817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.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:(e,t)=>t.lineWidth,tickColor:(e,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:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_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(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){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=e.chart||e._chart,this._chart=this.chart,this.options=e.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(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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yk7rxaoEAvBJT9pFIKBF6zN4Xj7TVhzuTudYoSUs8gIuIGTc3Z9H3No0Kw8a61aAfrNtpQ6JNBI/XCwaTnQ/x1yXBg/6AdQXQnKnnvOGP/c1/PCslTlIxFqQADDtUrKCXsVMD/Bz4/SDl1yl5pLu3HT7uPRw5u2FQRrBT+8JJWa3AGGxeW6qMjpQ9JKSJjhw3YbSHJM1FkynAzZcIxOETFkiIsINmZ3qo/aSMYY7JLRaTA6DghCKHKnAeFvIkAToKoZQjS/GBcmoB8LtCgIJi01WxXglIQWtFl8CUKt1mDXmJiYYYGlQ7UFOZ0xSSZ6FS7BHXBwYgrmf5w6BYOkPSEyfLoLE1DqtGKOGy5MMNmvL/Vtp7pOSsmHEqVol5yDk1yDGpwWgkoCm75/yigdO0odsHQ6VaHWqRjjtMnsUmmgfralGrBEJT/FhQkuhV70Z4eyxeXgA0pjzqWV7EU0fOLjBiZNZrBTDK4HGSRmLzH8lkg/Z5LOQmlrig9V0HLQGS9MIF6g5fAPCGqVqmjsB81YjUwt1BG2ZPmiSDHStqrMLLusvY0NRT6bXZhA9ihOfXRuLkzQJNPQpSvKgG8du10dek7Lqx+a1ildk4wQpFX+W1YfbdX8KI7P1chMwlyaEGVeoM+jThhYFZ38hMrYXJiAVdMaFyagM+Sfy4UJq8VR3rxv5k5wIEOCVujUGL0aIC5MMKBzrrD6vxAXJkg4OSX8s7swQWdfr3Vhgqnac4Bqb5kaVDrRk/BQZhcm/BGHf52UIYrMiYH7VBcm4HI4stBftgsTrJTR2iSc0GZ5pYqqj2SUGSptGFK434VPFiQ1NKtNQTxDS4ahjlZemKCSYMFvfySVsUPUzC7HU5TxCjQNWhPP9RfmwgT0wpEEs2QiAlwmqD/LCxOkKIuZ6JIV1cZzZhEanbO5MEFLMJ4dhDWvmwsTTolb9qIul63AeorhaSBiGVU0IRr0C7wwQSdF6hU+6poB4agmylMzrtVvTrswwWXcfL+kM7DGRIqpTZarBjDoSiannPec/KC/MIG4+EAhTmWSVamGfGEC8j1RiuvBBgZZq+7GStRjtpE9ZpFNVvLCBAmVU5q9axZN0TPHSYaCoq/whMNF3ODAfSYXJtCWs1yYcByGmyvwZITZppZdmHBA1ps1+SAj2V8IdYM4jaxx37bedWJVLkxIH52Twty6NOw5Q5ABWDkzSKo+q086cJtFgSAp1G1OiKZQsgD4bJZ4Sbh7adlGNPp8hhD38ihDQUS9YCjJtPVoWcpQWII2clnSUyt+pmSfaQkS6GqynAefLSC8z1kp82z6UJ0ovTAGvhA4O9vPRv+S8l9WaxvhhTTHuo37ebf9i2HzZ0y1Qcdt4DMGN/GEWc9exGMq/MUhbiKWGFnllpJ/yaKMoB/NiaTK63qDJPFjzLD2iLsmSPX9NIWtIvLzAhOTSgX3ijjq1DizslZRcnF1WasLwLmJNEbhI2OMhsXaNXGbPp6BFew5TT9xq1Ku9qRlGNXMJD5YefcLM9TdajCy/80bBsq+W8GuZGHPIQrNTOBloEgZ6rju5ZLg1jyfsecRFMmDySkSdY4luUp2FA0hmqFpKa+UtjaRGbUubg273GZCLBPgltScW6FViVZUsVuiXytAuhZTadTTrKmQoufdqmZ2GynTE2qsLqbVLVdbKlcaXNyKDJxbOqwQL4TZrPyRJFDJSnZ33aCGGtisyQxSu3z0IMdAQ4rTpJ/oy6RgSSSjf4pouMko/HzxHIHDhD0KEnIgNZ9RajjEnlP/ENpAy2dDVoWRSymRJchAtUZMSAULW0eleWmz6HSiKUu0QDDCrUlODAW64c8tR0osWdJjdKSZxRskREq83Duh0wsmzytEdjksM7CMefVD05qjnc6gO7UhdXafSQ43RS3DbhZq7LiqcOtRUWSEQdJVrSoNieCP3APd0mjoJkJRaafZNMbWdpuObMQIb9Jjng/UWppYROa0u+UIWU2r5ZAyrHQvN5mOSGR8da+IU9/NpR0oidV8lhvVXEBkDriJZjdN6lZEwKRzL28QbWJNh6fUMXqlNULaeqY9SKXKYK9J1XPrTJdVoql2Njc5ghqNCSU9Hr4V8SDVBR7J1VHnotyOivwsU3tI0MwNKq3oqUSbmI9kWvPSSCXlxgyUzRNEPOKeG9cC0SoNzG6FtYi78jiiESBVLIjgFU2tzazaQVqCT1ErK2BZE8ol68hTpdVoQmmSLFOmZqiM1oNbNtwkFi8zByjFZHOT4zTRJ1USFKlVMmpVlWbUN9HD+sop5a5kvtI99fpAmqAajAajcUvoBl0kYYwroRr5WibjbhPU8phlzCG96/uSdijUxOj6ocwEM8uaCNPHm+omUmBNMmtZZKJWV8OaZoxby2ajvKBKa0YokjjTInX6wNQQobQzQrdugkhMdJTXVTXSx53OIbemd0hVdOsEcf0StZUxw2dK5/LANVG713jRKIVlWE8zPA1ELKGKnD2wpzif3CuKJ8sxkSJyHFGftFk0KVeQrEesPOhEEhdhUvKSct3GNxODgKBasvYUfUf0II1ZIFOmGRKUHEScMo5r8mmsDxm5lFIyAOQxxmCWKqMTGSMZPSwxdqnJ3ARBbmxrXEQmhmwqud2UPDwizY3dHHg4PKdYn5Lp4kYWGcIkUwyYhg0taUZ9UUKEdAqaXiAjFqZDhbolTKizIwx42EXlYK+JOlDLrb66+xiaVKLYGCxj+9RHrzewgQ1sYAMb2MAGNrCBDWxgAxvYwAY2sIENbGADG9jABjawgQ1sYAMb2MAGlsCqG12e+27hpeVxq6LNr/r+YsJarNFW6EVzcwOfKXxuzXVmsf88BenAGPRCu+nBapWwRv6XBqgZuPWTQvhlUnFrwoHy9DlV7uDUFH+34fNhMxZZRnf/6ZGuvx6QL2aEPYeu4k5NQcIt5ux5Pi383RrJD+Afbt3U3IH/xQvgwZlzKDTI9uv5tRvFiIw7M/rnlQFOvlD46LmyL4HPSh5Psdepz7vfPS+cmT8H2lfuxZDxywYH3IsuMXwmuT+7WHOU1tY6OHMJXyDg1k968FmgPkuhn0JUtsjhRNvkz1/oBv4OwcHLJgDBF2HqdvCyCYBwcHoSTn74zJm2ta6WODAJC1PPfSv+Lw8cvGwCng8OPnf1fwZz44ugC/6ewRaa6j1ff+WkAswjXjRwXzz/gBlBL1eGDz5NZu7F0LAeELz7+9ztD142ARt4sfBLKcwHp6Z4IdUKL3NTHHyWyucA/rGZoF76TfPPBs6vwqeOwJ/ekxk+MAncwmXaKtnBxBsNdAu5caW6GA9LiWx1NJ1PZveig1LM45nGRH/pJCsGva3B2FutRIVF7GQgVDPNf9EpJTP+6n7dKybzLU+tOc02xUzKUw7FMpHQwifE+t5FJeXt9PuV/iTnP5lMp7lqrRertMVOaRIvtSLNcvzkmSf5OLbwVb2PE/W2mBmclCvBvOid+jpxjzcTDJX8hVmq3q13o9VIia974vv1eEYci14hN8tMxHIk0436s7lMbRQbeWI/9pWFRsPzSaUxyXpFIb+IiuWWrzHy5XKFqu9BJVopD8uhbjueKg17ZX95HA1mBKHhnfOip9MWhvlyp3LS61czE1++xlcLjf3Dai1UrcfKSU9BPBRT+ZP5eFadih1fQHgcF6qlE6Gd9XfmfaHvixW6EW80GCvMxHm80G17EpFBNOUvFRqp2eQk0+jHc3x3cq+XTQihanc08Qx4/2w/XtqLjLIDITnqZxbz+CSaqCb6rfjJOFWd842A8GjkE7LdQEXIVABPPQte8EY7kajgqy9avVgvIeb9t8ap6HSe46shcRH31TMniXhQuF+KNeeLdqaWbw0WmUiz05hkMothvNmpeHuVysQzymSEzCzbTAyylXy1353EAqlyJjlPzMVqasq3Fr5FrDItxTP52ELsRWL9cm4qjnj/OFJp7Ocbo368lAz4aqlOdOoT+fbM5/X0Z5VKaD4LVqql+skiE/B3FjG+lBdz1fqCvyeK+6JQj2fn2RZfqUwj2Vin1JxkE+XgTCgHhGpw2BIKw+hJudTyNH2eRdTXFSJ5z0gYCvtZXsi0sqFMoAn4XAp6AVFBcRQLZkv7pcB+xxPjA+OK0PMJo0ggIraiLU9X9PK+hPeZGJn7Fnvxfqjjq3urYpsvlXydSCn2XnTgXVTjWW+kFPXXQ3sjTzTrq03mpbh/kck8KsUD1Vakmkik9kpivdEb87nONNrM8N7oMFKfRwoDzyLbX0SbpVhKzBVmrYzwKLIniLFKiU/uZx7HxPuhaCE1r/pilYQ3mBmJ8UpGTA1GXm+lFTks+/xNIR/wTCf70Vinfzc2FGal3CC/6LT6vun4xw99SaHN17zdfjvD+yeJYSwWX3TG/si8XPOFPPxhpByN8nwsAnoCL8x9hbInUfJGPeX8ICqCjsvvn/CxuMcTr+QzX73g85U8F755EvH1Y2/+rS8WEQeRbDPQagn8nXg+5B2VaotIPBZPFCrRarVd8lbL8cAicpcX9nPtSpUP5RMhX8dXDoaagXjKO/QMKpVsPzYaxkSfrx7MVH3JxL4nvgcEZxFvlWOxyMgviny5LJyIpYo/2o1UhuNYpJIYDodlrxgNCLHMQsh6BpHUtBZo7ImZaEYMVHx8NCUEhahY9ddA10pG+JPqvxtHS5lsPF7JRjIZT+m3ynygGpp6/M1qJVXq89FMt9rx8XzJO/F4r2SyPJ94Lz6LVbx9Xy4UiT6dJnNTPjdPjPd8d2eVzKNKrPRJea8qBBvRSqQerUX7ScHnqQFJqorRHwmLzCLfr+RzJZ6vBrwxb3skzOOerwtAK5br5VHcmwMy7fG0p77IbW+uVEh0S81YSRQznXEsW51nIlWhWo5kfSWvNxGreL7ZL0Xm/GBceTAvZ2Pjykk5M8+I/Xa53ouJMZHnI3ykXIr5OlVvbR6PTmOljidSKs2zghj1x/ud2GE1kolkB5lyId6LizGhur/fKfs6E74leGOjuSc79jTKI8Db+MKb75eTJdHHP6pkK6VCVBwNcoeeqVfci5RjHv9gf9SqekRPYRCLDKfVcbYj+j5OtMWYN+QJCkK5VBVRJy5n+Wz0G96rnqSvlOW9Xn6SEKKjjOD1ZX3ZhJipVt7l40IWdINK1SvyQDkMhIE4nGTas6y3Uo8nWv1JajIWpuNSb3Z3GPQ2k/NYM1HLteOPPGJ/5vOMStUy7/lf4tFMQowleW/Ke9fTCvj+f/betNeR7DoQDJJIdwTjLcwq1Ewt3WNW+UtJ8vRQFtCQSt09f0H5rT1jWR7MFzdgtwzMl0HPlygVoImFW5XgcixcoiSMEAs3tWF1LCTjyf2FS1bm84cBuOTy7IEBLpWZzwYMcKnMnHNvRJB8W2aWVJa81M18JOPGXc4999xzz7n33HOdomfdnrolDjiOy93iyqI47M6nuY4+Wlb5kdgDBrCyRWWcXWsl3jQzI6E0MKS5NOaUrj502bVU6POiYUtAkwpXs6tc1VUM3s3IE4GTBdkoLERTGmtVS85q3bVsadJ6rUiKqBUeSfqUl9hmhVeGtvZaWdJznFH2Hk+0WZcXmnZ3aFucZoytUU2szERd50ZjS+N5TzA6Ys5Rek7PtdgMnzFtGDxlvWYXxI4jVVjFKwm8AB0CiCs7etGWxvbc4EpLRa/ODE2RDbPrwWDM2bZVshyrVHP7cqFWrzpVXcnJt00vXcytBL23MgW+4HZmutkW9JxQ8uS6zGkSO2FlmVc42bR00VYsWXPYv+Q1luOctNY0Mly5wHJGtgDMYCGLUs8GrqsvFcHU9b4LPNNKpx1z4tg5sc1OPF42dN7QFo5dudkDYHKr8tjJsr2ZWys0MxW9Vc59PPp9sS33B6LHZqveQjezite1LeWOUsiNdKtUro4M4KlKucxJua40nItLrSzwremKL2XYanNhLoZaa1wvlCrjEp/xpIKXnputtD2Q67rFP4bZ85MSZ7VGRbErrWBKqYttvpQbcMAUZoIt1k3dkR09w61MWbcVrVzoFeeu84npaY7CVStly7NmXFUqSlL9DY3VWyVOm5SW3Slb0yW2YLWFvqRp0ANG25z/Z/uP3+AMRTQkoW4BOzBmbHslwuO0pw+yMqe3DGGsDFgum61kOTfNy0vvjsD1h/PRmjcq7p2pJJTlbk38d95SypXWIldi+1rRcFvZD/ra8L44A+KCic6qCNlsbabo/YEyTpuVUgdmhVGxulLEJTey6+sC8JCaw8sVt6I4tgX4dEzJdhVWsOzX/5TnXq2wb/FvfGR+Q9E4s9MXRYezdFb637gvucAvPGfJtpdjszWSch2ovgNSRG4wnnSWhdaSXQ/7IJetM8LMuC8YBUGSzKWg3JIlr1aqWk7Gq3HN9mPHXpnN8Zpda4rS1TRnIkgltztXRqZcqmWLNivPQPirax/LxbLNtQbj/1DJOabclnhO4tqaJbno35eyosGCeGCK1k27b5ZNe2bqrf4YfgvFvlJ9h58OLdbSHMtmlTX7pxNtwi54iy3ncrc9Nqe0LUm0xj9UDMdpCZabcUFCsQrGXdNbS5qp2yCGTWylqpvDAWvJGU4063prmGmNRO+JmJlJi47IcwXHEvlR2hQ7vG5Pp2IzPVYkkW23eE720oLXusvX17zOpbV21dBaJd7wPOFe11DKRgmmXFl2FEc32iPRzog1C8pzgRcXjGzTGbGztCG5Vd0w0iB9aY7GTuWVPdJgZMjGkhua5YLHizpb0dfdRcdd9s12ptufsmzGLPB6TWgbUy7ttgszuQg8fj6VvED6Lrt35ZrresZkIToTXpKMgtVz7OLCKXQFHUYT68g9ezwJxPOSLdtWESQ+s5m5L43Sn4egPtG1wmO2xfMVr6pU7/UUJK9X6iCwZ3WlwiOJfcCml4orPS0Purma7Vnm4uP+EN4ZxaJuVexW/eZaHI0XplDjMkOh3dJuy6KsL0wQOG3JzeVKJW32lfqXiqP/woH4XpO8uThw5CbrlZWCM1p0Jlb/jmTOJ4ZhtbWmpLGzBdtf8I+G7icdYSwWDa/HdwqKBzgSdI93WFnXnrICZztfFl4V/vSrr37Ev/p/G5z9M8f4sskJgvCBJPzI1FfWGiTfmSkNpv9PR1mXys6wsOxoOX5ucpxu6YIive1NV+lfX81FTnJGYr2oZ2qTQsds5zKzntL2fN0jB6ylpFjdEcyjcs0QeyU+Z3hmV+y5nL0SbmqywEF/WSO+Bxgoad9wRGU2Vyb1bs/NFsuVe8p6oFUK066dUT4ZieWOYz5cTwNNJZspyW2vKDqu93DILZvp9pgbdFdW1S3rstCcCO3BiHVE81PP7k9v6c27cu5T060Y3fvrtpJ1xHq6ZBba04zhfToRudW08KhulbvCnUq7MBLT5fXQZitl4Ny1iqIrbnEN89ui6o7YttuqmqWFyWVr6VZ13gfeu7AdftUfijB+Tc0rZCSrcFMB/nd3Vh+BylQtTYEbWHbVvFJtKpTblYfljeJ0X15N232hVBFHj4XJZM6u6uuOnr1f6j2dVtnVYGyU7nmdVg5Uq9rCFdplz80Yo7nR1B/n6i3LyGnt/tCtlwowo1atahVNOkNfA7MrdQGkyw7bs223+1hor6SpxX/St5xPgJoqPWX0dDESzBW7Ms0V7/ACKFBcwesuCxNrpTyygIuburAUW56uF9iVPRFdR1DKcrOnVcpFGVQpJ62LU23J1w3PXun2cKJ4kjXmXUV5Ypa5WalS7io3TX7MVh13JDW7TcPKDAzXrLeHektKZ93RajqxqhO+r3Nucdrhx0LVnawU3WoNHKHmGdl+S57yA53vsC4/FmHI5wZOqWOWRkqHG44lqMGqt+SsdHtnfr1n1kuOVMKzLCeVNXYl6/3hUmZLuSxfWUhc2QWhuNvXuq31UGmNracy/G5npdzK1gZKaTdDkV92QGFadGxpLTXZTHdSsZRcJjPT2mbLTBcUu9y1JHa8QB/sqst12kqX5RcDfvqEU0DwcitCbTJkBz1grs+c3h+0eKtSeRxkAlFeTD9Z7wxtU59OjYoGgnRtMFqnM91Mqwe6suWmayUt02FvO9B7XNsojrhSxleWK26f87Vly3TWNpt2ioIzy9Y4ve/c0RTecGE+t3LeOaVZmvU66WlNqG30ZsEeDLRlzR7CrLzKIN15uObSvflKrrTuaWLtgdV7aj4xQYPul6cLs3NGibZWfb2ljSaO0qrUhhNJGOm39bozdwWsR/d13dKmA0XRbhldrEt3Tbcq1FZzo1MUs/pcb85n7nC60ainblvjxbSniWKmbjbL1sq2c6BVO25rOXcMI+MZlcIK5LdWQTRasltycxOQX7B+PXeNKijYFdPN2oaeXpvt4kjqysCBNBHmPTfbt5Ca3c4hPXu5dkXljKLtCiIP2khNUUYLV2pp3NzgJ854rU81voX07bRrgNLT4VcgjAzYqdPVBsJQn7BDFlTRAlcLFe9cXQPlR7ee2o74WGsOiiCjunLaqwX693+TpgOkgDcNlhvL6ZadW3Btvmo7Ja6jz2bwpmjlHMvIVgJVPN11SlXOHMmhMt50fG28buaqBaNoeRro423BnOqjVt1YeEWskstGz9CFMQdKebUFWsBj0anfyul6OQOqebYPkAe6+U1NHE00V3OVkSODii5mhIJeUGaVTCE9B7JXZg/KFemeqTdnt4TWY80u8rnCIpvu9yvGaGW3Ro9nzi1RnMp6ztMWUnpqTpZsUdQdsy0KSwdkfV0ZiZpnSLLL9eqg6FtW6d+P2gNJTndMC4S1YsEsLtyuMO4DSkCQEERFr99np712TiwJntFuWgsQRNhfVPtfoU5fznW3o3gwdgpoFaBtzHqTQcdai/PxPc3uLg0FJNB02wB1bGjlhh2TF1dedqhV02av1XWafTZXateWojU3cvpcs7NFrqgJ4yYId/VecZ2+7Tp3hlMdZI+q6cpVrjWWjfWYbWVr2XpdKNbsOqeUs3Wto/Cyx8HY57hbmsGLiiJXd1YNam2nUKpbA6toamW0cuC1Mi3Tclpcub6Y2Nn0tCuDGDbpCEpGBnGloNn62gEMt0TblKRC0ZiZzqhaNpYau2SVpiROJVAI3FKNLdwfgqBnmHdHRTeTFaqASMOVBrlgOaI04CDtDEQYZy51XKm/Em1xpcG0KALVLbqO5vYdo9DzPOOqtYqsWRrIQzFQRjJzieXLO9rIvbYIbHpdtKyCyPKGPNFnrlP7k//Vfl+bSYFaUhuCTJfGeklBqhXcQRY01R3N5K6Rte2+zbvSo9adR/ycAwryzDknDNknrGgVK8bSkFsiD+x7IwbpnNPMXLZsslKa1mDFTpXauGzfC4Sl+oLvlvW5IxQvkZo+1h9btvlxvS9ly/2h4ZVG7tp0tE9BlhV69XFT5tqeo7VqwAG5u2a2PBdMV/+kyvEtpTrq5ObWwJAHosTLRVbQW0KdM6TKv1fM25bYugWqiCK1OH+FplazTfkb4io3FYxley4PnHtjXhhw/TWIrE1jsMrx7OSxaLQVMyvPP+DrenfpTct9ealLWrvUuuXadoczlTRfzZmZ9I9EsdlmlxUvK4m6WeWXvZU0mvC3xE7HrC0n4nRha02x9bE97A+EVlFp35zNgJfJ5UL2znTYXxTHilMO1EBxgJmiJj5VhLopFSvArf6d1y1m14K/OCR39ZkNlCgVHwpWeqQ74/nbdlp+nNHbHGcAo+47k8lCnylDN13CKuItga88nTZd7a54Vk3M6T+vnjhY9EFGk9f2eH1xncoQ9HRbEe5iRdJzkSbJApxLt7qarwvldM5aD8dCK5Mt3B4qZSFQKp8YQrm2mlncaFnltH565LArrTPT5N7KE6a6nOPFnNVVOKk0lcrN+ZSfaIECak0r0hJkr9H9peMaj8v1Oiij2TXvzd3m0HriymKxza5WM3llCvZIaM5c0FvsVcu8rbWkVrGUnfT4zHyglfDSWlmqie6STS8y5YrDuiXLWU9rWndiuuWHPEwtIF912FplYGUzlvWQrcK85TzUqz1bW4rzNqi+d6xWzr5U9wWGKmh6iXMBuNF9RTByhlztiyDE6YbOsyzHSsJaKrE9l0+zwkqR+rVpE6/jeUIGlLyR0rXgH6gwZQ30AHEg2GW0ntfkHpeghqo+7xozxyyU+namP6oJxc4Sxgb3SXqxlOS1dM+daGbLbfXuiWMJJvfstKp016Oy6d4xPxa5HAinHV0QdO2xAArvbVOUlVK227daEsdNxsCHln1r0a+PqwunLsoddjY2+NG6qmur5lwujt2nCmfNLHYCMqkhrEe9EVvWJr15xaxot62NWmwraU3XXV0BoVvO2SCGlUqc8ZjjCsOSIxfSFaPp8dnm+CYMrOlayJQ7H1vntOe0ad4XtFuabMM0YPSmtle1c4bAizW9bGbk0VrX5bLYWn2ib1XodK6p3A506JXMb7ToobiYigsJJpapWx3Pq05O1L2WmS10pbUyHurTklQx2uXFRPBXNtNoaXPpLm2zM9A2i5s1TWMnk0JBrg4E2bAsx+rpvGMK71mSw/Oa5poab3EzbaT3TAeE4e6kxVenxtpRCh2n9d5DvVRySlkh087w5cyTgTzJ8V5xpMk5udAscrWuUptZkia3lhmRzbqKIIr/VeKyhZU+zJbSWk0pV2fS3Xlxwt+5CTxhsBTmQqGtKHNQt2yuCTzHzHRkxV1K04644CYD3dMdTmrxzVJlwbLl5VIv3hZmAz2niTNem83cZcYxe1NFF0VpIvCKjf/9FavzIGG6FdG6A2LeZk1mLbtNZ2A3h8aPxFJGYAWjdHZRZiIVHW3WlesdF+Svj61Ry8r1lotFuiXpPEy/j83WRDG4qjQ0xVLJLnUH1lDr6sM5B3qn7ngzvj0Tm13E0y3Jq9kZ13RH025PdzOcbnREJ9MDSZ6TS9rQRCuz3a7mjrVOk8/NxGytIKXxCm2pvFovxAzH9ZZjSZ8amsh1+tLMKaB12qedqbIStd5oItfNQWHCmma25GnpPttsK4Vis6iwRm9sjUowpCszJVftoYVbzcyYI6G8mIPs9NDUQCOaOUtlKBadniAIwBn0nmC2lbTpLYYrs2YXFO7TrtKuKby1rJfq2kT0eoprmCsTLenWpaY9kavjheuAHOSVlnKuUK7W5Rq/kuWRA7xubRpVV3dsbrwSFRDumwOnMrZbU8etdEW0sbKwpoLCOdb4h5mlfmblazUE0V3ymtWuMzQ9q8w5sjw2JaHkDmWn3eFLSqlnegXWLKdNrS4X3d7QqrZ6XLkPrILjBzPtZsWrFHi24tU7ojnOTuWF2AP5uFRp6yPWKg9F1l5ZoOdbYjY35tLZIQBsSCxIkGhfFOjX5hVecjkzt11Z9tieOZpI0LB0u2ku2PKKuynMjCXbBjm0a90Wea8v6XLHXvNuQTKABeR4Sc+U59ZcmcJodtp4/VlQOnLNs9JN0UZr0Lm+NeSqa1ZsWxzLPrFmwGmXwKfMdGuw4j3bs5zKp3o6M5VL1S7bWzg9rlnvBz/K6Y5jlapaqacV67yevjOyHBjNQ6kn1yv2PDtMs94Tp3JTaxbqXlq2zWq50nSl3KyqTabptnDfm6TrMDkNFD7HFaZ8eTHLFizp4XBor8XCcClVjfECmt4slgrNWg4mJaHNi3y9/tjVzGZlvHTWj3SuKC71W7PisJ8ti9p8brLeSGs6hbV1Z1QsTjpeOwOaatkqTgtDfSHKfNks2k9ynbGYVkAPrNe9erc59HLV8RPuifvpbMW7y8HirvhgrMy8ea0v3rZh5hms9ac9t2uUW497vYHxZNHh2J5TF/Raaeo6txc9ia/XMu7STX/s1JrtloIeH5WXZrfTqbQ7M9Z4LHPVWUfJevqDhdRswvyXroxXC6XyVGKbo8Ug0ymPrPJUWlqsV7SbveE0LbRrj2aZTPPhYD2eN3P1kTnvnFvJ1PlsThdqoGP3OLOijDkQCZuis1xymqlXJKDasV277/T6aMlHKlj6vVI6Y9ucmG3NQZjRDcsQB3JuNOuPBmZ92uX5nCjaxtfeeutveb7LcpLp/Nu33vorfbRczV6vtb35aCH9j39RKj5g7937PRXkw1y76t6crP/N7/9/H/xrHZlN7OeJ3z0l6IZc0xYo/zu/8dZbD3bK+qDtfVc5mfE4h3S1OWHyQkwk3yDo3fR0nKIiFBGFVyQRJ4m9OJVXCd/MJEGoKk4UJch4JEEkkkQ0StApIqKm8ioUHkskIBlEJAkV2b1QBI3qwJaYSYImY2SUJqLwgo6hsimCTBFUnIrmGyqRT0IiGuUiY0weviNEItUgIvEkkWdOEEAv3CYojd41/KTjdBzaRAKANEBO7FFkAzWEPkFtSjRwImjttk0kalMj3/DbBMniDYBIJRqoTZTfpgaqmyJpkoRCUWOvaNM+5CPiMQblR22CTzpJNP6JtilOxeNQDkl0IAERVQMiUPMnDWQKFCHoBBF/D6IoYu+oEbSpgeIJap8mUZsAPng6IInDgPbII0x7eagM4i+hPWR+dSXtMVAc0B61T11NewmoZu8QPshoPqQ9lYjGoVZoI0nT0KZjmlihYsl8gDAmf5QHcCAxCW1SoD6S2D8GGA9Qm1S/TXvQUbhN6O1BnDgM+imOxxPUi9q0d0k/IVunK/tJRW2Cftp7Rj+hNh3sQa54NB/2U56IAv4Z5hhfZEME99bc2N7Rk3jllfAGwOAKnRv+tTnBtWv42Q/+L/9+Hv8mYf9yH//OHP8tfroRFPYKKju4sRLf4eNfM729pc6/zeeGnz64+MfPG97Og7PeCC/Cw7cA4Ut5UD1/d9Vo+kcc0GFlav9cBBpHjZOjY9+gDr2FYQdUdJgPoohT/EkdbI3vKGL/AA02bKjoJzpG+SjikCAONsXH/a+Gb6OnXqh2Eygivk/7P/eDEuPnYD+gzpZyEiRRzUKxVRcycmYwLIsVrtUtGzmtueRr886wtLDcill4IhUf9MuWV2sOSmauaMmiPRKra88p1MutQrZYB+HH0yqeJ5QKD6drB9RnLuf2nVWfH4l317lBtZ4eOrenYqHppB9Ny8NhZzBss+07/UlZbA/khdPl+qhaT6lPpLo+y9UqPZC9cq3MIFdtmZk2fy8z1SvNudJMt9PFxXDeExbK6oE90LVWezloPbJaxdlkOqznZvK6O3v9jZeyr+tv/sxO3+n/9h++92/+9fSDfcSxDmB0qqjl1HEDhjl0CUTu00fIlPGAok4Y4vCQjh8zKPL0JH90Lbj96cbO/U8qpoEGcI/94nI2kurNVW80lhWnIzd18wkrS66zHFwQJQji1wgVhLx6dTFaxU+LxAOnXym0b/am+GtV/BiLC1yeOM4f/V1eHe4+Mo31mUd17ssWDeK0cfp3DNOH6hd7DQzAnpr++EOqUvt93OxDf/qKx4+IOA3ygpoEXnSBOHBgMFNETiOCTCR1QtB0Axh9krkqkxpk2qP2fp5Mh3niNEnE90LwGPh3fDV4iMZhWoI0KeDrYU0o0+nVNaFMe/FvB8wP86+Ez7wu3pyNg88v0d1fP9etX5Q/2xOH8H2YPwHQ1IAFXAhBSoI81EH1+ESu36yCYlz3Vuxq2F2urb6usw5r8LypcJbMyYrBGvLQKHm5umvUMyt7VTbvLtbr/+DT+Nbw9+jnAfwfd0j+qgH4IvwqQuJiVIMgD0DMBCmQRvL3swIJ0ls0Eor+iIXEQcAkqASB40C4plL4VTQeUSE1zSAx2h+2CZAM8zuzMoGEXah1V49IIgAjUIMPWCIJTxEGSk8wRDIFbClGxOB1CnJBXjISQTIvyLkkEUkeBWWAlBgBdRMYZjyVTIJU6gdUZoTZVM/gGL8iqCVMFQKzw4AYJNZC2DI3fOgigQRcUAuZ7XmFFEGqWNpAojCIvICOFKojgoA+i0gQgONXne4DWRjlIeIRwBaqKxJH5SBUhOcPyChJJJkGxMViBJlkkkhCTxJJFKAR0CBIfIg7WwU0M6hhkWTQPISSyBYr+GcUdIUESh9BeSL+T/QvgevFdUcQphCqMAFAn0dOMLgUSoNfgCQfpeLPPSKB6OZzOoqs+l/Jc9Gfz/WTTPB9cTa6cOwGIzGxO7wiu68TuzEhKSR3xmLks0BMJgGAlF8iLiOR8B+ejXn1kgSIhFDPJncjfQCxgLzXCMH2CeBKpZ/ABHpJnF+iD2B0By0Jv9cQAdKJBpPCeiUEJoFIuIGrx4wjyLHTCc8C4p9o+GfY5C8CccmAImhQb+k8EVMbjecwUbQGA9yf8Z/Ql4omqDwR8dkmSfujjGCYFMzjKQa9TQbTWQwm8n2C3qmXiEKtzG4FcTRTMKkwQSQagzkeiQgwYUWpE9AV8ylgcrEI8KsUg5hUHqaiCAO8KxqCTkKCA/UY+wqLk7GAsabwHxnf1pTyI1GOWDgaNsBslwAIOoljjzYRvvARQ80m0Sr05gWlogZAC2MkklLoaByanoBaGqnkOUQC5q5irSBRpBBkSEihUNWARoTCWCoVApZHUgcZp4lYHq2FkSSJgIqiHzDVM6hBqdSJ39k0oDkOnYDEIr95FLlhfYlgKQOt8JGIHSf8GcD/mfB/AZrRH2K4ZGQPrakxCAmxFJ4U84ifx4gISA1EPp8Epvu80/t54vNTjwJJ6RwzO/l8Cg9p9eD8iwsir4o/I2cno52AUBI62kuGkdHtWETLmi8cGnjZNubXgcuIBNP2szFPXZIgHkhm50RmIqDyU7Q87UOYCOfXK0PkEk3Ab2LKp6rkOWkm6s/ZQHw0GaMDLFMRJBzH8wHEG0rZijPPBOKfZkj+qgH4IvwqwqWqNb3fQDoxqNbPUYvQgmA8FmoW6CuOpiWkWqNpEJS9YO4iyRjM4/6kFfXZVApm5mNiO7XBzySqdVdNUfFMAXONnyAB6nQkhlVrFentB3EKaW9YtWYC1ZqKkki1jiVD0EEVBp0PKa5kXkUCgx9QmbGtaq3iGL8iJrUZDSEwJ7tgRnHsltFhJp5C2iWDFgQ38keeiKuYy/lSSgMvy+KpjI6dm06oZ6jWIFHEEGQwe+YxQCBw5FGFo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</script><script 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u9AYdWsXt0Z3Oq4ZvxqWQuwYio0d4/j+nyX3pFTU3tjsD2qtEpEzUROp92ZajMrpJy7f0w8tSpDUHh6k4qXapuYCVnsK5Ej4/dP79cdyVkXVPKWgSA2sd9wT2IoSYrq8njQpYEmNjCgMUh0qoWB4uc53025W6lbR3pm7flDplWxddSod9tUv71h+siCf3xjzvJTr01+g/5uOH7fyJnoqbKf3zu7tdECfNdpNf6NTamNBjgnTg7Zr1dy1s0rzKW5zqcbIuY6RJICJTo8vbqjw64xftm5207O36Yc1BnlYB5v1YHIFrazWbXOunHWErltdk8S10Cro7wz2exvk99eyXN3Vkw963RdY1g/t5fp9Q77jswdMOE3Bbfatnnv0Azh6jarWniZ7jb3LeZ1sT75tSHGtdEDmPx1y8rM3WPcbt3uuJ7qtHq/G/YOkfnN7o2TD/s2zKy2rJpYHfiiaPsnaVq5c6nW/o//BaiZYH6nbt3lJors/quAb2rEvE6ubSJSfTWLa2+paNe6dgmUFR2fuxKZ2t1T/DSt18+vdzacicolFjhFEQs3V8AaPD7zj5fgGrDM32bcMW824bPMtDix93I72XqG7nTeuYSvNzSKsTuvgJj6trm1Q1rH8CWgqTqqhshuvYQ4/fYlj7DcmRoxHc3dat2zwi+yXUmvJPFlXhnscRqLB4s4XQL4V84c8KKhtQue0gP73XtGg7sHD7+d88230TpssGkWk29LkSM9iasjD2i88gfK9zmuNQ+YVgXIAyJwU//OI5vP7ff21mDt/Kr6frMyALyg/R6cLY+47vasmT4eGEChgcLGwkbKO3tvli8rKa/SG+2JdldA4vLrv6T6ks4ehs4dctdA4S6jS15P84hWBXJXo/TaiftiX4yr+MOOg8lb5Xu82mG9paegE1xb37PsQobrC2sKX0w+aDvq4303rfQg9tol79FfXxFFfqb45QI/dofyZHx08h9nmyXDBxwHXfdaV9GDmJ8IapdixfgqwSHHvuLeO/sVe4N/tfKk/HhhV2pDrvGP+hutZ+RHot3yz4fO+M+MnAnenLDmd03JvaRto+naNB68Vr3HjUIG92Y7UiskRTDOTxDUbSG/7uTIndovmBoXmc7dm0B3lP3xBx0HVYec5Ay63Qzn9AXJsPmPwgIyDmGBqBYYiuJJg1/U42K1THrlFk1YOHhKTRHrhYWqERB0m1M4/4DGJl48LBaWtkaaKS5+rS4X1l8dA1uETgRkhBVnPbH8zT0hLD1GgV7kXVJuN2jkuha/beb6J2QWOVjTK1KkFG2AWCdrnKh++lNoKDfA1uWxEo0TjV21+yMqy2Hl9+hF8q894oKEAYjp7axM00GHxERMPEs3bQqtmOAPxiHRCeRYATTVlNH0p3XhwtzC9mNjL5RKL1OKDQqLe//+XRUCJ+lPyMoKxDdE5L3HSopLYv9siGR2Awtegv/VWUZwZb1FecMAVCiumKqwA6DA80J6LLD49vxjj+Xr8nXPv6PDKpTHHqvQdNg777yDN3hRiKvkd1KMkl3KhVVj5F43RnGZumkuiETIQMQpgWTBNewUlsQc4jkuoMhIWG6M21UE8/Q8jLA8N0blmCFo40xcDN5cxhfYj5ziFEY4kYnSkHHayTqQhZRTO+NElsySaVJm5mLEvX4yQBUxuWIOJOum2ThjZSmxvS4gP2vDrHVluHMBT2I61sodzEiH8TkuzziRk41xE/QEvSTBGGerqwihpEV1FTEquSJKQmrj5pihuqxkWaDNNSncKECOiEOwKs0MbgbCsBVpp6kxLkWZWBObJufBHDLQg4ROHMW+GcQHGYmZmyAmyfancjhe9948+PBK4QeyzArpfzRMzDJekKujOBeZA1FKRFaEF+EFBmf9oHPdQAbhJIUHqVnaKnfROKJQDv9VGmak83U8wpGeNuNaXEdyTnKIMUg0pBz4QYq5P8D+zMfoseeHGBeTwTLYnkHMx1r4DDNCmPE40ECohQVmmAiwQTYHPFSCmYO3aEBZOotM0IY5yGmKosaxEv0zPdgZhEXaJbOvWpMRNpbcGwVYLRgGhoVwkVXW7p1dvFc0cG4+KWJwxnLp3rYEqtzLpqRUlfvZgIkyUZfd2QNAmSoLJKOw5bcIWaj0VO/vqTlLgS5UyhqxVgz+H/beByaxM28bjvf5wzkIDDhixYoVK4444IgjCioKDKg44ogjjjDiiCMqjjjiiCPuMDu447zj7DA7NLUpTWlKMza1KU1tlk1pSlOb0pSmNqVZmqGpTWnWzdKUzdqUZm2WzQc67bbP7j7P8+b53uTNl48TAQ+Hc+5z37/ffV/XdV/nAEy55szzvq2HRAH/LEYzfxSjMwfLkIH8fVicj8ItWSgNox44a9oCmjxt3oGPzpu3lgfW83x5WeScYRP7hTvA0VkfEoxlXryH1w//WF4kn5yffTVkkLs535pZlvMPsiv7ze38eD5I5Cczx4UROp3+YG/ZP/iBhg2C9E36D+6XLLLnF4CfPeAfKyhQsFlwsFkya6+BAeMh5kOZ/wQPiR7a36C4BP7X8nnyR/kcAFqGIPxQD2uFYkaGVWHogf8LRp2E/79CflYhcSrYj9YUQBMA3b9aDwMkbJ+hHsRq5vEgVA+qKOuLykPhfEYuLxdglIMQReH9II3munGAZolxNsY1RBKwPAjvzIpkhtJmTw+rgiko998FMlquBAuZljGAB1kkxleJIA9+98f6qa5Bsb1MgR8MLpmS9vT+c151dPwks6iUH1ILfvUV+H+WW1EICK24NLNmmUytJO4b+ND1TL0cBNUKguqRtWxAUahwtikpWF5+VkfAfho9+/FwED7O/AyPzuyZlM5n0knZKCogUcrJBaJsWGR2WJyNgv1hLhtkD7xmpoc0h1H0gKNnY9GTXwTHMrG3kw29zmy1BOlhevb4GAX0b2eiJ1XAfIg48J9FClqRhL4C2aJmC2iFH2TJfjZ481h0uBzeBmsPUmU/GuAHr/srBodJJAZCRjDwj5TJDv3Z63rAM8/+F7lz587Pswf8NHsK8/9F+mSFIrCcWfnPGfR/NIUcmZOdYxymZ1ZZGXk1xEwyOR4kk5dRv5wZlFBr5im7yP724E+WfXaAb82wA/xjkckOXq1AmITMWb/eDvTtP76ZXczwwVeym/5NdrCvf3z94PHj+7/98IkVGLEUgQbT4BQhRUDAt9/uIinCCsENffutjWUEUWwTFhCdePjQHm5Dfefc/dfxs/6hKB7HyTCHQLXXqhpe1eDWXBrYRJ2ULZx9fv2cESgBE6Ton2Y6C4kJej8tbU6f/NAJ5UDroHfOf3LzMPs3cZOGmgAMRAB26wMgBNKtyOG9Xjqsanc12wEy40YsA146E9op4PXboE+MwLS4ftlB1Jyn967lBkm0ma0ZuozXtofWSKFXUqTVXBq8YVUPrhAMPCuu+lX4Opsogi3I8OqQ6vSy3iLUVrty2aTgr9SQ2REnBqnpmlITQoZWkShN0+/O3QMbBF8ukmvR8Y0YDUgP5UwZQeyXpkOrSFAialgh8ufF9jB1O89RQBOI27d71L16yC6JCVWzT0YmLAa+YkMVuSoxyhNShkkj9pQT/WOWaZy0UyIuv0Y7Zzm3d2mP6FKGCIwyejs7jwwzAO+wuieArz1sgwQovZV+joZo9DsKX7mhlEPjsGzV4mPbv3aP6Sme8nCpGo8A/0UTyiYqz+5QdmENoNP1FY7BqMJ1nqdfXCtbKxAdYjauFfKbrvPVn22f9LVbeUEscjEhYYmSA+TDRaIGZGGH4njUxmTznY8mmJxL2kvJ2gQzR6qf2BsO6lyLiYueroD6XbLdUbRbELbPCoYd+k0Kp3b5OOPweq1GqD7Jrty7ZL4sro+KFPWWh1lUbWHkETGB1uIEVpIxP1SwyVb0rhYHxauAZuaN7nK19QPMFQ5pJR8hVyqRrRJmXphnEvgRacOVpfvqi4JZJyxAxeeMRhUiKOQfN6mk8B6eo7cawjA9NwdXQjyre9xAEZATeVqK7ZiasVyUPL5ZHyTp8RAxTFr+lWW8gM0JE/Aip4lFsMMhnEm0PqI6ERnySxAFnRl/WCVOyeOQbcpJNdm3CcxpWq+22TBohYxANLHWrn7UgloEily7xNWofjjxCKOc8wgCNuHNVrLQh5obBLUbJg7A0cBwqp+tMvNzaKwWzewOHj9nuLRWs9rpG7eqQ0KRRElePRVqxEm2ah4UVyZOii9EJwqf/6TItIjfpahqFccwVuO2MNjEAZvN6LJ0E+zKluWIfLXGcUwArq11bLd7OvCOza5iKVB0k3tY0NB677ZmBaYPqIewhD5mCAyXCMZeHEA3AQLoF9RT37zT1izXobKlx97uvN5R20i6L2t8bJBYszleoxsauwOquKAbVC1UD1SgXUEg4rNqKwDYYRrz6ad3cVW+6zwOLX3GW7DoN6G3P44eN8PbHcsITZ5+aP0Rsi7Y/xYHVLx3J3+Vvki8A7+1KlxpMEocYnjW06ZpiylHisWQt6sgot7oATn9TA3QaKtINMAlfXiTsliM3h6ldKFXpQbmCMVpMB7Lqbfj76iOj/Jq4xo1oYgJ5Q84zigGs3YxD6DDY128sdTYa3OPE1fBizfvu6Yp0tmBOtqsJxOeOdZ1iHPZvADKG+tHXKahIdCPQHBZXz/gXqmDy7gVM9fvVFSwsxaSnsqykqsVGfoJ5KCj+/HSqqKKYiAEBaC3vLLUnOm695ojLaX1JYXCkqKJvBGBdFVa2VdYDKpAYWUx1ZPn6l0et4+QaX/HLIId/rpk8SUrkaFMnBFpVvpZ/dpcAaxBw4BuVMF7582Hqzr9fDecOo71uURMCG9Ut/OgpwxKi+qZntduRpHHkpqg7vkeLnp96ou7Tw3QDK7z2NCAdBQxRkepYeOHzw6iignVpJzomkxfkLc4pzbNHfCb1N3pkAW8hd2+udgMFj9fve0gfeWfy5nuNdHfDwkYZBrUXCeSCE4tQ5vgd69RWJqVgfK2VzcHxEO6ugHvOa9hUGowGK/2zdYUm8cpsQnThGKyb2PScKEfu+qaDJS7udyNCeuozLgYGVzhYp0dhdhykwPyNyXUqyrp+PYIf2ybjFxUM5xc7Dt9PQfdAAyxZF2+LYO5iPLm1xyJOS91Uv1QEFsHbixGzEFy5jgFK1U53ACRVYctNwpEjEYn+mQOrJS527xgNg7KmNBd5amwGlHD7r5CVV+tqJ/4t3uF1AKB1jD0V8qf8nchEjo53+cw7ox3oOJHWSc5Z9ZPReZ3ZtOXI0YWHqg2H9cSxEJDswphtqLejrKv2MpwlwZ8X/o5U73ca4HfJLHgyi+5C0x9Sn8T++arT9+eHPlQngSvyihtXdSOLjkxYFZML8pJjwvb8qqJWNu65ctVWuTkqoJ8VkWJIkxSWM9HNIV2SC0Jn7Kp9PCuQ3z7JgJHevBT1//uHdEadEmLHthnXlMukMHG3XovLCKsQ0araga3+kd2K8xHgxyZtcEmuEJaO/FWOfmEUq6EBG3A0OPpTvW8KdRmBtmhW3sorg8apg1DynHnKfKRVb1VFbl81/FrA+8TMtc8Tge3RPBL33imA1c2YS2idoYEYUIIZaFi6Ou/jewBJWULiCA/dH0L7SiVD4ArXw73vPVJ19uPPT+fPgtXPDYEGivhlZK43F1olPogFfbGkyH4hVUk2RyG1AayUY1Ku8xU6RGPcxtnV6r4y0QW9CEf2i3wUvVgF7XVJ38ZIqzcZIMyQ6O7QTb6hETaGVMwIaZtfXZ3RjXFyzMWpchOHlOhQD5ngE+2O/0aP1IRzozzPv3y8PNbMBtgH45YwJ+ZU7tmyYp5fbrTN+2efZ1xSTzXKG9pE8oN897LNaQa0t2JkfgEyqw0VdbWasvs+Fau82RYkO7zQVIEESSbnZCt5d3bPpW/y6N2gz3oaRO49cwVBsSEvqSBwXIbmOjUjTw2/dWXg+81klrArccVkLwZ/XsLa17xaKCWjnohKaQYi9IURIY20ufQLmv8EMeuQdfgbc0qHoLekzYmy02CtdObc1unY9lJecSS+xS/P2oOkbcNtnnrvIWkJlnACzbMSOhyIglYgIkyaHVPtvNI4nwKbMHfcNq9EjGURDYpTnzb4ji2KRcItA1BJNkYrtsELMjbvNG0XrcnWIP09aYGPWInBfAskhLn2lABMQhpoVAjsyUNUvgeGkHChxBiip1g/wt0Jaux1y4L/vAXOtiBAlqO2kQUanAtaZYGqiyoGU11pbq2LzHkoWNSVIqyf8n+pRZogQfbwKQSewmNGue7YGnukqo9rQw1hsVXWbAF3QMfBUAAiC/zL/8UcfnR59frEw0c+KfAi65mIAwEh3Do/fc92DqmR7S1mw0vvPDRRx7Mg22im6japrBlkRmywHUQOUQ9oiLuwkkoLA908LT0XhbBAWcXJ2wELqIIUy1IF6wEumxFqYX20FWIVcYqs3cbu+n9691RqgbP7jZ7CnxIADERJnJlKYPsvLlaRIVk4MKG2YMF4fDEzigTsU6XvVzCvBhYjjqW4WUYX1qHg2cj1YajHo7zrFn7DyyoxVZrVmpiqF+93U+rDR2/n326kbqec0MDIblewu0bIcD6X9rrWRxiN9bUc9/6etO+wpH25ZccgJLNHu5b30Sgz9S5UeQVeu4mvoLYESnkxFT7z6/EmoNNy0QLwuxl9RogDeQm7OEG4NVZDREUB/RcPNOSK7gdwZHsVmEkhGSvAGdbWBZmL957AE+JzcsTFqH32D1XroY47ALBX7mXdekl5dJUnEgj+tCfYNXYmbfduTRiAI2QGYSuA8Rq1N2I5W4RuzS5QaJOlYHCUiiIrSDZ2sw2Gxn2EldR96wRpOfCgIYdYNpAa6ZcJAtGB1lkS8dNgEn0E4QBIicXB0ayNlcD0cUmic6AMgj3mFgEnUri2a0sXfTOIAgDrgdTYG+b0QQsRJpXm8xzGlsCZoEn55fSGEJ0werpsEmQyUUVxldYVCX72DjQyCcwTAnDVOBRT/nHn5emMhA5SFDCP4Lk+qvO2SxMTtddl1aLeJ3Bbv0pJabEYnh0PzhCmeqLE5IEJxw5JMg9wIdGYjzDXGjArU/3rBJxWEDm4ElCSBtTLwWxH2BjYpwbE0jrAyKfSLcqSbbGCfFMbLoyccmHssh7Z9RJyGJv1qwFCPo4NM8ZbS7zuq3ardnvCQyE7evbv95F/UQ/kZXLzEXqkLoN0YaIjpNxDwHJDL90mKdSqze4a1wjkFKycF2NuAjuErHIfk4LlpE9wkRazxawiatEe0s2xrOn8bIDi+MhECQlcQ4cm/k5vF/ViCH+L1O/6A5lMos3byrZPGN5JKpYG/kPsJdFMCEhkIW+SfCpnRQmGspUJ3zGbfQAA3seEUNpNAjxCKKOtIQBNgcXbefdkB6YgG1prSB+gYlwkGw/sYEuefXMRnuZD1G173UJk9gKZoAM0Owsr4nV9IoFYxIMkBG6fovniBSbRk06g26Jpf4sqk4hvvY1FXdzkf0L42yWcThOrEB2aA+EGn1ScjvnxNWr2WTWZ8L+hRc+/phlZVk//tikM+l2h3eHs594ryxfU2Sv/snAdMQugFRQ8wFWX3k0fi5+zgE5oCtLWcQeMS7xH2GVeB7d5zP8aSbCR57JAniyTJDpMt57m4NsY36I3qx+OFIawSP47OzBkY3gnu/RHHb2nxw0heAgSthEfmwQS0sI2oQXgiAIXnxxq2WzRQql8CDKhJlwHIkiP+UB0cEXghbypey5LENmaA/OEipyW/anTXIyZ5zpWMg3liEb9Jx7OGl49+0owlale4VplpPFAuYaZ61vRjN7n3k5S8BWLWpMiuFAjImJbAKf8DYH+hgHwUublmwxlzPBSYYRAi03grjloRahipUo/fj+gwGJk0lqS66RcGNPRpOnzj8Ylxiw9KRXsoreT5IEuZ+5zrMnRZgFtaOZ7kBv0an2RyzLfjtcySCc7MhlabsvEMTqW34Yu7ZAlbc5R1wrfG69LiVYiuI7RFWGtbsWFYtR4II8uJ44HDwTOinOdIasXCmyhWbZotGkwvCFsL2eB774gkXgEdiZvscGWQmiwcB5UQbFdKyMGy6JcwsNmAtjIwHD6iBXxFnlPM/LjeOFwcxgl+1TTezVzvRFNWZVh7U5LJFEbMDBZm4AzzxjW0Qc8HPZOAtsiCJNGbB2crP75t7llV96sSTIMlKO/D5C0hDvJ1o8kgCq1uQMvrE2qS0Mn1YhquksRY00WwiRWmnjvWVujCdAOei9hIQvK/IeNR/1IYre3TOv6PEgccnQrG+6T8vkXwLOyQTXDqyfYExEEUZ38nQS2uVu12jhzNjdGkM1JAvCJrAJOXD2jkTZ4YqD8GEDkYN222sZx3GwQ0jiu0scUnQ+TkgQQgAxikdCwE4K4XvADX/00SfbqL6bp8lBHD1KJKJbCpNCuTdy0F34U3Uj0pwGiYokhzYmylVaPhbBHGST8OAlmBm9+e0e+cqodeT/ZrYZfPS/pwbpy/x1LzB+Eb/+GF0RaWW0MRTOkyrg7nL0Nl4b/TsT2PsNZ6/mB0DNtn5reFhsWDl/zX1ebRxxGn3jhQ5Q0Y1mwtzczTCrpl+VD8jQjqXubv7sxiWsrRk2A/388gLKBZVY+SdS05+4cFUNGB3jVlSX9VZ+BnbhdzqeNoKKSlgy3Q2ehAv6QWmGa5aWSkq6akBJbc2mONpSLARFhXUlS3kFhYVIljZOFXfkycBsfkERJa9grKioglpP7e4voxZQ5qvLqHmdeXllGYZTkNdFqaZwB6jVHdTBNlI+dRiQQF7p4wWCtv+chcce2hNGURFQg99/yLP65mYUh72Vnuok953mD6qJHKlaAtdXc0mB9rpd8f9pvu5Sxfv+DzD2Lf7u8f8xZ7fXGfMdZ/93eLts978k7qz+ov8Rc8fn0nMH5J2OmAhfPW2/9HP+viXp+O8TePNPCPzy1B51G/Aww4gWt8I23GrpezpMF0ZqPMdKFcL75oZ040ajbFtsbNacYMpy2hefGkZAohN2qYY3Vevdlm7LKVnV4Le0XsA5/Tm3n6aBgfjMfOSMaUBzxqq7e5UDbu0OJQzz2I3YCP383ojvPLFLNMoypkapmvH+TpQ0hi4ZTOxJahvcgQH2BelUIfyZ7OOFtYu7lrx693wA/qnAoLhNVR/7mcYgwAJwWk7ubvyH0HBTWujkYu/U/m9JDYmqNcGPYkNCaG190tBqOPFAcIh2BE7+l5LD1rnN8z8RHeIGD03acyA83PVZD5QH4xGKqSYrPmhq8zCbSCwkqpqZTahewmxF60jMfRmiwNPF7ipQdv9bKSJt2Di/r0YIxinI5H8tSDwb1v53FQkOCF38qSaRKFDkZVWJx6RzP5Elqq5W51kbwoLKf6NMcHqX+xxA3884c8vQr9XvCxTWsz/X5tPVNKr2svMUqyBJ/TeixboVh7yTdrI1z3oHpR+NAyccAts1dJFJSG+6d38XCmA5MLuXg/7PtA0estH6L9SNDJlFY2cYF3D0QOPAz+tRPRqGCjQ3PM6vEWwDtbJU/MfikAXgEAv60A507oIVnrkKSzfuSx+SCOo+PKhZCEGBMR4nXfPtVg1NbIdyxLqoLA6L0I9o4MlId/H6aTXIe8Ktzgol7pUbU/fKJp2ifamkKj+rlYTQOK4Hm3Cf2sL6pUcZPRHsiXYlzG44PvVGcN5yjkNt8wEPlGgeKAjLpiMyMSJCNpE49IO64mtwZQDW22bIU+I9NvHcrEhOO6Hp+EFrQTRB3T/Ulo3hPL0xNpozjn04Yp3YmfyJ6IJc5NYK/pXssnE5svAT5cX5sAhBSHsZ6vy3ENl5ck/2t2dXrOnldM1/LsMozuqHEnrKzvDPtBhkMnZh5YLaPMg0+6azoozl4srM47aZ4KUflZllfhJ8kmFJD+SZKQFYp49yR4pSWITgxnd0kb6PtVAIjRKl52JnNIADWIf9KG9+Dw3MrPwiMn5Tidh59uNavqF17zjH7r7yxmL00hpMmxOUbPKfZDeGoPfU4pHaxuu1T1hhKzFNDj+clXjK7HPqaXHBZk1W57G1u7vWTt4La57i9wtv5MEWyH1xdy4Ku0DoXMyUY7EjjOMIYDaIu3yd4ib2Cdv8hp0MBYG4ZNR/xHfcwF85rmeLukM9YcioMCoURDXRge72eVRbTWrSbgc+mmDxZM4p55SFpKAeCBF27fr8+jy+hC9t4RrxynELyUISlHJKfyoMZcUgVlMKT6Ip9jb7QAlhgH95YBYc6FMT4ucihmmtIW1SkN6wgb0ryV8FloOwWhBuZ9ojy7sO0TBj1HfJe4lu1cBmiS5Gem67XbtonU+dU+nNHTzKk+EzB18xoG6hj6M0RHMVkIjKnIhCm1XsY6+40VgmWbbgTFaCTPeAMjuT1+JDevQJL7GzyJEZaN7CmzySVXIELBPJuPd87HjsON6Ot7PKWeUHpfCS1lYUMGlpUoTuv5AJa0vqOlojmUcn0Rn/wfyyb3zJTsn/OCH/w2Q8DPYNLuxcdq45s/gzCygoBqAOy86WB/f9Kg/mnQF4YM5YzwP/4rG2P8WcnVI25BvzLfnWfHu+I/9gEjk7h5y9jcv+xO/BhHHm3YOJ4kBBsGB/NpjxEOOhf0wE//goKMma5tgMYl6mRCbC/20lClJBfX22krEfZsSJ+8YMGN73QBzYHx5MnIP9yXgAUxmZ+kYB9oPnIVPpAPRiWU8BCkIQTMo78MyhWY8BDKPZQmWbDgPEHwwclQcNBx8csCh74QI6AmfrAYPdYCGzXgBW4YPGd2a3Q2HwfmlpcbE00zlUY3BZXRVG2d/9OvBnj9Hb+7MA6XiX+WOQoJlg2D8cfP+T374CFxb8LFzGxtDZqUzMrEJuCAZxSNiLcYhS8n4AhWEwO/1Da1HhfbcChlL3z44IMMr+DYqyXowDKwKcdSHY9htp382w78Kg0X/mIMhezkzCYGIR7QefQdZMgoK8g2b7saoPPAX7loW5BzVrzjofQVFFJjlQDEWL4LXDvsMoimFYGThwQZAyLZQt6w/eDdC2v6dsgPzQfpnDF6BCAO/7F9KZEMmspNx8UPNieN+xcXBzqB2gJxycuzePfuCRyOQbCc58sJYJ2Zbm/X3X1AAbYkUAGMzHZGMDpKLCH2M3a9dYgdezF2088+w/x/EdB/BCPwQz2I9mErHwpxHtAW7gypoyamsOQvvfRPbVK4D06YcPQpuOMjLld6Jg7jYGlPkPwtzOqD+4adHB3Yt++h6GnZnlXz1+WI/9YwPsn7fGfrK/1R8/y/5gzE+2+WF3mY1X99/8YzG2itkeevadi6kEtq7P/pLo3j4bP91XqrpUFrcE5u+y55UPWQgv57SKCCzZ2KiQrxGBjT5OfVKclPmkNcwz0VP1lXK5d/IZ46R01j7jqto9vt6/quEPxXQR7KUUfH3izSTEH/3ECJ5f3Mp05Q7M7GoWQOvNNNTWqisoDstWZGVR+dsya1sZUHdwxR28zm1l7KTjJLqnKq75XUXZ765P6HJOq/vqJ1J9gv49DWAMlJOuFJK1LN1i2YZu5WypaeS5NWWMYdQbz81nqNS56EXOxdcnHQs37yGmme0jZNQv87aua5J4cChu8owKX7JSGdV2sH2MVFYdqcv31gk9DTng1h+tIg06GtcHqJrcCPJY4o5OwHVUuZokVlBUXHrd29yIpVs5rZjghE2GwjCtLaKIZSjs5mm1eso35ic5p/YWxZejBX7uxtFoZ/KRhO4je65aoG/wyxm53uN/3RkSE/gjL3us27PkogjGhFnwE/am/FXJ5wkJd1VeZ5cXEXntz9YYO3wdY2IlxX6y9I3BV3jdjgyxfd7ckZI/LYZmbCcEgFwg0rzafaW7YmtSbWLmrgGRZKVZo2ah+l7fIA2mYn9ODr1lyk1DgX4frIV8Zzf1Nn3/n+88pVgoZ/xae2wPNiIr9bK+QmJ5PmlXbBOHWnNaMSwmdUmVMpFsXXaNoj0ROGE7AdMUaZkI+hJX5bSNlsrbyriSpY5mBoVMMs08cWcdVp3fYOpbPjC3VX3ihsq5Xc6Tme4Q755LwJH+pDyNszvmH/vESlyzjAzd6238ox3igdTFyGUmrL5pVsivsttgRUePtAPmd24pi+G9LqzsVn02C4tu9D0Z61sVB4XPTeAG5FwOkrc3sNY9t7ZIc21zfv+ZH+pWQS/N+o6v977J6Hpzb2Qd2UH+Qs+NoJY7DC6Kc1d5cZCoxoU6RgNbxBB+sYwEu9PkBGMTFoDwBQXJkztc90TBVeeC5FujabBLU5no/8ih5ANm7q7M9TDn9NcThcbLCatGbFAMbI+Kz88X32QfW218T6QUtbfZQfdTvTFQtnJYwFs//M4nW+LhsPT9G29/swm8HWtKl5Lc+UxNuJMGeRe/vmtA+DfyXhCI3c2+Vn4rItG0piQl3BeeF52IyBt35Ej7ehulx9aje/XxEHlrwD3hHqdfYEzGiTaC1GDV6y9Fl5e5UvT2Zk1ZfVmyYVIkbNluAkWuDNhmgWUJGbFDhmZlk1npVrgUQRJHtW1cN7wkpfDaI9IvK9LAQEyDto3ZsCk8QxTP2Oafezkybz6kFeRA68c/ff+9t0dziCHHy3nRBmc9pwllNtnFtTvNPAmFDoISxgm4nnkiLn/n29JoO0nayemKoj0qUwTu6/FrRMiHqyCDx8QN5IaE6MseVtMfUqdpKiNQTZlN7MvWhUL+tMp8pds+ZwM2a3xhiHfXX2XmKFCa0lpg0+onckb0c+RLfVvNjHbbmHtoOkqK6rbQDe117zR5quV3FnLzxHXNaV8PuT+iluJkwBKvNtKg+GD0DEu9hhhx37mKFzamSh1TnHn1pUoVJQdJ9d80nnk1bAoag9Mc3HIpUZBPGc2zcDVcyeoxDE1Xc/gSUDjVwa6lqASBus36AC85GiC4YPUkQDv6/q58qJ7OsVe6iY6+O+TeXcCZLrGCyHT5E9b5iFW1EJuPHEoS3nuBM200Oxf+Znh4HQ+Of2213dPYaA/ZqvyZc2NdxuG2ZjWkIqyMxiqGtMfhzi+ufdn2V6EeeJAAlM5g1tq//zGtjHe1zbYM9Ne+1JajJvd2LeRVXikl2ftQSz8o2ziruhW564C9cj3Mag0RYohhag+VTplnS3YBbc5OT1fl+zjuK51k0sLuXGTBPhY8IpOHjn38WyO/XwEFkPSg+syi4jIb+i71m6xK/3u9Jtib/1eTyYd6TG+XaWjU+BEyyTfkyt1DeZM8SwRR3TJWsio9g2s9n+HjnNHgxPb48pQBiV3cmhVZYvM71+9V+HqY5OgwIteQfJ0WTAm5WujNYsVariAvn2jRa0fCw/FxD7pr5+7WrB4rkRR3JIVSYVuhkNfyAd56B2mjw7aOtp5Y78v3AGi5YzrkJuoJFs32CMtQaTGJJl5AZj/9oHD/MsdLa1a9lXeZMV9QHCpwkxPAflpRGKeIob+RrXTb944J7RFihJvD3aleqn+WV6Np6FDXP0mJiTfEkRZ9S6BVBNggJKVBvR/1JM3+ybh5LjtK+sx+mREyEnLwlO674o3pncmaEtPCtSvkuwyujnm0nNNnVGr0KTgJEgafyQjvPKyFbATG0PfFzAthJGx2g1SBtn/npOLUjsIHAv0x/dYIa4SaGJ0cihhZU2TTYnVqPmw1LcYmXn81zGHwrDgNOAVEorBEUm4T08Vp8ZaYLpHcg2uFrzlklMwQ+d462D20oqfPfxqaW11kjOdwpnp7CyjxeT5qmWJf9gPXZaaN8RvLsdu71bs1ohq64M82gW8wffr1T+1jIuBF40TlJQv9GZ2DixBuOk8lVXifHixrpGef9+vUJEmYHwSrwCDgYpQNkdwnwpu6Pp8SIrQpnGCH3RBbEzekIAvpvZvPXudb2sxz1xcWnlnwXS7YsSlMg0P+Sk6VF7COuvlb4AtHnbb+S7yBUrTdPLbcvCtunJmpxd5gA4FMoYjIlW3zsbaqlQ5+R6rPl896SHorn9jp5r2U5ImOPes5hplhFpoZhUwCSHShNGXZgMgQAzJcTtH8YOD7Ne76sc4yEeSs3RZc/T2rgSfSA16j5A4+iFNphDj0JRPcv8+3JOcMIPTr63Nkvr4mwefwtxp+n2gg1Ze1EEWt6y03bPLvcHIwP63XWGTbMD67SnMCB5oDWfk5ddekddWFlCp1o1HkmWXCHMh0esh2VOg7tlXNrl2iAVnLS27BtnA0IST6m4bN4HF/C6ySdqtBG+cET7EUU8Dx9pa/1NaklImTIzX2LtjfPSI+BdI99fm1N/IG472W09NCMULv9iDqma+f/Eozu2wb0m1M7BypbMSJ9p4S26l5vS4xQB6MIdIxLgOowdRt5oXf0uD01Hykk5+/Bj3vzDXCUWgDCo8GEfKhwZEgGX1iuPpZsxJ2nuSunIQL91QFLIIqlwGp8HWso/eKGWVhyxMvbxzx1u/y/RJnq0BGJEs2wF8DGh/KQ8KwH0qQ9JaXNQvmyxabdPzLx//2/d6jgj4Wia1/5UYARObEl3ZytecFJUxoC2yN06C/asE6lKwZvqMWf80R8/TqM7GR1HSKqzraWLQO0aanTEbfjMdMzLlEtuC/2DGSSUxE1KBpxvKuI81+8TKItnilbR/WTbcMTvUMRtuYHTp1x07ngOJkUXKYoaVP83D1kAXehHHYWteYv5bBXKym3UZmsxKYmvNzTvyRgbxqUaaUtdPonOGkoruS3L2htWoEZgbQA0mk183VVt/b45WtNgpfWWWw0DU4QPDjSaDFOLgI2fhNnLNcuXLMAAlgFdDzBp+9Feg39YXQomd0To25N6TDB6ynwhC7XwPihhWUA8xInBDGn4uN0iEGrIB9x0s6V1rEELOVfOIWDj65nwO+/ub9v5p7Xt7WbPRNKFEXtIvceUwSa9+E1047zxoQjt6GWPrTuIKkAoxx4yxjZmdeAXCwNx4FPo4S0Z5IkE2IVD1hQuggCifA967jadhPMiiXz1s4YpEJvhZGxAbysHnchXgghykhSFOSPR9ZFlwXk1QDTIP2oNhZUX9Ea9TGzvK0T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</script><script 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</script><script 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</script><script 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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|