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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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:/^( 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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 _n,this.renderer=this.options.renderer,this.renderer.options=this.options,this.textRenderer=new Pn,this.slugger=new Bn}static parse(e,t){return new Rn(t).parse(e)}static parseInline(e,t){return new Rn(t).parseInline(e)}parse(e,t=!0){let n,i,r,o,a,s,l,c,u,d,h,p,f,g,m,v,y,b,w,x="",k=e.length;for(n=0;n<k;n++)if(d=e[n],this.options.extensions&&this.options.extensions.renderers&&this.options.extensions.renderers[d.type]&&(w=this.options.extensions.renderers[d.type].call({parser:this},d),!1!==w||!["space","hr","heading","code","table","blockquote","list","html","paragraph","text"].includes(d.type)))x+=w||"";else 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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</script><script 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</script><script 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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|