help" data-help="#help-rps-out">RPS Out</th>
<th class="help" data-help="#help-rps-in">RPS In</th>
<th>Primary Resource</th>
<th class="help" data-help="#help-waiting">Waiting</th>
<th class="help" data-help="#help-apm">APM</th>
<th>Active</th>
<th>Skill</th>
</tr>
<tr>
<td>3.9</td>
<td>4.0</td>
<td>Astral Power</td>
<td>0.00%</td>
<td>48.4</td>
<td>100.0%</td>
<td>100%</td>
</tr>
</table>
<table class="sc">
<tr class="left">
<th>Talents</th>
<td><ul class="float">
<li><strong>15</strong>: None</li>
<li><strong>30</strong>: None</li>
<li><strong>45</strong>: None</li>
<li><strong>60</strong>: None</li>
<li><strong>75</strong>: None</li>
<li><strong>90</strong>: None</li>
<li><strong>100</strong>: None</li>
<li><a href="https://worldofwarcraft.com/en-us/game/talent-calculator#druid/balance/talents=0000000" class="ext">Talent Calculator</a></li>
</ul></td>
</tr>
</table>
</div>
</div>
<div class="player-section">
<h3 class="toggle open">Charts</h3>
<div class="toggle-content column-charts">
<div class="charts" id="actor1dps" style="min-width: 575px; min-height: 250px;"></div>
<div class="charts" id="actor1dpet" style="min-width: 575px; min-height: 218px;"></div>
<div class="charts" id="actor1dps_sources" style="min-width: 575px; min-height: 300px;"></div>
<div class="charts" id="actor1dps_dist" style="min-width: 575px; min-height: 300px;"></div>
<div class="charts" id="actor1time_spent" style="min-width: 575px; min-height: 300px;"></div>
</div>
</div>
<div class="player-section">
<h3 class="toggle open">Abilities</h3>
<div class="toggle-content">
<table class="sc sort stripetoprow">
<thead>
<tr>
<th class="toggle-sort left" data-sortdir="asc" data-sorttype="alpha">Damage Stats</th>
<th class="toggle-sort help" data-help="#help-dps">DPS</th>
<th class="toggle-sort help" data-help="#help-dps-pct">DPS%</th>
<th class="toggle-sort help" data-help="#help-execute">Execute</th>
<th class="toggle-sort help" data-sortdir="asc" data-help="#help-interval">Interval</th>
<th class="toggle-sort help" data-help="#help-dpe">DPE</th>
<th class="toggle-sort help" data-help="#help-dpet">DPET</th>
<th class="toggle-sort help" data-sortdir="asc" data-sorttype="alpha" data-sortrows="both" data-help="#help-type">Type</th>
<th class="toggle-sort help" data-sortrows="both" data-help="#help-count">Count</th>
<th class="toggle-sort help" data-sortrows="both" data-help="#help-hit">Hit</th>
<th class="toggle-sort help" data-sortrows="both" data-help="#help-crit">Crit</th>
<th class="toggle-sort help" data-sortrows="both" data-help="#help-avg">Avg</th>
<th class="toggle-sort help" data-sortrows="both" data-help="#help-crit-pct">Crit%</th>
<th class="toggle-sort help" data-sortrows="both" data-help="#help-ticks-uptime-pct">Up%</th>
</tr>
<tr>
<th class="left name">Sandbag</th>
<th class="right">2304</th>
<td colspan="12" class="filler"></td>
</tr>
</thead>
<tbody>
<tr class="toprow">
<td class="left" rowspan="2"><span id="actor1_moonfire_damage_toggle" class="toggle-details"><a href="https://beta.wowhead.com/spell=8921">Moonfire</a></span></td>
<td class="right" rowspan="2">183</td>
<td class="right" rowspan="2">8.0%</td>
<td class="right" rowspan="2">17.4</td>
<td class="right" rowspan="2">18.02sec</td>
<td class="right" rowspan="2">3151</td>
<td class="right" rowspan="2">2477</td>
<td class="right">Direct</td>
<td class="right">17.4</td>
<td class="right">250</td>
<td class="right">522</td>
<td class="right">296</td>
<td class="right">16.9%</td>
<td class="right"></td>
</tr>
<tr class="childrow">
<td class="right">Periodic</td>
<td class="right">179.0</td>
<td class="right">234</td>
<td class="right">490</td>
<td class="right">278</td>
<td class="right">17.2%</td>
<td class="right">99.7%</td>
</tr>
<tr class="details hide">
<td colspan="14" class="filler">
<h4>Stats Details: Moonfire</h4>
<table class="details">
<tr>
<th class="small">Type</th>
<th class="small">Executes</th>
<th class="small">Direct Results</th>
<th class="small">Ticks</th>
<th class="small">Tick Results</th>
<th class="small">Execute Time per Execution</th>
<th class="small">Tick Time per Tick</th>
<th class="small">Actual Amount</th>
<th class="small">Raw Amount</th>
<th class="small">Mitigated</th>
<th class="small">Amount per Total Time</th>
<th class="small">Amount per Total Execute Time</th>
</tr>
<tr>
<td class="left small">damage</td>
<td class="right small">17.39</td>
<td class="right small">17.39</td>
<td class="right small">178.96</td>
<td class="right small">178.96</td>
<td class="right small">1.2720</td>
<td class="right small">1.6689</td>
<td class="right small">54807.73</td>
<td class="right small">54807.73</td>
<td class="right small">0.00%</td>
<td class="right small">170.85</td>
<td class="right small">2477.41</td>
</tr>
</table>
<table class="details">
<tr>
<th class="small" rowspan="2">Direct Results</th>
<th class="small" colspan="4">Count</th>
<th class="small" colspan="3">Simulation</th>
<th class="small" colspan="3">Iteration Average</th>
<th class="small" colspan="3">Amount</th>
</tr>
<tr>
<th class="small">Percent</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Actual</th>
<th class="small">Raw</th>
<th class="small">Mitigated</th>
</tr>
<tr>
<td class="left small">hit</td>
<td class="right small">83.11%</td>
<td class="right small">14.45</td>
<td class="right small">8</td>
<td class="right small">21</td>
<td class="right small">249.96</td>
<td class="right small">227</td>
<td class="right small">298</td>
<td class="right small">250.02</td>
<td class="right small">234</td>
<td class="right small">263</td>
<td class="right small">3613</td>
<td class="right small">3613</td>
<td class="right small">0.00%</td>
</tr>
<tr>
<td class="left small">crit</td>
<td class="right small">16.89%</td>
<td class="right small">2.94</td>
<td class="right small">0</td>
<td class="right small">9</td>
<td class="right small">522.36</td>
<td class="right small">463</td>
<td class="right small">608</td>
<td class="right small">499.42</td>
<td class="right small">0</td>
<td class="right small">608</td>
<td class="right small">1535</td>
<td class="right small">1535</td>
<td class="right small">0.00%</td>
</tr>
<tr>
<th class="small" rowspan="2">Tick Results</th>
<th class="small" colspan="4">Count</th>
<th class="small" colspan="3">Simulation</th>
<th class="small" colspan="3">Iteration Average</th>
<th class="small" colspan="3">Amount</th>
</tr>
<tr>
<th class="small">Percent</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Actual</th>
<th class="small">Total</th>
<th class="small">Mitigated</th>
</tr>
<tr>
<td class="left small">hit</td>
<td class="right small">82.84%</td>
<td class="right small">148.24</td>
<td class="right small">112</td>
<td class="right small">191</td>
<td class="right small">233.51</td>
<td class="right small">212</td>
<td class="right small">278</td>
<td class="right small">233.59</td>
<td class="right small">229</td>
<td class="right small">238</td>
<td class="right small">34615</td>
<td class="right small">34615</td>
<td class="right small">0.00%</td>
</tr>
<tr>
<td class="left small">crit</td>
<td class="right small">17.16%</td>
<td class="right small">30.72</td>
<td class="right small">15</td>
<td class="right small">52</td>
<td class="right small">489.72</td>
<td class="right small">432</td>
<td class="right small">566</td>
<td class="right small">490.12</td>
<td class="right small">454</td>
<td class="right small">525</td>
<td class="right small">15045</td>
<td class="right small">15045</td>
<td class="right small">0.00%</td>
</tr>
</table>
<div class="charts" id="actor1_moonfire_damage" style="min-width: 575px; min-height: 200px;"></div>
<div class="flex">
<div>
<h4>Action Details: Moonfire</h4>
<ul>
<li><span class="label">id:</span>8921</li>
<li><span class="label">school:</span>arcane</li>
<li><span class="label">resource:</span>none</li>
<li><span class="label">range:</span>40.0</li>
<li><span class="label">travel_speed:</span>0.0000</li>
<li><span class="label">trigger_gcd:</span>1.5000</li>
<li><span class="label">gcd_type:</span>spell_speed</li>
<li><span class="label">min_gcd:</span>0.7500</li>
<li><span class="label">base_cost:</span>0.0</li>
<li><span class="label">secondary_cost:</span>0.0</li>
<li><span class="label">cooldown:</span>0.000</li>
<li><span class="label">cooldown hasted:</span>false</li>
<li><span class="label">base_execute_time:</span>0.00</li>
<li><span class="label">base_crit:</span>0.00</li>
<li><span class="label">target:</span>Fluffy_Pillow</li>
<li><span class="label">harmful:</span>true</li>
</ul>
</div>
<div>
</div>
<div class="shrink">
<h4>Spelldata</h4>
<ul>
<li><span class="label">id:</span>8921</li>
<li><span class="label">name:</span>Moonfire</li>
<li><span class="label">school:</span>arcane</li>
<li><span class="label">tooltip:</span><span class="tooltip"></span></li>
<li><span class="label">description:</span><span class="tooltip">A quick beam of lunar light burns the enemy for {$164812s1=0 + 14.5%} Arcane damage and then an additional $164812o2 Arcane damage over {$164812d=12 seconds}.{$?s197911=false}[
|cFFFFFFFFGenerates ${$m3/10} Astral Power.|r][]</span></li>
</ul>
</div>
</div>
<div>
<h4>Action Priority List</h4>
<ul class="flex">
<div class="flex label">default</div><div class="flex label short"><span class="mono">[1]</span>:17.39</div>
<div><li><span class="label short">if_expr:</span><span class="tooltip">refreshable</span></li>
</div>
</ul>
</div>
</td>
</tr>
</tbody>
<tbody>
<tr class="toprow">
<td class="left"><span id="actor1_starfire_damage_toggle" class="toggle-details"><a href="https://beta.wowhead.com/spell=194153">Starfire</a></span></td>
<td class="right">276</td>
<td class="right">12.0%</td>
<td class="right">44.8</td>
<td class="right">6.01sec</td>
<td class="right">1854</td>
<td class="right">1088</td>
<td class="right">Direct</td>
<td class="right">44.8</td>
<td class="right">1607</td>
<td class="right">3284</td>
<td class="right">1853</td>
<td class="right">14.7%</td>
<td class="right"></td>
</tr>
<tr class="details hide">
<td colspan="14" class="filler">
<h4>Stats Details: Starfire</h4>
<table class="details">
<tr>
<th class="small">Type</th>
<th class="small">Executes</th>
<th class="small">Direct Results</th>
<th class="small">Ticks</th>
<th class="small">Tick Results</th>
<th class="small">Execute Time per Execution</th>
<th class="small">Tick Time per Tick</th>
<th class="small">Actual Amount</th>
<th class="small">Raw Amount</th>
<th class="small">Mitigated</th>
<th class="small">Amount per Total Time</th>
<th class="small">Amount per Total Execute Time</th>
</tr>
<tr>
<td class="left small">damage</td>
<td class="right small">44.78</td>
<td class="right small">44.78</td>
<td class="right small">0.00</td>
<td class="right small">0.00</td>
<td class="right small">1.7033</td>
<td class="right small">0.0000</td>
<td class="right small">83010.39</td>
<td class="right small">83010.39</td>
<td class="right small">0.00%</td>
<td class="right small">1088.39</td>
<td class="right small">1088.39</td>
</tr>
</table>
<table class="details">
<tr>
<th class="small" rowspan="2">Direct Results</th>
<th class="small" colspan="4">Count</th>
<th class="small" colspan="3">Simulation</th>
<th class="small" colspan="3">Iteration Average</th>
<th class="small" colspan="3">Amount</th>
</tr>
<tr>
<th class="small">Percent</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Actual</th>
<th class="small">Raw</th>
<th class="small">Mitigated</th>
</tr>
<tr>
<td class="left small">hit</td>
<td class="right small">85.30%</td>
<td class="right small">38.19</td>
<td class="right small">26</td>
<td class="right small">52</td>
<td class="right small">1607.28</td>
<td class="right small">1332</td>
<td class="right small">1747</td>
<td class="right small">1606.78</td>
<td class="right small">1561</td>
<td class="right small">1650</td>
<td class="right small">61390</td>
<td class="right small">61390</td>
<td class="right small">0.00%</td>
</tr>
<tr>
<td class="left small">crit</td>
<td class="right small">14.70%</td>
<td class="right small">6.58</td>
<td class="right small">1</td>
<td class="right small">15</td>
<td class="right small">3283.86</td>
<td class="right small">2717</td>
<td class="right small">3565</td>
<td class="right small">3284.48</td>
<td class="right small">2717</td>
<td class="right small">3565</td>
<td class="right small">21620</td>
<td class="right small">21620</td>
<td class="right small">0.00%</td>
</tr>
</table>
<div class="charts" id="actor1_starfire_damage" style="min-width: 575px; min-height: 200px;"></div>
<div class="flex">
<div>
<h4>Action Details: Starfire</h4>
<ul>
<li><span class="label">id:</span>194153</li>
<li><span class="label">school:</span>arcane</li>
<li><span class="label">resource:</span>none</li>
<li><span class="label">range:</span>40.0</li>
<li><span class="label">travel_speed:</span>0.0000</li>
<li><span class="label">trigger_gcd:</span>1.5000</li>
<li><span class="label">gcd_type:</span>spell_speed</li>
<li><span class="label">min_gcd:</span>0.7500</li>
<li><span class="label">base_cost:</span>0.0</li>
<li><span class="label">secondary_cost:</span>0.0</li>
<li><span class="label">cooldown:</span>0.000</li>
<li><span class="label">cooldown hasted:</span>false</li>
<li><span class="label">base_execute_time:</span>2.25</li>
<li><span class="label">base_crit:</span>0.00</li>
<li><span class="label">target:</span>Fluffy_Pillow</li>
<li><span class="label">harmful:</span>true</li>
</ul>
</div>
<div>
<div>
<h4>Direct Damage</h4>
<ul>
<li><span class="label">may_crit:</span>true</li>
<li><span class="label">attack_power_mod.direct:</span>0.000000</li>
<li><span class="label">spell_power_mod.direct:</span>0.765000</li>
<li><span class="label">base_dd_min:</span>0.00</li>
<li><span class="label">base_dd_max:</span>0.00</li>
<li><span class="label">base_dd_mult:</span>0.82</li>
</ul>
</div>
</div>
<div class="shrink">
<h4>Spelldata</h4>
<ul>
<li><span class="label">id:</span>194153</li>
<li><span class="label">name:</span>Starfire</li>
<li><span class="label">school:</span>arcane</li>
<li><span class="label">tooltip:</span><span class="tooltip"></span></li>
<li><span class="label">description:</span><span class="tooltip">Call down burst of energy, causing {$s1=0 + 76.5%} Arcane damage to the target, and ${$m1*$m3/100} Arcane damage to all other enemies within $A1 yards.
|cFFFFFFFFGenerates ${$m2/10} Astral Power.|r</span></li>
</ul>
</div>
</div>
<div>
<h4>Action Priority List</h4>
<ul class="flex">
<div class="flex label">default</div><div class="flex label short"><span class="mono">[6]</span>:35.99</div>
<div><li><span class="label short">if_expr:</span><span class="tooltip">buff.eclipse_lunar.up</span></li>
</div>
</ul>
<ul class="flex">
<div class="flex label">default</div><div class="flex label short"><span class="mono">[7]</span>:9.06</div>
<div><li><span class="label short">if_expr:</span><span class="tooltip">eclipse.state<2</span></li>
</div>
</ul>
</div>
</td>
</tr>
</tbody>
<tbody>
<tr class="toprow">
<td class="left"><span id="actor1_starsurge_damage_toggle" class="toggle-details"><a href="https://beta.wowhead.com/spell=78674">Starsurge</a></span></td>
<td class="right">878</td>
<td class="right">38.1%</td>
<td class="right">39.1</td>
<td class="right">7.58sec</td>
<td class="right">6705</td>
<td class="right">5352</td>
<td class="right">Direct</td>
<td class="right">39.0</td>
<td class="right">5543</td>
<td class="right">11929</td>
<td class="right">6718</td>
<td class="right">18.4%</td>
<td class="right"></td>
</tr>
<tr class="details hide">
<td colspan="14" class="filler">
<h4>Stats Details: Starsurge</h4>
<table class="details">
<tr>
<th class="small">Type</th>
<th class="small">Executes</th>
<th class="small">Direct Results</th>
<th class="small">Ticks</th>
<th class="small">Tick Results</th>
<th class="small">Execute Time per Execution</th>
<th class="small">Tick Time per Tick</th>
<th class="small">Actual Amount</th>
<th class="small">Raw Amount</th>
<th class="small">Mitigated</th>
<th class="small">Amount per Total Time</th>
<th class="small">Amount per Total Execute Time</th>
</tr>
<tr>
<td class="left small">damage</td>
<td class="right small">39.12</td>
<td class="right small">39.04</td>
<td class="right small">0.00</td>
<td class="right small">0.00</td>
<td class="right small">1.2528</td>
<td class="right small">0.0000</td>
<td class="right small">262332.22</td>
<td class="right small">262332.22</td>
<td class="right small">0.00%</td>
<td class="right small">5352.19</td>
<td class="right small">5352.19</td>
</tr>
</table>
<table class="details">
<tr>
<th class="small" rowspan="2">Direct Results</th>
<th class="small" colspan="4">Count</th>
<th class="small" colspan="3">Simulation</th>
<th class="small" colspan="3">Iteration Average</th>
<th class="small" colspan="3">Amount</th>
</tr>
<tr>
<th class="small">Percent</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Mean</th>
<th class="small">Min</th>
<th class="small">Max</th>
<th class="small">Actual</th>
<th class="small">Raw</th>
<th class="small">Mitigated</th>
</tr>
<tr>
<td class="left small">hit</td>
<td class="right small">81.58%</td>
<td class="right small">31.85</td>
<td class="right small">21</td>
<td class="right small">44</td>
<td class="right small">5543.40</td>
<td class="right small">4004</td>
<td class="right small">6893</td>
<td class="right small">5545.92</td>
<td class="right small">5321</td>
<td class="right small">5800</td>
<td class="right small">176571</td>
<td class="right small">176571</td>
<td class="right small">0.00%</td>
</tr>
<tr>
<td class="left small">crit</td>
<td class="right small">18.42%</td>
<td class="right small">7.19</td>
<td class="right small">1</td>
<td class="right small">15</td>
<td class="right small">11928.55</td>
<td class="right small">8169</td>
<td class="right small">14061</td>
<td class="right small">11954.49</td>
<td class="right small">10080</td>
<td class="right small">14061</td>
<td class="right small">85761</td>
<td class="right small">85761</td>
<td class="right small">0.00%</td>
</tr>
</table>
<div class="charts" id="actor1_starsurge_damage" style="min-width: 575px; min-height: 200px;"></div>
<div class="flex">
<div>
<h4>Action Details: Starsurge</h4>
<ul>
<li><span class="label">id:</span>78674</li>
<li><span class="label">school:</span>astral</li>
<li><span class="label">resource:</span>astral_power</li>
<li><span class="label">range:</span>40.0</li>
<li><span class="label">travel_speed:</span>45.0000</li>
<li><span class="label">trigger_gcd:</span>1.5000</li>
<li><span class="label">gcd_type:</span>spell_speed</li>
<li><span class="label">min_gcd:</span>0.7500</li>
<li><span class="label">base_cost:</span>30.0</li>
<li><span class="label">secondary_cost:</span>0.0</li>
<li><span class="label">cooldown:</span>0.000</li>
<li><span class="label">cooldown hasted:</span>false</li>
<li><span class="label">base_execute_time:</span>0.00</li>
<li><span class="label">base_crit:</span>0.00</li>
<li><span class="label">target:</span>Fluffy_Pillow</li>
<li><span class="label">harmful:</span>true</li>
</ul>
</div>
<div>
<div>
<h4>Direct Damage</h4>
<ul>
<li><span class="label">may_crit:</span>true</li>
<li><span class="label">attack_power_mod.direct:</span>0.000000</li>
<li><span class="label">spell_power_mod.direct:</span>2.300000</li>
<li><span class="label">base_dd_min:</span>0.00</li>
<li><span class="label">base_dd_max:</span>0.00</li>
<li><span class="label">base_dd_mult:</span>0.82</li>
</ul>
</div>
</div>
<div class="shrink">
<h4>Spelldata</h4>
<ul>
<li><span class="label">id:</span>78674</li>
<li><span class="label">name:</span>Starsurge</li>
<li><span class="label">school:</span>astral</li>
<li><span class="label">tooltip:</span><span class="tooltip"></span></li>
<li><span class="label">description:</span><span class="tooltip">Launch a surge of stellar energies at the target, dealing {$s1=0} Astral damage, and extending any active Eclipse by {$s2=2} sec.</span></li>
</ul>
</div>
</div>
<div>
<h4>Action Priority List</h4>
<ul class="flex">
<div class="flex label">default</div><div class="flex label short"><span class="mono">[4]</span>:39.14</div>
<div><li><span class="label short">if_expr:</span><span class="tooltip">buff.eclipse_solar.up&spell_targets.starfire=1|buff.eclipse_lunar.up&spell_targets.starfire>1|astral_power>90</span></li>
</div>
</ul>
</div>
</td>
</tr>
</tbody>
<tbody>
<tr class="toprow">
<td class="left" rowspan="2"><span id="actor1_sunfire_damage_toggle" class="toggle-details"><a href="https://beta.wowhead.com/spell=93402">Sunfire</a></span></td>
<td class="right" rowspan="2">218</td>
<td class="right" rowspan="2">9.5%</td>
<td class="right" rowspan="2">17.3</td>
<td class="right" rowspan="2">17.71sec</td>
<td class="right" rowspan="2">3776</td>
<td class="right" rowspan="2">3010</td>
<td class="right">Direct</td>
<td class="right">17.3</td>
<td class="right">378</td>
<td class="right">777</td>
<td class="right">444</td>
<td class="right">16.8%</td>
<td class="right"></td>
</tr>
<tr class="childrow">
<td class="right">Periodic</td>
<td class="right">178.2</td>
<td class="right">273</td>
<td class="right">565</td>
<td class="right">324</td>
<td class="right">17.3%</td>
<td class="right">99.3%</td>
</tr>
<tr class="details hide">
<td colspan="14" class="filler">
<h4>Stats Details: Sunfire</h4>
<table class="details">
<tr>
<th class="small">Type</th>
<th class="small">Executes</th>
<th class="small">Direct Results</th>
<th class="small">Ticks</th>
<th class="small">Tick Results</th>
<th class="small">Execute Time per Execution</th>
<th class="small">Tick Time per Tick</th>
<th class="small">Actual Amount</th>
<th class="small">Raw Amount</th>
<th class="small">Mitigated</th>
<th class="small">Amount per Total Time</th>
<th class="small">Amount per Total Execute Time</th>
</tr>
<tr>
<td class="left small">damage</td>
<td class="right small">17.31</td>
<td class="right small">17.31</td>
<td class="right small">178.21</td>
<td class="right small">178.21</td>