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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</script><script 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CPQB9ovchA6JcU8EoJNxyVQT8Q9QS9bQP9B2AeLpfL9Qv+AacjIPvxlpHK0tgQILCFlNRXdp1A281iGYsv5TuBRzHKD5wDtUeKa7iwSLcojQQQHEKqiEgKg1Y8kDWivW3nkXiBfBIYO3/UpAnCajRxIZCxrPNpNiYUAITsMkjdl/RnkSEpCAjsCP8VVfpgxuIBgdMlpsNQKsmOx7FCiCX2WTdpYopX7StaD2GrMdiZ9LlBq/QAf0911hPLKmTlbiYLqZDMppBU5RunHMYlYO3M8EUo67H4AjqkkaNOoQAlWQS3ROh1jnZhLTIZdauiVdsVZEXbjwfyjjLZcKPPB4X5mFQHGGbVVAgUE7YSTqhHGd12zyE3jElggUWV0TpweuIKU1wQAghRldb4jMlfkLm86liU1p0kkkunHqMn/4AOKvFtpjRayAqV6cE+wUnAChuxpDuJGhHU0khqOt0ogoKAmZcqvBCNCAzcVWBZj/rylW+XBPnIgSmxo61DksGpZPFZBWibMDqRA7TGjQgrMDcE0t7NEnpUp2MBxnOXRsgyUL8WkLPu9LhDocFSgPbAyfMyRFPCCLAFSGnFUliidwJwpHaIAjPwM8VMHQkM6jpGClPp2+ogOwNyU9JFGYEBfM+3d9Xf3wFP1WCarZhEhi1Sj7Xk0zTMXaNbEkBSB50ADlDHoPpOx3RAadTQA+mojGwSAwnR2y0YKQ03kPRIwgUcgWEdxztJTZKsu6aVtZ4mbPIZu6Wb0mElEh8pONI2XHVj0Xyt1I54iLs4JnngZBJDIQ+8A38X3AJUp81NBIgmrBzrhBzA6ACeIhqVIevwZoBzC1oCYK6JxSEoCGMWSEgghZWc2Ib5lZOUHYlnaau6n9Heot8iLZywlloZ2shJiAnJW7gNRBDWFIeIjvbDcmgVT91WSqbjVCkzSjD5C4iIUJtp8OYl4MFJwvi2elg2k5JSqy+A/A24alVWyRwAgrdA1mKJGu4cq0jWmuSUeiJhwG3ipmsonTVyupkwaqoiUFQ5LqxW2Y9GunmoWJFWOmmZzJot4S7GE0TxEKDdaprCjwy81dwGBuumM5ayMBO+FznQ3W+U1RkRbohinGo3lkYmXeIIIh2EFJWrrZdpU6/ZRcYJYYs1G3LJkN1HT4wmEcIx3X0nNElAaJYfTViPIq6OQelIhCvm00iyhIVaMtlKlh8l2wwKIdXD5lyAqS3cLaaguprRTg19kyA/zyEYNJNngj6khBsNOZCmXBYdmMSS3ZhEOplt6TIomc8WkzCwLoZWiNqm5wJoh5GOc+ND2qiJJ3VlmJfKOy92JG2YKOoBdLSHsQ7gRDXkPrRtmGSKihXBmA38Ax1IR7l2RadIyxxdFEmSRu7nmlooUVGQGAA4HnUUTgChK1zIlpohRGVZBtq2gWd0G7IG8AzvsDNJxOqxZFq94gcxLtAoaKzuZWErLI0VIamayDx4bS0Z4YpERoH9AKpkB36mwAV2qFH4M5KF/gMIDHnNHUj4yRoBTDzSb0z0lRUJUZ0a8lbuZBP5JCiI1Q4FJhMVeWlAh6WNWmTAkaZQSsZwCIFBisk7sEEGIlj5wuTwwQDqgl2Tm/QOCEmaeOAEO7b4ySfc9BovrBq8kgiLyPrlNlZArInIhhcp7DntA+hwbOJpB+J09VDZ8evIwLVjyLWaSTCbPmqnaQOP2S2UDxqPsiA8MFFlqZyujSNRvKp2yZYFbSYIRhA9n8pifTbGP+FVnq2T1A3HCkqVkBxSMloi+TVLPsmZGvNfwDSKTcKiULJ2mBGow5QPxJ/y2+1nahNV3In1wLD2XprqVfpcUmgUmemhP2uyOgN7IxC3YQBqoqbca8VQrGYlCdkhiLe80hVYJ6Rv+yVHk5wD3eLKUsfATOwa2IKu9FGBb4dYaUQ4LCTNxAoiZqluiOdasAxiQGegxCsyiD5FeBVM83B1XfJhOwrfYDG4G7i+xAjC2u5VS6mIG48C4dMJNBemKD/M2ElRACMl0BwGRYIYEHS5mI41tRjjhBSsaXDF7xMwalLqRtxAEpAmpodVypxUrZyiAGexwGml0We1jjtpbBEqxzHkcwXvQoKiQR4SEHQAkHJ680BBhpqByLEMRnPFt8bTcaSIWtQLcoLb+KnRYyCjRnIccrFXC58gIbGTlfGAOI8bCuq0sAB3hwY0cpkALzGlIx0yDjCdkJQqTsaD7/u4SbF+TpApkDTN2aAVsgElmBQ0UiT11yjAQjVm8mThSm2w6ivTMg/w9BWWZsWQ87zFBzkv9RcQl2+7HFJF1YLRSVJZEyUamjTE+kGe8CIFAToT8OhGps80SARvG3GzzOgGBUPMxpLyFnbR3aZGbSUeoXADnpvlSCCUnnWCID9CKhZ7rbJ0z2ZEUTCYRjp7v5BS5O0KahfU75B2U6lKOKsGqHVpD5JOULKEeWUrdmpn3+OBrJd1KgUs4jqEhAiUo5ylmrDLcq4hc2hSpgMIULCL4hs/wiRxlNK58CF2hydh8EuYc6HyaEpI5ZGQCLWdFfRUQBuIlHIvgchlJB1EFwSAzQIJ9GAOmOqY0yJGs0BoDLYIfZoy4cdHWz+tZ/ajJaIYgQ7QwTKU+YliklT3KSnhCppAc892YUVZSc7YhpZBzg7pjSklk+VIqZiVBFnRh1iNTmmB6kkh6o/nHbNuizI1XTJJjWhoVCEmeXOExgLvFU3ja/jF8yEzUw0zMmJJmQdamHkNugYhkkm0qBdBkB+ReIdsWYXGdOYsKqTupBAswY3fmowkfODbYri2Qxs18p5zJIigqXQnaBwAKJlOAXTCXDC2zSjEZ/pKJZwUpU+5O1tN4szOeJdHMpakHKoURJdoJGaSEX1KOJn00CoEWDJi5W+il5KYapXVxE0iI0N6n6K0KbbUoAA3QZPMQLbTycCRlYJ8ygh6TmskHraMmIq2TKdsZJZeJnU9buoC0mzAqmc0eCiMwsWISxMkB7jGQjoQ8ZxEDGQDegoH5+HILYJTWIUDuYSk2pcFzFJSowAW0CrTMpXqg548Zffr57l7EbIFSZVrltrtTPr6caOSACVEJ2IzRFjFVW4BUhb60nsxRGguvBHEm9LQQPeKtSCph2ephTDFPoUdm/R5k7Ilsf1px19IMeKeGyYK8ExvuDio85lJFrxEGZaKSABalFFY/D0bqcNOj+EeH1F5FT0a0OYe/o6BGoS1sp2lJMxbrK4rJPtiewDG9r4hRJVM+Ix4X5AyVONl8HUPQFOKfmhml/AQk1yY/p/osiiCIvRaUxHRaFebJAnQo6H1p0FSzKDGLF/g4vFbWEYiJ5AYo/acUrFPIm4aWlURgMnipI+ZVFs/rQvwY68vkaUG5P21nrDwvHdWTvoSWJbxPg8sbiCpIb+G/CDMSJTxMQSxlxcGImoqAnkoqCJGeiofnhH4gpNFL60LIv/mgqJpUk3RQHRbOhKWM4ENW7DFNj8/2lBw11Zcpo0PZ6O0Gjad9GwF6YQi9tFGYkMw0Io0mReltTrCR2qQlLl8q7NDDBJxmc9hFG1qpoT1dnWrOqGBOoZ6zwtyhFFDeL8MtiOP6mFCwOgGECoOZJWNCydBycPrzzdGyzpKsJGbV1nAmK8bCUoJMWqG6Q6aBdoEeC3MiZECrNjpZu0bMjdITghsF8dDhjKmfSrNtjeCWKRzANTvhsxjx7O5eJDQUSxykj/jPLQ/D7ztk0RoH8nCYrhgT4kKfB0gcyzuZ5BBYv8/uFylMUDjGhNNIYpQqYRPidxm4bMNQke0CnmhdmAyFal/A/aBFJJdqFscwVoJIE1LB2YArie52FphVxqwkQwqbes4TEyih8GQ1SY0j1zJyLFMqgqobWg9y1igv1jOt7t5mHu8tiJ5WEvHPZmmLVnZk3geBIP0W7IIAVqZwVs4Ui1f8MQYAjUqMzkGQELMUmtJ5UaOaPkbRlgp2BaUkahCzCmKfyySQ7fV5EGkFvnkCJoB0AiiEHN2i4FuCGxldBbg3wWIGEdiQEaOYVHSkNK0H6Xy3UbG1OUQMzB6yR/7NRMR9hU4s4FwqtRcEKVmIZotaoqQiXGglsQ9xR+hzbKPPHtTisiHlijat/mQkmFR/Zy6TTSt6Ts/anXI6C4FR4lAV2NyhnADxC2pQkIoUgzFdJNwSbWag/yqDNuD5EvxEGYyfh/0o2rEcrbIYms/TIyH/l/JEfinbyQmqD52q8bhklEDt9XKCFvExiu4u7iCgvIwWjQi0Mq2UXoHaOgSrSNbBdIrEmIG5Nt2MUK+xVBx+rwLndloirGl9neFoFr3bdoIAy4TsaSc4JcmZY7SMHQfpoQUbDQzWFLieE0mfQkTCoI0ALuGsyAZ7LaruiPKbVSizxxAyMhXv89wIgIbBgnsZkBDSbcuKVT5thilD0pPao2kwKDGWVfsMTLwssmN9vDI7I6klnkJmQHqSvZ0x2YkWkN8I3SWNl3NhMBhCVO9DDLdofYoVba5xuvED5FGiemvatUMgMmRanaUlB5PfLsDCRUrEDOl8JmolmRlDYq35+jvLNqAZiKXnPX3G4TSUwPrVLO0/ZOhGBloIpSJThSc7NH0gLkwJHilFYWiQMaMPYV8OziJcpB41Ky8SMGQElsomoO1HM6YnB7aD7KA8qJVUEyl4stdDuzZMne320cIgd50MQMASqIbUoZsZSO0UPNER42GTknMllmVClAdZOjLYy2xBQvowSBunMdOjyZKnVDSRu2cKYItw+LKn5JGSZtlBIk0M1oSSE4ChZJ/HR1u7JiLcAO24CHRXRSaMnuYYxK4ioxIgjH6Kg3oqBWhT3JtgqKqADpJGaEkPUT9VAKZAsIgAGnl1POnzSDElFc/t5NtLnlLCNBGCKIRGBXd/nIdFmhR0SAtPYCWC26QFX3Xn3UmWTCKeg1nhvRVVWlVfkYhfRp7LFEBYVC3FEGzABHIDdGuE7cxlJJH2m+UEsm5WJ+UCIRAfLiIPhCcpZdhjHNE6HlN8TERi7SsWbKpnpru5WJEbd1qnmwMIQ0xeV5xAUh3ni3rELMHOJLJzHuMVOiOWMMtCFMRE6MvEsnPFTJKlNFMmbto32IfU1AaBKauggU79RgHF7E4liR9XGSQJq7IYqKWmUTGBwrMJhe4CIQZEpTWWku8sEIVOMA3x3TCVHqblHZFWwmjd5BhLlZBR9iDKQxu5bsR7k758IZMVHNgrFWzLpsJZEbOKnNorEAuVNQ9IjlCgzaWymDALABiPaWUzSZ+YktBIDLyCcqGS49FKHq0PiYAue7oE2kXN010R9LUOptpvPMrvxZKAPE5ht0xpJ6XXCCsRIpqdvgoYhiIC5DHbmKkyk5ZvoQnBZ8IFQTtBIPTy3E4zhjzFMchmEXptxyG74cs3pkeim+/A42n4pghtDbbSakQzd1gTZArOYeplgWrm8t1ytKyCLZaRyyX7+sE29bInTiAQgZnQplgPcV++mWmL5z1ZQAeFEXf5B8boo2VXIgYVH5BVmeOJ/RxT+rnC+xTEMb0sZj3S+e4ULoF04NPOIAhQJq9bsiO2InzRPXfGYZUWUZEdaIQm0LYp2vTtGqQXwaASPIaOoAfRB0kpVK4s6VprpuyR8D9m5fVUFmiViqNDKMDWrXg0loc58MWXIm+Tr1NakAjeFJkWJnziIE3USmFWGK0h8Ml2JiVJepn2le1MK+IfmhNK0QRD647qS0DVyOUwtKJWiRgRvltDdT8QSSXILFahNAk8tVPmQRd9FOAX+YxpmFk9mZdA9pJ9YOZSDEYUz2dKgqdkIXVwaG0faS2ST2Q8nTmEWUGhME37WWT9c1TMydHXDqcJYAlrYogCMUlCHm4mc+CTfUJacixIF+5TIrZrImHvpW1kG0hDC04Jvq1JaROVFwgIWmGQ7CRtPtLeM5VEUd7wmEL35yG9I/5tmuxxwE4FiScbgEsTIQ5ajEyMRxLKcBjdY5BvTqRy4LhglH3QCeBILESTMFmEtblDSO8w81zacWg7iEAZ0GoV4QUwfjTNeGAiI+3ny2g4kPf74FishByslUACwciTknJ+Wm9Q+5xEHsgJ85HhnkRkICe6ZzPN+DKTp9V0wA8Qr0kxQh6SRteeuHXeE4sVkIoB+R2q30Pi4dFAyGmjQ6Oq3bhAfDya1GjljMTvQE5wWQIFWE+5eVEB0DCfmSmofRiHrcYhOC2VGvLZDgOLbbUz7jpoRjAlAHoCDREZxeWdMkd3iRNhQJhOC3HlIjNoMbBsHC4iZRCTSNqB4b2dFrmi2sXXoXOZsqVrg70ICPAxjecE+Gfy70ugNew0VeUWEvFYPKG1RstoRc7kyBAKkruq0C8gz+H7rFkzTSmBhdxqTplT3MaApmmuxahE9SxFUxe6aGGupGcdtS8TPmrmxaSPQkl3PM9Ds0lQUCQUpq/PGfSRK9lUXy6wfNHJCK0mEr8stO/pgdlTegqvKtM6op3JZ1qpbBIUYE6lWzxAtI2hPsZvJuU4oFCogwlkQVOMiCHJBmYSLfd35lWoIp047MkikYonI3RTspRxI5j7HwZepR0tCcGfgodHa6WytyTLIuVSWxMpJIOZ8wN0bwmtFOklgeppjYjk0eqxRcmnLUqmwPkyZZYR4oxCokw36h0De7PMAnwDmMroyaJCAz3MqbzG8oKAvIZp8XJ/hq8egEcPlajGBBHfpAJe3S3JcTQzrZHnsEqEbx3S1oOGHK9oFvx9Kq/T8ak9EBzVGDh0+xqMy9OTpwIrqoLC9fxydMu9chAks/BYIi8ZzAdkjxY8capn9WXyczupegWMLEP1tSptqjEqmmTRcJRUxyOs2UyjIE8scp+Wm618WpWjCEVlxyjNeWhJidJYjxbPq70CaVE4nKZbJkEunIRkZavgAMQLSIUarYZYjN/NmCwkjt4HSzf6olGhZDmAKXhzb1GMKX20T9yfRsSZo7JULZroTZMCCFkIDhR+w2DMpP3kPkQTT5JYjsfnAU+PUJrWF02kwFuTEb6sAZ0jDary+1EUSkAALUI4DSKWy6RMiUKSTaVusEUjlSolsrZj+GgDGGklLVXRXRVIbwvNWqJVK1ALtD4eRm/xrGEWkjHZ00fhOR1N5jK0T8kA2AWMCDZq8+0Y8sUCrUK4/BSiKIY1JWWatsUguWTJ0gDNVpkZvUgzy8wxu+PEs4h2SrqvGC0oiV5GIObw4hHkiQOAh3yiZBaRHyfjVt7u94M+gRo4VAuWdr3H4TsmoHQEo1KhGYbk0jP4YpRqO6m6S6TSa7oT1KnkIWUtS1vKmAIyB0qNGeGc4WOFbjNLabQB+4MRGqDHoOnxPMhhr5pXU8xHJd85NRlvrSIOUSqp2FIUGZjCYbiIPuFnptAHCqEeRgJD5CKfTvTu9CHxLmVaLdostKlEmnITKhbjt83CdEC0FQnAJEEJEoNYEZYgOATg/p19lNVQXV9eSxBpQAscPBQ3gGj0XVCPRfM4nfUxtQdZTIyiz2CKYi4mkaEqBao24TXrlDgDvKhenp6iVPmBQAhG1FcEPhVAWRUfkYHcAFywh6rlLEJ0ZIM9ubRFguP2RXilJ+NKqpROapRTUdWvg5gr0z4l3abq2AlG+EuoKSZIwow1x8K4rFWQwOZUZAKShdQ3p8ZjpSIclBByToBByaZqRmPJoKLRngxnBEB5AIslJg97kqkUfBxJiz3XSXf46rSSzeuiEGFld3+W5mYJYfLDbGeSAhdmmMoSUcqz/p1UwXUePVGhFuTZjLMxA0UyO7OKlighrYgAZ5HGaFQJyzxdEuEPkrU0TShhxohuCmYz1ZNBYTLIjEPLIx4fVaL2iXA6mYkSFZwJlH5mQWzgYsipdKvsMWPKbFH1OTbtEvPqldThbiqVIGBmVHhPKSRzNUQcQUzmAEDIGhJZo88pJvqMHC2fKIkS3XBtFi13DzLWWtcuv6OwXzCyiOep1mSeCq0gZaF3AC6RSeV5xuHhC/CUQdLDkIic0SqmTTeMZwAtVPEYjVKVNgUFS+R7EqAdRskCUDtiKs+XW1M+qjvVgCgDCS1n091EZCQaIaJNUwBO0XZdRjZm6e6JXFplPsoEZymRJSgmchZlVEcnaNlo2YKIybFhf71wUqe/aGasAuQbpbUxeD35DEwqK1nwt3gqqSGdxDDUeF+3D5ZoggI69J0GuTRyEbVEHJAyRrBi+n4BqrzFAGKCD6g2261RTVbKJyEyOP20n8g4jMGp9RRYOZUWH/bIFMNNf5/I7ydH7junZjOtPJ5EzTTlhxKFE2AHrQDpcD/djHIbFZMpCdFMlFXJLDgITiwNkg6bPn2xWhyQn2aPsNOjjFdtcDmYbj0jv49WCVt5EbPtjGj1r0owozwRJCZP38tB68Eaoid9qYQiaeQoJjIW2AC9GRf/3x82Nkh8RnR7NTW80EbXs6D/nS8pd94S+t2m7bfOLX/k1rmR0CfcOufwW+fWP37r3A+DtLmw0P+pN+gObeRmQjLH6ftd9ZubVr6p/IixM9fn125UL588OzNz8kzo1tLwlVuLk6Frl09uzF69daO6tHprtfa1+erFxZlzQ9caRqdvnvxwZWls9GTTm9UdExPjC9Nvr96a31isLp/4cIV9uLKxsfL+0tnhD1+ZaRpaOLNw41TThxt4Xlu5ePHy5fUz15Zqqxs1/FSvrq+unDs1PnTu2srKSvXyxMkzE2NjY5M3x2dOnRmdmZw4N3PqwyeGxmfOnjp74vipa7XLV1fRy9LF2smJsyE2wULvr+24vv6nN89cCcwGbk4unGBnr9wK4O37q6813WxaGg598PwH80uhjeHj49f/4ub0lbEr06PXl5dGrrz/4pXxKxvs5plrK4ury7XVkTen2KmJtyZOzQZoLK/NNN28XDt5a2V+feXU5NJg08LqB6vr1aXlI++u3MLYl4aHbi4vTr+/PnmFTU+em357qeZ/b9H/5tXL0zMLtTPvrk+Mhm4FNq4MXdvx1lr1yJXrk6G3L08vbDRcuzHRFHr71Zmms7OLDR9eXnp7aXz63EzT2NmFc1cmh06yd5eOn/hwdfnt5fdr/snJU9duBC+sX317EfI8c/PMW3428canXm6qzkxOT54NnX7v+NjkleM3J86NX1s9eWZ8aHgtcPqX65enbo6+G3jf/+Fa49rwmXPs5vDbGyff949Pjk3fDC0vDd9cvvXDazeGR5veXeqaX5wYXljbqPrZ2NLE8trYyVNvVedrJ8ffXa/tOH5l5s3a+o0bV2+tXrgxNHplfWXHu4GbtUWh4ebzxxcmb12+uj4x3vTu/7n00Mp3zzWdurlyNZXKd0aq+cDxleq/vsQeGA9prFptW/jXlwYWHthVhcNULi3PV9niPHt66BKyp8pQsKpV/rY6B8bMYiOvw0HwGk5dMSM1+F5tRaiwXezQpQb68jSe+hNHAssVN/et6itILMxTUi2sSFH8ophAJJXdB4gwhTlhMFIZMy91XxqRLs3dxbRdmun/hwZpiF1qe/1Io5l+YFTCP00y7n769Wpl4a5hYXhUe91vjTZW2/Z6ZqtV/yVMZHh28QvK8PjJsdcrQ7O1B2Y1f7BtOFg9ixwmwVgE8zvELgl+Tds1t+Af+fSl7girGawcHhn76282jnz60cDrNSNSw2RrVD5MLxIAii4joj3fWFhyMaeygBhHU326EYOOHpWsWWEJbxePDH9JOLKrskCLnM83WrVa7UjjTnM23TA8OrZQawtrr39xgb4O4SfAgCunz5lstlsxhwhrpEgFrfiVXUZRotx7CIzh9bafHaAiq0tt5ijtcOlmmVLzTt+4JtHXrrWZSqN/1j9719+MvH6IlhOlcZO+oZbtpC3fCH+mKjSt9XWhwpOmXX7AbqQC9ItU7ALYXWQnfcdMsPrlF06c+Pe17tknZtmRRmtkmXOl6FEmy//P5l3Ri09VH6A9HIuNW8KVLyissXKiaWSYRa42vD2/XBj85RfYn91tPv5oQVl//Ia5ymrHs6Ilw06QNF3sR+px/De4MbPxxYUd4/6bd0kj/ummKmu8yM5+e6axFjzJWHX9+tT1xyauBNjv/tU5iU39Yu2CIk2N/MGPQsvVhkamBB5m6w/osvVnTTvY3XOg5adXqhPs3JlK64WGIOQy//xEcOWJhyrP1xpePjHOBp5u3NgRuL7HwyqNH7srM3Q2uPpb9A2AC5ebavNznhdODI0fzlemhy5Z7PRDwro+OBxstS9nJeGb5766NjX7WHhZZyN/dORbO96XpCO7EOCbW5GIZ/UbtUM+4XT1K8ZI4wrx1cV/W4Om/w0xbPo2VWs+mmX/saGL5SvBoeCXHWWRTd2tZ/OylVadpxvPg6gTxxCjDR+/LXftx461oA8GB7d9qfGRvTuaCh//EoDqctrc8whTrRrrq/3wOkZ39FLFJ9LD2+H1+r14lv1+eh8Mev2iLCp45g/+CT3hmT7FM31On7S00FEvvacDeE2fiaoq0uk4if773V7oEQrROf4AHXaPie5leAR5QwG/LFM3bgP1T3HI754p0wdofutB58nyHe9l7+033q2W/H53fPXuArLbGB89Gpbr/dYv8Navoqa9/s1x0lhUdbOJ7ee5F8qbl2y24w346RQvl8/mpDeHxJvBjPmB293jyVsXzdYEvVywsn+rK+/truvPXCmuBrbG5pU3e/PWB7Z5EXW4OWS88m/ryrt9Ft5NkeF9IOheRuILeOmyTZHya9CG7HeFLwe2jfSOoW4Ows+tTd6SBV3or8+fpEWmUG9CJh3dngHvx23G792aeTDIGySbI1FuSkWWt2t1UxiueOiCumFzsYl1wYlb+r7jceeRO1X/8bO3f3Jng7d1UT9UF+Q2Y719Zd0BMTp/u6scL3cD7m91/8FsISt64/f6QyEyKNlf1wrZNU4N0AV1+XhlV9x0lgwtBAOyt96yq2ecEwiIIXJINBNQoAdvMCD6g9wTcRXExVv0hgI4w0/NyK4rudJ3dULN41NX6HWn5ohArfq91GDQr0BvMjeFAB7wUa+fDzkU8rtKxDn4XFFlfBpwp4/B0bCDOIOsMEA69vtpxuTEZP4yjdBFNPqMT83Lp0hQws8MeF3LxMeBuqxxgsoP8mnRQNEPsAYTDwRUlUsK75SQVw66c4S0/QFFoeGG/DKGHyRNUJOBkKhi9qqqkqdAil7XaAkpvZsuIW/ZhewOAk16OeTISt0b8eQPebnIXaXRoPx8urjGnakSgJBcFdaRaRNKt0DttkndRja3IxexMS1vaLude4N+cQv+ubXKJPH66Py3vUrmmB7kQ0GbAa4Bv4srLX55b3tSrIOKvOmSm3i0OSTXwmUXirfGuWkvJBKRfmDAsAOyggB3IdfTt9yKdMqnQtcHud5cAORjFkMh2BGN1SvW5+yGHdf35OAeud0blO/wwGAg8Ie/PRN4mELcxzHKHV8o9FH8qoP69lNvD0TeQhov4QaBY13nHw3k3qBXrIMZDNIvBnioxVTcwQCSZG7BIvk22Tdd7EUo8YoBHno5btEbXMPlhZMBLWidunb9naQkb8IeScDPFRXg3h8kGXEZi/zHy0GB+g8QmuDkoBuwXEB0MYTjhP92+HGxJOA2EuB9YpRBN3D7+TRCNNaQVwnSqfJ2RAzQh/56kyHF6w4qoAI7iTqhyVAAwECmQHoSg+SY6CdYtxzRBTaOZjQ0F0038UAM3QZTMg2OTHQ1xwc/R9aQSxpcwyBMCHJpYWTULYkdUqVJeAlyIc7toEsTrFMGrxtaOfySeknTXLQYVchLhDCoerkuAt5Qm9dVabgFkyaFomGRhxd3VqQ/2Q3OgU3U9pIu/KqXWGRQATvitILbBhlRIFA3B1KvQuLz0qzJfBTvpjWjlYDsTp1jFIEuF1+d+tUhzbsZZ7n6uK/5N9sIevklm+d7683VQ4M7aD4UTki4kVFvNCf3Om47uDhIQ6ER87lxTXK0Jv25UwhymPaq1Hcw6MoG8UV1yR+HUzfa+NWAa7bkAEHq0avQKCnyeF0TdruCUGBjMJNgiKIlnwAXJXXtRdzkclNISyHX2aAJqI+GTooOitzBeOTDuWE+ErBaWdl85VV5v3QR9UuRRuFe6K9T/TpGcAsL1tGCghzpeFNHm1SPy5sjRJ0UonlQNcXLjQKmGuTaQfc0Wtdf3ITEdSiR87J6IOThPUi+V5e3Syg4cMgUfL1bfNTVBmeVPF4SLcKRgL8uZm7Y9H8rFruaxcsWErZyZ1AV/wlRFTL7b4VVUJQ7A6t/iyzXo+vHw6tYjy3bsok73ni3JRBb+VAwGOB/T1us/+LJ3OZH/DX3y82PAu6x+mdbZwToOeC2QscC9c/dV/Xz4Mtb120++JvA1tvNDwPu0W1D5OcGAsGPPAL1X2Jws/ttpwTE+rs7LhO3XRbg494c5mav9Pzxrrb1GBDr7QfcUW2bU2B7j7fbEG+/DLijDWydu00ige3Pt80kGNr2XxHFthaxQ2zblvLcoXPXrvz+utkRlrsKD8pqR3tbO0JUT7jDf2A/odq+MJKI9nZZiewVvW1tOLulBYbS3u4X29vEtgh+tbS0R/aHI9TW3nDb7t2y3N4uHgzrohhp2ysC68VwWGwL7w+342NR7Ohoa6MfeoTDyXBEDatk9redwlsnJdvZhde7G821Rzq2ju12+cUmrbmdf7qB/9fTj9uut9l+PYuS60bvopQL8dvXFD6asXm3HGX7BwF1f8uB4P/9xLlnlHu2J3E8kfBuP9m73Ws3vfBOlNicvnzbN73bD3u3clN3NPXj/vpp9QnRa2X72Nv8gZYtnkfWVF/O2GKjW7BwxwS92/usS6yenojiZlK/iWXe7csHW3PbTLrFjyjZTV+CKsUf79ZstgnCe3uWHFi3iZ2jM4BQvlNC9fm7EVqU71C8i5+cTrrUmhOLgLvEI7pJYcCdFYV5QnY3xCgun9lcBvCLm2tWATfycQz3183nYwR626utZR9OEIK35bq15MLPaYdqAjxEIgoG3KzUL9ZTZ9lfb3Vz7YPzBHf8yPEQjRHleFIr1tfkfoPMxPs/Ijdx6SnXuPhPyk7keqt+/3Y/ku9wkf/1+F+Pf/IDzhukVZOWkCqqwRZR1PnhyDanJQJfj5XwwwOG0rJ/v9EVi+1tb/nMwYMHDxzYf//+vZ8Vw/qB9gieYp9tv/d+sf2e/e20CLD/gBiO3BP73OcOHDiIU+65Byd1dLS399x/f/tuvDuYbG872LPn3oP8er2np6e947Of/9xnD4rtuOx+PA72HGjv2B/uoDNi9yQPtLUdOLD3Xu9n2u/538T2WE/PPffEYuj23p723cbez+IIjfng59uN+z/7mTCNJEKj+ez99+h/+Id79n3ms0ZXRO0Jd32uPdm159571ZCiHDiIXlvUlkOH2jr+8F+l058RD+7e3XXvPqNrLxrtwlT37GkPY1oHDyJaJ9XwfmPPnq79/7sY3n/vvbHd+/freizW0XH//YcOdXTo+n5D9O7ZYxhdxp7de/bcc2/XgVw6/X98rj32+c//K7Nr9/4DbS3Jnq5777l3T9cftu+7v8cwkuL+pBhuOwBpRiI0z89+tqcHRyL72tHffjHcvg8Egp479H2YXbgN48LbNgPjgfy9ybB+8IAoJpO4GB/sQ4M4f39y/z6Sf4fcI35+L4klrN7f3h6BAu6JJfdHIpHdkP6+fWrogJgEICWT+8B98FDD/Gxxz/7kgXZ00mYYkYgs7wO5ae+45/4D4n4aixvO6+tmPRhg5J49kOjn27s+97nPYByfOdB+T09Y/0x4Ly5oUdFUxAij9d277xcPkiF07NaT7e37MMqD7RgJGFR7W4SmRb134XTM5CBUAUm0k1SMdqg+mby//Z77wzHIIdxCq0xi8v7PwCDb1QikEhPRDl1ID5Jte8sB8cA9sbYwuqOPcI7egmMQIWwmEjH2trXt34+DGBoEo8OSduv6/WKYxofT0E/XwSRFQR4Xdu9WQh0d+/cZaH6vF+1BUnsx5PDu3T0HIT28I8G3te/f7+3Qyf6NfYaBrnR8eBCttYe7wi0YfrL9pb8m1YBc4n9XOHzggIFH7B4DjbW1J8lqD4I6qnAjKKClhRxiX3v75z4H1cvywYOkqZ6efftEyE6P9ByAZPWuPV3Q2b629q52RaErvV6YBCxj/2faY4Zx773tbTBPkRiqoibDHbt3w0q7QsG97WEYWGR/SwtU3NWFQe4jacAww5EwvBgMF7IPh8m1koa4N9RB1FbsaNc/Digfjfb/0zwi7ZsvIv9MHYDU//++aLeCZIWW0PzIEOp7VV5R2WLQe4KydzuTCd0mMn7l9jaNXN+Qqr9J/vYsv+6R9/xWjfae7YT7jvTj9uE7eO3mI+B3ySofsZcrkNZAA7fzozt0TAmgv85ovZ+Yw7k5RH1zxis+/lXNz/8OgSJVGmu6LJgNQTbS6B5hlcaRRmVkgf5UAlUj8npB/oYKlvlNDP1GrlOmUgpLzDoJX0b+nb/FGWW6aW1VYqdDTBHy7mXMqrIVq6Gpc6rpm+9ciLyMI2NXAoz9nE1Z13fQ53TSaON//iJDj4wPorFaaZTFvkNUQcrvjKEblJnl8Ds66cvveek1leRYdOu+Vv9zM88/tERVv4z/YQStyvgdvLwEVqGvx7BGxsTQCGvkNT50tzr/exLCVNMG3l9u5XM36Zta3PpIn/tM3x/GK4DW8ev5RvcrFhWpxv+AAzu9iMbozjb6xl/bFJ5vNN1b96im2aKb993izA22cYg9jJnU3D//UH/Q39egnhStEhyQeF+4MtBI5dWa+443RG0usYQk8S97EqJhfncL3XfLhHVbMdHp6ubfhMAEpBrd/3u7F4W+NonxEnr6c1QSf6I/o8QkS5er/CYEgb/nY+Iv6Oyp69C54P7pKyruvP2oN21vmoXjdstWWIVX7zBRHvlZTX+mcYpBuJsPPczrejcFzJTnQ8yVDR5V/ODiTWOjx+kQ9TP1sMg+FRQCI41NU9cZGoSKp5oY28Fm058Ksh1NG4p2mjXtsBj9bWuLfZfRefTY0URjm2I16rMh6B7iQtoYadyo8a6mmmBvMNepEBXeot3V06FAE1NOs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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>
|