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 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</script><script 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</script><script 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</script><script 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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|