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 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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>
|