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>
|
||
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>
|