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a/bin/Yacd-meta-gh-pages/assets/Proxies.9aa0ff44.css +++ /dev/null @@ -1 +0,0 @@ -._FlexCenter_1380a_1{display:flex;justify-content:center;align-items:center}._header_1y9js_1{display:flex;align-items:center}._header_1y9js_1:focus{outline:none}._header_1y9js_1 ._arrow_1y9js_8{display:inline-flex;-webkit-transform:rotate(0deg);transform:rotate(0);transition:-webkit-transform .3s;transition:transform .3s;transition:transform .3s,-webkit-transform .3s}._header_1y9js_1 ._arrow_1y9js_8._isOpen_1y9js_13{-webkit-transform:rotate(180deg);transform:rotate(180deg)}._header_1y9js_1 ._arrow_1y9js_8:focus{outline:var(--color-focus-blue) solid 1px}._btn_1y9js_20{margin-left:5px}._qty_1y9js_25{font-family:var(--font-normal);font-size:.75em;margin-left:3px;padding:2px 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B(t)?(t=t.slice(),t[0]+=e):t+=e,t}}}}};class se extends st{initialize(){this.enableOptionSharing=!0,super.initialize()}update(t){const e=this._cachedMeta,{dataset:s,data:n=[],_dataset:o}=e,r=this.chart._animationsDisabled;let{start:a,count:l}=Ur(e,n,r);this._drawStart=a,this._drawCount=l,Kr(e)&&(a=0,l=n.length),s._chart=this.chart,s._datasetIndex=this.index,s._decimated=!!o._decimated,s.points=n;const c=this.resolveDatasetElementOptions(t);this.options.showLine||(c.borderWidth=0),c.segment=this.options.segment,this.updateElement(s,void 0,{animated:!r,options:c},t),this.updateElements(n,a,l,t)}updateElements(t,e,s,n){const o=n==="reset",{iScale:r,vScale:a,_stacked:l,_dataset:c}=this._cachedMeta,h=this.resolveDataElementOptions(e,n),d=this.getSharedOptions(h),u=this.includeOptions(n,d),f=r.axis,g=a.axis,{spanGaps:p,segment:m}=this.options,b=Gt(p)?p:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||o||n==="none";let y=e>0&&this.getParsed(e-1);for(let _=e;_0&&w[f]-y[f]>b,m&&(M.parsed=w,M.raw=c.data[_]),u&&(M.options=d||this.resolveDataElementOptions(_,x.active?"active":n)),v||this.updateElement(x,_,M,n),y=w}this.updateSharedOptions(d,n,h)}getMaxOverflow(){const t=this._cachedMeta,e=t.dataset,s=e.options&&e.options.borderWidth||0,n=t.data||[];if(!n.length)return s;const o=n[0].size(this.resolveDataElementOptions(0)),r=n[n.length-1].size(this.resolveDataElementOptions(n.length-1));return Math.max(s,o,r)/2}draw(){const t=this._cachedMeta;t.dataset.updateControlPoints(this.chart.chartArea,t.iScale.axis),super.draw()}}se.id="line";se.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1};se.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};function Ur(i,t,e){const s=t.length;let n=0,o=s;if(i._sorted){const{iScale:r,_parsed:a}=i,l=r.axis,{min:c,max:h,minDefined:d,maxDefined:u}=r.getUserBounds();d&&(n=$(Math.min(_t(a,r.axis,c).lo,e?s:_t(t,l,r.getPixelForValue(c)).lo),0,s-1)),u?o=$(Math.max(_t(a,r.axis,h).hi+1,e?0:_t(t,l,r.getPixelForValue(h)).hi+1),n,s)-n:o=s-n}return{start:n,count:o}}function Kr(i){const{xScale:t,yScale:e,_scaleRanges:s}=i,n={xmin:t.min,xmax:t.max,ymin:e.min,ymax:e.max};if(!s)return i._scaleRanges=n,!0;const o=s.xmin!==t.min||s.xmax!==t.max||s.ymin!==e.min||s.ymax!==e.max;return Object.assign(s,n),o}class ki extends st{constructor(t,e){super(t,e),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(t){const e=this._cachedMeta,s=this.chart,n=s.data.labels||[],o=ee(e._parsed[t].r,s.options.locale);return{label:n[t]||"",value:o}}update(t){const e=this._cachedMeta.data;this._updateRadius(),this.updateElements(e,0,e.length,t)}_updateRadius(){const t=this.chart,e=t.chartArea,s=t.options,n=Math.min(e.right-e.left,e.bottom-e.top),o=Math.max(n/2,0),r=Math.max(s.cutoutPercentage?o/100*s.cutoutPercentage:1,0),a=(o-r)/t.getVisibleDatasetCount();this.outerRadius=o-a*this.index,this.innerRadius=this.outerRadius-a}updateElements(t,e,s,n){const o=n==="reset",r=this.chart,a=this.getDataset(),c=r.options.animation,h=this._cachedMeta.rScale,d=h.xCenter,u=h.yCenter,f=h.getIndexAngle(0)-.5*W;let g=f,p;const m=360/this.countVisibleElements();for(p=0;p{!isNaN(t.data[o])&&this.chart.getDataVisibility(o)&&s++}),s}_computeAngle(t,e,s){return this.chart.getDataVisibility(t)?tt(this.resolveDataElementOptions(t,e).angle||s):0}}ki.id="polarArea";ki.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0};ki.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(i){const t=i.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:e}}=i.legend.options;return t.labels.map((s,n)=>{const r=i.getDatasetMeta(0).controller.getStyle(n);return{text:s,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:e,hidden:!i.getDataVisibility(n),index:n}})}return[]}},onClick(i,t,e){e.chart.toggleDataVisibility(t.index),e.chart.update()}},tooltip:{callbacks:{title(){return""},label(i){return i.chart.data.labels[i.dataIndex]+": "+i.formattedValue}}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Mn extends ie{}Mn.id="pie";Mn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Si extends st{getLabelAndValue(t){const e=this._cachedMeta.vScale,s=this.getParsed(t);return{label:e.getLabels()[t],value:""+e.getLabelForValue(s[e.axis])}}update(t){const e=this._cachedMeta,s=e.dataset,n=e.data||[],o=e.iScale.getLabels();if(s.points=n,t!=="resize"){const r=this.resolveDatasetElementOptions(t);this.options.showLine||(r.borderWidth=0);const a={_loop:!0,_fullLoop:o.length===n.length,options:r};this.updateElement(s,void 0,a,t)}this.updateElements(n,0,n.length,t)}updateElements(t,e,s,n){const o=this.getDataset(),r=this._cachedMeta.rScale,a=n==="reset";for(let l=e;l{c[a](n[r],s)&&o.push({element:c,datasetIndex:h,index:d}),c.inRange(n.x,n.y,s)&&(l=!0)}),e.intersect&&!l?[]:o}var ea={modes:{index(i,t,e,s){const n=jt(t,i),o=e.axis||"x",r=e.intersect?Ke(i,n,o,s):qe(i,n,o,!1,s),a=[];return r.length?(i.getSortedVisibleDatasetMetas().forEach(l=>{const c=r[0].index,h=l.data[c];h&&!h.skip&&a.push({element:h,datasetIndex:l.index,index:c})}),a):[]},dataset(i,t,e,s){const n=jt(t,i),o=e.axis||"xy";let r=e.intersect?Ke(i,n,o,s):qe(i,n,o,!1,s);if(r.length>0){const a=r[0].datasetIndex,l=i.getDatasetMeta(a).data;r=[];for(let c=0;ce.pos===t)}function us(i,t){return i.filter(e=>wn.indexOf(e.pos)===-1&&e.box.axis===t)}function Vt(i,t){return i.sort((e,s)=>{const n=t?s:e,o=t?e:s;return n.weight===o.weight?n.index-o.index:n.weight-o.weight})}function ia(i){const t=[];let e,s,n,o,r,a;for(e=0,s=(i||[]).length;ec.box.fullSize),!0),s=Vt(Bt(t,"left"),!0),n=Vt(Bt(t,"right")),o=Vt(Bt(t,"top"),!0),r=Vt(Bt(t,"bottom")),a=us(t,"x"),l=us(t,"y");return{fullSize:e,leftAndTop:s.concat(o),rightAndBottom:n.concat(l).concat(r).concat(a),chartArea:Bt(t,"chartArea"),vertical:s.concat(n).concat(l),horizontal:o.concat(r).concat(a)}}function fs(i,t,e,s){return Math.max(i[e],t[e])+Math.max(i[s],t[s])}function kn(i,t){i.top=Math.max(i.top,t.top),i.left=Math.max(i.left,t.left),i.bottom=Math.max(i.bottom,t.bottom),i.right=Math.max(i.right,t.right)}function ra(i,t,e,s){const{pos:n,box:o}=e,r=i.maxPadding;if(!D(n)){e.size&&(i[n]-=e.size);const 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h=l.reduce((p,m)=>m.box.options&&m.box.options.display===!1?p:p+1,0)||1,d=Object.freeze({outerWidth:t,outerHeight:e,padding:n,availableWidth:o,availableHeight:r,vBoxMaxWidth:o/2/h,hBoxMaxHeight:r/2}),u=Object.assign({},n);kn(u,X(s));const f=Object.assign({maxPadding:u,w:o,h:r,x:n.left,y:n.top},n),g=na(l.concat(c),d);$t(a.fullSize,f,d,g),$t(l,f,d,g),$t(c,f,d,g)&&$t(l,f,d,g),aa(f),gs(a.leftAndTop,f,d,g),f.x+=f.w,f.y+=f.h,gs(a.rightAndBottom,f,d,g),i.chartArea={left:f.left,top:f.top,right:f.left+f.w,bottom:f.top+f.h,height:f.h,width:f.w},R(a.chartArea,p=>{const m=p.box;Object.assign(m,i.chartArea),m.update(f.w,f.h,{left:0,top:0,right:0,bottom:0})})}};class Sn{acquireContext(t,e){}releaseContext(t){return!1}addEventListener(t,e,s){}removeEventListener(t,e,s){}getDevicePixelRatio(){return 1}getMaximumSize(t,e,s,n){return e=Math.max(0,e||t.width),s=s||t.height,{width:e,height:Math.max(0,n?Math.floor(e/n):s)}}isAttached(t){return!0}updateConfig(t){}}class ca extends Sn{acquireContext(t){return t&&t.getContext&&t.getContext("2d")||null}updateConfig(t){t.options.animation=!1}}const be="$chartjs",ha={touchstart:"mousedown",touchmove:"mousemove",touchend:"mouseup",pointerenter:"mouseenter",pointerdown:"mousedown",pointermove:"mousemove",pointerup:"mouseup",pointerleave:"mouseout",pointerout:"mouseout"},ps=i=>i===null||i==="";function da(i,t){const e=i.style,s=i.getAttribute("height"),n=i.getAttribute("width");if(i[be]={initial:{height:s,width:n,style:{display:e.display,height:e.height,width:e.width}}},e.display=e.display||"block",e.boxSizing=e.boxSizing||"border-box",ps(n)){const o=Gi(i,"width");o!==void 0&&(i.width=o)}if(ps(s))if(i.style.height==="")i.height=i.width/(t||2);else{const o=Gi(i,"height");o!==void 0&&(i.height=o)}return i}const Pn=ar?{passive:!0}:!1;function ua(i,t,e){i.addEventListener(t,e,Pn)}function fa(i,t,e){i.canvas.removeEventListener(t,e,Pn)}function ga(i,t){const e=ha[i.type]||i.type,{x:s,y:n}=fn(i,t);return{type:e,chart:t,native:i,x:s!==void 0?s:null,y:n!==void 0?n:null}}function Ce(i,t){for(const e of i)if(e===t||e.contains(t))return!0}function pa(i,t,e){const s=i.canvas,n=new MutationObserver(o=>{let r=!1;for(const a of o)r=r||Ce(a.addedNodes,s),r=r&&!Ce(a.removedNodes,s);r&&e()});return n.observe(document,{childList:!0,subtree:!0}),n}function ma(i,t,e){const s=i.canvas,n=new MutationObserver(o=>{let r=!1;for(const a of o)r=r||Ce(a.removedNodes,s),r=r&&!Ce(a.addedNodes,s);r&&e()});return n.observe(document,{childList:!0,subtree:!0}),n}const Qt=new Map;let ms=0;function Cn(){const i=window.devicePixelRatio;i!==ms&&(ms=i,Qt.forEach((t,e)=>{e.currentDevicePixelRatio!==i&&t()}))}function ba(i,t){Qt.size||window.addEventListener("resize",Cn),Qt.set(i,t)}function xa(i){Qt.delete(i),Qt.size||window.removeEventListener("resize",Cn)}function _a(i,t,e){const s=i.canvas,n=s&&vi(s);if(!n)return;const o=Xs((a,l)=>{const c=n.clientWidth;e(a,l),c{const 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r=J(Math.abs(o)),a=Math.max(Math.min(-1*Math.floor(r),20),0),l={notation:n,minimumFractionDigits:a,maximumFractionDigits:a};return Object.assign(l,this.options.ticks.format),ee(i,s,l)},logarithmic(i,t,e){if(i===0)return"0";const s=i/Math.pow(10,Math.floor(J(i)));return s===1||s===2||s===5?Dn.numeric.call(this,i,t,e):""}};function wa(i,t){let e=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(e)>=1&&i!==Math.floor(i)&&(e=i-Math.floor(i)),e}var Fe={formatters:Dn};O.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(i,t)=>t.lineWidth,tickColor:(i,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Fe.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 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this.options.labels||(this.isHorizontal()?t.xLabels:t.yLabels)||t.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){z(this.options.beforeUpdate,[this])}update(t,e,s){const{beginAtZero:n,grace:o,ticks:r}=this.options,a=r.sampleSize;this.beforeUpdate(),this.maxWidth=t,this.maxHeight=e,this._margins=s=Object.assign({left:0,right:0,top:0,bottom:0},s),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+s.left+s.right:this.height+s.top+s.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=Fo(this,o,n),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=a=o||s<=1||!this.isHorizontal()){this.labelRotation=n;return}const 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b=s.mirror?0:m*d.width+p*u.height;t.height=Math.min(this.maxHeight,t.height+b+f)}else{const b=s.mirror?0:p*d.width+m*u.height;t.width=Math.min(this.maxWidth,t.width+b+f)}this._calculatePadding(c,h,m,p)}}this._handleMargins(),a?(this.width=this._length=e.width-this._margins.left-this._margins.right,this.height=t.height):(this.width=t.width,this.height=this._length=e.height-this._margins.top-this._margins.bottom)}_calculatePadding(t,e,s,n){const{ticks:{align:o,padding:r},position:a}=this.options,l=this.labelRotation!==0,c=a!=="top"&&this.axis==="x";if(this.isHorizontal()){const h=this.getPixelForTick(0)-this.left,d=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,f=0;l?c?(u=n*t.width,f=s*e.height):(u=s*t.height,f=n*e.width):o==="start"?f=e.width:o==="end"?u=t.width:(u=t.width/2,f=e.width/2),this.paddingLeft=Math.max((u-h+r)*this.width/(this.width-h),0),this.paddingRight=Math.max((f-d+r)*this.width/(this.width-d),0)}else{let h=e.height/2,d=t.height/2;o==="start"?(h=0,d=t.height):o==="end"&&(h=e.height,d=0),this.paddingTop=h+r,this.paddingBottom=d+r}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){z(this.options.afterFit,[this])}isHorizontal(){const{axis:t,position:e}=this.options;return e==="top"||e==="bottom"||t==="x"}isFullSize(){return this.options.fullSize}_convertTicksToLabels(t){this.beforeTickToLabelConversion(),this.generateTickLabels(t);let e,s;for(e=0,s=t.length;e({width:o[M]||0,height:r[M]||0});return{first:w(0),last:w(e-1),widest:w(_),highest:w(x),widths:o,heights:r}}getLabelForValue(t){return t}getPixelForValue(t,e){return NaN}getValueForPixel(t){}getPixelForTick(t){const e=this.ticks;return t<0||t>e.length-1?null:this.getPixelForValue(e[t].value)}getPixelForDecimal(t){this._reversePixels&&(t=1-t);const e=this._startPixel+t*this._length;return so(this._alignToPixels?mt(this.chart,e,0):e)}getDecimalForPixel(t){const e=(t-this._startPixel)/this._length;return this._reversePixels?1-e:e}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:t,max:e}=this;return t<0&&e<0?e:t>0&&e>0?t:0}getContext(t){const e=this.ticks||[];if(t>=0&&ta*n?a/s:l/n:l*n0}_computeGridLineItems(t){const e=this.axis,s=this.chart,n=this.options,{grid:o,position:r}=n,a=o.offset,l=this.isHorizontal(),h=this.ticks.length+(a?1:0),d=Wt(o),u=[],f=o.setContext(this.getContext()),g=f.drawBorder?f.borderWidth:0,p=g/2,m=function(C){return mt(s,C,g)};let b,v,y,_,x,w,M,S,k,T,L,A;if(r==="top")b=m(this.bottom),w=this.bottom-d,S=b-p,T=m(t.top)+p,A=t.bottom;else if(r==="bottom")b=m(this.top),T=t.top,A=m(t.bottom)-p,w=b+p,S=this.top+d;else if(r==="left")b=m(this.right),x=this.right-d,M=b-p,k=m(t.left)+p,L=t.right;else if(r==="right")b=m(this.left),k=t.left,L=m(t.right)-p,x=b+p,M=this.left+d;else if(e==="x"){if(r==="center")b=m((t.top+t.bottom)/2+.5);else if(D(r)){const C=Object.keys(r)[0],F=r[C];b=m(this.chart.scales[C].getPixelForValue(F))}T=t.top,A=t.bottom,w=b+p,S=w+d}else if(e==="y"){if(r==="center")b=m((t.left+t.right)/2);else if(D(r)){const C=Object.keys(r)[0],F=r[C];b=m(this.chart.scales[C].getPixelForValue(F))}x=b-p,M=x-d,k=t.left,L=t.right}const H=P(n.ticks.maxTicksLimit,h),Y=Math.max(1,Math.ceil(h/H));for(v=0;vo.value===t);return n>=0?e.setContext(this.getContext(n)).lineWidth:0}drawGrid(t){const e=this.options.grid,s=this.ctx,n=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(t));let o,r;const a=(l,c,h)=>{!h.width||!h.color||(s.save(),s.lineWidth=h.width,s.strokeStyle=h.color,s.setLineDash(h.borderDash||[]),s.lineDashOffset=h.borderDashOffset,s.beginPath(),s.moveTo(l.x,l.y),s.lineTo(c.x,c.y),s.stroke(),s.restore())};if(e.display)for(o=0,r=n.length;o{this.draw(n)}}]:[{z:s,draw:n=>{this.drawBackground(),this.drawGrid(n),this.drawTitle()}},{z:s+1,draw:()=>{this.drawBorder()}},{z:e,draw:n=>{this.drawLabels(n)}}]}getMatchingVisibleMetas(t){const e=this.chart.getSortedVisibleDatasetMetas(),s=this.axis+"AxisID",n=[];let o,r;for(o=0,r=e.length;o{const s=e.split("."),n=s.pop(),o=[i].concat(s).join("."),r=t[e].split("."),a=r.pop(),l=r.join(".");O.route(o,n,l,a)})}function Va(i){return"id"in i&&"defaults"in i}class Wa{constructor(){this.controllers=new fe(st,"datasets",!0),this.elements=new fe(nt,"elements"),this.plugins=new fe(Object,"plugins"),this.scales=new fe(kt,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...t){this._each("register",t)}remove(...t){this._each("unregister",t)}addControllers(...t){this._each("register",t,this.controllers)}addElements(...t){this._each("register",t,this.elements)}addPlugins(...t){this._each("register",t,this.plugins)}addScales(...t){this._each("register",t,this.scales)}getController(t){return this._get(t,this.controllers,"controller")}getElement(t){return this._get(t,this.elements,"element")}getPlugin(t){return this._get(t,this.plugins,"plugin")}getScale(t){return this._get(t,this.scales,"scale")}removeControllers(...t){this._each("unregister",t,this.controllers)}removeElements(...t){this._each("unregister",t,this.elements)}removePlugins(...t){this._each("unregister",t,this.plugins)}removeScales(...t){this._each("unregister",t,this.scales)}_each(t,e,s){[...e].forEach(n=>{const o=s||this._getRegistryForType(n);s||o.isForType(n)||o===this.plugins&&n.id?this._exec(t,o,n):R(n,r=>{const a=s||this._getRegistryForType(r);this._exec(t,a,r)})})}_exec(t,e,s){const n=hi(t);z(s["before"+n],[],s),e[t](s),z(s["after"+n],[],s)}_getRegistryForType(t){for(let e=0;eo.filter(a=>!r.some(l=>a.plugin.id===l.plugin.id));this._notify(n(e,s),t,"stop"),this._notify(n(s,e),t,"start")}}function Ha(i){const t=[],e=Object.keys(lt.plugins.items);for(let n=0;n{const l=s[a];if(!D(l))return console.error(`Invalid scale configuration for scale: ${a}`);if(l._proxy)return console.warn(`Ignoring resolver passed as options for scale: ${a}`);const c=oi(a,l),h=Ua(c,n),d=e.scales||{};o[c]=o[c]||a,r[a]=Yt(Object.create(null),[{axis:c},l,d[c],d[h]])}),i.data.datasets.forEach(a=>{const l=a.type||i.type,c=a.indexAxis||ni(l,t),d=(Mt[l]||{}).scales||{};Object.keys(d).forEach(u=>{const 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t=this._config;this.clearCache(),On(t)}clearCache(){this._scopeCache.clear(),this._resolverCache.clear()}datasetScopeKeys(t){return ge(t,()=>[[`datasets.${t}`,""]])}datasetAnimationScopeKeys(t,e){return ge(`${t}.transition.${e}`,()=>[[`datasets.${t}.transitions.${e}`,`transitions.${e}`],[`datasets.${t}`,""]])}datasetElementScopeKeys(t,e){return ge(`${t}-${e}`,()=>[[`datasets.${t}.elements.${e}`,`datasets.${t}`,`elements.${e}`,""]])}pluginScopeKeys(t){const e=t.id,s=this.type;return ge(`${s}-plugin-${e}`,()=>[[`plugins.${e}`,...t.additionalOptionScopes||[]]])}_cachedScopes(t,e){const s=this._scopeCache;let n=s.get(t);return(!n||e)&&(n=new Map,s.set(t,n)),n}getOptionScopes(t,e,s){const{options:n,type:o}=this,r=this._cachedScopes(t,s),a=r.get(e);if(a)return a;const l=new Set;e.forEach(h=>{t&&(l.add(t),h.forEach(d=>Nt(l,t,d))),h.forEach(d=>Nt(l,n,d)),h.forEach(d=>Nt(l,Mt[o]||{},d)),h.forEach(d=>Nt(l,O,d)),h.forEach(d=>Nt(l,ii,d))});const c=Array.from(l);return c.length===0&&c.push(Object.create(null)),Ln.has(e)&&r.set(e,c),c}chartOptionScopes(){const{options:t,type:e}=this;return[t,Mt[e]||{},O.datasets[e]||{},{type:e},O,ii]}resolveNamedOptions(t,e,s,n=[""]){const o={$shared:!0},{resolver:r,subPrefixes:a}=vs(this._resolverCache,t,n);let l=r;if(Qa(r,e)){o.$shared=!1,s=ut(s)?s():s;const c=this.createResolver(t,s,a);l=At(r,s,c)}for(const c of e)o[c]=l[c];return o}createResolver(t,e,s=[""],n){const{resolver:o}=vs(this._resolverCache,t,s);return D(e)?At(o,e,void 0,n):o}}function vs(i,t,e){let s=i.get(t);s||(s=new Map,i.set(t,s));const n=e.join();let o=s.get(n);return o||(o={resolver:xi(t,e),subPrefixes:e.filter(a=>!a.toLowerCase().includes("hover"))},s.set(n,o)),o}const Ja=i=>D(i)&&Object.getOwnPropertyNames(i).reduce((t,e)=>t||ut(i[e]),!1);function Qa(i,t){const{isScriptable:e,isIndexable:s}=an(i);for(const n of t){const o=e(n),r=s(n),a=(r||o)&&i[n];if(o&&(ut(a)||Ja(a))||r&&B(a))return!0}return!1}var tl="3.7.1";const el=["top","bottom","left","right","chartArea"];function Ms(i,t){return i==="top"||i==="bottom"||el.indexOf(i)===-1&&t==="x"}function ws(i,t){return function(e,s){return e[i]===s[i]?e[t]-s[t]:e[i]-s[i]}}function ks(i){const t=i.chart,e=t.options.animation;t.notifyPlugins("afterRender"),z(e&&e.onComplete,[i],t)}function il(i){const t=i.chart,e=t.options.animation;z(e&&e.onProgress,[i],t)}function Tn(i){return un()&&typeof i=="string"?i=document.getElementById(i):i&&i.length&&(i=i[0]),i&&i.canvas&&(i=i.canvas),i}const De={},Rn=i=>{const t=Tn(i);return Object.values(De).filter(e=>e.canvas===t).pop()};function sl(i,t,e){const s=Object.keys(i);for(const n of s){const o=+n;if(o>=t){const r=i[n];delete i[n],(e>0||o>t)&&(i[o+e]=r)}}}function nl(i,t,e,s){return!e||i.type==="mouseout"?null:s?t:i}class Di{constructor(t,e){const s=this.config=new Za(e),n=Tn(t),o=Rn(n);if(o)throw new Error("Canvas is already in use. 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s=this.options,n=this.canvas,o=s.maintainAspectRatio&&this.aspectRatio,r=this.platform.getMaximumSize(n,t,e,o),a=s.devicePixelRatio||this.platform.getDevicePixelRatio(),l=this.width?"resize":"attach";this.width=r.width,this.height=r.height,this._aspectRatio=this.aspectRatio,qi(this,a,!0)&&(this.notifyPlugins("resize",{size:r}),z(s.onResize,[this,r],this),this.attached&&this._doResize(l)&&this.render())}ensureScalesHaveIDs(){const e=this.options.scales||{};R(e,(s,n)=>{s.id=n})}buildOrUpdateScales(){const t=this.options,e=t.scales,s=this.scales,n=Object.keys(s).reduce((r,a)=>(r[a]=!1,r),{});let o=[];e&&(o=o.concat(Object.keys(e).map(r=>{const a=e[r],l=oi(r,a),c=l==="r",h=l==="x";return{options:a,dposition:c?"chartArea":h?"bottom":"left",dtype:c?"radialLinear":h?"category":"linear"}}))),R(o,r=>{const a=r.options,l=a.id,c=oi(l,a),h=P(a.type,r.dtype);(a.position===void 0||Ms(a.position,c)!==Ms(r.dposition))&&(a.position=r.dposition),n[l]=!0;let d=null;if(l in 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s=this._options=e.createResolver(e.chartOptionScopes(),this.getContext()),n=this._animationsDisabled=!s.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),this.notifyPlugins("beforeUpdate",{mode:t,cancelable:!0})===!1)return;const o=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let r=0;for(let c=0,h=this.data.datasets.length;c{c.reset()}),this._updateDatasets(t),this.notifyPlugins("afterUpdate",{mode:t}),this._layers.sort(ws("z","_idx"));const{_active:a,_lastEvent:l}=this;l?this._eventHandler(l,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){R(this.scales,t=>{ht.removeBox(this,t)}),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const t=this.options,e=new Set(Object.keys(this._listeners)),s=new Set(t.events);(!Ei(e,s)||!!this._responsiveListeners!==t.responsive)&&(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:t}=this,e=this._getUniformDataChanges()||[];for(const{method:s,start:n,count:o}of e){const r=s==="_removeElements"?-o:o;sl(t,n,r)}}_getUniformDataChanges(){const t=this._dataChanges;if(!t||!t.length)return;this._dataChanges=[];const e=this.data.datasets.length,s=o=>new Set(t.filter(r=>r[0]===o).map((r,a)=>a+","+r.splice(1).join(","))),n=s(0);for(let o=1;oo.split(",")).map(o=>({method:o[1],start:+o[2],count:+o[3]}))}_updateLayout(t){if(this.notifyPlugins("beforeLayout",{cancelable:!0})===!1)return;ht.update(this,this.width,this.height,t);const 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Y=l.x(A);v(Y,H,M),A=$n(T,A+p+f,_?A+L:this.right,t.rtl),y(l.x(A),H,M),_?g.x+=L+d:g.y+=w}),pn(this.ctx,t.textDirection)}drawTitle(){const t=this.options,e=t.title,s=j(e.font),n=X(e.padding);if(!e.display)return;const o=Dt(t.rtl,this.left,this.width),r=this.ctx,a=e.position,l=s.size/2,c=n.top+l;let h,d=this.left,u=this.width;if(this.isHorizontal())u=Math.max(...this.lineWidths),h=this.top+c,d=K(t.align,d,this.right-u);else{const g=this.columnSizes.reduce((p,m)=>Math.max(p,m.height),0);h=c+K(t.align,this.top,this.bottom-g-t.labels.padding-this._computeTitleHeight())}const f=K(a,d,d+u);r.textAlign=o.textAlign(Us(a)),r.textBaseline="middle",r.strokeStyle=e.color,r.fillStyle=e.color,r.font=s.string,Ot(r,e.text,f,h,s)}_computeTitleHeight(){const t=this.options.title,e=j(t.font),s=X(t.padding);return t.display?e.lineHeight+s.height:0}_getLegendItemAt(t,e){let s,n,o;if(at(t,this.left,this.right)&&at(e,this.top,this.bottom)){for(o=this.legendHitBoxes,s=0;si.chart.options.color,boxWidth:40,padding:10,generateLabels(i){const t=i.data.datasets,{labels:{usePointStyle:e,pointStyle:s,textAlign:n,color:o}}=i.legend.options;return i._getSortedDatasetMetas().map(r=>{const a=r.controller.getStyle(e?0:void 0),l=X(a.borderWidth);return{text:t[r.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!r.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(l.width+l.height)/4,strokeStyle:a.borderColor,pointStyle:s||a.pointStyle,rotation:a.rotation,textAlign:n||a.textAlign,borderRadius:0,datasetIndex:r.index}},this)}},title:{color:i=>i.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:i=>!i.startsWith("on"),labels:{_scriptable:i=>!["generateLabels","filter","sort"].includes(i)}}};const xe={average(i){if(!i.length)return!1;let t,e,s=0,n=0,o=0;for(t=0,e=i.length;t-1?i.split(` -`):i}function $l(i,t){const{element:e,datasetIndex:s,index:n}=t,o=i.getDatasetMeta(s).controller,{label:r,value:a}=o.getLabelAndValue(n);return{chart:i,label:r,parsed:o.getParsed(n),raw:i.data.datasets[s].data[n],formattedValue:a,dataset:o.getDataset(),dataIndex:n,datasetIndex:s,element:e}}function Rs(i,t){const e=i.chart.ctx,{body:s,footer:n,title:o}=i,{boxWidth:r,boxHeight:a}=t,l=j(t.bodyFont),c=j(t.titleFont),h=j(t.footerFont),d=o.length,u=n.length,f=s.length,g=X(t.padding);let p=g.height,m=0,b=s.reduce((_,x)=>_+x.before.length+x.lines.length+x.after.length,0);if(b+=i.beforeBody.length+i.afterBody.length,d&&(p+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),b){const _=t.displayColors?Math.max(a,l.lineHeight):l.lineHeight;p+=f*_+(b-f)*l.lineHeight+(b-1)*t.bodySpacing}u&&(p+=t.footerMarginTop+u*h.lineHeight+(u-1)*t.footerSpacing);let v=0;const y=function(_){m=Math.max(m,e.measureText(_).width+v)};return e.save(),e.font=c.string,R(i.title,y),e.font=l.string,R(i.beforeBody.concat(i.afterBody),y),v=t.displayColors?r+2+t.boxPadding:0,R(s,_=>{R(_.before,y),R(_.lines,y),R(_.after,y)}),v=0,e.font=h.string,R(i.footer,y),e.restore(),m+=g.width,{width:m,height:p}}function Yl(i,t){const{y:e,height:s}=t;return ei.height-s/2?"bottom":"center"}function Xl(i,t,e,s){const{x:n,width:o}=s,r=e.caretSize+e.caretPadding;if(i==="left"&&n+o+r>t.width||i==="right"&&n-o-r<0)return!0}function Ul(i,t,e,s){const{x:n,width:o}=e,{width:r,chartArea:{left:a,right:l}}=i;let c="center";return s==="center"?c=n<=(a+l)/2?"left":"right":n<=o/2?c="left":n>=r-o/2&&(c="right"),Xl(c,i,t,e)&&(c="center"),c}function Es(i,t,e){const s=e.yAlign||t.yAlign||Yl(i,e);return{xAlign:e.xAlign||t.xAlign||Ul(i,t,e,s),yAlign:s}}function Kl(i,t){let{x:e,width:s}=i;return t==="right"?e-=s:t==="center"&&(e-=s/2),e}function ql(i,t,e){let{y:s,height:n}=i;return t==="top"?s+=e:t==="bottom"?s-=n+e:s-=n/2,s}function Fs(i,t,e,s){const{caretSize:n,caretPadding:o,cornerRadius:r}=i,{xAlign:a,yAlign:l}=e,c=n+o,{topLeft:h,topRight:d,bottomLeft:u,bottomRight:f}=Ct(r);let g=Kl(t,a);const p=ql(t,l,c);return l==="center"?a==="left"?g+=c:a==="right"&&(g-=c):a==="left"?g-=Math.max(h,u)+n:a==="right"&&(g+=Math.max(d,f)+n),{x:$(g,0,s.width-t.width),y:$(p,0,s.height-t.height)}}function pe(i,t,e){const s=X(e.padding);return t==="center"?i.x+i.width/2:t==="right"?i.x+i.width-s.right:i.x+s.left}function Is(i){return et([],rt(i))}function Gl(i,t,e){return ft(i,{tooltip:t,tooltipItems:e,type:"tooltip"})}function zs(i,t){const e=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return e?i.override(e):i}class Zl extends nt{constructor(t){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=t.chart||t._chart,this._chart=this.chart,this.options=t.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(t){this.options=t,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const t=this._cachedAnimations;if(t)return t;const e=this.chart,s=this.options.setContext(this.getContext()),n=s.enabled&&e.options.animation&&s.animations,o=new _n(this.chart,n);return n._cacheable&&(this._cachedAnimations=Object.freeze(o)),o}getContext(){return this.$context||(this.$context=Gl(this.chart.getContext(),this,this._tooltipItems))}getTitle(t,e){const{callbacks:s}=e,n=s.beforeTitle.apply(this,[t]),o=s.title.apply(this,[t]),r=s.afterTitle.apply(this,[t]);let a=[];return a=et(a,rt(n)),a=et(a,rt(o)),a=et(a,rt(r)),a}getBeforeBody(t,e){return Is(e.callbacks.beforeBody.apply(this,[t]))}getBody(t,e){const{callbacks:s}=e,n=[];return R(t,o=>{const r={before:[],lines:[],after:[]},a=zs(s,o);et(r.before,rt(a.beforeLabel.call(this,o))),et(r.lines,a.label.call(this,o)),et(r.after,rt(a.afterLabel.call(this,o))),n.push(r)}),n}getAfterBody(t,e){return Is(e.callbacks.afterBody.apply(this,[t]))}getFooter(t,e){const{callbacks:s}=e,n=s.beforeFooter.apply(this,[t]),o=s.footer.apply(this,[t]),r=s.afterFooter.apply(this,[t]);let a=[];return a=et(a,rt(n)),a=et(a,rt(o)),a=et(a,rt(r)),a}_createItems(t){const e=this._active,s=this.chart.data,n=[],o=[],r=[];let a=[],l,c;for(l=0,c=e.length;lt.filter(h,d,u,s))),t.itemSort&&(a=a.sort((h,d)=>t.itemSort(h,d,s))),R(a,h=>{const d=zs(t.callbacks,h);n.push(d.labelColor.call(this,h)),o.push(d.labelPointStyle.call(this,h)),r.push(d.labelTextColor.call(this,h))}),this.labelColors=n,this.labelPointStyles=o,this.labelTextColors=r,this.dataPoints=a,a}update(t,e){const s=this.options.setContext(this.getContext()),n=this._active;let o,r=[];if(!n.length)this.opacity!==0&&(o={opacity:0});else{const a=xe[s.position].call(this,n,this._eventPosition);r=this._createItems(s),this.title=this.getTitle(r,s),this.beforeBody=this.getBeforeBody(r,s),this.body=this.getBody(r,s),this.afterBody=this.getAfterBody(r,s),this.footer=this.getFooter(r,s);const l=this._size=Rs(this,s),c=Object.assign({},a,l),h=Es(this.chart,s,c),d=Fs(s,c,h,this.chart);this.xAlign=h.xAlign,this.yAlign=h.yAlign,o={opacity:1,x:d.x,y:d.y,width:l.width,height:l.height,caretX:a.x,caretY:a.y}}this._tooltipItems=r,this.$context=void 0,o&&this._resolveAnimations().update(this,o),t&&s.external&&s.external.call(this,{chart:this.chart,tooltip:this,replay:e})}drawCaret(t,e,s,n){const o=this.getCaretPosition(t,s,n);e.lineTo(o.x1,o.y1),e.lineTo(o.x2,o.y2),e.lineTo(o.x3,o.y3)}getCaretPosition(t,e,s){const{xAlign:n,yAlign:o}=this,{caretSize:r,cornerRadius:a}=s,{topLeft:l,topRight:c,bottomLeft:h,bottomRight:d}=Ct(a),{x:u,y:f}=t,{width:g,height:p}=e;let m,b,v,y,_,x;return o==="center"?(_=f+p/2,n==="left"?(m=u,b=m-r,y=_+r,x=_-r):(m=u+g,b=m+r,y=_-r,x=_+r),v=m):(n==="left"?b=u+Math.max(l,h)+r:n==="right"?b=u+g-Math.max(c,d)-r:b=this.caretX,o==="top"?(y=f,_=y-r,m=b-r,v=b+r):(y=f+p,_=y+r,m=b+r,v=b-r),x=y),{x1:m,x2:b,x3:v,y1:y,y2:_,y3:x}}drawTitle(t,e,s){const n=this.title,o=n.length;let r,a,l;if(o){const c=Dt(s.rtl,this.x,this.width);for(t.x=pe(this,s.titleAlign,s),e.textAlign=c.textAlign(s.titleAlign),e.textBaseline="middle",r=j(s.titleFont),a=s.titleSpacing,e.fillStyle=s.titleColor,e.font=r.string,l=0;ly!==0)?(t.beginPath(),t.fillStyle=o.multiKeyBackground,Se(t,{x:m,y:p,w:c,h:l,radius:v}),t.fill(),t.stroke(),t.fillStyle=r.backgroundColor,t.beginPath(),Se(t,{x:b,y:p+1,w:c-2,h:l-2,radius:v}),t.fill()):(t.fillStyle=o.multiKeyBackground,t.fillRect(m,p,c,l),t.strokeRect(m,p,c,l),t.fillStyle=r.backgroundColor,t.fillRect(b,p+1,c-2,l-2))}t.fillStyle=this.labelTextColors[s]}drawBody(t,e,s){const{body:n}=this,{bodySpacing:o,bodyAlign:r,displayColors:a,boxHeight:l,boxWidth:c,boxPadding:h}=s,d=j(s.bodyFont);let u=d.lineHeight,f=0;const g=Dt(s.rtl,this.x,this.width),p=function(S){e.fillText(S,g.x(t.x+f),t.y+u/2),t.y+=u+o},m=g.textAlign(r);let b,v,y,_,x,w,M;for(e.textAlign=r,e.textBaseline="middle",e.font=d.string,t.x=pe(this,m,s),e.fillStyle=s.bodyColor,R(this.beforeBody,p),f=a&&m!=="right"?r==="center"?c/2+h:c+2+h:0,_=0,w=n.length;_0&&e.stroke()}_updateAnimationTarget(t){const e=this.chart,s=this.$animations,n=s&&s.x,o=s&&s.y;if(n||o){const r=xe[t.position].call(this,this._active,this._eventPosition);if(!r)return;const a=this._size=Rs(this,t),l=Object.assign({},r,this._size),c=Es(e,t,l),h=Fs(t,l,c,e);(n._to!==h.x||o._to!==h.y)&&(this.xAlign=c.xAlign,this.yAlign=c.yAlign,this.width=a.width,this.height=a.height,this.caretX=r.x,this.caretY=r.y,this._resolveAnimations().update(this,h))}}draw(t){const e=this.options.setContext(this.getContext());let s=this.opacity;if(!s)return;this._updateAnimationTarget(e);const n={width:this.width,height:this.height},o={x:this.x,y:this.y};s=Math.abs(s)<.001?0:s;const r=X(e.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;e.enabled&&a&&(t.save(),t.globalAlpha=s,this.drawBackground(o,t,n,e),gn(t,e.textDirection),o.y+=r.top,this.drawTitle(o,t,e),this.drawBody(o,t,e),this.drawFooter(o,t,e),pn(t,e.textDirection),t.restore())}getActiveElements(){return this._active||[]}setActiveElements(t,e){const s=this._active,n=t.map(({datasetIndex:a,index:l})=>{const c=this.chart.getDatasetMeta(a);if(!c)throw new Error("Cannot find a dataset at index "+a);return{datasetIndex:a,element:c.data[l],index:l}}),o=!_e(s,n),r=this._positionChanged(n,e);(o||r)&&(this._active=n,this._eventPosition=e,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(t,e,s=!0){if(e&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const n=this.options,o=this._active||[],r=this._getActiveElements(t,o,e,s),a=this._positionChanged(r,t),l=e||!_e(r,o)||a;return l&&(this._active=r,(n.enabled||n.external)&&(this._eventPosition={x:t.x,y:t.y},this.update(!0,e))),l}_getActiveElements(t,e,s,n){const o=this.options;if(t.type==="mouseout")return[];if(!n)return e;const r=this.chart.getElementsAtEventForMode(t,o.mode,o,s);return o.reverse&&r.reverse(),r}_positionChanged(t,e){const{caretX:s,caretY:n,options:o}=this,r=xe[o.position].call(this,t,e);return r!==!1&&(s!==r.x||n!==r.y)}}Zl.positioners=xe;const Jl=(i,t,e,s)=>(typeof t=="string"?(e=i.push(t)-1,s.unshift({index:e,label:t})):isNaN(t)&&(e=null),e);function Ql(i,t,e,s){const n=i.indexOf(t);if(n===-1)return Jl(i,t,e,s);const o=i.lastIndexOf(t);return n!==o?e:n}const tc=(i,t)=>i===null?null:$(Math.round(i),0,t);class Oe extends kt{constructor(t){super(t),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(t){const e=this._addedLabels;if(e.length){const s=this.getLabels();for(const{index:n,label:o}of e)s[n]===o&&s.splice(n,1);this._addedLabels=[]}super.init(t)}parse(t,e){if(E(t))return null;const s=this.getLabels();return e=isFinite(e)&&s[e]===t?e:Ql(s,t,P(e,t),this._addedLabels),tc(e,s.length-1)}determineDataLimits(){const{minDefined:t,maxDefined:e}=this.getUserBounds();let{min:s,max:n}=this.getMinMax(!0);this.options.bounds==="ticks"&&(t||(s=0),e||(n=this.getLabels().length-1)),this.min=s,this.max=n}buildTicks(){const t=this.min,e=this.max,s=this.options.offset,n=[];let o=this.getLabels();o=t===0&&e===o.length-1?o:o.slice(t,e+1),this._valueRange=Math.max(o.length-(s?0:1),1),this._startValue=this.min-(s?.5:0);for(let r=t;r<=e;r++)n.push({value:r});return n}getLabelForValue(t){const e=this.getLabels();return t>=0&&te.length-1?null:this.getPixelForValue(e[t].value)}getValueForPixel(t){return Math.round(this._startValue+this.getDecimalForPixel(t)*this._valueRange)}getBasePixel(){return this.bottom}}Oe.id="category";Oe.defaults={ticks:{callback:Oe.prototype.getLabelForValue}};function ec(i,t){const e=[],{bounds:n,step:o,min:r,max:a,precision:l,count:c,maxTicks:h,maxDigits:d,includeBounds:u}=i,f=o||1,g=h-1,{min:p,max:m}=t,b=!E(r),v=!E(a),y=!E(c),_=(m-p)/(d+1);let x=Ii((m-p)/g/f)*f,w,M,S,k;if(x<1e-14&&!b&&!v)return[{value:p},{value:m}];k=Math.ceil(m/x)-Math.floor(p/x),k>g&&(x=Ii(k*x/g/f)*f),E(l)||(w=Math.pow(10,l),x=Math.ceil(x*w)/w),n==="ticks"?(M=Math.floor(p/x)*x,S=Math.ceil(m/x)*x):(M=p,S=m),b&&v&&o&&eo((a-r)/o,x/1e3)?(k=Math.round(Math.min((a-r)/x,h)),x=(a-r)/k,M=r,S=a):y?(M=b?r:M,S=v?a:S,k=c-1,x=(S-M)/k):(k=(S-M)/x,Xt(k,Math.round(k),x/1e3)?k=Math.round(k):k=Math.ceil(k));const T=Math.max(zi(x),zi(M));w=Math.pow(10,E(l)?T:l),M=Math.round(M*w)/w,S=Math.round(S*w)/w;let L=0;for(b&&(u&&M!==r?(e.push({value:r}),Mn=e?n:l,a=l=>o=s?o:l;if(t){const l=it(n),c=it(o);l<0&&c<0?a(0):l>0&&c>0&&r(0)}if(n===o){let l=1;(o>=Number.MAX_SAFE_INTEGER||n<=Number.MIN_SAFE_INTEGER)&&(l=Math.abs(o*.05)),a(o+l),t||r(n-l)}this.min=n,this.max=o}getTickLimit(){const t=this.options.ticks;let{maxTicksLimit:e,stepSize:s}=t,n;return s?(n=Math.ceil(this.max/s)-Math.floor(this.min/s)+1,n>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${s} would result generating up to ${n} ticks. 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i.toLowerCase()}):o.length===2?(o[0]=o[0].toLowerCase(),o[1]=o[1].toUpperCase(),r.indexOf(o[1].toLowerCase())>-1&&(o[1]=du(o[1].toLowerCase()))):o.length===3&&(o[0]=o[0].toLowerCase(),o[1].length===2&&(o[1]=o[1].toUpperCase()),o[0]!=="sgn"&&o[2].length===2&&(o[2]=o[2].toUpperCase()),r.indexOf(o[1].toLowerCase())>-1&&(o[1]=du(o[1].toLowerCase())),r.indexOf(o[2].toLowerCase())>-1&&(o[2]=du(o[2].toLowerCase()))),o.join("-")}return this.options.cleanCode||this.options.lowerCaseLng?n.toLowerCase():n}},{key:"isSupportedCode",value:function(n){return(this.options.load==="languageOnly"||this.options.nonExplicitSupportedLngs)&&(n=this.getLanguagePartFromCode(n)),!this.supportedLngs||!this.supportedLngs.length||this.supportedLngs.indexOf(n)>-1}},{key:"getBestMatchFromCodes",value:function(n){var r=this;if(!n)return null;var o;return n.forEach(function(i){if(!o){var a=r.formatLanguageCode(i);(!r.options.supportedLngs||r.isSupportedCode(a))&&(o=a)}}),!o&&this.options.supportedLngs&&n.forEach(function(i){if(!o){var a=r.getLanguagePartFromCode(i);if(r.isSupportedCode(a))return o=a;o=r.options.supportedLngs.find(function(s){if(s.indexOf(a)===0)return s})}}),o||(o=this.getFallbackCodes(this.options.fallbackLng)[0]),o}},{key:"getFallbackCodes",value:function(n,r){if(!n)return[];if(typeof n=="function"&&(n=n(r)),typeof n=="string"&&(n=[n]),Object.prototype.toString.apply(n)==="[object Array]")return n;if(!r)return n.default||[];var o=n[r];return o||(o=n[this.getScriptPartFromCode(r)]),o||(o=n[this.formatLanguageCode(r)]),o||(o=n[this.getLanguagePartFromCode(r)]),o||(o=n.default),o||[]}},{key:"toResolveHierarchy",value:function(n,r){var o=this,i=this.getFallbackCodes(r||this.options.fallbackLng||[],n),a=[],s=function(u){!u||(o.isSupportedCode(u)?a.push(u):o.logger.warn("rejecting language code not found in supportedLngs: ".concat(u)))};return typeof 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n="".concat(this.prefix,"(.+?)").concat(this.suffix);this.regexp=new RegExp(n,"g");var r="".concat(this.prefix).concat(this.unescapePrefix,"(.+?)").concat(this.unescapeSuffix).concat(this.suffix);this.regexpUnescape=new RegExp(r,"g");var o="".concat(this.nestingPrefix,"(.+?)").concat(this.nestingSuffix);this.nestingRegexp=new RegExp(o,"g")}},{key:"interpolate",value:function(n,r,o,i){var a=this,s,l,u,c=this.options&&this.options.interpolation&&this.options.interpolation.defaultVariables||{};function f(x){return x.replace(/\$/g,"$$$$")}var d=function(v){if(v.indexOf(a.formatSeparator)<0){var p=$p(r,c,v);return a.alwaysFormat?a.format(p,void 0,o,Ft(Ft(Ft({},i),r),{},{interpolationkey:v})):p}var g=v.split(a.formatSeparator),S=g.shift().trim(),O=g.join(a.formatSeparator).trim();return a.format($p(r,c,S),O,o,Ft(Ft(Ft({},i),r),{},{interpolationkey:S}))};this.resetRegExp();var h=i&&i.missingInterpolationHandler||this.options.missingInterpolationHandler,m=i&&i.interpolation&&i.interpolation.skipOnVariables!==void 0?i.interpolation.skipOnVariables:this.options.interpolation.skipOnVariables,y=[{regex:this.regexpUnescape,safeValue:function(v){return f(v)}},{regex:this.regexp,safeValue:function(v){return a.escapeValue?f(a.escape(v)):f(v)}}];return y.forEach(function(x){for(u=0;s=x.regex.exec(n);){var v=s[1].trim();if(l=d(v),l===void 0)if(typeof h=="function"){var p=h(n,s,i);l=typeof p=="string"?p:""}else if(i&&i.hasOwnProperty(v))l="";else if(m){l=s[0];continue}else a.logger.warn("missed to pass in variable ".concat(v," for interpolating ").concat(n)),l="";else typeof l!="string"&&!a.useRawValueToEscape&&(l=Ap(l));var g=x.safeValue(l);if(n=n.replace(s[0],g),m?(x.regex.lastIndex+=g.length,x.regex.lastIndex-=s[0].length):x.regex.lastIndex=0,u++,u>=a.maxReplaces)break}}),n}},{key:"nest",value:function(n,r){var o=this,i=arguments.length>2&&arguments[2]!==void 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t=arguments.length>0&&arguments[0]!==void 0?arguments[0]:{};Mt(this,e),this.logger=rn.create("formatter"),this.options=t,this.formats={number:function(r,o,i){return new Intl.NumberFormat(o,i).format(r)},currency:function(r,o,i){return new Intl.NumberFormat(o,Pn(Pn({},i),{},{style:"currency"})).format(r)},datetime:function(r,o,i){return new Intl.DateTimeFormat(o,Pn({},i)).format(r)},relativetime:function(r,o,i){return new Intl.RelativeTimeFormat(o,Pn({},i)).format(r,i.range||"day")},list:function(r,o,i){return new Intl.ListFormat(o,Pn({},i)).format(r)}},this.init(t)}return $t(e,[{key:"init",value:function(n){var r=arguments.length>1&&arguments[1]!==void 0?arguments[1]:{interpolation:{}},o=r.interpolation;this.formatSeparator=o.formatSeparator?o.formatSeparator:o.formatSeparator||","}},{key:"add",value:function(n,r){this.formats[n.toLowerCase().trim()]=r}},{key:"format",value:function(n,r,o,i){var a=this,s=r.split(this.formatSeparator),l=s.reduce(function(u,c){var f=jS(c),d=f.formatName,h=f.formatOptions;if(a.formats[d]){var m=u;try{var y=i&&i.formatParams&&i.formatParams[i.interpolationkey]||{},x=y.locale||y.lng||i.locale||i.lng||o;m=a.formats[d](u,x,Pn(Pn(Pn({},h),i),y))}catch(v){a.logger.warn(v)}return m}else a.logger.warn("there was no format function for ".concat(d));return u},n);return l}}]),e}();function Bp(e,t){var n=Object.keys(e);if(Object.getOwnPropertySymbols){var r=Object.getOwnPropertySymbols(e);t&&(r=r.filter(function(o){return Object.getOwnPropertyDescriptor(e,o).enumerable})),n.push.apply(n,r)}return n}function Wp(e){for(var t=1;t3&&arguments[3]!==void 0?arguments[3]:{};return Mt(this,n),a=t.call(this),Sl&&Zn.call(Wn(a)),a.backend=r,a.store=o,a.services=i,a.languageUtils=i.languageUtils,a.options=s,a.logger=rn.create("backendConnector"),a.state={},a.queue=[],a.backend&&a.backend.init&&a.backend.init(i,s.backend,s),a}return $t(n,[{key:"queueLoad",value:function(o,i,a,s){var l=this,u=[],c=[],f=[],d=[];return o.forEach(function(h){var m=!0;i.forEach(function(y){var x="".concat(h,"|").concat(y);!a.reload&&l.store.hasResourceBundle(h,y)?l.state[x]=2:l.state[x]<0||(l.state[x]===1?c.indexOf(x)<0&&c.push(x):(l.state[x]=1,m=!1,c.indexOf(x)<0&&c.push(x),u.indexOf(x)<0&&u.push(x),d.indexOf(y)<0&&d.push(y)))}),m||f.push(h)}),(u.length||c.length)&&this.queue.push({pending:c,loaded:{},errors:[],callback:s}),{toLoad:u,pending:c,toLoadLanguages:f,toLoadNamespaces:d}}},{key:"loaded",value:function(o,i,a){var s=o.split("|"),l=s[0],u=s[1];i&&this.emit("failedLoading",l,u,i),a&&this.store.addResourceBundle(l,u,a),this.state[o]=i?-1:2;var c={};this.queue.forEach(function(f){RS(f.loaded,[l],u),WS(f.pending,o),i&&f.errors.push(i),f.pending.length===0&&!f.done&&(Object.keys(f.loaded).forEach(function(d){c[d]||(c[d]=[]),f.loaded[d].length&&f.loaded[d].forEach(function(h){c[d].indexOf(h)<0&&c[d].push(h)})}),f.done=!0,f.errors.length?f.callback(f.errors):f.callback())}),this.emit("loaded",c),this.queue=this.queue.filter(function(f){return!f.done})}},{key:"read",value:function(o,i,a){var s=this,l=arguments.length>3&&arguments[3]!==void 0?arguments[3]:0,u=arguments.length>4&&arguments[4]!==void 0?arguments[4]:350,c=arguments.length>5?arguments[5]:void 0;return o.length?this.backend[a](o,i,function(f,d){if(f&&d&&l<5){setTimeout(function(){s.read.call(s,o,i,a,l+1,u*2,c)},u);return}c(f,d)}):c(null,{})}},{key:"prepareLoading",value:function(o,i){var a=this,s=arguments.length>2&&arguments[2]!==void 0?arguments[2]:{},l=arguments.length>3?arguments[3]:void 0;if(!this.backend)return this.logger.warn("No backend was added via 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rt=Es.createInstance();rt.createInstance=Es.createInstance;rt.createInstance;rt.init;rt.loadResources;rt.reloadResources;rt.use;rt.changeLanguage;rt.getFixedT;rt.t;rt.exists;rt.setDefaultNamespace;rt.hasLoadedNamespace;rt.loadNamespaces;rt.loadLanguages;var Xm=[],XS=Xm.forEach,YS=Xm.slice;function JS(e){return XS.call(YS.call(arguments,1),function(t){if(t)for(var n in t)e[n]===void 0&&(e[n]=t[n])}),e}var Qp=/^[\u0009\u0020-\u007e\u0080-\u00ff]+$/,ZS=function(t,n,r){var o=r||{};o.path=o.path||"/";var i=encodeURIComponent(n),a=t+"="+i;if(o.maxAge>0){var s=o.maxAge-0;if(isNaN(s))throw new Error("maxAge should be a Number");a+="; Max-Age="+Math.floor(s)}if(o.domain){if(!Qp.test(o.domain))throw new TypeError("option domain is invalid");a+="; Domain="+o.domain}if(o.path){if(!Qp.test(o.path))throw new TypeError("option path is invalid");a+="; Path="+o.path}if(o.expires){if(typeof o.expires.toUTCString!="function")throw new TypeError("option expires is invalid");a+="; 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Wo;try{Wo=window!=="undefined"&&window.localStorage!==null;var t="i18next.translate.boo";window.localStorage.setItem(t,"foo"),window.localStorage.removeItem(t)}catch{Wo=!1}return Wo},n_={name:"localStorage",lookup:function(t){var n;if(t.lookupLocalStorage&&Gp()){var r=window.localStorage.getItem(t.lookupLocalStorage);r&&(n=r)}return n},cacheUserLanguage:function(t,n){n.lookupLocalStorage&&Gp()&&window.localStorage.setItem(n.lookupLocalStorage,t)}},Ho=null,Xp=function(){if(Ho!==null)return Ho;try{Ho=window!=="undefined"&&window.sessionStorage!==null;var t="i18next.translate.boo";window.sessionStorage.setItem(t,"foo"),window.sessionStorage.removeItem(t)}catch{Ho=!1}return Ho},r_={name:"sessionStorage",lookup:function(t){var n;if(t.lookupSessionStorage&&Xp()){var r=window.sessionStorage.getItem(t.lookupSessionStorage);r&&(n=r)}return 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s.data==="$?"?(t.flags|=128,t.child=e.child,t=j2.bind(null,e),s._reactRetry=t,t=null):(n=o.treeContext,lt=mn(s.nextSibling),gt=t,ke=!0,Ht=null,n!==null&&(xt[Ot++]=gn,xt[Ot++]=yn,xt[Ot++]=Tr,gn=n.id,yn=n.overflow,Tr=t),t=Gc(t,t.pendingProps.children),t.flags|=4096);return t}return i?(r=ov(e,t,r.children,r.fallback,n),i=t.child,o=e.child.memoizedState,i.memoizedState=o===null?za(n):nv(o,n),i.childLanes=e.childLanes&~n,t.memoizedState=ja,r):(n=rv(e,t,r.children,n),t.memoizedState=null,n)}return i?(r=ov(e,t,r.children,r.fallback,n),i=t.child,o=e.child.memoizedState,i.memoizedState=o===null?za(n):nv(o,n),i.childLanes=e.childLanes&~n,t.memoizedState=ja,r):(n=rv(e,t,r.children,n),t.memoizedState=null,n)}function Gc(e,t){return t=Js({mode:"visible",children:t},e.mode,0,null),t.return=e,e.child=t}function rv(e,t,n,r){var o=e.child;return e=o.sibling,n=rr(o,{mode:"visible",children:n}),(t.mode&1)===0&&(n.lanes=r),n.return=t,n.sibling=null,e!==null&&(r=t.deletions,r===null?(t.deletions=[e],t.flags|=16):r.push(e)),t.child=n}function ov(e,t,n,r,o){var i=t.mode;e=e.child;var a=e.sibling,s={mode:"hidden",children:n};return(i&1)===0&&t.child!==e?(n=t.child,n.childLanes=0,n.pendingProps=s,t.deletions=null):(n=rr(e,s),n.subtreeFlags=e.subtreeFlags&14680064),a!==null?r=rr(a,r):(r=Or(r,i,o,null),r.flags|=2),r.return=t,n.return=t,n.sibling=r,t.child=n,r}function Va(e,t,n,r){return r!==null&&ad(r),_o(t,e.child,null,n),e=Gc(t,t.pendingProps.children),e.flags|=2,t.memoizedState=null,e}function iv(e,t,n){e.lanes|=t;var r=e.alternate;r!==null&&(r.lanes|=t),jc(e.return,t,n)}function Du(e,t,n,r,o){var i=e.memoizedState;i===null?e.memoizedState={isBackwards:t,rendering:null,renderingStartTime:0,last:r,tail:n,tailMode:o}:(i.isBackwards=t,i.rendering=null,i.renderingStartTime=0,i.last=r,i.tail=n,i.tailMode=o)}function Qy(e,t,n){var r=t.pendingProps,o=r.revealOrder,i=r.tail;if(tt(e,t,r.children,n),r=Le.current,(r&2)!==0)r=r&1|2,t.flags|=128;else{if(e!==null&&(e.flags&128)!==0)e:for(e=t.child;e!==null;){if(e.tag===13)e.memoizedState!==null&&iv(e,n,t);else if(e.tag===19)iv(e,n,t);else if(e.child!==null){e.child.return=e,e=e.child;continue}if(e===t)break e;for(;e.sibling===null;){if(e.return===null||e.return===t)break e;e=e.return}e.sibling.return=e.return,e=e.sibling}r&=1}if(Ce(Le,r),(t.mode&1)===0)t.memoizedState=null;else switch(o){case"forwards":for(n=t.child,o=null;n!==null;)e=n.alternate,e!==null&&Hs(e)===null&&(o=n),n=n.sibling;n=o,n===null?(o=t.child,t.child=null):(o=n.sibling,n.sibling=null),Du(t,!1,o,n,i);break;case"backwards":for(n=null,o=t.child,t.child=null;o!==null;){if(e=o.alternate,e!==null&&Hs(e)===null){t.child=o;break}e=o.sibling,o.sibling=n,n=o,o=e}Du(t,!0,n,null,i);break;case"together":Du(t,!1,null,null,void 0);break;default:t.memoizedState=null}return t.child}function Cn(e,t,n){if(e!==null&&(t.dependencies=e.dependencies),Nr|=t.lanes,(n&t.childLanes)===0)return null;if(e!==null&&t.child!==e.child)throw Error(U(153));if(t.child!==null){for(e=t.child,n=rr(e,e.pendingProps),t.child=n,n.return=t;e.sibling!==null;)e=e.sibling,n=n.sibling=rr(e,e.pendingProps),n.return=t;n.sibling=null}return t.child}function P2(e,t,n){switch(t.tag){case 3:Hy(t),So();break;case 5:gy(t);break;case 1:ft(t.type)&&Us(t);break;case 4:sd(t,t.stateNode.containerInfo);break;case 10:var r=t.type._context,o=t.memoizedProps.value;Ce(js,r._currentValue),r._currentValue=o;break;case 13:if(r=t.memoizedState,r!==null)return r.dehydrated!==null?(Ce(Le,Le.current&1),t.flags|=128,null):(n&t.child.childLanes)!==0?qy(e,t,n):(Ce(Le,Le.current&1),e=Cn(e,t,n),e!==null?e.sibling:null);Ce(Le,Le.current&1);break;case 19:if(r=(n&t.childLanes)!==0,(e.flags&128)!==0){if(r)return 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this._store.getState().knownAtoms)TO(this._store,r,"get"),ws(this._store,r,1);this.autoRelease_INTERNAL()}retain(){this._refCount<=0,this._refCount++;let t=!1;return()=>{t||(t=!0,this._release())}}autoRelease_INTERNAL(){zO||window.setTimeout(()=>this._release(),0)}_release(){if(this._refCount--,this._refCount===0){if(this._store.getState().nodeCleanupFunctions.forEach(t=>t()),this._store.getState().nodeCleanupFunctions.clear(),!_e("recoil_memory_managament_2020"))return}else this._refCount<0}isRetained(){return this._refCount>0}checkRefCount_INTERNAL(){_e("recoil_memory_managament_2020")&&this._refCount<=0}getStore_INTERNAL(){return this.checkRefCount_INTERNAL(),this._store}getID(){return this.checkRefCount_INTERNAL(),this._store.getState().currentTree.stateID}getStoreID(){return this.checkRefCount_INTERNAL(),this._store.storeID}}function S1(e,t,n=!1){const r=e.getState(),o=n?UO():t.version;return{currentTree:{version:n?o:t.version,stateID:n?o:t.stateID,transactionMetadata:Y({},t.transactionMetadata),dirtyAtoms:new Set(t.dirtyAtoms),atomValues:t.atomValues.clone(),nonvalidatedAtoms:t.nonvalidatedAtoms.clone()},commitDepth:0,nextTree:null,previousTree:null,knownAtoms:new Set(r.knownAtoms),knownSelectors:new Set(r.knownSelectors),transactionSubscriptions:new Map,nodeTransactionSubscriptions:new Map,nodeToComponentSubscriptions:new Map,queuedComponentCallbacks_DEPRECATED:[],suspendedComponentResolvers:new Set,graphsByVersion:new Map().set(o,e.getGraph(t.version)),retention:{referenceCounts:new Map,nodesRetainedByZone:new Map,retainablesToCheckForRelease:new Set},nodeCleanupFunctions:new Map(Wl(r.nodeCleanupFunctions.entries(),([i])=>[i,()=>{}]))}}function BO(e){const t=new Gl(jO());return e!=null?t.map(e):t}const[Bv,_1]=VO((e,t)=>{var n;const r=e.getState(),o=t==="latest"?(n=r.nextTree)!==null&&n!==void 0?n:r.currentTree:Te(r.previousTree);return new Gl(S1(e,o),e.storeID)},(e,t)=>{var n,r;return String(t)+String(e.storeID)+String((n=e.getState().nextTree)===null||n===void 0?void 0:n.version)+String(e.getState().currentTree.version)+String((r=e.getState().previousTree)===null||r===void 0?void 0:r.version)});FO(_1);function WO(e,t="latest"){const n=Bv(e,t);return n.isRetained()?n:(_1(),Bv(e,t))}class vf extends Gl{constructor(t,n){super(S1(t.getStore_INTERNAL(),t.getStore_INTERNAL().getState().currentTree,!0),t.getStoreID()),se(this,"_batch",void 0),se(this,"set",(r,o)=>{this.checkRefCount_INTERNAL();const i=this.getStore_INTERNAL();this._batch(()=>{ws(i,r.key,1),Vv(this.getStore_INTERNAL(),r,o)})}),se(this,"reset",r=>{this.checkRefCount_INTERNAL();const o=this.getStore_INTERNAL();this._batch(()=>{ws(o,r.key,1),Vv(this.getStore_INTERNAL(),r,MO)})}),se(this,"setUnvalidatedAtomValues_DEPRECATED",r=>{this.checkRefCount_INTERNAL();const o=this.getStore_INTERNAL();hf(()=>{for(const[i,a]of 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