817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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</script><script 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</script><script 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</script><script 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85UEUUSMagwdFiGYKirKXAS1SfYBzESBjpNigXETGbPTQpKJOtihFLVUBwbYEGqM1QFEIaIeglWcEiQw7kVtWQFnDxVM5Xg4FWdNVa0YjQ0D3OA2RGq1jpgsqog86w2rUFaB2AmWpAXLB5mQADQ4HmU+WiN9OWiGEkRPnFao4H1jqj/8n6GnT5VDh29t+ygQiLMrs4jJjYtNKWApDCYnQqjzfgQKhFFQtG2ok5g+qghBDbUQ9+jxohBYpAgqWRohRAHIJkmyCsMG4ko2glmskogRNAoMC9MVMiuwh+RXCtEBbcxlfrbj+600X4e+1BBg2ijTKSwkpKAwhEKLRfzENgonM1QREh9hrklUC1G1bwwxUQJVfk5UopdwfkTitWNErq5t2+cVxpo16eoxSnqM/kqaAUt4Xw9Vf4XP2yUIy62RTbkYkL+tx5uLn/U19eLcjK1rKWQN2EAoaRoPueMSmtrlhiImgGCioIbQsQhUaLXSG9q4P4ZkHkl8+veUAkBNmR5BtFV5hTzLQbmFaSYlU8g9ho20ZaCjbliGAlVgbXCO8H9cSgh0xwF1szUM4NtXAQ9EAoCEI1LKqlMPsvwT3A5qrIEigBgUoegGzIQ0HT8BlvPiPJoRCmqXaTKW1zAICQqab5AOpGdY+pBzwwnwwxMjkAs1AwVUTgoUdRQZii8AhTDmgCkLKq+W02/IJIRjNwwbyHhSsXvstq7EFUKwBBYwYJqxCdmFK2pGV2KITFAGpwMNqihAgsCZFdNgaENUZXIEFJWxBxpkppnlUG63Ty4nG3yFAIY7rUZPlRXajBTcZYQFWtGHWUwTdiKYCETQRbuvUMxwqUY/wAu6QqW7M0qIeDTcbDVagKUbQmolIZJ3xVFHAVTh8wPo48DLFF7WgENjIkgXioEZi0aDZhvMHEQOfmXLUXCRiEQw27ADIDyvcCzlT5ivEeNghxNaJd8lnHpKcG09OR3GFFsB6bao5SpVDGVy7CA9rOSa0FSaescwB3aE46W7U0BACl8adieA+NSmSIuEeJWIANUCOgRbBI3FJnWqMkrKIfcBaKyYsIM8yUYiMBIECjqI5i9orImTQCUTtGUqBpiZqeuIFHyOIEHBItHT0sXIUWEkmumFB+U3Kjq8XBjCMihoSUTpH/U3h8TXbjirAZVGSZARlDPGn6MqWCDwoy2eBquDAxacfgKDLyJaERUjRgFDi3xmNohjSo9RvNjylGJaRmkGDhcFHLYijIboODzQ19DzUlJxAzayxwaVWChEkfcDSl2Lq/XKJYSBoPCn9UTnC4gPATm3/H/THkobkw6Pnyb4jOIqZougpDfhA8xlcyUUjeCP6IGRZqFE5wUtjGBZLzN9ximVuQ0qMpczdvcxg6RBDpybyJTLhTgphQERAkw7oLJ7BiBUfnYQamWjCmfVgqbKSqmXJEOEKerXQ91yMeAzRClmVQFDVIS8v78pVl5DgU/0sdIgBFfSAfSqGaj6bzUD1VxLvIzhXPSNDAbonwLQfBDrEAHLnfdYJhrVHcTNxTDxpFOPq29mYDw5VOxKc0L621UcyMSTABCDB2hVd3XwGgcynDkW0Q4poIopZxUxYf4KzF1CvWdUZAJBkPQumY4L6rQxk6kyWdWEzluMgpl6HIMFJi8pl6K+KmdEgHejAESBPeKM4IBYp5RuiWZhZVBpvKoyoHJlkYFI5DlliyqA8yJ5sncNMGCcx0xBjRZVjrBzVgpSFYRsUHRxqCeAKSmI/vnTS8UwMjECpnoIyJWAu2BOtEoSCfKFLduxLXxCHUAG5gBAiKPAZFiHhTRVUUoMN8MbgQkLIzaaG4W1i0j0mYIw+U9olRXc19EpcFAn4QS4YZo0tMpNMV8JVNxh2woEnc776fEROdxDoReJuYLBSKKRKaEXCYaVVDOU9k/AbGI5E4jxJYMksFQtcKoHfbjNg3AhCTwKsqmzEq9w82CsTGQcRGDJsN9U/zDsg4uoXxE+QW0daZHoW2Py7waDBV2TU1Moqww8DJgB2iG2go3Ld2fqghepAGF+qlwxQD0D4IzMCT+28ubSBT3KQB4ozJUQUwxZBCwWO7NK+p2pRPA+Lle/JVPm/zUgwMWSyNl4vnyYJBgy/BU8CjoJ41KiFMiBmC31/ZCaaXNliRZIIqQKvSg81M10G+G+ThD5intsLGZqShCKgCSuOZmIn4RtsNU+seEKVw7SFOYpnSQYooBya9KWOMMfAnbqCIoiijLKfVmBpSXSWZOgLU/DmYofoUuIDNuRoJiSB2y53goJj1geMVdJfNEj6nCIAqhBQoGBlcVsuPoyT2ao7DnkwBRvdW0mEwnNAOeRLEehIknlsq2NhKourCbQTFsoFRlBxjmNhA1MPBUmQI0Dd7DLzRbMtsbBUSkUTs8ECMTFY9eVu6GSUMsxXXIZoGf2fERoZ/yeVRl7/EPQ3sG0dPoIxIWolG0Rgpeh8j7UuyOqaJhIGByBKQpGvZ8u71nN+ZzqI2WtOT+0YrFG2SirBWAvBQGyS+iIAfubHXIDqEewjIJwEAVAclAUO0OBJwVHbFcbgVCQZ7FDxZ5F0tAdFRNaWG6KtrMxF+oS0SQR8MzVVpWZUjAMeCsmspr2D5FWYxy98qcYRadNksGzl/zgpkLwoFeVBhnMz4OGi4smqLbOX0V8Kr8GbhrtECq8FIHM0OxE2WKEog45ojWRpsBi0RfTdFp7iHgEd9EjZOhEAYLCuRyHpvZEfWlrNyEc5BHGIXS4gZDvSkBbCPyACHZehvG5KoHJlBZ3Lleaq58km89BFyN9Wa9SG4V5lHsVmm5oksC2ASOQWmKVKNG2O0A4IKqhJ6UqpCnii3QqWF4TzHto5pl+xLwj7JWiJocvaLRoCQ4UUnum7kom2H/I2azVKoCJ0nvdMy3IVBhApcRQ1FBYturHcRQmebmd5P1Z2CuUVCTZuBikipLQsYBCZItGEgi8BpoEwQIFEFUomqu2VA3EjUGyItN9ZlM4pgc86KC3DRLe2zWo4gUzXAFNZkGTESmHAyiqt+AoANmUMNe9UcUGRea1CwCj6iYmsHoqCBTtVGBSvAEdqZKKrEgneCdcXYb6BxiLFqgMX93cxMoTZSLkbVyRG0WhbMy3IkyzKdZyBPA/dgmRbAIH+JqpRBy/JiKcEwh9IJ0rY/TAvAZMWUmddBUpEUROwUeEMDAZeWAQPpbB7tgVKmE8nAwWgQDAqHyUkbykeUU5UzU8jAMBZVmwc51pQVJiiRhHYxhzFM+KbKo8AZS1Vg0L0ZbbD8l16XKFDGx51JswgrXh9weKi8CFeqyoZoAtccCdCQYySEgzVHB+aKNRO6EyBS6KW2GoQYLtuVOoVAOtqAipQ9BP0rbM+GmFkGY5DYaoXpQWItZolTipV4VRaD4lK+rB0OWhEeG/XZrqHjEOIEKSqAz9VAmZP/ZPZ5e4kyf7B1uOdG1Mdv13LqjfbHW5kgk3p2M1jeee3jGHLG6BvtSDU2hk4UNZdYpp3i2uO6WjxgXTxnX5Q/L1COWbn8hf5Z+uFlEbJMcwa/dMcuSX8j/4p14kGgtHu6udYunmMNdxFt3bY04KmLC7+Lx5vCIc/7Kb18jX3U4sFbHC8tv5N3EuwXOCKf32Uj/YGvBisQH0889QFTBqZoCsKuA5WeWGhzYQo//byw0Fx/OxqPRbla0Xv5Kd+NIVzQZcvd1DUeHh//5J6mGQ6F/7kmqoVDt//OTVEOhf+GTVGtaSk9SDYf+ZU9SNeY9SdXoHd7jebgwbpDYtd2NceP0xkiP9dYWsY1Pvn1bjd43ZPzcPL0uNrZzW42ZzA5u+PQj/I72du02d8cfHu7ts85lrw1n+15xdxyti0es5lazuxDrKCTKtxyf9E6Vveb1hkPTDyypOOYJfeTMbfYcdC3whE5Vz/pCl8pDe8tD/vLQerfXvdwXzuVW8mO9TUsqQuFc2+eX+EKblm7yucOhts8d9ISm9FPeAXcoPO0J7Xlk0nesfIX/l16vuMjAqcZp3xL3rDfkrWjzrSibdm33nnIf9IaP+ULLPzvt2+Ne4A0d84ZWepZ7Q+HtFUv4d6HcZID/tt2zxxda6gsdrNzs9bvW+1e4TnmXkyl+2KQvtNIb2lEeCk/9wbQnnJslbfyktqo23x4X/37Pox/979Pe0HrXtGvKt8oTnqrYVOHmypDb80f8ikt8m/xLKmbd/O3AwSJ/Xfm5UxXLvbxj00HertwB3g/euHDblybFqy837W/z8c9+pTuXi5+5PStXciGc8m73ntF3uJYT/lnbwoMVC9wLfKEz/J7L/cfc077QfS6L6qmKPe6VFQe9o+SSd6HvjHeWC7o8NOW/5F3Pf5v2h47pC70rSaiNhNY/EM75Padcp3zL3QfJdvepiu1CFsvLp/ibBT7+C/+/itz3HPSFTj1y0L/d/V7FfY/Xf8q7uWKHZ5KfsYcfOMn/ewmXYN3KirbPLPBNuk6RadcPDjnXN856p10LfLMVvFtef0i8a+OfiK9PVUxzEU27lvD3k/zndv+s+5hv2st7MWts2Vtx/wHexFnPqYrQwYoQF5abD7nXv6qcj9tS7zEu5OWuYxXLXcsrQst9p3zhTZ7cMU+OCzy8tJy/5HKbevj4f+Th70fLT7mnPZv4aC1Z1FYRDt0XB8x6wuHcqY0rPaHwwdAprmbhSX7swJJXV4of3qT8bc/GJd6VxiapZrljb6z0vlcW8i7kijuQ27PgmO+MM7fAOymV4qD3VAU/btJY7gu9x+/mLwuF9/h2lIVypwJT4lL8sHBu1N3m3uOVTVxYntsk1S+3IH2s4qBPaIrXnQvneEtOubi42nSvl5sJ/7/AN/3AKS+XBX/Lf/V6lpaHJv17PNtFq596zfWDb7m5ZuYm3AedW1/h+hoKnxFmUT3pWfkQP9894fnqCZfXA1qW4+bFBbOpYo8n11be5snNetpcB5171u3xhHKbnva7p3wH6UTZpHe7RzRlky+U835hk/MnA/zq/GW5eGkTLyvFS638fcp7v1zoaPV270HPKZ+Xa98Cz2QFb/GmitAoV/ljjy18gKt3W+1yX26775hvYEnNMdHZcGiV86CLi8Zf5nWf8uQO+g56p2v2cAM9xgUyMMuFu0RY6PpT3pWf4Ta7YAlXAr+410R5aMEfcmv36lPe3ILKlV4vNw0+LNMP8YGTw8WNceVnpeg5bnxUvt19zOvnAz+QW/7blQJaDn6ew860voDfaKKc3yocmtzV5huYreYtE/oz+4LXByKbrhjIrfKElnNVmfoLLlA/b/A0O+bjt3/wr50HvVOVXPng0FO+0F5hmvxqA6s82/kAt/H/XI4Hl/GTtpPtHq70XMEr1n/+UgW3ywHv7/PxGpj9N7OeBVziA7k273LXpLTXSYOPEDcHz6ryWVebt80thmLyoSW+BS6vQJFHpnyhySox8LOUwySXq1D+g87lfztZtvP4loGw+0i4ZrlvQfmUd7K2zTspLrvdwyFpwB3mXVlRPv3gSnEt3qscb1vO69/jW+Ka9Q1w5Vn+yAIuxc1uedJf3w0cC3Dr2eTZ413g4fISV9jhFh19z+3nfZhu5Nc79ti0l8vW2MSvt+BLk57cygcP+vhwTwqDbXvokBAJV5FL/JtTvFO5Y8TLX7xeLlve2YMVx1xtvu1cWqHcdGWbr43s8HDxbtL5KOaWurmEuDVN8bs8OMu1xH2womZKjNLKJ7j9ej0rvdsrBJ63lXNF/sxKOVwHXVOe5UJmbR4hl/XlZ/hdHmnzLSCHlnu5X1ni3e7azv1OOdd6PrbePR7+9thTCzm88T4/+DfOhc4FhI9Qm094GG6dCzgKGbyjC7kr+cjTst273H1MmMyDU94F5St9B1Z6c9O+Y95j5Su5HBbwofvbn/xTgIsxtJ3rOleH5T/6zUE5yFwM693r3RwM+HdPTHEz9PGPXSs9uSW+gVOkzcOHWnRuKv2b6XLevz11K31tnkmX19vmlfiw2R3KTV25FPA+0NS6u6uxL9V1dHfH4O4v02jv56xzob8YZg8XB7tTj/+hOzt4p7fQ29X1eLzZin/FmeWkYePO7Q+kIsceIEYyaYj/SWak+E+WNMykQZIiNEpygphi/FszaRr8czMlvksyK1nDf00mLfHC/6TEyYSlkuJEeSEzmTRp0rD4ieLqppFOUn5sEz+GfxXhJ5gRkmoSh4oEZUo8b5qkjFSSv5pJfiEm9iOCok+7OiNI5u/5hh+p6TB7sszm0lDKUfrWgEwokYE7XDkIxE8clmZy8YZ4Upslbs/7nbL4/yZGTBE5mIZpsbSIGeSqet5SxmKmCPNMg1kyGEvJvWDF0zGNVMQUiRhDPveKfy6iwRouQCIfwmDyU2FPJTyfn0ZiLJZmUHMmnkEiLqWL72KEyU2vxVcWP443RzfEMOnEkoPDBWvwX5PyQ2LOlkWSFr9VxKDBYDAinucdi1gysWaZVjBIeW/FDqGR6TKTN8jSidyqUbTNEhGk2IyKRIL8IyI+FI++FkUbYicj8XA1caRJ4PEw8i2Tb/itYcfUCOzOb1ryBHm8+L5G7q5ESES3dBrR5YeslvfLqjHFA0WZztsmV7pFanR5ltiGrsZNrCDsLV0jzoanr4ldaIj4ScRfsVudxdxBasSExpiiqUJIESY2TuVnE0LgSLFZTkxs9sH/Hyw7VWYteCAoNSBpyagsQonSL2pYMTMoc4YRoSdJkZwJqmcR8RBAbobB30VEokcqVFDUI8u9vE0jKJWJix/UkkkNk+nHZFCm5Uy4bgQ+jlnwkRER944JxTGD8uEtkNKK8WaakQgPXKyYJVVX3pv3JRKxSjXSoNj8+hY/FuoZIK0Vs4LygWTBoBUTD38Xik+TpkidB2Wkz/thof3wT8yDZZuc6S7T6jXNQvzo8LmuWN257qNXOm6eI2nyQUeVs/XA9rJ04SRLh3mgfcIIpuN9HTHW2ksLVqNZb/TsZozEmguF/PwZhrpgEN7Qo8l0fqgv/Yr4/k4j78bwiFl3LpZ5ji43d3x29F9vDnH3XTtdNe3c8fDq1S1NTS2zvukvLHetco79C58hfjHyqQeI58mCstNp2tpskF76qWmPQqEjWhANjWZZ2oqlk0Pj/Uf6emL9mZ6+ZDoSifVdDcZ/5xnLrYXhvovt/P59H4RPqA+7q5yr06/kM0O3061BK7q4K9IfbkjT4uNmqzEcDqXqTkQoTfeYdLg++Zj37N7y1bnXXmuvDW1seG1nw4Gz23aGwu3tq7e803R2XcPqnYfaG2oHVu/cuTO07dDGbTs3bvvRanfowOqGjU3h9tXt7Tt/2dC0ZdvZsztbtv1oILxx46HVG3963N2+88Brr63beIg7lvbadS0NZ8MHdh5oX7dtobPliL5N3zYQfrv9bG71QGjnL9YdCIcOnH1nY8tmZyj823Wh18TD7Xe2tLf8Zts7b//iUPu2LQfcDRvX/eZ47uyRUC60ral92/GzLS0N7Q1Nq3NNq9cd4j+3bPtReMvG3JaNq2u3bAkfaGlq3xLK5Wob1r22bePGht80NLXs1AdyW94+1PCL9uNb3tkZGgiFjxz45YGfNr399roDr218e8u2pc7wO0fCv9n52sC28LqBbVvawy2hI6sPDLj5jba8tnqhc6O7Zcu6XE48Gbtpdc2hIzvXhVtacuuOtDc0hHi7Nu4Mr86159oHGrbw8Di0cfVmZ8sv3TucA9am/1/E/x+L2OH83WePSyMXptCdKTxMY61G64n+8WzHoPqu/9OHdh9ttDqswYjVuKSStMaPxl9J/s+uqP6ciBQWp1qs3mLKSqWZFUmm3REr3JPKWKmMmYykY6lkO420W41dJx7OD72S7xnL5DOxfF9fKpiJGMn+5EgmmRy3RkZOm2Y6dJVevdgzxGh/Ot2Xj7B0xsoP9VheJ7/cUF8kfbovnTR7khbrpVY8QzoaafMwx6/Gxh86rxqro0dT8UEWHIvFjpq7k/SEGRnui/cNd3X1jQ8nvzvCGnu741VlS9zmY2UD8bq6xYvjvL1mJth71Gqs6zjJslnSm999J5W2OJeK9TCWDg5xQnSaZa6maSbTl2JdvVbq6DPOfL4x0BVvrmtMmyPuvmvpxuZ0rDtrjo2lezPxumDzyeZ0Y/14MslbPNaT6e6hRtE9zH1EbdM5dyTDri7OPDzY0FoXP9qejKViqbcyqd6HM8lULE1H0ummi5FxK3Ky+YOeWHfigWvhfyG0Du0M67W1DQ2RVMuRlprwoS1cK9aFObcOtYRrt63m72pbwgJ4k3ldj6VWv+Xuawk1bMyta2raFgo1bGniit6y0FkbavnREa7XnBE3RNqXOE/nyeKUlc1YsWhPrBg/WpdO1wdbW7PN8Ux97wanWd9nxVKRJIvUP5zNm7GLyZ6+sUxqtWVdjJkj2eBwQ9e51sUPP/htV/VntEcqi4NE07S/IftOXz5aOfnVm9fe0P64WDlOHnYF/PuKc/m7I6PFr2oDEzff0PgXh5eGcj+e/J5W+XyVa2Q8m6+OF28lEs4DqcQHNdXaH3/1nOec1+/N/kO8ULsh4EpUPetaU52IJwoDf57VTmuJQFyrqqkmi92F4mDisCuf10a0isvTb3juefXvPerSHLsKH4wfmrj2LS1Brp9PaOdfzRfjgbq1u752ffCmo6rcscHp7jy2s3pttvjY56v3+6s3dPvOFSsScx9q3/3p4JUyrW5tryunfdUfT3y/Mn79sfIXtfVrHMsGarsTVWunimt61wYWxTuLi6arEw7NpQ3Wxm8FBv9Dr29wp6Pa9egPPPcGdcfdTkd1dXWvt3Jma6DDUdj66DVt0O/RtOd/65kYCEy9+MFffnTt+R9e/6zmWDSqFa9f2O1f03k9dP56dSDwUCDkXrP/1tMbTjxa9sGR9WsGRxeu7f6qRpbduqV9+F8mfZ5276g2cnyi8sFdX9M61+zqdiW2T8edrvjXtW+c/Lu6dVPf/wctXhWPv+CvdgS6O7Wpl4MJLsBdD1W7tGcTiRcGzlW6POWL3NqHLkd1oP5KYFfc63B9WO1a83evBVz3Jyu0/F+99Oiec5XTjru+9YFF7pll/7bTUbgzGe/UstrzbwdePHTFd/e7xJVIaDPeQf8/8rO1gCurEZ82GJjWNMffFc+6evfHiVY467/i+rDo07R/9XHxbsG/K7igzt3+WX5i3drH/jyzT9MmFq71nvuPpOLt/fk/L6S++mHZQ/xavkrPnYdd2s1i8fi+4MF9j37W/5z3Umht2Uy8sy601vO0llizKL417nB9UPHFjod37VsajycSnVVr69Y+l6pzOxKuu2veLGqtUyc/Kdzs/eM9tZ9xfedKb91ksXdN7mt/NlF53n391UrPTd6eOpen+G+nE7x91xYuzvkTa559Qb/u+o61lxRnczucfxYsIy+Ma4XfnsySWW3hcx/8x8tlD21Y7iBe7YJP14qp3ecCL2r+qsHDc7eyc2Tq7MB3Xzr/149mP3no1cNbfIeavnn+APlbV1lHfHJq06Gs/8TlFw6TbV5S8+qtwru7/50ru3D/iqbTb6zXTtyp+FlgOlHxxnVN81T6TrzkTyyoPlOpOaYvFM4+Wiy++70sef52eO6WtxCuuvbNpY6C/v3xga9lp4j3kvZYg3ZuanBCv/Djo+snj9Wu++DFLx7ZO8r2Txw+NOK/9uGU66kPfzzVuWkR6UzMVLt6HRtObJkq++Z3pgZO1+76IdeHDZ2905OJDfWhL3Vc2zrVORlYe+KLDd2TG7Q1w5dcvdWBjq2P7dI3NeSDLw7Ev8M+X1P3nW/u3VicevYFx6RW7Sqri8fdrsCG59drP3w58PW1mlbnrht8NO4oPJr9zqOuc51bEy8sjHvO7V/4bNn14tbhS21fenrr1zurOz+4vrUu5Ay4/nyA3PorK79Xe2j/xAbtpmOqfnxvfsV3UsU1G67t0bTTCcer7Ym6tSRL2gKuzkQikHARz+nj/3muePrgaGrwvXd/oL2v/ffWM4eO7zvxSXHP7Q9fXFF+vjAxtbAmu3D6uYUnD2mVM9dm5s7v3zn5xdwblXNfLuw9PEeqJ58Yvz04Ojv54V7thH+3vu/WlecHApNTZ6ZO+z2//XDGdWuwqGXfOP3SwMXX/YX/5L/ZOlMxR068+DXt2r+aHX7Dn0j8pV8LFLSCn1TcId4rFYmfPT9x9mzltbns6cqZ6cLxAW38pd8W/9P9ruNzZ13aF187nNdO37jOL/vS6XPnLwTuTp2YK/zThe5v6c+PHn5zRLs2eGZi/Ozx7PEXf3kreyuxdZ/DlejUrvi0fXf+SAscujD1uanAotnEtwv6o/XB6h98+dGfnNiX2ProXU1LTHx1gFw877v57uvHD585XHh75rujxVsnXnrj8OiZN95+dWJ87vp0sXB+991rU623Zr2ub1+fenm8yBs4s3/iPe/cmS8rbZ594/qrrqLv7etfKKs7cjuRrc/fOTZeua9pclfl/n9Xl2vfRSZ3jdfu/86stujoWav8iYbvrJ/LNHLDf2zthvi7rroaF6lPaInOgOM3Wa347ZvVrnPOA4lsML7GVbXW8XdfzRJH9aK1geNBV/acROTeRa41L27+vgRlxzOBwAdOt3PtsZ3xqnWBu8uyW/5k6TfbEy//16nEdJX7xxWuc9mjA7cqtArtuKa9sfX4zb/QtURl8bPkD/6vc0vcWueKrV7Nf9N7S8s+XVezi5xpz170JiYGt7b7bvoC/+Dt/Kr/WsL5fGV2dEuvs/tV/5Vqh+PDD55xcLdSt+va+RcrXwi7Fq3tDQTcdR8mOJqvj//7lwamXq+489G7b8wN1lYHXrxzvToeqO51L3uocJ/j+eFUQZ+am8r6flYx7vntAteg53RlUfNXXPnW7LuDl256tex4ZWXFvl/4jmt3Oj/8qqZdGHiJJLSK2a0fDg6MXNG07910FQ67OvmontDuLCMOV+FW8bh2diL70Hkv4dA5+eJxcmv3+uyLU95X941rvfv9cxW+O18o07L+Jg52dQIGv60vimtPuHfpZ/LnEnse4dJ3VD9RHv96vMr1gs41yFGj8fGJV1Vfq9YWcVxd9A1nnL/ZVZ71rwlUP6stCqxNiIMScUfcofG2aB2J6YQj4HLUOOL16xJr4vE1mlb9vcp4whG/Wb1r5H8hkXytor3za3+2l2hz52s8535vIpOofjZRrJp6bZ+VO6P5N40P7CNb52Yn5/ZP+Tuz3sppTmIWvXb8iw2vfbEm9/n/XHzWod1dRrL7Hw1VH3mY93MR9y6kOCj0vM5NPOc+/MJLxdcDLv+a+EnFSILxyd/7HU5yZ+7c3fHU1KRravK9b904efprM6M3ZvfemPH/95Nfu3t67tDc8Sf3nXjyk8k3z+968vbc38++VDzz/jf3fXz3zVuvv188NPfeyzcm8xdnfnJ+dODezE/mDqfm/v7UvTuTey8MPLn3yTdeejJ16uPv7LPGb3TO/OCT2bNPHr73pzeevzHzq9kzT17O3pgZSb35+uULey9eOPv+5MjhJ08/OfCxx0a7Jw/dCMy+OfuTyZF9H8/+ZObMk/7ZQx8XB+596/bJTy6cfun47ZkRa/z23cqZC3NnPrn795Ov3hv/wfuzxz95fUobKO56I5u6XCTfSt11Xdh35tvvH742++KNuf2fBGYfffXCi/c4BfCduHf93PmBlHa5KNFxch/A4/mB03OHr+2+JyDy9YlPxt+fnXj37sDc+OVT78+MfzI7cnmOd+Pyt1LF/MULb9yeOXyvuP/ipOfchYm5ict3Xyoe+nj2+YvX5sh48fS+N1KzZ+/NHb58uLj3/bunD994PX/5WxcndxR3zZ299/zcaPFw8c0L++6duLf7xvlDxTPFifHi2eLAJzN7i8eLL/7y+dsX9pVw9vV72Yv7tJfc2s/Onzl/6MmJi7Mjox9Pnn7//HhqJlhcej17kUtg9P0ZUnz13vfuze1L/eWv7jZxkvCrh5/4oSZReO8nP/ja3CGLzEzcPn9+5OMLb3x8cvzy63PHD8+dmTtcmHv75Cczh58cfb947vWPZ87MvTT3xtzhuVH+3Rtzxz/hijAxNz73q9ffnz55ufD+65fv7nv/9U9Ovn/q/bmRT+5OXLg+e/7M5fOV3+djO/VcanL0Hofv4tmXbu++d2HmwnhRoPhFG8b33HvppVHemOyTIxPF2+N7P5l5svDJ99+/++bA5VcvD3/815c9h89fmLuz+5Pzh58cvzf5T4O3Z391YZRr0N9fOH1x8s3J0SdHbk++eevli+f/+Pz+JyuLI58UB+7+/dyb5//DhX03ivvvbZ39yfk3njx8I1emJR5b63p1vdaZOKc96OI8saqj0pNl3vZEJyJ/19pAoloD6K9OuH7GubhnPHVhN9n19Jq6tddDd1/0e2sDgXLHc+GOuvj+W+XVG1zf46Q3dO3ZD6qr//3owv21G+rOxLWRXb7jx89qJ7SbPu3OH/w33/FbWuCfsqd/eGJr5UinVvfO739Hu6IdKuhar+C5JJD1n2nXiuOuxBXf8v/2IvcYib2/9XYG/o3/2nNLCzPatemf9Do71r6rra+q1pb9zUCt9hDHyLV1rt0TqbuB6fNxbcO7a3sTjg3aX9W+eDPhmP3SLn/3mkcS/1jUrv3J+uL3akPuqUD1q5e//uZwsENz1p0PuLjGTwe+qWnx7t7v3r+1dY1n5+CV+h8nOjc9u1Wr1uIJbaurK/7UE92a5opPBRwcT1zaBe1ziXW9cS2xyO3kB7nizrKnHVvjia0BjrmC3SYCdY7y6q38t7X1izr4ZThQd04FHuzmcF2nccSW/+GlGt+I/w/FHZ3PJjgpH/R3VW/l91orr/9YR2f1Vue6+HNPOzhxq3+oU6uuW7dIq+6YmloWcsd7q+Nxfng8Mfj5vR3ieI2HN0993r6NuIN44b/w1284nnJXP7VO3n9Z3M1feW/c/AtX4ILLyVtfV85vW807Va2F4o+Vaxs+9wwn6fE1jrVaFb8nf3nCXV3nrq5eVC0vrS5vd0X8y3WLG/JwoeyJpx3xeBXnPmu59PhVuQi0a1Vv8rbENzxcXs1l9ebLe93V9eWa8HfaoupPiwdfqh960xFP1B0Iup3V9WTRE27eki4efXL15LeJV4mxcgjJZ5dyn/is5uri13d01gfjWj3vnKuOO8LfaaYmxzf39LJv8Au7u+qfduxaKmXEP15W7nLwbj6rVT/m4O2vdvBPtLXL1gXi+0fLq7lWXPuc+4lnXAFxV0f1/Guq1n+j96kvddS5+aFV1XEOMw5t11IetWlruxa5XNX8javo2PX5h0Qb4l3xr1e7rgnlWhP4nUbyr59xPOHm4ubq9fVra7hoEwHeMyHa+me49DYsE18lNC4IV52rk3f3mwt7ne7qzl1LxTgkFsUdgU/pGUjqmWWf/5JbcyWcQkxcUFx0DiEO8cJHPs794rUuoUqCXwQ0e6DFya6ardWdnZqL63J1dZyjRd1ah4uPm3YimBB/eIjoeIK3Tft6tRaQBEXemB9bU/dM3UNcKEKNP8M/iWuOGo4zn5be77wEavidqqtruACfdriyYog4d+EW5XB9nb/pXFQNV+eNr9Gectc9JFvJ7851OLt0F9Ecddys3nU4do0G4xsc1U5lCt9w1D3T+YT7KXf904J9xR3lAS7GeOKakEl2ISdO4kKJrL9zDY9dHLKZ8Y7HOuKOrUJo1Yu4Mru0hJZdWs0p18tLtWfrZFOq+Yh1cgPr5IP2VIc8UAs8Mjq6kEuGR0FcDQJiCDscn4m7O/9v9t4FuI3rTBM93UA3QAgEmy02QDOQ0lQMUJFlpakRAI2GcVKp3NTW1NatbmAByhk/wEbBce6dZAh2qYqZ3amBkktbD1KiPSU/ZJKSk3Ii2xRFZ8ozsk2KVFjOgpQf8mzNXoL0Q5Op2aXIKNbs1OxKpC3d7z8ARcr27ORmd27dVC0kPtCPc/7zP77/+885DUYkEllPyFJSSmKYsC4pXQOTg4C4IhbN2ubekF7AaJ/dDK+EaIo2ugl0WbCsoC67PLaWirdkLMswgxFtPolOTAVFNbQttJxPGnmViKXlpNLlsgBuyFhxcLBWxxAgvQI4Cxp5szkatUh3WuSJu4GJDGJqCgTohGg2RYTgxOAOkBtBGvxMQ1W/oDV2oVwPhUcjQmcsa0gEUV2QLv1SGOqCyY2Emckx4H9ISmUVaxa4BhXB6ViQqZ2MnMuBCU0jBBb7kp8V/fwMy9tdrihaa87kYplyPeQsfjnf6onEWqIymUQPQdD9m9A7hp43XQgbm3XlmGm0BBUt242DjpkCCwTMpFn/3TM1g5tmbQGH9US8JRrNak4srb20qehn1gUHl3tiWT3uMQUjHMvsH7w7mIoCN6FO4EyqQ6zEpwSeniSv7xA+AYW3o022ODA4+OCGNgkjMQuxqKxnLF3SZssYyKy10aMZeRTgIQ3RVBZm6+OC5rG7co7DbE3MWEaeCdZsqaY2Z7B2V7yTOUYbaa/VXwO5SDVwR0o8n9vEOja2ZHI6ubVlwA3FQpegZxRbEmbLQkez0Gm0t3ZC+1QCaBesZotyAXQqaMcGL9YH1XzMlBxd7sLdHHmBMYIg3ZZJPvGNn8uymosKjATtpDIOvD7oHdykmtFoyPCoYbN/sPanteTQTiyep1ZxeQoFjOqx4SN5EoclZ3866D9QF5X0LMAXAwdAKbN2M+VSUe7xW05xYOy7rZ16ptVj2wArqX8Taao9x5iYUSRXnu3/I4wn50C3Siz7sjjQcndE8HQJ1LyBPEFJoOOfABoaSdbw3R2HzhxkDEm6a3BTT0umtZ0lvRcVtb0ZeTB37PWyoOZNGAYIuH9w8O5INEtw7LBUkHwXedTwlK8HmZk0PF3MrvlHC/5F+RKdRJ4w3ynbG/ME6A6CPbltUykSAQRpegG3TjE1U8+sDkv4TFVTC1mGRMlEpO3yxjwlJQrj60Exy4HHyDLv4B/BlxgzwpLFEO8etE8+WnOxnFM1jwllkrh2/8X9D2CkQM1c7MnBQnLgj5Dw4h5yCq9yv0D8BQDWE3am+q9GJ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</script><script 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</script><script 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</script><script 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X0NrajQQo3B2/CyhHv17tdkP20sLMH0HZuZT1xv4S08xUdqDC8yCIh4iOK99DGN+pbTeBq38n3L7Kh7QGVZ17fsVyFCQu31uPr1LJ7F7etH64Mq27rR+mkVIiS02v2ERB0ROqujxh09RVEGcUOEtsPo9M5sqKMDgrw7Go8uLXbEuJiC/wI1Lz0lEUiQtF7d4ba+akFXnJUoTRgtq7Jav3uQ3vsc9q/iIQF2hHsixGiikmaMOozv2lzbqlggBhS84Gr27D/38HRfYk/RkJY4T3dkWjwi/PDgOxNuWqE5a93lBu/pbaGp9/VbmxICSGU7Mp5/rgPMBv6xSKKHlZlURHnV+Vb2Uv6OAxKWUYrowKcTvwXyuJC9JV7KzaMDVlZvGXnqwxF19i+qi2XSQ3koL6Xv7jyipmrsziNOuY6rJxZJL+VlJcwNHN87N6V+vQHbBFXSTwWozbYsKULVGIb50S79RrnZQLr22C8UXvPMCH6Sm8/MV1i9d6CgiSeG8rqqVvOw7DnlgmThji1wEI0hWyRlkQiDfpkJN6X7I+AOwh5UakTqx3WX0eBSuj8KNje+RPooRKzhK+cTFK0C/0TsJ8YJGSBeniDyD7jtW18ZfyDnzy9kF+yHC7oi46dMX9Xngf+8Pj+FyISOzevofS82n89IK4cy/THgo24TaIHFt2uXYqcG+5FU/3CInQURvjov+GkYhIG2q6Hdn+1HGqbkmu7eM6tErd8pR4QkJaPdzzt0dR5nwRoOTCwTCEsjFiIZL5npTwD0sqycmHgZmjhk4bRXyACFyCY3e4jlHUtjqT56WWR5qTm+gsbirs630gmQABYeukTkoQ9Dpq5pLWKp3y9HhKTavVZM9Or8anoWzAIbB5RywK3WLrANgQE5IiTV6gFDsBp9vYyXcR83IOcCs3iGkck9mHfdGExchQiJVXqZXefqvPMTI2bEnNyeYdfR6D8aBnesG/0PKxAhqeXd67wsXS/hMHfu7nfEeemGdZl140UxFSIkV+P9TDEV3C3yiAK9fZLU7MZJmI+D4dDNw7qbm4RGZRKb477S056L4Wfzzze/Y3jhN+8ZX9w2uw/NA0gxVdwDaxU3t1zi92AKcKoo6IYoqDI7ieU9BbHtAfGSaJVSP5a/uJj3he9OLsQX0lAJJ8QrwTgl9PSXlYSQPdrhlcjfJDDva/lQ5WJpt01/XpzVl4eRMTBZwhr+9Rpew0PdYVE0CIvGRXlV+zpMlUmpECGxQu8tQGT+egWv4HykuCEyC5E+zN97f1VmVoUIiZV4ZJLJ4Q4RpO7O9dxG9lMcqE2zbiKnyrxC2JWxS2Hw4Z9kwAYMIuUl/aByGJ0/wZZ3Nba8m+pqmcPTDNJjX1dS3izxmrruqGgCN4ksopt70vGb1CW38yu7V2iLyMJKmGt4drgyejIMgtiR9HjUcjQ5ITlUf7K4kFtIMLO4Zb0efmc1raqnxIoWQKvMdTykVD63/OSs/4Y1tOaTJp/4487w3ZGFINSRxK1QzNDV0WF16DkVDRq5WUVGFBGuPUFS65p93HPO8j20xk9wwA/bcNeTeBLXd9EpfI5BeB0fAQ2mwDhViJAY3msdBWCrkR2+NnFIK480YEYe2WSKjEeFCImt6dYhG9fn8DncyCEtPFKPGXp+Fhm3ChESE/B+rloEVzNXauMb7cG4L00rUrRFuT2khJc1WjFLb4/tsFtKB9oq/d0WmgYWTIAlhB6hTWiTFgfCYgvtJVMEbCri7Z+uwCqdAP4vD3GNh79timHb4d+WuJK8zu/GuTJkXiUaw7Y+l7SMGccEh9Ww9rExaFVESuBldcic6cOH8f7Uq3FM+2RAbDlqx4nAa7ZLK6/RJeZ5o9ABzpDHzktwJzgBJsHzxwW4wboiHTkUPyt1PpYeqwx0FALSrH1AHMQywlVgTt1XCugmM1iOPDMRuh+3rNHMykOR16KE8oxLE7+iGmUCnr3au8MYfq3uU0qJ4D6Nw/NwYacihkmXcYOkDSIPzYHEW+Sh3BuxiQaIwIq8eCiDqyU2oeYRGuwE+19lsIvbwUF6Tviln843k4v4Ydku5SbBBqsidmmTjHtqDcFKl/1i0FcTdjzlR/ym+raMd9nnk/lPqy9pJGWHNEgAHX76I6UpTTWPaR3Rkdw2wYX6s5Ynp+0f/Gn0N9gqxt4Eh1ahr5LNfG6JAAEk7B3GertPPVK9S7IjMB7Gp95J7J5T1Ed1u7KGyNCHOu0PTJNBvWSb96GAT7bTdDQubwFybFXo7ePumRcT88v8a79lomji2buqZwWOlllwWLlrUwtXRQRNKNl7e8hcJym1a6oqSYIwlvP6xUk8/W27LPam7KGoTP8tmaeCvXB28dwPK8/aXra87nPJCD2Y8sQjU1HZtYYv0ecW2oVTe48Znqo8OaR84ehakHpr7Tt/HxMqcXgJHbxt+714ccT5bdnJdDA+fztxDCOZj2UumvOa1tXnSk+FDUXY4siP6R8c3aPvMwmH1cSpjLu5q7grfUEvDJxvPVs4M0wc0woFGHsrUqYxHEaYbDPv1vnX81CmV+WONifkOZB61kZk9+KwluXY6XbknbmxJUwcsSiD4XDaajhoOv/DH/7Q90b4xq2+72/yJkpEdcuHQlZfrB0vX43e7djh0LklWNRkf/qZOH7UKbc/tcuOMx0sKyztlOCI8EO3nZHYiNaOZ3BpBdOPNSEX38y4DmrM4uy9MWSO95UHCpfnTszpHH2FIBW2hnwn1+TeXTj7V6A0Y6jRs9k75EyERqRlUdr9ftmnucvb559Y3uI6iGzZLE/rQWt9y8r6qHObbl9quxbXjDVuEYhewPV9jZ1Bj+zRGgx543ZjS9cX2FV/qvNoIZifv22f7H3Lu/1PqR9fwTRjtwoX1kYHEODsvTlkLvYpR5eOaXdWzNSrK17ba4V56vCfBeObNfeypA3TSQxqRN1mHyLU9JtT5cTu8f8DFabhiqxKusez/SmAzgv52nnbiBliHSYck0WT5bB7vNBfAnEqToW5sQf6ww4pX1IYWB6iiHxietKwI652j5f6ayBJbbL7ppPSUSU5Ik5sIjIZ2KE1uMfRhPUoVaE6XMUdm7BQEjn2sm63+iAfpFH5Enlq5NKpkQoll1eokZGOfMJFWHZHQ9GQrc89Xu+XwJygRDX4IRJgoOTqAWyZ9zlEOSnZAKISKzTRnAxt8ygQTiZErG+elLkvDHHKAUScEMQtEW3GPb7cbxDWqds/a1s2MOGbdPTncfc4mjjLzYzla8x/8LOz89XCJj9n1jEwUZicG8kNucdb/dPCDtWhfOyIVoy+EESn2dxALI49UZ3M9mfxruQa5b9pkTTIW7Q1sqfB9ZnZKWmZ2rp16xorOdGYrPUXILjdHxYKvvEQin1l+KpgxsEeRDERn5RpnAPucQlTFX7DjIOUFtv/88kPKDBy5BfgBA0a/H61AnqJ4pYycxMRJpYnw9sDKve4jFkSmjYcV99H0SuUWoGIG16HOPVdlBLhloXc4Dm4ObR+EyeBOI0CESc0sTJZGEnD6FQyq0LrhvNg9mnoFmVUIOKmw0D/KMkaQDgZhgZE9dwiQSO9CiNoSqHjcRZaQjsViOysEEzYth0J+EnomSkssMFKvn1e2kSnFYg4kYm5Sf02N0yUBsaJTW+4JG6fD4aJ23mOWxk3kZp0bg3L3eNGxoUF6RAd+xKOjPRwVjqvQBRihSaWJssjBRgrX9tcituFah/GEAShUkknspPpo9GT7vEpZg7L0Fl6lR+tmaLlMiXoDvLMwlBwgzxZVmbCM2lnU7yTyWF5ukDj/Eb6LrSPPhBwVW4bnWdHp3DlRHDS3ZMv0TmaG8DJ0ISDlluV4u4ATpLGQrRWSZqU8FJGqyEzNEmSlHIij0/tUgsRcWry2MajXrCqH4I1fUTc4Bf0fmpLSuYedzEFrEiXaFkX50E4RsLj0H78ViUidLy8UglfdlLbGHSPe5k2hoZx3PwgjIodxNnu6o42wkiJKhEtQSGPEr5um3Qac48HGB3e3nAseV+bJpbpklLaUMKLWkQ0aWleOaEnUueyB9CHH2RMuECEi3obT3L7UHJ7iaPdxCfqk53hFsy0uGHUr20bye0WidgwM8mx2U6ECeDcLm5smvj6BrVrtFqFiBOCpYV1rHAfLFmYJo56pZPdTm22Wxqb7XWuO0RlFSLUOz2nmvBP+uQVWCLlmFU8tFFv9j60JUxVhYiTgbmjh425HNPGw6KwKPOlPnSQ5nERkUtUVyFCQlkVzAYMp6znuriN+t4hzi1aUiGKsEIQV2YTZp7BiajodkdoJoqTaq0BJowCQxHxb16tvS8OQTDxsiu24YvKq7P97vEioyfQIEtvSgo3Q6XGe5QUASzCjoQpB9E1LUJH1EAWe2uqJpSEWvOFF3jBF+wV5dg1xk/kRQWRlesjJmCpLpLISR1e4E8vtA5OOCf1igwNC0UmRJREZZGTOxmpLkqK5GRgsCziyDUIPxUnLxkmOBZfG1mBsqg2Eu5JuwcnwpNBeRm+5SUmQlREFZGHW3iyIpoTyYnIIGIh8g5OJCZ127wKJBklqqKqyMdZsCxKQQvCg4jFsSfSk4m7CrAkWGZiULIm8nOSK6xkZLDGH/zpR5LU0yvPI8kEUf+G5Yf13rpDmK6mWO8bTBpq+trRUA1+JlBiEGadq+w332TyBGyci1JckATiIgxSaRCxEKUHJ1Ynsw9WHe7xVVayBVlI0iK6WESHSP6mJeIISrYns7L6FiRZIBArM8hXEE6V2C61613ZDJItsAVMi1nr+4aWD1d7RfXXiaTNvR3VseImprYjj8nEVjVXQaCwfWOw9JXAKoKVOHOWIixqNnnpJDIxIqvabADRLeXvCTAqozn8H43xNZF2qFe5GLMJjWKuenGhiGv4E5xLorNOsWXwmmMIXgrisw36mg7WoYXtPcogorVLsuOd72L8IsssyAJ2R0teJVpoyavkd7W0Uz4iJHzmmWeQaJXvsV3pN8LK1xKsmW1W+VpiSTlgjuPLo7YnFL6ztnPSpid8d5CdiVK4Ou9MG4QGoWSdljTR5A2QIidEWt5THd8kYKNAHKJtYJtBLK8pCsJtfODdFJ0F+j6gSmE1DF1LUpYxlMK0Q+afee4PwLwOkWvHX7l1lmen31OafjxEDk2Nx6Huphglwd6r2RYEGRH3ag5FsenBbhH+91VRXtEEqUF09Un+fpVsguCgeRk4t7766qu+/v1Ley1j/+wJT4VD4UROefjPMVP3EF50ZBoW5c5MQ0vh2akFordBiv4UzH8KJBLuMT5krlhzE4k9uDzIJKZDwc6R4vNYmZaJLPStTVy3ireChUZTtGXn1JhtjJ/FpBQqhavymxrQTCZeQ5N74VoqS6iFSO7mtCZ2Bhg6qMK3rm4bI9b4V7UVOSGq9GaCFa/OG9NOoVNoGeh6tipcEcaJFuedlpARRi6hOKg44RIi2U4PnpuZF1yPEBHCfTO0GWDHVxgWfXYVc3GhjYnsOJKLEEs7e+tHZuY7KdjsJ7zdzMuONxiUfSEmourOdR5R10NEiOhltVPQE5TZIiailS/rjRExwtfN6ji9kUHERFThZWswOaG+tQJKqnFJARNL9VhZPK0u99FidV+eS65JMU1jZRG8bIX/lt6v5aGauWquma0HGlj+UP6Q9uCyavk7p5LYe1nhD5aoxtMZ0CJ+qZcXVHPSPOa3/a2enALTRPJQzZbBzpOK/ZfEU9gDF85OZL+ld7w9BT7XCMNTGqPHEoj8UzmuGa8w1FjmkK6veiz0VuwZeUwYBW3CKRYI38VAHrdhhq2GrZZjHtp01T0+LZmW9MKwjIUlXBgMmFtvPaD9v6de8L8wJ/zH5b72W+7xZL8ObCJt+WXlBeeL7+jIJSg7h7JM0a1iKEaSHbItxjBCImnIlmWVIfhIqXuPVgaW3B0hhpEkK4FolWB/1vlIXP9vPfC7xiHBfYimDk4drO6UPEC+cd5MWq31qV/kH3spe9pJXS2dC/m0wkUcnBOfOC29PAVyeJiyXL1tUXysPereUfmOXRbw2Hfa75u15x4KED/yTBbvl6d3r4HIY4G3AtPStCre92kAe8MBTJaC0Lm3+yur14vLZyR63/bcYZxYdc6dV792Br2HJUxCpWW92EqRXFylZGxMheA/aJNrpIBqiwGgT2kwrAajiaMVnhrwvzIEnZ2iW7mvYrxCOX9vCwEgN1LLfCO3SUCIUxSU3HwFlqglajvgMjcOW0fy46UHbPeXHyo/lHpahluUWqEBO5Y7WRj5ewOWohWqE+DS9hf2ks+cOfXWeQOICP9oPj11yXTWdDbjy/jC+uZuI5Z0rZxaOTV1jx1L3Bs7ETvR/m7hYuWSclfcFXPW+pXbMGwbBrDc99ZsdWFOOAc0x3FjXGUQlo6t7ljd4Zgo7EwMTNNRchU3nuzI1cKo1Igpzy/r/NuN0psGLm+5TfOUw8E+wyFk2PXZ3XasPRzQfZM9eTtnjXILsqW+y6P4Jjssh/zb8aM6Mn2geng79Z0YWZNVMNfupfM3n5fv9RzRfLfynOdgw22iCxH3eAr1qjE1cribUMg0l1CIFdlWNqUkyDbZEYtbYlAbEreG0FXD4Bhk1IfExSH0lfw+Yg2o0UhREpdpG3qBOUPrYF6Qhbpbt/xmk2IM5rgYIcUIDf9YGlr/DfqxsDAsFJyNPJB/LHxm9krxoNx/RKPdO7cvbHQEVx+MYlODKXJKWn/6b42gg1eFlz+8UAcXn5l/rtR3VAvypiY9u2WW9lzlcpGVW1oUJldgiGkClLGyrDoEHyx9/IOdUWOsAwVjCEZF18bf/9l3n+8+9UjgJCLZrsoJ+w7Dfv3kmESmO0nt1N1lGs1TJRjfS9ACG7PZlxknV2EWJgY0qGB16Ct6MvV1n2wMhXFuHQLdUd5vO9AEtkG7EtEemVbwDKLrJhrfptyT0sY1/n1zznb/TqMsRxWhCWW+T3TzSEiTOAVfO9bCGjL4yjFJH3dXM20h4jYJMVZhPf9D+ND7bXOUeDdHTEnZW3qgInNdUCqMb1f5JHbrSE+KpSsiqVSqZu+ybdYDa5M2je+7+fOymRwsAHJQS/uWWjJ8jy7F3pEW4+GwQ9nfYepUGdqCClrZLcOeF9NNWLDSMva+prEdaMkqydQVj1AmhHlrAe0QdctvRimBn0xzCH4xzSENo8Va4tUh7nP5Q8zaUIUnEeUOVFT+AVZrfdJqEFCb59kAtMimDIBlGShxt/x6nsqsJS8UhIJRx4hjJDFiPqXfqmj1dx6xPJzoLz9hP2A/UDAcqd7jP+A5YDun8ySPNh4MnXd6okJE+oMxskTWyc3CFSWbMGRtWGgAmDpkdZhng4as2n0ofaOzylwjjXhgj2G4rZo9vTw4ezKxM6V9y63zHyvQa/tW7dTxnKh4d0XdIF95Lv6MQPg3erwJbvzBJDxqE/6vkDF7rPKw/4m2vHycOr7o7atNZoW/amBpcWFX/hl02sh2qRYv4CAVSUS4H0lKP5aAtfbNwxIhCWQr6LCFIE41yK8WSN0Srilrfa2wuulmoG5fT0FmDmLtuyPfnUgJ79e+4drlEGa3SnCb0HqPbkfgPpXg2xS4+j+VwuP4uP9gc0Jz8NoFF77/2DIuLoGMcPupsnB4aNv/s9OOCR7znfIBL/HWDyNnQ+djwszThZ15La6kzuaCOaLy9BJpN/yLy6LDPcI2WMW8Qvkq9j9+HRFWQNC4tEepn1Y6QIGc6ssTO6XjFOXr1wMtJv3JSfPxI1dO/e7o7z//wAcygALngc0/PgZGiHPn/uY8eBfsUQNi1z9go/9zz6Fdj585tnj/G0deeumZCxdHnmtP+i8cmxXm3c0nBEN5afPcviLpoxMHr5Xux4WnS0JFFTiA/8HggQSh3+kc+Vf90WVi33OjOozEH84dK4r+/JOhSxnqTBCrkj/7iPzZ0f2EDPz0d+YjV95jDtGfYr/8f5+pPTNqAVbw/tl3wcmrr14+fuLQ8dF3zXt2YidGLh/ZPnny+AvDvx/+4hT4K+cRrdWBzRmW+hueifKo84GIMC+0wCz7X6cIB/jgQ6lP+J8UUIO5bwsuJR7K3FvUDiWJBzL4NPZeiqj3B+4uq/2v1Z+a64vBWKpsVwrJWdHPC88t754z4BeS0iZdfEK3L3lI/ZABuM4l8CVYC18FlfuuSR7UCI34MjAIBbhq8cc+IZh7xLu1ghUxprktBvygucf0gNd6TKU7kSBchAQz9HnIXz8zxdSGAobmwzGbYarAoK1BAfaZ/I/dB5xQj8VJCSWgNs9xMAElR6kMoEu191NlzgireyOPB55Q970391qoT/v42mBJ2JI6PL7o3+heosOR2QgdjUQjMgx9NhKYhG/js2nD4gGnWrIa941Xug+Fb3RWmZ3DGdXcYHwyMrnms8vyUgET/Zb97HjuxKhgd2Nv/OmzRhAY7NjFhtOJy84nYB5QUxeeemf14TbxlHNv517nTvvhiMRoLgvT5/0RLBTRQGOz/HTAzfNhnFohQVO2KoMXDdX7DT9FCV4DguMOJrXNtc03mBWrBzzG9rhbkj+yJPOZPYenr1RuZNnpepv5MYZCK5ez1yGoU/1o1KYemR6YNkeF9W/5zxRJGW7r927V4pbt0a1Oxz8VwI8axK+WTh5y3ZUET/0KjIo/yxLdp1oIv5GEL4GCJUGmVxKQGd7TtIwPV43PZSQUesrK0GhhoC/xaGfKPHFs/6QDrL0391ThUbUSyPcKwrNheCu+Hr6Rgqplt4iyGktD5jJZGSwdCz807a5fcR5EpMc1pvqk3dDeNGO9qSEsTGgKkz5D6WpucfaWgUISiLjAOPrqI5SkKaQ/8+HoKqDVY/vkdXJzDR0Sl3MRU+Ofh9j5v7N9/p1VUhYJvfALFcAYggQKGgCpdOj8u0B+jAGvAJJQSME+e9/m7lFoxV557RZWEAI0pVVJoXtexhpQIws740zshGUcjAApqaLZPYBhy4vAATEihvUOGntugjjewjd3l4Tq+QxMk8o7iErncFkRIfeSYkIOLv1R/iugx9f9MMIgpcklsnqLQK3XqBm2qFrEUWgeA4h3/2EPAJ+68C/9lEGtczzmdrUWSLXei48SQExKyY/a4KnC+h8OWg/tRGX67WtsyRyUestLY9th9AECYzAb2En/ZJjBMLQdAzkEqsQmjrMwDLcT1wDWdlBpD9BFRnV/5rg3bxr+t1fdh/SjDX0UC+wifyv/7RAO6CLefVJenoVffI28VdJeH65In0+5PCQHH52Wi5m3r42NgMvEkLRAfJWzSqnHbp2bfFl3vE+i0g/9htiFkVuPEP8fdmjr29ieIvEVRgtqTsG4kd2B5rIsARuQx8RSGoirQpS+z2XxL/30sWnxzrRKhim8NsQQckwHYoC7L/fduXWzMr2UUv2GZKRSj9CD8w+Sl4vzd2qRcthNuJX/IhbvlJrA8XfHTwX71v1IwXScusN0HJcF+gXKDzH5ETlNkAQmPkhg2M9fegm8a+v7Jm6G//ru5L13+qLqaZUT14+tWIBjdLaflTFJlGJELrU5eDAzVPnONJkkP/L7Ot9tZ+9sKfeK5dz5qdHz589/ntmb2F6gkv03e/FxbErC9+LbCZd6vUNmb8vSc/oq6iuOvM3LFscoorl+s9VSUCr9q9/WBXzPl66YvFXCQP2nBCsCm/erovUDnYFZnxLznndvkYipg/4DcyD53XS2ZT7UeOPz3KLG4rGEJCgmNrCbiyilOHjd+svox6H+2GdtfilIhx+BuK7G1tAIhBNkCJx3W7rLbilPei4Wfqo0vRUIe2BZHQnXw/kw6kFOXZ1PppugCXLdeTZJWEFFM21GEBdRuNfpnpmZV1/3E37C0hsxdOBLDDtmiNiI2nyHMyXuiKziuohkBzglYlATMdjyYGWQZqOlCNvO4qGlQY7qvV+EeQ24jtUp69ZZYULrA//w/l4bkTnb0Csnl95+1BdIEI9b++Bl9cXEvERCib3qIZr3ARdvRT5UB8WsD7uGhoZI8z8GDKFtVkd5vji/JoIWDW0orhW3RM1BROoh7rk+CI0RPFHf9p8mcVk0jQexNfg+gmcf3k+NLOttg1GaAoRE9xyWwqLCi+SSUP9MQMr8/M9fEAQmAe6+3mOQtowZD5d0OfVQNzoEnO/d6NgJjSXMAqAd1Z20PhgNq29YDpd1hVvIUyB1t/1484FZc91UiOAf1dRDRE9+GMmXB8mePGbWgtSWxFsrc2j1j3Foc9lZMKWJjQT6bKRtTHe4rovf1L0m+gb5f6/c3XnB9mPML9GIK7eQ1YC1YcnM/X8Lxr3P1C4lF40wrErJmsg1xM81agCvmMFCQw6ut8TBj7O5hsxGXLCjZvHq8bdNv5ymcLpNKenkAA8j4xSDFQdmuVGcEHRClBwwx4TaYc/9cx604gjtGmSlbwe1hM2q1w4ITqH9t0OUhMZvCxXGU+r0uPux2kJlwQUjoy25xWBbhv70009xCbpHh8xV68TSSNEQ3LLqqN/feOdXc/e2Jv9ZYuOSbVUECqJtaJNjE59s95ElUUZE2wfdg/ASHCyJEiL7oHHQbCPrJss2pcV4mPZcYm/G19PvePrFYnH2M7S/d2XojnUugdWD6aHCvYhM5PKjDYUTR6T7/u+3E2A6fLrJ5Skz86brDsJBKPndh514He2tTSMeIrVu3QBWOxUn4gQ3Vh+m/8aON9E2A0Xg4yIoIbLhSCBOlHvDXuWZ+WoqT+SJVHfg3IK30WZ1v0FMRPH1spVUgSgQ6d7QuQXvsMtqriM2ohgvHaM0tJrW0Fl+rwiaSFLwbSnEme65JIoyNbp3VAulcgPcFEpY/7INR/sS+GcCk2c0dXT6EJoCVKIzfZeU49n+JJimpqkpbtddO9CDFRKtA8ExOze2WSWR+zTlkJvt+Nze6uMe+UfLzx9LGtCO9zUmQKB5GDY+mI8m0PwA8FcWLmrC/DQN26DZh2d21XeKEyfRlvfsGOJaCg1B9qZVsOOCRGSQG5mMEHU+yJ3+iBCnKTrMB5kAYRRkKRHighygKJpi3c1O3D1UvCBd3ZYCv3jjgzR4Rn3xb9/9j9Td52P7hhrH0gtzC1aYrEpSio70lEVYZRivbF+VUlSo7MBIawBedLRCoaNHRsoD5l+sGDxnOhMeeelezxlLTD/2BwAUYqnUNT4FVRqkaDd8wC+Juajl1sT8fYKf+1Wh6KM+WiNaozMDildyCqVKp+o+2VUa0c/po17o3KKVqhDg2GtK8w3Loe3hQ+WR1Wczgcb3Gt9LfV8Snw6Uns+9aQlxvFbaMPbFduX4isW1X0Onu/GBts6lCVgfMtBkm5KnB8xTpF2d3R7dWX0bESwhf56/vHx56XLncvuy5XXt67CJVboCcuxBPne+p/jsPY9Wibbwo598tEKCR4s0+Cgg55MnlmCTJ5nupldY4+I4IHOT9WiL5Hgf+bg0F4XJXMMmc/OPlk67+i3HWPYKGaEQBeQwD8urEmH5aPY7cy8qbC8IXol/Nxx8T/EfPz77Mrl8kfn948kj+XktJQPFBX6HkRIogd58YHaLETQjuMTTzW1Fklfn8+kqqII4NyOY/nGFqPTL1xQ2EOOsa5FlogaQSIpH4VSaylJzVJKFEFrRnygK7THiE872ZhH/vkqX5QJhWYmuHfr3v+/QAqFAOKc0O4DnkOfQqro4ujwcuzfwYHE0fnTuxspVepdyPECtUW3qv5Bgw0Ln1tVrhoM4VXavXnN9qh/7k1RuHQ/CUqJDsYnly28otXHqCeLZu6zHfbhHHpciCrhWP6tg3suyK+3XaVjlJixvyN5wjKMCSEZvbGr3Q40gjc272scb0/YFK1rffXV+JT0H5oCD27qcfqdOFPoZt+JfprjYq5E1IgWQxAof4Wv9CSHyLd7zK8b6BWKcX0FKRiNKDJiLuHbvqmjy3becwDeKdmkVMCkhSlzdBEgQbJKUSvkoiPCJLzNgNvat7Y7hL2Qv4Bee+jC3F20DHIahpG6rmJ3FjcPLE5bT7EGMKJBLaXRcjpsN5LTIAmpoh/acSo+5uofh1ogMe6ROvTt9h47SMfifUfBv66SBRm/rWprLWdTQLcq6m1fxphp/cpo9YA7FDhd6HsZGjiL+5biZHTCXcJ/KTh90PzklFLfO2EZnF2ILCRh8Hb1xCulGD0wYflKpSulzD5nG9GMoVtW3B9P3JbY095Qxn9D3GLfBztLV+dVPZoWwQt1FhwmKWWdziAoTyH1WOMfPd4lQaljG3c57aOOSLYm79cfRITco/5dIZ+kSNyU6SJtoBraAFAUFj3p8mvrggw+sInQvKcyf/WRW3Xi3GPPe5z4Vn4/Py0yUSXCgdHVem4YNZOHN2fAxot3PzYf38NS8ucPTzLz3+hThIrS9SpYb1TdQLctFcCTrVTjSM/OG667blS7NzC+n0kSa6M36s+ItBs37Q0yWNqqUYAIxWykhSoPdSkmCl12xhPe3KRefxRQpaY6KDWyrDMCLmpZK1fS2bSmYxYDWfa37ZoebrxheDu433tt8JZHI3qtSMP+VgyKL98QIv7BFdSjgZl8poRYtTlPojOk48PQ4AZ4DeOM8MHdE5Bkwp/Da6DQtOeOnqWv6Rf2baGvl2tV5PI2GzoPdZBIlBAyDJQcQE1GRf03qwyuwBaHg1hKAEZgqMG7i6l6FQiE324TTjrgk/wDmp+t0XLmhXBETXCiaa9TKz/x5b34aCs9uLFzCgjudLs0baA89JJrcTDQzAzrfs42Zbi2Ze7tK1hNIaXBz0TIWfccHQu+iuW5IdG4z0dD33i5fw2908reUnIt5iLnv1fKVfAiKpjYTNX2/Rc1Fl/P1fHhz0Qrm2VU+FYnYx6xjFjpNGzYWzWIr7+ntnW+x51reSjQbxw83H5Ut4AtIq2kzUd/78UnN4+y51nSGtmwsmsOUfxE83HjMtmhZvKVo7S9MR1YeQacE2Ogsbd1MVJDwPbTiQAbY6Bxt30w0nwgejT3iWXAulGgZrIBvWj0N0D6aKSlyCgJdVF7aS6ty8ElsdpJtc9uces0utozihyTb7OLK921jv9kOgD8cya30W4TL1DKlHeBV/8FBsau4caGa+zot1DLFSZiX8NJuLzn16NJx6yjaIlPdO0RqI7tkN4+Zgg2PZ7MKbWTps+pnCbpBe/6rAUriWUvWUvtB+xHrSMETUrQfoY7yNaMMjYuSm+pdZ1CVzG+xezwRy4Jxody/DFKwApjuHlwCJEDCLo4iqkL/bjXQcQuKOmQaSVEZuVlDSPRWovwU9dRb1lG08doUnacdG7/QPJb+y9hxjdoxhoirUOhn5msf5zCYLPgFKuwuXQYlQDxEBn7fBids6/k20730Q/2xzgn2oFko6t9MNDRrOD7LJkHUtZWS3lySLmXQmnSLcmiKW26Bcqk6uzmY+Vxjr9EYOIt6uNx0mQ5s5kHsR7MOG+sBEp3eWLSAxf5b/MQUK4oOKQhvJir7q85DfvbT9d0q+zYkm47EI/YblhtsnW05nQIp4OytOazBmim76hCxES13p3dbfPvyqBuFTYEN+jl0glFSlFT+VjOoH7QO8g/uwZwIPP88coyI9IPYb1muctBcJo0moyn5ekKBPzt7MXu5co/GGLmqj1TuKY1zPOWH2XsxDA2KkRgxFbaGYastGk7n7rSkTRkcuANP3dvaDYASqNEBtWBZQiZEjKl7TBUIsudUEbIeg4xxHMZ4p6z4TRbXnZRnyTRoVhP+Uf1l06c8Pwe5OZEF8U1K9fekGVzqjRsNrbtdbxJxoHpDHsPs7+QkYz/P7P26pvLdIUXDzlXieD7U9G+S/bg//uHaAUSC138VfdPzpnNRcKBydV7Gzs32dlcooonZaI1id1Z2la8WrPYHhFz94qt1EjdfOypQCSoKa0bRgQ6U8w6YY0R6yBSRyvp877K32DsaLTPSwtLCuLDgaI03xwOwFpqRyETV7uInusKufmIq3LeTh3k2oprS/LhSN/di64e2McuYHqL8G3eJ+eiTHVqcV3xYV9LsVcceBAOZNUUKEuSQ5llgvM9436rhSvTulEUruTL5z8t7U5b2iGXsdwwm3oaSse2eDlrUxepEg5kYgT4RoMIwsdlAdA50Dih/lAFjqYc89gyIfJS5d+71g+XXAfNf6DiI7KvherypbMHwl5RJ5bqPkv9AW7D4RD9LSt6kJN1hKamExuiUuaD0BmP7wLf4lmchwvhwtCKs2V0otsQuFAMNDlmm1SIN62yeJSoK/UtSxgyqZ1eFEbvY98jqc8bE3MIsbIu4Z+a1H3txL77S1cNuwAk1ISYiB78vh5FOwXK42zoDAdqAbC3DuP5q4yxNVPSy4Kyw+UzJZlzULZqYABa9LWQZtl6z01vFGKbG5btWQewHweHcQmYhQi/RmfWrH7km5GiQtsP3jUig5J7zCrOFTA66jwj2TJ3RTCvP7fPsWbp7TjI8PJwnDGNov+f80NcVqVQqqbkMQtsD+22Psad3SpTipFQiKncX/IlL7Iq/oRKfWCSiL5LiljIFZofQNSv54osv3BSXS/qHzBedGCLl7qkz5XOaK6kgd59Omcb+oXJvFIYn+w3hYc2YIi1bDY/bL9nhVxCDgrmNBH2kb+v0ierL6HPR0BG6qdhAcBbXvGRVRq+FFqcXdXScXvsGwW+MSiNhn/YNOPzK+0xPORenWLBgI3OMRPHlpjzwfcOCDiYswcy89RMbZsMC3XM+tYQRtkUSN48V1RJ2DEmUd69r39VTWSJLzLI5aoBKAgtq4LXlVSzR3erZgiOJLDHXa+qxm8i6cTe+pOTzrSweZVDGRSMuS7vW7yfkFHEHgEDJIUqEBMcc3R2FuKNZnSpzlEjvUZLZXdxhGs6ZecfHJtyE99ZwVvEI2jTvOGIiivY2zYlfna+zC6c8XCXJAutIaN0U2vymJnRzkbZMVgkkkwU1vlA10ElatmGqINTbsxfS13QmjclAz9HqjQRDBB6sSpdjykXJohcmd+PGHQD7IvQ0LW4q6goaXYam4c+hOnwizUWgfE6D4d/SChHZH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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>
|