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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</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>
|