TelegramPWA/dist/statoscope-report.html
Alexander Zinchuk 4fa82cc83c [Build]
2025-09-09 20:37:22 +02:00

817 lines
2.4 MiB
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<!doctype html>
<html lang="en">
<head>
<meta charset="UTF-8">
<style>
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padding: 0;
margin: 0;
height: 100%;
border: none;
-webkit-text-size-adjust: 100%;
font-family: Helvetica, sans-serif;
}
#loading {
position: absolute;
top: 0;
left: 0;
right: 0;
width: 100%;
height: 100%;
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-pack: center;
-ms-flex-pack: center;
justify-content: center;
}
.wrapper {
position: relative;
top: 20%;
width: 10vw;
height: 10vw;
display: -webkit-box;
display: -ms-flexbox;
display: flex;
-webkit-box-orient: vertical;
-webkit-box-direction: normal;
-ms-flex-direction: column;
flex-direction: column;
-webkit-box-align: center;
-ms-flex-align: center;
align-items: center;
}
.logo > svg {
width: 100%;
height: 100%;
}
#stage {
font-size: 16px;
margin-top: 20px;
}
</style>
</head>
<body>
<div id="loading">
<div class="wrapper">
<div class="logo">
<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>
</div>
<div id="stage">Loading...</div>
</div>
</div>
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime(),\n },\n {\n type: 'number',\n a: $a.chunk.modules.size(),\n b: $b.chunk.modules.size(),\n plural: { words: ['module', 'modules'] }\n }\n ].[a != b],\n })\n .[diff.size()]\n};\n",S="\n$getEntryChunksSizes: => (\n files.[not name.shouldExcludeResource()].[].(getAssetSize($$, $useCompressedSize))\n);\n\n$addedEntrypoints: $statB.compilation.entrypoints.[\n $name: name;\n not $statA.compilation.entrypoints.[name=$name].pick()\n].({\n entry: $,\n hash: $statB.compilation.hash\n});\n$removedEntrypoints: $statA.compilation.entrypoints.[\n $name: name;\n not $statB.compilation.entrypoints.[name=$name].pick()\n].({\n entry: $,\n hash: $statA.compilation.hash\n});\n$intersectedEntrypoints: $statA.compilation.entrypoints.({\n $entryA: $;\n $entryB: $statB.compilation.entrypoints.[name=$entryA.name].pick();\n a: {entry: $entryA, hash: $statA.compilation.hash},\n b: {entry: $entryB, hash: $statB.compilation.hash},\n}).[b.entry];\n\n$entryDiff: {\n added: $addedEntrypoints\n .({\n $chunksAll: entry.data.chunks + entry.data.chunks..children;\n $chunksInitial: $chunksAll.[initial];\n $chunksAsync: $chunksAll.[not initial];\n\n $assetsAllSize: $chunksAll.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n $assetsInitialSizes: $chunksInitial.$getEntryChunksSizes(hash);\n $assetsInitialSize: $assetsInitialSizes.reduce(=> size + $$, 0);\n $assetsAsyncSize: $chunksAsync.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n\n $downloadTime: $assetsInitialSizes\n .reduce(=> settingAssetsInjectType() = 'sync' ? 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(size + $$) : (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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r,o,a=e.doc,s=a.mode,l=Ye(a,(t=lt(a,t)).line),c=ft(e,t.line,n),u=new Ge(l.text,e.options.tabSize,c);for(i&&(o=[]);(i||u.pos<t.ch)&&!u.eol();)u.start=u.pos,r=vt(s,u,c.state),i&&o.push(new yt(u,r,Ue(a.mode,c.state)));return i?o:new yt(u,r,c.state)}function wt(e,t){if(e)for(;;){var n=e.match(/(?:^|\s+)line-(background-)?(\S+)/);if(!n)break;e=e.slice(0,n.index)+e.slice(n.index+n[0].length);var i=n[1]?"bgClass":"textClass";null==t[i]?t[i]=n[2]:new RegExp("(?:^|\\s)"+n[2]+"(?:$|\\s)").test(t[i])||(t[i]+=" "+n[2])}return e}function xt(e,t,n,i,r,o,a){var s=n.flattenSpans;null==s&&(s=e.options.flattenSpans);var l,c=0,u=null,d=new Ge(t,e.options.tabSize,i),h=e.options.addModeClass&&[null];for(""==t&&wt(mt(n,i.state),o);!d.eol();){if(d.pos>e.options.maxHighlightLength?(s=!1,a&&gt(e,t,i,d.pos),d.pos=t.length,l=null):l=wt(vt(n,d,i.state,h),o),h){var p=h[0].name;p&&(l="m-"+(l?p+" "+l:p))}if(!s||u!=l){for(;c<d.start;)r(c=Math.min(d.start,c+5e3),u);u=l}d.start=d.pos}for(;c<d.pos;){var 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 en(e,t,n,i,r,o,l){if(t){var c,u=e.splitSpaces?function(e,t){if(e.length>1&&!/ /.test(e))return e;for(var n=t,i="",r=0;r<e.length;r++){var o=e.charAt(r);" "==o&&n&&(r==e.length-1||32==e.charCodeAt(r+1))&&(o=" "),i+=o,n=" "==o}return i}(t,e.trailingSpace):t,d=e.cm.state.specialChars,h=!1;if(d.test(t)){c=document.createDocumentFragment();for(var p=0;;){d.lastIndex=p;var f=d.exec(t),g=f?f.index-p:t.length-p;if(g){var m=document.createTextNode(u.slice(p,p+g));a&&s<9?c.appendChild(L("span",[m])):c.appendChild(m),e.map.push(e.pos,e.pos+g,m),e.col+=g,e.pos+=g}if(!f)break;p+=g+1;var v=void 0;if("\t"==f[0]){var 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&&gt(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&&lt(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( 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i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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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 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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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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>
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</script><script 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</script><script 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</script><script 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</script><script 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AEvXVRU8aGMfyCfk0SCcmrCtzpkf/U5MycAzRuc11a7XKYsdk8ttUlETquS09xq7aN6/opuf2DnnNiiMi35C6fBuwagcrr4YujATK/9x7P9shaXhpe75nZLnG6/s8Yb/CevBMsH34mRHuaPODORHobv9qpf2sMof7eHkQDzWb6H0ZCdcoMLqOZ6mLP1N4Qeppux4cwS6WF2XkJECaLU0kwKhPZgqfuqxtWcLPWpmuh1NHFViKttJKJqmdh4CJLorCF7jzklgOyIy1UyoMB1W6ZR4YbB7ZbwVZtsjheY/0XFVsr/aH0u1kX5jy1DjWrvfnWjusooLHXUp01N1Evr5w5rXrXf79XMkwO9dDeu+5w8M0Koj3O8uNpov+7ldbHrakc39MqKqNO0ArXkGBsuqHDc7xfgxOD0So2koxF0YslySH4JOezkMytdpTv6RcCD1KfBnyZ7T+tS+tDtEzdSb2o1tRpgcqkNNz5liHXOD1yuRJ84l6m6ZL/UpycziRNYrOPEy2/bvGRwxLZteiLW2Ct+cLxe3yd+22uDfYpW9Y0v6htvJxH1R2+6QTxpFQTMd+1x3XvEjWPGuXX1M3C8ZS8doprvliqkKgOQqWUqXPlw6SpUcqIRmPzgaqAgZaxSkQ5aLa3A3aNcqZEqZWrw7TjEd1Pxn0bHnUnZ0D56YnByxK5ydYdgnUrnF+g09+S+4ss+NpVh2upgj2sBkzui6HuFA9y87vcM6Gm3aWkM8trtZoClXemyXU5Z9pOdVl0qz9+UvCKoJUp898VI+4sJNMwIMYJjZ2fsfiDB8VGrcDJLKgpIEyE/eITIAeoCHFsNjimO6B+JlSop6qbTdDfDYyOCziQmfiouHjqX0/wOvlKmxO2Q7A48C0Nd1xYpit2j23t9AJRn4ekHcnOOCdwoKnZPPqZbs6m+HjuoIHWfbDBjsNce6vEkPM6ziCnTGzZR9aQicILx5eBQD9iiTK+Ljo8vRsc1p3UsKTSpSqNUyXD+JreCQ2LZpKl5I7KnAOVpHTi2XWrGQymP+1svQZPrb70E/9f1EtSeNVK1LuHmx+EWPdFGAx6sgNEE5LjX0XBaUnFcUlMyo4oRDC31zPVKTfRKjWOc3qipn/EdCv70H/u9uChTSlw/qQWnmAKzGU/2VGXJEzkbhZ/p7HI/3qaP8tz2Gh560+7cpcCa+ia6lWR4agc0JnLMTI6/8jKyA8nBp3N07id2Wrsn+TMrtdxkggK6ryW1dQzxH1ezOIfcT0Yo0bSFOj6nX7gwVeHCUxR3M8INFDCkU/ivoB0YNpxOBtWPOUtnNwm00cuUz/yFSwFkKnKsi/vGkwnctatebpNTB2nAHb2CqNninagKyO4LEMYOeQ7XRPiN+wquWuAy4h0T/bUVXNs2NSUSckyNlTsH1O/3z7TOD1EtTX23eAKnIJMc9XyuyTbGTsr+Nffj8sz8lplO47+0nhVb03lQd9RvMTrkUqwOHXctp/hjomlw2uBZPsUsPHs4GnXtkjT95WnxlwCTfRMNxAaKBVMTuM/muS4x159dRHHzN7jzW5mR5BnOMqU05/dSrha8VkhLiMbRxhceeNJvjDpr11q1tNQr2xj9udvbLyQnO55PzA7GrV5Ihi7KM97OOlNePFjfNz7eJz5+mzyrR+bg4m2Dce/doB2+5nB4Nd+mKX9dXVD4y/Sqi6M8KQcNUFSUmDnKh/wTNAIbSkrMZvCXVA2Tw3/CReJAUZo/pmv4z+rA/QuaPl+ilfMFZskGhkfx4+XMFTpd+gp32qCpc+FGdUL2lYDo6elXHv1ceRaAOhfCHGci7YsgdBoKR9ZkBvDtWImO2//CVezr9OYFpOZIw6yI1JHDFotVU7M2E/cqwmWnk+nENSdX7t1kDapbg85VbI/mDK3wlwHopDod89o2IO5WvWQHy9Bg4qpD5NNbB62IS51OQmQ1uL5E1gPnj0z4AlJdIa3zwRYjeWdExIMdfrgDHjrdz7ieNpHzIEG0mxSSjtaKi7UUdAcIwdWriQYnosmJV8JEDpJQMGdgzkB3xIPlbGtxXcKDaNuEBwkPaETDWFWsqh1qh9pjEDiUdTRi4B52DxuAAlAQBhHPwmJ5sTwYBaM+GES8BG54fcPr/VA/FMaEMSJeCvMC8wJTUAqahUHAdwlsq9DhAuW29XBjWmeNaCSDwY7BjnOoOVQqBgBab66kiSVeKaKB06NMR86z3cMi8przWIXv1O/J3Zi7WueL5HD6ieknKqlK6joGAPa9BzPIxrwJVxQ6suxeweF4107mfVtSYlQpqiUAvYDZqVkRWc69vtAMkV5531v4+dOM3g1VRpqLFDDFKsVqEb2IzsAAgHYMJAm0MGblrqAje0zKQPhZFOmJ7wxbcjdLmhLO187XdmO6MeEYxGxWwbl95vbpwfRgEjGIeDWUtpC2GMuMZRZiEPEa2FHVUbWYWcwswSDirWA6k868j2EpBhGvhTFMDJONgZiJeGt4WHFYsYxZxpmJeBtYikrRcmY5sxKDiLeF3ow3k4dhFQYRbwdL5CXy1cxq5gMMIr4F3K3crcxn8pk1GER8S+hOu9NrmbXMOgwiXgfr2tW1IzhiJuLtYQ/HHo4bGB5EvAN07e/afxOzidmJQcQ7wvOq86pChgcR3wpOlEyU7GZ2M7swiHgneEByQFLGlDHETMQ7Q6Ld+h8YiJmId4EXul/o/jnzOfMYg4h3hTXv1LzzhHnCyFgZK+Ld4EbFRsVT5inzKwYR7w7z7fPtFayCVWIQ8R5wo3SjVM2qWWcMIt4ThmvCNa6sK+uGQcR7QWUbZRsP1oP1xCDiW8PfNL9pWrOtWT0GEd8GnlGcUfiyvmw7DCLeG5bKSmX+rD8bgEHE+8AFVgusgtggthMGEa+Hj9SP1KFsKNsZg4hvC11buLYIY8PY7hhEvC+cKZ8p78H2YHtiEPF+8KbspiyKjWLJcRkR3w4+tHlo04ftwxLNdyK+Pdyi2aLpx/ZjYzCIeH84z3qedX+2PzsAg4gPgDWONY5xbBw7CIOID4QDbQbaxLPx7OsYRHwQPGNzxmYoO5QdgkHEd4Cf+HziQ8QLDMcg4oNhpEOkw0h2JDsKg4jvCM/0ONNjDDuGfQODiO8EMVGuHMeOY8diEPEh0Il2osez41liJuJD4VTnqc4T2AnsRAwivjO8Jb8lT2KT2DcxiPgu0FXrqn2LfYtNxiDiw2CNS43LFJYHEd8VpqnSVNNYHkR8N7hRu1E7g53BzsQg4sPhFe0V7TvsO+y7GER8d6hpqWmZyqayORhEfAQ0RZmiVrAr2B8wiPgesE5Rp7jD3mFvYxDxPeEt6S3pXfYuex+DiI+Eb1m/Zf2Q5UHER0EHtYO6iq1if8Ig4nvBKEWUwsya2Z8xiPjeMNEz0fMRy4OI7wP9ZH6yx+xj9hcMIj4a7hq0a9BTlgcR3xf2HNlzZDVbzT7HIOL7we+9v/euZ+tZWkJLRHwMTHgj4Q1Wwkq0GER8LBytGK1QSBQSNQYR3x8e9znuYyPhQcQPgKt9V/vaSXgQ8QNhnFucW0tJS4kbBhEfB5daLbXykHhIWmMQ8a9BssXtLeFBxA+CjIJR6CU8iPjBcIRyhNJX4ivxwyDi42FXbVdtewkPIv516BrsGhwgCZAEYhDxQ2AbbRttB0kHSTAGET8UttG10XWSdJJ0wyDih8EJVhOsukt4EPHDYbQ8Wt5D0kPSE4OIHwHH2oy1iZLwIOJHwuuO1x17S3pLYjGI+FHwbIuzLQZIBkjiMIj40dDc0txykIQHET8GviF9QxoviZcMwyDiE2C6TbrNCMkIyUgMIj4Retl52Y2WjJaMwiDi34CTnSY7jZGMkczCIOLHwgsDLgx4V/KuZDkGET8OrlOsU+RKciU5GET8eOjt4O2wQrJCshKDiJ8Ak+RJ8jxJnmQ1BhE/EXrIPGRrJGskH2AQ8ZPgPtU+Vb4kX7IWg4hPgruddzuvl6yXbMAg4t+Ep3qc6lEgKZAcxCDiJ8MwSZjkkAAi/i1Y1L6o/WHJYclxDCI+GU6RTZGdlJyUfIVBxL8No3XROqKZtgKDiJ8CP1R8qDgvOS+5gEHET4VLOizpcElySXIDg4ifBo84HXG6JbkluYlBxE+HC/0X+v8g+UHyEIOInwEznTOdqyRVkp8wiPiZsMqvys8sMUt+wSDiZ8Ej3Y50eyp5KpHiS8S/A7fKtsqIHGSieV3Evwvdp7tPV0lVUi0GEZ8CvR29HW2kNlJbDCI+FV5veb0lngpKW2IQ8bMh6RjspfZSBwwifg7U2GpsW0lbSZ0wiPi58FDLQy1dpC5SVwwifh48Iz0jdcfghkHEz4dz5HPkREoYMRPxabDdF+2+8JTyQBS1z4V2Okp9MZ2VnRmlXGhWABoZoFxuEa+D6crVzxVg6UoZeP8BwobprzJc8CrDjFcZvvcqw8xXGS58leGiVxkufpVh1qsMl7zKcOmrDN+HgYH84W3Cx1P1jEbZcJLtJFsPD2dni8AiHYOWwWloGvL29vBoOE4EQNdBV23Jkec/Q9AzaDkM8wnziYnp3h2AIE/htLA92JgOjRa5D0ZxpUuhkgONRq4gayoq/awuu/wQYUKJ6Bo7R6TcqUUHFh1gIuEy708RecXExsR2D+8e3oRoCkY5sCeGqVMnTWJ1V8b7RwHgU+gfxR0uNaXNJ2uWJWTt1WDMqajIMeaAbHmW5qhx/5LscqdnWcyMgejc3ef5U4Ehbb55LQIymUolU8pyo5oYMygXnks+l5yRcfEiAFENXEQTF0JQF86tjzWRbmEky0lmblFJrlTKVdziXwVvwq8jzfo6sceoj8pmlr+X14OsJTl+zK1TGCc2Sr95hQw7VxOLt0uZyCkbYzax3ngC9pUfFS/7DDX7n7Ek95vlKz7ZYfm9uKT4QtbSj7Zafv84ZSusY8ij0Qo4RTlF+d578+eztqeOyapOAHB9AOwSyKU/3Hw2DRiVfLrJOpqipMRkxm+ydKZS8mUbF5A3+IlD8YSTly65p34RQA4ucXyZyur3qRIj8OsRMINBKyGROpmZmZEhxODt2ySEVGdO9BFQKmVykJryXLWjCxwSXQdSwM7AHJDelkGr4CL7RfZZWQsWCA5/9YbNWA0Ob7IHztwJ+tNUQnV9fc2mwy6U2XwcgPnd2JcsCDa5GlYHFcJODK7z5DSDSglkaoWKLM012OXWidUFwLI3jLOiwJQDNPwZBQ8ZqloyTeKUMqI9ij91bcq+iQjmpL9RGdN1aPavvCSsUq/oxAb2/GtWqrHR63vq0VJxAYucJTqcAQV+AF4MTTVJDvffmQUcazEfyZIKkMOLSTCRymci3HVCHLI3jX0HZZZfG8cHuWN011AG5cF/SP8hXbNm2TIhJ0/fJ6xNSwbnucvIkR9TA+8DzpOSCgNQEOlXsv6ZkSc/JUVqAl9nUEYQ4c6g1dCT8WTWrl2+XPAqKZkrlOO1/qepcLIqpAFKhUYqk+I8BHKZit8ZgqphMcUoABXnxs0o1We/CZ2CpiI+wLAHz5iCChCxE2MY9AFHBa1fn58v+D/nl0Zl7vLYHFSfSqLkYqxP05HySfi9YuaKtySHiLKSSnFxkv15hVqqyiFHCoDAcEdOthgaL8pXDYnKifCdFTDNI/6Uj026ldPHPYNRvn3EkmImok/ZxWJHRQc061hRpBDIcXsKUEZ7S5jc4mTCzm9lQGkowYmSKeTpNy4Njcop8sbFkm8PnYNa4ESugdXVGzasWcNabXobJ7FNNc+pE67kt01zjAUGA+6Pz8TmO1+aVOowawwA9V99SpsMRpDUYZiqvD2D8qGaUTMbN65eLeRTeV8+n+7CBPa0pVMWBHnINSqpWq4my3Djq8pWyfonnhvRD2U/zCZbBgYI2NO4fE0FJhA7mCAZtBYGy4PlW7du3IgLoJyTcUZiZjAbcbSYmh3l16YA6n7b+22ZyI7P2yD8bP1o60cbN2zc0Kz/XgcnaSdpSwgDEZgZLzTfs2CjyxrYEMcCXDA4s3JKcCdaYSZ9aHzfeHVuTPGE/A+4zKeSkJvufqe47tO2AhxXLqc/uUBX5ICqSfn2eBCZZfUYkVfJpZJLFWcrzjaLxHo4FUNp6bZtDR0ds4Xv5zLqKTXPmVRCNvaJqML975Qv9PPY0D6/pYc/khWQwzLq1cVyzozDMGgD3Lhx9+4dO/hRGI+1G+Eop1FOe/fu2gXA2hYkmWnKcC6BKgUeDuHi7IejvGeMRjUTEkA4HokKKgrAt20Qh2Ei3c7eQvjZu2/vvl2lu0qbxB4Go02QrNkajZ9/LtSXAiTUl8e1FIl8RYmpxEgkDO5/h4QUN6Nq86OJEe/mI2oy8vfHdtainBJi3jXleWcBz6ACqLfWW3/55d69lrBaNmppmgm4ifE7c3fqXeYCwDftFy6j5YMMDDgUXJYyqZTfUpUaS0xAauHZisoJYKZ54Gbg5kLObeWdJ62Jk15yp7xXg38TgK7BS+dWABDurYIKPPYAoRGd20BcMKgQmtQm9ZEj+/cL0c/P5KIPjfU1YbWPG7YzDYTjVllSQIpPLVfiLsneoaoj6ZY5IWS22c/Ke8Wq7GYfPbjDapgv1w/fAEpz9VYWKNQFZEqBg0sKhcHDfBm0GRJGl6+/PnJECPS7RaSsjVxlJnugcHHq3qmA8CsDBm2Bbeg29NmzR48Ktm//xEVxETRQ/NI4UJBDd3jAIYI2szTrotHJPnYB3ME8wY8PYWSryFYVFV99JfixpxfnxzTjDEAOEpCxy4jHK8KPtaF/4v4qes7baE579HgyKnbMHQTmTiWNJYps5FXR81wYVAR3Yjh//uRJwcOj3S2jqgZMNUjA4caTHZ6RW0ZYQ9VAIVPw8dwxND5DtjgpfJTfuZ7YQivBMqloQKpdwqCt8I03rlw5d04IYn1vEkRR374+Ra/Fx+tJR+4CzJTYdZOsKMBdtVxh4KVuxPd98vlSCuUpiic82Rn9LRBOliXcq5HhJoVN7kcz6COooBX0d999842FCVgHGfQx9NP4aa7hy4LdakXkcDaeN5C6gWtIQaOK3Pj79y8VE0cmdAwqhi2pltT161evAmCd2jAvoUCtC0hoYIQ3WloGOWxh4s9nyNQ8s9y19jVh8N6+82h7ICo/T+yQU3mEHZ3IvVTjrK8JG5XORJYtgQg/17+//v3VyquVzfq2bXA1vZq+ceO77yypnXWMCO2wpNQiP8yFY+/8V8kr4A6KkjTieL1g6nK6B66R2+FoZjRz69a9ewB8ricpx32xGeRNpy6vuryKifzpPQrh59aPt368d/fe3abc2zjGn8ARzAjmhx9u3wbgYSJxf5arcaYK8Nwvz5GJPKDFs61gmhZ+539sV973cO1vcN4JajxDnq+o9p7u3IvPjFfMdud7bls3p/UHEfDbdyefdEiCL/K5QTlEO6CW0TJPnvz8My62+J4k/xrtYTLoUxhNRVOEMdsOA2uV3BYnfTDHvc2cfiAHj7+QAcsvgz6DMiRDjtARtsDAWm0djiOyMRryrOAzuCH+SdRU4oBBJfA8BsK7TZjGWauC/bjfnMAxf8/ARWYG5d2nksNSDCqFRM6pKwbiNWsVngTA7nSOFVzDnd4wgawWQFL3IYUt74QmR5OjO3SHhKVcyIz273G5TTorI9nyLvY2wtpYbHsXTFGkKNrCttALg4WNmzSm3XCm1Uwrwi5M+JGF8Sc2URh/WBKs1ASKYvP6AfbAXgX2qwzG2MXYdYFdYDAGIeS6AxzzwF/YCmbQP+AVDGEYCAe04OG0NK7FaYJAiqEGCmMT11mZSwzAmGMyAMuRpB1Dn+wc0RWlfsI4PFkj+F0Nbx6QYDsExaDPYdf2Xdt3h90hiTY/qA/Fc909MN4t3q0H5EEIeVh8UxrEpa423D8M+1mbntZwwvYxidGrTneJHYNwKUw5eJ6qlBJ5OMQhmZ+qZUph+pylJNJUNihnvTe5D8p2unY6vUvR0rx4Io8oamCpbWJW7oAmvrdSvyCSynyxgjUDJaaTwQZl8IJhuYdCcwcwqBwmyhJlhC06DoOQxu1D+TTaAwooxbJSElJJrpCRGCWOuMQcwrOIvfCYxzGPGBgDB2DAfUfLhr6whsLzdKNRmTC/Ge+3JfG4yAoMpgKjMUcsLb+02M+KvW4oiiKLzsjzfJumYf7lmwjoQdxOwESGqrPtEHnFbEH4HpBH7mad4z64Z08sjIWEL1vAonZ89MKVOG1hzaTjGvDUu6SC265W2KDC/ddmnrnAoC8gWWTuD/vDXhgEf74kEobrlYIPhB7MHst829UH0yaoHWrHoP2QbC0NhAMh4QAXXA31Jq4kDasmuMSDC+8PJcFfPUhazwFYSVfSr8HXIMlSwZX1MOwqiJsxeHky6CDsTnWnBsPBkKRNsPNcSRrk6ce8z+YCAzkkmeu7/2CxY+aEowdltgwywu9k38mGwCFwEAZLQxrzUqEpEDfVqaCOjEYmQoFO5bKnXhDNa+LfGqMLdwzgzzCBGF+C408NNfIlh58ByYhArqZWTeQEnpJwWBQ0VJncxLzBycOPtrRUnOwzeb52XX4vAnWSfxFBihziIR8GMA/XQAYdgvpgqX4UHAWHYsC5G9WK1HEGfQn1+9z0o+FoOAwDNvD9iMMfhvqJtJ7IIx2OAePxGMMZHIH6N730CTABjsCADS634/BHoX5pW30iTISEKx/jf3Hg8Meg3ofRvwHfgCR0jC/Zx+GPQ32aXD8WjoUkcCL0YwiHPwH1Wn/9ODgOksCJgJNRHP4k1Ncz+vFwPCRhk3DzOfxXUD9YrZ8AJ0ASNhEsksnhT0F92D79RDgRkrBJAuL4BJyG+mVu+klwEiSBY4P7vXiDM1CfaqNPgkmQhI4NUh9w+K+hPkelfxO+CUnoGD/3GYc/C/Xva/WT4WRIQsf4uhoOXwH1LTvp34JvQRI6xq+24vDnoF4+U58MkyEJHOPHv8Xhz0N9eoj+bfg2JGFjfJiBj9AFqO9mo58Cp0ASODb4WsfhL0K9Y7Ke0IMkcEKgTeYdXIL6Ey310+A0SELHBnZaDn8Z6of20k+H0yEJneQ1n7JvoJ4J1M+AMyAJHeNtPTj8Fagf6KUn0olI4BgfQ3H4SqhXn9fPgrM4YhTjn2fwAV/Ftchf/w58B5LAscHSDzj8t1Af2E7/LnwXksAxfu8tDv8d1E8ZrE+BKZAEjvGtTBz+GtSvCdGnwlRIAsf43mP5AK5DvUuMfjacDUnopGwWc/jvoT6ko34OnANJ4BjvGMLhTVCvdNPPhXMhCRzja1/n8Degfr2nfh6cB0ngGG/D+38T6t066ufD+ZAEjvEPRvEGt6B+Qgs9ETJBAscGb2l5gx+gvv1wPZEVQELHBi2lHP42jhGlT4fpkISO8T/H8w7uQP1zd/0CuACS4LHB3RYc/i7Ujw7VE+EBJHiMJ7IQMP4erNfWazfCjZAIIuelB2P0ffjo1qNb2+F2+CEG1oqai3vATV/gnzGuf0pUsJNF3PgL/eZLehRnsnz/n7mMJ8COL8cfDDK9OFl/xeWMuDQ/VDxUMOgBnIvm4gy+A3VIhxqy6iHcFb8r3gE5oFYYeGmLH14YbKWjnH5ZIdkRiavdia9ZPGL9CE/qTuqcEA+8RY+34Uq1jlJhm7KySOWxPWRoq4Jvv61HeuSDQRh8fmLwcNfBQRdXtA3VU6xaOE9lIHKu03feJ+fz1R+vkGLHP8F4abyUnHMj590sIzyDfoaRmkhNIApE5LybgP8sDGVUtdJhepYXHWQsEcRnMcgMiVQIci7OH4NgPzeUt48H5iDhzBrhQFLJZWoZmQvk2kf5Z25mrI4GlF0EJoiNr/8TVpSAKP+snQx6BBMkCZIOqAMi0RC8fFNZ1eqhpy6cxABPfWLbMOifcJx0nLQj6oh6YxDsbSveYE0EZQj2yEXsPoaTnCY5haNw1BMDABFDiLVGVzhZaiTzXQMUJJYbKV7Sxh8djJV8nSww4ilPiUWbQ/m7lTGFt7psR1G1saOTmx2Obs79awR4SlkCbsQykVWPRsYhxL3rpHb4XijT4Pslmw9PIPoFnj/fHXVHRMqRZV4Uii7hEoheAcKX8TMYIoaKzKgY9AR+jSECRaAwDIKDtWMh5+IstpxTARLX7HJBSqKAgEFPYW+f3j5RKAqR/BPsOw/k7fPLHKSALeVMLstEXDgHzDDoV3iYPkzHoBj0HgbBEwZVw7YzyR2LYhExbFhPnFwkHIy0yDkycUcjq/A0PuzpCYid1sB7snuy/qg/IictGxyewCQH5/I40FjOVMqVxG1EUsAMHFPN5TwGR5TspPwGv5R8KRmABqC+GBq82NICe1H5YR6XOIqILK6nmgnjJt6WVJD0yojXl77IGxQww9EGCeVIXBh+kAgWBDMGPYMdnDo4JaEkNB6DkAnrOsMMEpLEssyB50mWS05ay+OR2GktrJPXyZNRMpqEQXB64CBxqQEsaDTvzsnBmV4ZX/5Pvj6jFWgFg55zAwA5dkr2MBuaO4Pq4FJ6Kb0ILUKZGCx07VySek5MKc73zBWA+uk9UhPq4ffM98xitBgtxCB2GgARgUxZKAsRjwT8gweVNG6vRJUHnhSoGATRY+1j7RK0BBEfBFudEiGX0+HcgqiZyz2u7TAIYTJ6F1yKliLisxgahYpgEXwfvY+IXyKeRsvhcpiNshFxI+LJZOccXIaWIeJGxLO4B62Cy9FyRNyIeAki+mxyUA4ibkS8FNN25TAX5SLiRsTLkIkyUTibETET8XI0h55Dr0QrEfFLwN/z5EpbUg2EMuPajEIO+JYSySAFqhhUMWgVWoU6UB0o0Tsl6oUhDwMJSsD/MJurOxSweCfQAyUlnH+HyhikQmT+tRatRR9gsNScmcTdWSXnimw1m42E1Be2Wy+xsbPnuXB+fXHyi5MMUiOyibQBbUD5GAQ/jvniAtZwzZ4UlwYpHBQOm9FmtBUDAANaw8bmkR3Yb2wQeW1eIcf31tXkbkZfWiEVpaK2oC2IhCXg7ywncaUA1Yi6rCjBRH309P3+bvm3j3IY/0kJkxIYpEW9bXrbFKEitBGD4MNNn0s6fmmBJDQMJDg3Wk4wNnRZhHzOqcD0s1kkn6s6ll0k4rfKjDwd1KQPcDbcQhzxjKyRUWaUfYI+QZ9iEIKdlEAGGcupbb5EGGSDRktHS3egHegjDILVCSacxob12woQ9zYACXyKbFGRbZEt8ZZ4L9gfnIm91lD8Kjm2TPF27biq+xn6DG3DAMC+KhIDF9aZKwfSHxg4QdVEEJu9Q9JE7fFiry1KJCRLY0lO5IgbAOHnsy/l+N62ldzNSqoFupd4L3E32o2eYgBgYwHX2vmkkuL+h0crz0GVHgu/HI3sVtEzgS9AL6LuyWm2MtF7sooVv35U7LPyo+hT+Gn0+Uf34xtHE4jcCnI3gFqiK1ZXrPagPWgnBsHOOymQ1A3qbEP/QxjXDA3LXRGzidBDwMmBI/LfGDyngy7QZR/ah8owCN4s222ZT0jC+OnDS8Xz4TmCVC1t5jNo2DnnA7BHZKg8hA6hcgxCAD9P5OoSv3hEBI7nrtjv2Q7H6m7CXVzwDmipw1KHI+gIOoBBcGMc2myS0/giCi4OBzWPYJMpyV+VMPgHLy7RCsuChMlgsIgjTH+Nl0Tw7SrcdzuirdRW6iw6i45hEFJ2eRVhF7iVqBbWfYwFBrIzlrsicWlx39xYmOO2gls5XHp86XEGT7eDWgW1uowuowoMghf6i0LvZAY7Mhg8076pu6m7gq6gbzAAkLaQ6zIW1Z/mM0JcfMRlqOCWFS2qCCYf2mRZQcTGhlCSrtUbWSOQkVVBJnLFruUxFOLeJQoFvj9VtMH3S+ZyZRA5ox1wB/wB/YCuYRBMWswR2SNw37QjY44PzhkX9CX1JfUz+hk9xCBYrezIjS8TdSYI+N6Bv+S42UdP94v0OeiEnboiWkbLzMiMHmAA4P6zDKH2ksMmAPzzhSMAZKkSz941/M5+9vL8vUlfEbxFqPDOb2UmkL2cifxQyiL8mI8p8P1gK7mbdR1uKCk+Kf45eo6UlBI3lmNjmg4U3ye03lzhRmsiZLvkADX595vi4scTpfx7jTIut4+Sf/+JgzpyGXJHekbP4LZD1aJanPpnk3DqNRqlZUQWGNgufVG+lIj75StqDahhIvesohB+gESJ79qfFPhuljgP9LjV41Y0RVP1qN5SKEuPk+Ljto6aLP5iYqhLb1wcnoic4iS5wRLgHVVNgU2aL+lXzGRdnFuJ/kNncQhFklNgyjHjpsWP7bykz8f9Ud55smO79JBI5xobvrgAru7Bs2TtDgZ5oSHUEMoWgwaDhb5IbDL2t0aRykilHWVHWWMA4FQbUp9cTMZGG3cKKdnZ4Hu+4KVRA3lJnaarmOaNbPHQGuHHboQS39a9yd0sX9ugVlatMLGso8g2oaVTXN8kFt6oqHVRa6KtqQUGC2GzENt5DDmWJ3AywAyvP6bxgO2DKm0qbZwoJ8oBg2DXZxnJ8TTQoCBKIYzZevQj9SPVBoM7BsF2yVO+fNJeKA/SzQO+J2NQW0RWdzpRnahgDOJ8zhcdhAdhCBVCdcQg4v2QiTbRoVQoRdyI+HbotZTXUjpTnak19BpaxLdHe+g9dBeqC0X8EvAJAHcD/HBsmXf4o+X0cjqMCqOI34I91UiuZoaDJtNRwA3hmP4n43sPqgfVDYPgAi7jXGRI+NNmhLA05RhBagrz3Yh+iKi2ACBDsjMQ48gfBpPweCYs70n1pMIxCL5sXoN9OcuJlibiSLDz4uhonTF8ZyD556VkUBCarp2ujaKiKBIBAKZ9Q8JNA0TLFrkqwCMvJvLuAW+EnyhHFb57SMjdrOJ0QITxrQ+GSAwCflxhQ8XBEUfB6AfZDzKyJdkLAwAXxuDM44YWYwG2QAiwyE5XHBB+otuq8N2rJbmbhdSRYzjsR/WjemMQ8BedxK7byDPuMagTsmft2UHUIKo/BsHmoZ0kS7giy8GB3u7HoBD0o/pH9WBqMDUQg+VYhrJJ3EPRbqfdTkOpoVQ8hgZqvomdzqitXVu7kdRIitizTIo9m9jpgtZL10tHUaOoYRgEOy0HNLEThnpgGEeNo8ZgEOy89TW2k/dampGvEIrUlCAyxHRFhLttPDWeSsAg2O2znGSGRqxrxNduHH2WQqVQMzFYmuL4JiGHc8MiYYachUGw84+WTex0R4RNcy41l3oXg9hAIji3aVQaRRgqBfwnB5u47YEuTbk0ZQHFAwC9A2Fj88jaPseddsExEmT5eE89HfLPXe753SGnTIN6opIWJS2WUEuoRRhwLkxs4rfGrhAi8lrSXo3vRY7kbla3ItE77d5pt4paReVhwEOWD27ffGVpqKFghM9Jjw0ACb8f49iRZ5t6CPe8KoZR6D32PXYttZZagwGAsV80iWHwfITws3aKGt9rxpC7Wfx6IXLGfiO1kSKeCPgFUXgUcPFv6BuVinObH09GZJLJHXVDvVFbui19hjpDHcMguNIyOGlRuX2X9M3r48XtnAFhcanRiWiQww9n/mUXGdQHlduW256nzlPEKwDe3khGHzN3IkWYtpkrgJvVKN2wN5nIpLgDCD/nB2jwfSaI3M0SE40iJBGSq9RV6gIGsSL1RWSv71vqW+oiBgseMqgftzLwHfUddQmD6CAGHexysMs1igcRH4seSx9LSb90GYOAz3HC6d7En+KTwxEM6o+e2j+1f0A9oO5gAODxm9iCC0fHzfNkIvvuOhUGEfe+qKHwfVqjwffLlwgHoPXJFL4fY0igE2gAfkhsOuui7kpC+9tLQ6/kSrr6Zi18NCEuONGmsn+2U1fH8eHBIbMkh3yiXZ8cYdqrut53n7coYpyP93i30sJD48sV0X7ZQ3JX+livnueW3jGKUdFnaCc0GNL5KMLPD1WGRtjddhpGpSL0PxBGPuImS3XUHY3WzTq9MCTARu8R6BPU2eFm8Z5160K3r3yEJ6gsQjQdKCW/ggxWRP9pB0bt8noKQQiVeF4EKQqyiMJppCmKkjJyiNhV1oxSKmEkNEtJWDlD/Sr9C07+POH7/5dXQ2uH4PJ3uK6+RHjAKy7CbC5UBTkk6x4GgAaikyNPjnxOPafqMABwpQ57m+YMhJELt4MZ/XBHOm5AB2kAg/if59s7uZCnbt1HzuR5sX3Z6WSYcItDOnedO/H3VwyCWc/zZFVkIjcNKyHT/R1fTuuXbQUmkvOvqigpg15Dado0rZJW0lIMAGzsTFolZZm4cfGBZqvliLyUb7niWxpG7mZ91iBuW4kcjyTM4ABEpeHJaZpJwtOAUqCKnv5QjhzzsXenCwHCT5tIN3y7K8ndzLPBaJZsliyUDqUDMQj4reU4Zi58ZuG8yotmUDyaL50v7UX3osMxCPZq2hG6JdzMW8R9NrH5OlrPrGd6073pHhgEm+F0wwRa9zKKRkFcDkHdfbr7xNKxdB8Mgst+fS2dVwnn/VBMH7RBb9Jv0hMwAODUnVDBLo3GDW4OHHn0KED4eXOkB74n+JK7WdKHoVKHUocUOoWehUHAD4ni5rw8ffzCbL8R/URmzcPRSP+R/rPp2XQqBrHTH4E6SjtKF9OL6QUYRPxIZN3CusU6eh19BIOIH4U+gh/B4/Rx+igGET+aw5+gT9DHMIj4MWh9+Prwk/RJ2pVxZUR8AiJszl/RX9HELwH/9GETyikRkYI+jYH4K9i5zi8lhDdKb6O8RG+gN3zf8D2DO+KvMVhoosvcQkL4C5lkFB2ORYSMu0BfoCswCA4zAy3EboOC1t9bflIK+wPjEOEdv0nfpK9hEPwZeodEAIrL4SWWYMcjOwc7h1v0Lfo6BsF62NiNtjoN2edwSsdU4QR0+HAVXUXfw2Bpwomc6A3+7DmmIF0YNBG5UW64w5YyNAbBnt0VbC9ezNJJ6BvlN0oZI2Nwd87gucjnjae+gB90PcMUCD+yeG98S4LJ3aw+JqGZ7Wa2UzJKwkOMvUkekGGhJgTCLvKOfhmFyEs5yxvfinhyN/PmTVTmXOZsxVgxhMsBALU9bJAowlVdEptuTu9CRF5W2d74VieTu5lHk5F+lZXejrFjyAlPAb+M8+3/4+49wKOq3nbvvVedmUwyKSQkhNARGFpClQ4SkN4EEaWDgkhvKkUCCNINHQQhlCidIE16EOm9g7QAAtIkgihNOOveM5k1jP/3O+/5znd957pO7j0J/J611i4zs+t67pXbasyJle9O3HnD3FE8iocreUtVcLx2xkF6WIWy8+w8Qslb6LDxeqGexN00Q7rVvp9nU/KWEmten18vMmNGLI/laMxbpLz1+MGeyrJW0rPJSW+ywlxh5uf5eV4l/TXpQyKUkIuTT0nzvtbXrSAvyFFH837WrfY3+BscdTTvT9AlqBAvxFFH8wHkuPO4E9dEiGk+kNwyb5m4IYWY5p+S6+Z1sygvyosoaf4Zme+Y7yjGi3HENP/cOgctwUtwxDQfZPGSvCQvrqT5YILhJeJ5PEcdzYeQp+ZTM4EncNTRfKj1NK4UL8VRR/MvyG5zt1mal+aoo/kw8sB8YJbhZTjqaJ5kbc+yvCxHHc2Hk99y/ZarHPdI8xFkiWOJowKvwCsqaT6SjB0L3xf4v2j6JRntGO2oyWvyGkqajyJFShYpmcgTOXxhNB9Negf3Dq7Fa3HU0fwrcjDkYEht7pHmY4g7yB1Ul9flbytpPpbcdd911+P1eH0lzceR2R/P/rgRb8TbKGk+nqxzrXO15+15OyXNJ5CgnEE5O3OPNJ9Icoqc4kP+IYd/jeaTyDRzmtmFd+EfKWn+NVltW237mH/MEdM8mYSGhYZ14x5pPtl6htmD9+CfKGk+hbROaJ3Qk/fkfZU0n0riKsZVHMAH8KFKmk8jjvyO/Ek8iSOvQ/Pp6hDTgcBP5wslzWeQgsEFg8dyjzSfSb7I9UWuZJ7MpygZxps11eGBbjqy6QhPXLrxULpJrN8pUVRNi6Pi1PTvEzNc+Mwi7dvDRgd2Orr52eRJ6SelU3gKn6ek+TfEZtrMhXwhR0zzOWSga6BrMV/MlylpPtey9flOCTHDeFXfJHHe/fMxA6ldiSHBjKjXd1WKq2lxHKaAXeq3ZGPyxuSVfCVfraQbn0fCZbiEF88aJc3nk5XRK6N/5D/yXUqG8flMNU/rXp86QGGWcpttg/xMLGvvnkT8/t07qF1m1Lgzidav0dl7/NnR+vXfOhPPY6+DNbN+2jnsJIXUbVK3ySbukWGEDvaseMYfBL1NR8WpC8rqfHO9xsTz52EUtaZCavoPb5Q6f15A9ov9Yg/3SK/tQrKo1KJS+/l+flFJ80VkkG2Q7Qg/wg8pab6YlLaXtqOfAqR5KsGdiWv8Gr+qpPl3xD2au3/lv3LEvDzozt0CKvY9ce9j7hv8Br+u5I19FmTFlhC3oO6b/CZHXW/sN9O0gkuJ+/087lv8Fkdlb/CVsGLLiHu4dP/Gf+Oo7I393dtTcTlxv2tz3+a3OSp7g3nXWbEVxL2auu/wOxyVvbGOC6zYSuKewt13+V2Out7Y/IZWbBVxNxLue/weR11v7Ms/rdhq4n5iuu/z+xx1sw7UwZ6FSSPuStz9O/+do7I3mOJZ/TXE3Ye5H/AHHJW9sSr5rdgPxF3W6c7kmRx1vbHsnoVZS9xO5v6D/8FRN+s6r5wVW0fcm4X7IX/IUdcbO7rDiq0n7jOmGwZRqOuNORt7FnSD2qTE/Sf/k6OyN7j2Fyu2kUyPmR4DpyjE9fv+I1my5Al/wuEjpekmsjpsddgz7pE6T+ZZ3y3v13lSaF6T4NezSyUxHcYU8IXeTFLtqfZ/uEeG0b+o2nlZV2I8cdyPYUS9/nlcEtMNTAG1t5CRoSNDDWEIU5hCL9pW4hAOiyFmGM2+wjfO9H7vrYVrPUBdTgzgZlS8moyXJdUU0Pg2UspWygafGkg3vp3kCckTIoUUXEnzHeQle8lswgabHT+eTtwvgtxYIMS8fPlIz9uxk4w1x5ow4YIZl670EzlR/UR1l3CJWCXNd5EtBbYUyCayiXAlzX8mzZrBsitOSdPdJDkZhl0w7tJ0D0EffBh2wbhL873kjuOOo5DwSF1fh/n20Hg0iq32zO4i6lWodgKmcpgCtto+8tln8PwqoqSb3k9SU4uL4qKoko9ycoDUrw8jMIR04YPkyBHYgMEOTNNDpElYk7AywiPND5MMM8MsK8oK2IRpfoSUcZZxwjYMMc2Pkn1B+4LeFG+KckqaHyN798JMDKZimh4nMIGpIjxSl7eR2CRZp8meY8ivjSRRryp/JWC6iSlgo5wgW7bAkKyakm77JBk0CHZksCXT9JQ6CsOMDKZkmp4mnTvDigyWZJqeIR06wIgMhmSaniVWSoxoLGBIpvk5ct5x3tFMNBNNlLx8mOfRqct3FXgM60TOE3R8hGkZyus2fiHoQQ7TMmSYaH6BYOxHmJPhQlPzi6RRI1iTwaJM00vkgPOAs71oL9oqaX6ZFCtUrFAH0UHAukzzK2SjudGElRlimmeQNeYaE9fssC7T/Cpp0ADGZDAo0/QaOXQItmSwJ9P0OvnxR5iMwWxM01/VBxYWY7Aa0/QGiY+IjxgkBglYjWl+k2wL2xY2RHik+S1iRBgRw8QwMUJJ899IXI24GqPEKPGVkua3Sa+IXhHjxDgxRknzO+Re2L2w8WK8GKuk+V2SFpYWNkFMEKij+T0SHx4fPlFMFJOUNL9PYmksnSqmislKmv9OHuR4kGOamCa+UdL8AckXnS/6W/GtmK+keSZJzZOaZ6FYKL5T0vwPkj1P9jxLxVKxQknzhyQxIjFitVgtflDS/BF55XjlWC880vxPEmIPsW8QG8Q6Jc0fk6SwpDA8ukJM878IbLc2CY80/5scK3Ss0FaxVWxX0vwJWRy1OGqn2Cl2KGn+lOzJvif7T+Inka6k+TMyN2JuxC6xS/yspPlz8kbBNwruFXvFHiXNX5APS39YGidp+5Q0/4f8EvlL5EFxUCCm+UsyIG5A3CFxSBxQ0vwVqZ63et7D4rBAHc0Nih39EXFEoI7mJt1Uc1PNo+KoQB3NCd0fvj/8mDgmENOc0v6V+1c+IU6I80qaM7onz548F8VF8YuS5pw+Fo/FJaULSpoL2i9bv2yXxWWBOppLiivgK+KKuKakuY02dzV3/SZ+E7Dg09xOa0XXiob1Hiz4NHfQ8eNhsAejPU2DaJs2sMuDbZ6mTooOyk/FU/G3kubBdJR9lP2Z8EjzEEqUYKP3QklzF/26xNclDGnIl+KlHw+luSNyR5jSI83D6LJlMN2jSpqGU+TuSfWDe1uaR1AYatqkR5pno3OUnNIpYcqneSTFLYVgGSztSn6H0CjamDVmcO9zKPkFstM0e5rdJV0SremWoulGdaIHG8BQJc1jaNvYtrHRMlrmUNI8B0XKNBjs/TSPpVjEOBkncylpnpPiHi1YTiXN42gNZw0n7AFzK2mei6ayVFZAFpCwCdQ8N61fH6aBBZU0zUM//BAWgLAC1DQvTU6G0V+8UhY1OclHmfqB019pJV08P0WnozelR5oXoOjkUklWkhWUNC9IC9sK2+Ash5jmb9CuSnAMREzzQvSm66YLzoB4OKp5YXrOcc5RR9aRdZU0L0JLOko6GsgGsp6S5m461ZxqwjEQMc2LUtxhaCI90rwYPc/P8+ayuWympHlxuse1x/WufFe2VNK8BEVWMxwD4RyoeUk6NufYnMgsgUOg5vF0dOnRpTvKjhIxzRNoTFRMVCfZSXZQ0rwUvV/kfpHOsrNEHc1L09iQ2JAP5YcSMc3L0JwFcxaEUy5impel71d/v3pX2VV+pKR5OSrLyDIfy48l6mhenk4oMKFAN9lNoo7mb9J27nbuT+QnEnU0r0BLRJeI7i67S9TRvCIdZh9m7yF7SNTRvBLNkzdP3p6yp0QdzSvTlMiUyF6yl0QdzavQSaUmleote0vU0bwqfRz6OLSP9EjzahQ3XPvL/rKvkubV6ZECRwrAsbGfkuY16JrgNcED5UCJOpq/Ra8pfSY/k4hpXpPWDq8d/rn8XMLpUfNEynKxXIOkR5rXotidDpVD5RAlzWvTaXKaHKaEmOZv04yIjIgkmSTHKGleh+J+6Hg5Xo5V0rwuxX2BCXKCREzzevRE9InoSXKSnKikeX366BH8JuE7qWkDevs23CbhOqlpQzppEjwl4S2paSOKyy54SsJbUvPGtFq1BXKBXKqkaRMaQkLIIrlIpipp3pT+GPtj7Aq5Qi5T0rwZ3WHbYVspV8r1Spq/Q+cVmFfgR+mR5s1p8YjiEVvkFrlVSfMW9CMlOFzCJVrzd62eLT9LjzRvSZFyAIfLPUqav0fnzYO/JXwuNW1l7V2OyCMSlziav0/d58Pc8L1EzMvDuobHqtgH1F3X5T4uj8ujSt5Y/FMr1poiJRy+mPDH1O21oVVtVW1npEeat6V4dHhWnpXwzdS8Hb3qvOo8Lz3SvD0tnaN0jovyosxQ0rwDPWc7Z7skL8lflDTvSF/YXtguy8sSMc070XdC3gm5IW/I35Q070yvmldN+HHeUdL8Q4pR7uHHCV9OzT+iYRFhEX9IjzTvQpNIEoFP5yMlzbvS8mXKl/lbeqT5x7RzUOegZ9IjzbtRV6wr9h/5j3yupPkndFvottCX0iPNu9PbSq/kK4k6mvegXzf4uoFpM/HU3KZ5T9rK3sruPQPx471ou3ZwDYV7qKa9KVzBQ2wead6H7iV7CdxEQ5U070v370c/J3iKatqPdukCJ1E4imran8L7Ak6icBTVfABNT4ePKPxENR1IcXEIH1H4iWr+Kc3/sammCvYK9iZKhnGn/YHwaIk74UUq88S50X0+HfFl/lO1l3QI7z3g533LSbfKn1UZsWT4zbxPJh083H/+uVJ1xYWfpxjkv13yYYG8nnGOI8JWxDgIC/x/SsEub9nq7Mw5IqMY6WD7ubc71PwPyFqF/39/4UI/Ojp6Okl2REeb0QsKGIUNhhvWS21G1hgTno4hL18Nc5gGI5/RUqWEqkS6pXPyOf6TdZ71WS11qjXIn2w6wsngQDAkEAwNBF8EgmGBIMkfqPeUDA8sMSIQjAwEXwaCUYFgdCD4KhCMCQRjNXhjISfjAuPjA8GEQDAxEEwKBF8HguRAMDkQTAkEU/2A5xERmRZYZnogmBEIZgKEtm1oGG0bQpzMsoj9iGHYj0CczAaJvv/8VKphnEqFOPnGy0ZkGMaIDIiTOXTVqoYNq1XLmoEgc+k3rm9co0cPH24YH96FQ0hu9GROMQzbMaNCp8OfnW9g5DQuTpeGSOy9mhD1emWOHjN6zPCk4UmiwO0ec9f39f4xDDI+zrQ8P82q5FuKuxjj1I+e2Ty61FxqTpw4apSX7a6OObriPQ56RqaRnJyZYcSUWFl9afTKXP9UU4e7ajNGSUAPEGQ+7c6780mTRo/2tvH2HK/VmvGZzwgUSQa2oCDn5Clxzg4LTn9Wdrinh4aof7X+VUFSaGFRWEyevHSpXrYFtD1pT6ZPnzhRFJjdY+5Kt2HcHuO1AMot4r0JsEkY6MkV7Jg8JSGm/4ASJ5sQs2qRvWuLE2tUslYtWrUQZCGdbptumzlz8mTDKNfcMsmpXNlq4FhSZkp6cqbXWXH4jJjU9admn1YV4+tOqDtBJDreL0PUa+bsmbMnJ09O9t+DRFcli+gWsUXMmTNliihwcI+9Q2vD6F3H9Hj5laYZfxB0WE/JNDZFBrfo8WHMnZwemzbngpKCLKaxJJbMnz91qrV2bQoaxrtRlpFktUyrS0MyzHA+iCBxz43MFTMdx4y454Kk0pVsJVu4cOZMEf+q4cawIYZxdJhZ6Imq9iJjC89INm50iluZXuhJoSeCfEeRGJSaOneud5Hzw93i1VG0r97AtAz13hoJ42tEXf0edpvnp35bcvZpp5F+6paa24LDgnxPX7FX7Pvvv/1WvytL6F3zrrl+/YoVWWZNUeYXDUxBltJ9cfviNmw4fNgwvq9pbWSXVJ/d6KyeVUnpePiQnJXqzZ+O+m5n3vWnPj4gEptUfDcnJdbvDXtPqunwjkNq+tdeW+2PTbKMIh9n48bVq700n91aLU+OIywM0tIy0qz+8wm/wfewxcxRgwwnpb89tas3I7Xw4ZyCLKdwqP/xx3XrRIGxavPnN4wuUzz+ftYN/7R0wxxz/0WHMKfxY+0fawuygqJv1aZNaWneuZbrpQrvtToEBR0zYpIuFUl3jfmDq3W8VESQlbRySOWQLVvWrNGbbhU9YB4wt29fv97LGuDL1sLuyu3pnB08eUpsNxKZYOT+/ecgIzgyQZDVFJdwO3Zs2OBbzOIbrMVUH6RMo8p07x9B0ihMzHbt2r7d23idada+QzWdYrjSMoz7/W9/Dj/FjNwef0XLXFGQNXSS0u7dW7ZYn8PDbxnGmVqmx9CxWny/J9abl4Q+McnphiPT2qxL6yJfI+x0q/7qi9LviZXBoUJZUJAfaFB4UPi+fXv3GkZp0/osHM3ya0pPSklKQnZPQsz5rQMSUsXum3Ci/eE0Sckw/vhTLVNikx/nEPXad3jf4b179u7xfv19ewGzVQv15VtLnzmeOfbv37nTu8I9snuMXK3UtzQjOHqGIOtoOAtnBw6kp4sCm3rMzfuxYZyuZNY8oQpGGml3HWo3Znxcs0gtv38Ksp7C0eT48X37fBt9XCvT2uowEFWf390DXPiHIBvUpdjp00eP6jd5I8VQHmfPnjyp2Y+0Y8crV86f12QT3ejc6Lx27cIFUQzufAP2eMwDB+wZsEeQzdTdnLtv3Lh8WW2wZdibCrKFuoO5++bNK1e8rQx+w+Jbqbsld9+6lZHh5eOneR2rUozZdQXZZsV/++3qVW98Zg3TqridunNw9+3b1655Axc+tfgO6o7i7jt3rl/38k/2WzydukO5++7dX3/1csvSTwV20t697927dcvnMyjIT7QJb8ITzAQTxnZZx7z38gmyi6allTJLmcWVPEdM0J/pZnOzWU0Jj1GyjpuI7KaHzEOWEXkVJd9H4HhRz4HAWdrlSZdJzkiycmYSYkbmJy1m5p1SP5xML5buNFzqgwVLOoXX5lRIkD20QmSFSPiJwXbO1+SdVqbVpqdDWYfPnZ5jx1567K1jb9Ux61gL4TnsY8H2UVgCwngNMe8mST+FhRpmVI6nWb3lDBgxh0yewpuuPzW9Ul2XIPvpxMiJkbB8q6ekPxMH6DbbNhueTcISThRY2mPu2GKGcd1hekzIsKdJ7WfEh7cKbyXIQYp+JzC/ghuZ8CzUIfoueZfMN+eb15S8hjKCHKatXa1d6My2UEnEPze3N2xrGHukOX9ruzzzt87fKsgR2s3WzYb0l0VKvjLP5291P9rZPKZm9PaH3HIGu79C/0uQo3Rs0NigK+YV8xcl3xyP0Vvylrxh3jDRNc2Hj9O2rC1DLzaEfPgE3VNpT6XfzN9MRhjx4ZO0jK2M7Y55x4RFTtaGihTkFEUHskfmIxPBrIBdkNMUeS+SSJJdydfQGfpGtTeq4XgLUx1R4MfIxScN49Nri0/aSPPQ6KDFJxef/PTaXd9fVZG6XOgljTpZ5XfVhwkPyghyjv4Z92dceVKewOzEMIZ1xGPER5fXsbQUo0rI7Dbxy5YuWyoSZ48sUo0R6/fvtnxqqnVnVn68rLf3dPPX/6hd27Kl0dEDbeQ8PX68IqlI4D6ctX5VLKecSHdd49VVmfW40pFh7J7ao7Agv9BPgj4Jgq8Llspbp8Zb1tNNdRD2nYepE6XlDdSmuUCfKCFJq4qSt7zZz3JqMWu0rNFSkIvW8QouOFWVvEWuT7WKVMt04vOYlJaeacTkqJmdFJn1eV/1eYcJhCCX6C3HLUciSbSywPRH/DJt1tBUUxPikY5coc+XPF/SlDQl8FjRPIPa1c875B0C3xfNr9JOTTs1bU6aE9TxckGu0XFFxhVpQVqQZko+fJ32KtOrDL4baMmHf6VxZeLKtCQtCRry4Rv0YqGLhd4j7xE05MM36cbojdGtSCuChnz4Fj1R5USV98n7BA358G+03JRyUz4gHxDU8OHbtLyzvLMNaUNQw4fv0BuDbgxqS9oShHz4Lh1fYXwF9IdDyIfv0ZBGIY06ko6knZIP36eZcZlxnUgnghNnH/6d3q5+u3pn0tnqWOfDD6jIIXLAXQYN+XAmTciTkOcj8hFBQz78B93+1favupAupJuSDz+kRSOKRsBnBu1nnY9ZXepf0fh4vRPEyJ+Tpwx4NvwfnFzHb//FfswY/o8gjygedfYkPcknSr52/6QYEKoX6UW6K/nwY+uMtrcS7G18+C+aIlIE7GrQkA//bZ329yV9CRry4Sf0UddHXfsRj3z4KZ0bPjf8U/Ip6a/kw8/ohMgJkZ+Tz8lAJR9+TguEFggdRAYR1PDhF1S8Id4YTAYTjN3ow//Qws7CTph9oSEffkntJewlhpKhBA358CuKNN0vyBcEDfmwwbbX2V5nGBlG0JAPm2xQ6KBQ3HNDQz5MGHpBDCfDCRryYcoOFzhcYAQZQdCQDzM2m86mI8lIgoZ8mDMsL2yY0JAPC4bn/XABQkM+LNmlmEsx8PtBQz5sY/my5cs2g8wgcKrx4jFD0Knc9O7G1GWhIHaGwwicZ2CE4y13a7Gv+3ZwQrNoVW/MEEEcTF1Y2WeRWQTNqqtpG1o75PUUScbJ/4DO9jiRuOC5m6jXrI8caprxLqbXrifUZXEQW22uNueQOQTt6T2Mk62KXRU7l8wl8TSeah7MzkacjVhMFhNYx2gewuaHzg+FoQ2MbUSBpz3mDmikLs+6mFbueWmcEaSkG9Nbdhhr0AdzH8wVxMXQSQv+K2jO29RQO9ZFOq0zOHSymd5y/Xy1ib4Z/c1oQUJZ795pJI0sVdLzDmNf2r60wWQEhi5evugDn89KsrVBBAlnvUN7h24gGwjGmdT1I9hD86GJB6No27p7UOt9w/ir4KR1p6OPIjnyWJJRodRTe7oxad2kdYJkY/mVYDqCvG9vQ48LqhluHcGTjOntBIlkpSJLRW4lWwn8SfS8otif5E+yTQkxwxgL65tqIZ5PgjqYlBCJQy+bRL22OYLUtPV3h5oCrryzs5zBOYNhYAKTFsP42YFdzoukXThLSstMsa4yncF2+PKkOp6bJHXj+rpN4z5fgZ1R/JGRNMX48G2ROHVONFGv7S8davrxMqaAGUWz+DrxdfaRfeQWurMYjvpqHdWVtpFawRCJKwZvrz70CfvcIL5/JQdtbxpt/ToS9MnHeAVcxb5+PRsd7eQkhv1h/mEeIAfILiVvrNlPSN9QqwPb4D4yLG+rboLkYFEkihxSgoGLt2TqeHxijlJvcpqRZnm+TGUktXCLmcYhw4Bz++yF6qsYy0rQEvQwOUx2K3mrZ75jpZ2P2SFwmRemrhlyMiQYnCAnCIpaV067OxlGm4qmZU8Bx5Jko+yIHuNclnlJ2RGCxLHqpDo5qXRQyVelS2VfFcOZkqaK8sejCr0yPP+3/itILjbZnGyeJ+cJZuldqnDH6eiXs9kxY00PQXKzoUoXyAVySkl/lvKwkydxRIBhi6Z52Ua6kV4hVwhqePmdqmbW1yHLF0WQfOwv21+234lHuoX8rH37P8gf5LaSpgUY9m2PlRDTvCAbbB9sf0KeWDHN32DDncOdL4lHXm48RdIKvlHG4cmCFGKHgg8FwwDkqVLWF2k73pFqVlayJ7/J+Lit5bXx1HgqSGHWt69JTfqcPPebWxFWokaJGpxyiphhLN3mP6PENtWOmwS/eKxTTSbFFPBhd7PZttk2dOFABwHddFHmiFOiDmpX0rwYQx94eH0EKWlenJUwS5hw1ghT0rwEy8yEhwbcP3w7yLCa1v4RXhuW6WGLKL9/ClKS4f5ELiWkgllXa5FvG0btsmaRSSOj93ryeqqnF5lUZJIg8Qw5DjBDS1DSM05g35jfmDDVKKWkeSl22H7YXoVWoTDL0Lw0O+A64IKVBcwyNC/DLtku2WBOAXMML0/cOi+bdXWWYQxXJ+Jl2bGpRE0wip6vpM7C3/XLUxKJP4xyDP/TPjVoVc2xhccVSyXjQjYV2Bv9s+1ZyNliF/uN738z15Xg86ELn5m7npm2mCrO+LAjn49vvY7vzLW5NvnfqZwUnBA9tVRCwuSEsCULwiK2HmBITia5RFSu/4fQ9pCqb76ZkBARE7Gg6IKw0tvvxKsY+5/H/svd3v/hX4bna2j8x2HJ9Y9TFSpAyjEYBMLqo4aS/iCUZ+vMdSbMO+BW4uXt4HJnh+tIiNlTkDcZrqbr0XoU1iS6bgWGB6qw84CNiHXneOxUw+hby7LZaMGPYvwDIzndaBW8qWo6XTeJphubqgpS0cq4bEwbU7Tpq/fnU6veK1dpDD2U7r1Vl+x3o+5kPXXgKn0It+mSDS8QpBLLbeY236Xv0qZK3sWrdWGkz4bO5/EnSGUG61a4fcBhxLpaPZxgGHumWu4h1dTyqgPuSlFZLas6ylRhSHHBs/sOSlkHKWrl+grLlCXTGG4TpCor5S7l7kV70T5K3nI5umA/XVoVSzOOjxKkGvsz6M+g3rQ37abkLfTNM1UGlqP3sxkUfwWpziIcEQ40hAYN41R3tSa7qnnSo5PUERED4lj3na+lFi7LrQFobqarbzHuCmeoWGrhNtbwNiLxu3NRRL36nAxWU68tmAJ2lDUYOkP2pX1pdyUvn7dGzfFR1nh1aelpyUaeIh3bpK5pjEcRL468OCLIW+xB9IPofrQf/UTJW7H+sNPR05eRYUmmJ4/VtW1gTJyRZM5bM2+NIDVZiBlifkG/oPA98VY5zwRJZHvj9saNpCMpDEv056sWOy1Oi1F0FE1S8vI1D9TWt1xAjAxjd4IgtRl61I2mo+lwJV37bbbAXGCOp+MpYprXYSyIBSXTZPq1kmFMGIr3KettSvz0FxtRr+T6IWr6uhKmgG1Wl9Wz17Oj58YUJd1wPfbQ9tAGM5GpSprXZ40bozPgTCVNG7DHMY9jvqUeefntoiOjj1om/UkpmRjQ7p316XWHC9KQPTefm4voIpqipBtpZK3jYrqYLlDSvDG7ZF4yU2kqXaikeROGxEWYy6EtzZuySBJJvqffU7SleTMWlS0q2xK6hC5T0vwdhs/nKqWVSpo3Z+/0f6f/GrqG9mF9mOYtWBFahG5X2qzk5QPP4pbOoWFJuT1pz+kYNM5ypESu8+6+O/PCrkuQd1nHWx1v7aa76X0lwyg50S9/WSTmHLogY0+BqtVnxRcsfPvtCQfS/yjYLehLSv4LPs6VLaxW2B9hzPePX1y5JkeHLSiUjRCn/7//t3fR3ofzfntiRloyjIEC65d0JW+xwgtHRj+CW1eyMbbG+lOCvMeQ17CX7qU7lbylclUYGX15nTqRxPlzK9bY3ti+j+6jMMTzlpiP7HVfkffZbftt+xF6hO5XMgx7c1NtOPXFzvKIUS8YxIjECec5Ua8j1Vxq2p8fU8Bn/gPWrh2MYQ4p6be1Ncvmyua6Qq/Qs0qat2HweUJ2JQxlNG/L0IX7Or1OYSijeTtWv2r9qjfoDfqbkmFUWaZXI3Hwj3ePVCDW7wMuqqZjrqFq+g+XIANtpD3DY2C0clXJG+kcpjaL8eJVtWdLON6TDOtUtFV7QTow5DTcpXcpZq4XqCObFDEp4k/6J32gpHknBluUx/Qx/V0pi3NBOrOQciHl/qJ/0T+UdIUPGXqJwh0jU8nLy4+1bL3irZPiINxXcvWrT4rMKvuR0Tsez7RcZT8S5CMG23nc24SBjW6yC3MFuYKe0WcUy6d5V7Yw78K8z+lziuXT/GO2NWZrzAv6gmLxNO/G/sj5R85X9BV9quTl5943vSfbmUaLDoJ8wp7YntgMZjAsSNYVyE7LyAyLb5kVtPg6vVraXYc6dnVnkx2THSYzGZbPW7yoy5N3/8rj85OWmWYEZRhx8UubTIzFccpQEYzQBuohgvRgi4IXBaszMIYF9zZUd4KV4fLEO+pfUDqOhHHxl0rW4FY7zifmky0C0AME6cneiXwnEpYFWCZvM8VXYfG9diMevxFBerE6EXUikCGGlfWWfHHEd747MY+z+KriqwTpzZoHNw9GFywsnd6cfdg5JbsSZqd5X/b118EsGD3K/Wg/tiFiQ4SLuVg2Jc37s4r5K+YPY2EsVMnLt+6HnR+cqWEocWmKIAMYOlJGsAgGFxV1ifS7KvHCte+roHQ8EPWcE2S6/J+PJvYwE4h6RSzOoyZna0zW1W3BVO8fwzDr1zPVl30gm1R0UtFoFs3wzNG7EKM6BS7Epww9hWNZLMuupNfhM4bkhFwsF0MTmn/OzrvOu3Kz3Ax1NB/EeijlUYpR8vI+Pa0PzSupTh/8/SODvO/XYBYcEhwC3xfMSDc2xDryFWQFGWak+VDW29Hb8QZ7gyGm+ResSZPCrDDLq6TpMBZuC7cVY8UY3GU0T2JVEqoklGAlmFtJ8+FsZ9DOoASWwFBH8xGspqumqzQrzVBH85Fss22zrSwry1BH8y/ZlbxX8r7J3mSIaT6KTePTeGVWmZVT8nLHDu9XNc16O0az0JjQmCqsCkN9Xfcr5lA/MKuppKT5GNbK1soGa5qqSpqPZd0Ldy9ci9ViMLnRfBzrJXoJGNLUULLO2v8JNYwhHSxLGxy+0o4Zj2WfE5kZv4hjRp8TgoxnvWN6xyCvob6SbmoCw12KZqwZa6Gk+UTWLKhZUGvWmr2rpPkkdj3yemQb1oa9p6T51+zXAr8WaMfaMTyN0zyZdez4CfuEfaik6WR2wbxgwuKmr5LmU1inkp1KDmQD2XAlzaey27dhZ9NfybrIX5rPMJaftoxxVk0n6UaPj2jLWi1rCTKNJTgSHHA+/1RJtzCd/RX1V9QoNopNVtJ8hrUe05WmKGk+k8EeE2PxTVXSfBZD2txMNpNNU9J8Nrt3bzabzRDR9BsWRILIXDaXIab5HBZKQsm37Fv2jZLmcxmS7+axeQyGPJp/y8JJOJnP5jO0pfk8hv61KSyFoS3NVUlzvrmALWBoS/MUts3cZi5kCxna0nyBNd9FbBFDW5ovtN6nxWwxQ1uaL2J4UI0kE7Sl+WLrOex37DuGtjRPZUh9/J59z9CW5t+x2eZscwlbwtCW5t9bW3kpW8rQluZLrOVZxpYxtKX5UhZGwshytpyhLc2XWeVXsBUMbWm+3Fp+dHtCW5qvYPvN/eYqtoqhLc1XWuVXs9UMbWm+ytpuaSyNoS3NV1vl17A1DG1pnsZOm6fNH9gPDG1pvoah3/hatpahLc1/sJZnHVvH0Jbmay2+nq1naEvzddb6bmAbGNrSfL11a2Ej28jQluYbrOXEkyG0pflGa702sU0MbWn+I8PYB5vZZoa2NN/E4NqyhW1haEvzzWyXucvcyrYytKX5FutzuI1tY2hL863Wem1n2xna0nyb1c4OtoOhLc23M4yhkM7SGdrSfAdDh7KdbCdDW5qnMww58xP7iaEtzXda2w2+52hL858Yxm+AMRba0nwXw6BD6LyFtjT/2do+MMZCW5rvZvUj6kccZAfZCSXN97Bge7AdBlaIGcapH0ZG5/aYrLueUsMJR3aReCC3g6jXkSFvqOlgc0wB1wR72ZMnx9lxBjusrDPDwSOjq2W+8j4BsX5Ui5mv4HgsyD6GHhln2BkGIyy9QPvZTHOmeZadZaeUND/AYNeD06rTSpofZN+Z31lj3KEtzQ+xZDPZ/IX9wtCW5odZh8EdBl9gF5jJTa75ESvJ7yK7aJ26ZZ3nnPN511ruSYIcZX0cfRw32U0GIy1vsf76Lny6Z/CReGvYEUGOMdjnwE3rhpK3eP3vrbMZjD/rZxHmaf84ezXs1bC77C57qKQ23KrX7rL2fWlPnzu5x3s7Q67lOEXJ6/89E/FW1+LC8/vXiJYx4WNN75//8qr0P1w4eXqIO8PICfZmkzeb/M3+Zk+VDKN0uPnasvR4vCyzIQ8m3r+/R5RV08OIhgKv/7L1ly5ykrUIaRECX4XnSt4QmeLfODnF0nk6bvtzdNb0lomzhkqpZt0hSLduDAhymr3X470eXP2gsH4/z7CIChEVkKAJry7Nz7K1ax3cwS2fBx89xzDWVDAP5nA18/IY4rWQPoautGawIOet2/ZwELOa8FX/hWFgMxiCoQnNL7Bj5jEzhsdwWIFpfpFNyDchXw6eg8O0S/NL1oc5N8/Ncyppfpn9bP5swtYuTknzK2yuOdeEj1cuJc0zWAMl+GbBn8vLR/TH+9einpn1gNqzpa+y+vXL8/IcjlS6hWusXz/4Tb2ppOl15j7TzV2ZV+bwo/Ly1HfN93Kp4K9sY/DG4Cq8Cq+k5A2+l0uQGwydtKrz6hxBXyDKLFJZkJtstBLMpGBCpWd1i71pvmnCTKqOkua/MfhqNOANOEyoNL/NMBZdY96YI6b5HYbeTui411BJ87tsb/69+ZvyphyZsJrfY2NdY10deUcOcyovv1tAkPtsbYm1JeAyhaAvEGVuOiLI7wzZwF15Vw6LqqzW6grygD1/DkcpOFHpmWQyOBr1UkInc83/sC4devPeVkzzh2yWOcvsx/vxPkqaP2IpA1IGDOQD+WAlzf9kFZ0VncP4MD5ESfPHDHcpR/ARHE5UhhFrZrlKicSjIZSo14i4YmoazjEF7OP/YmWyl8kOX6svlXSrfzPctRzNR/ORSpo/YfMKzSs0jo/jY5Q0f8pg7DCZT+bwt9L8GevceRafxacrBWzf52y5bbkNFpqzlfzelRfsOrlOYGKFoF/gH4YB1BbxRXy+UkBzL6384VSeyr9X0kvwig0fDoJqmhr81q3lfDlfqqSpyXHbdBVfxRHTnPBlJZaVgJPVCiXNKT+jlKaEOpozfjzueNxavtaKBSwo55vrKfHNfIOSriR448Zb+BYOEyxNJd8gN8ht3CPNbfwz8ZnYyXdy7FQ1t/Nly37mP/OflDR18P379/K9fLeSpkF8lWOV4wA/wGFFpbmTR7JIdpgf5keVNA/mGLIE7KCS5iG8Z0jPkJP8JD+hpLmLr3etd2ETnVbSPJQni2SBFGhI8zCObkSX+CV+QUnzcK4OX2YGz+CXlTSP4JXsleywsUIsYDNn4znNnOZT/pQ/VgoIRvK8Zl7zOX/OUUC3GMUxbPZL/pK/UNI8O1+1iqi36BV/5Uej+dOnOORgfAtNY3htV22XXdiF9fP6jHNw9DoIFsECPkMBwVgOe81QESpQQLeYk+8P3R8aJsIEYprH8X7l+pWLEh5pnou/CH4RnF1kF5FKmufmeNqdQ+QQ0Uqa5+EdO8KKDxFN83J0oMstcgvEAhY1H9+zJ5/IJxAOCOXnv9JfaUFRUKBAQLAAz8xEAs0bSnpWBXlqKhyHEAmo8AYvWrSkKCmKKQWECvEfzB/MUqKUQIGAYGGOB99wDkKBgGARjk7VlUQlgdvwAUE3v327qqgqKivpRSzK0Rm8hqghEAuoUoxPmJAoEgXCAaHiPDHxbfG2QDggVIK3bVtP1BMIB4RK8uTkhqKhQDggFM/RZxLGQCgQEEzguGfcXDQXTZUCgqV4U1dTV0vRUqBAQLA0x/O5D8QH4j2lgGAZHhsLAyCEA0JlObqEdBKdBFyCAoLl+DTnNGdX0VV8pOS3Jy/PS5X6RHwiEAqo8yb/y/zL7Cl6ChQICFbguKTsLXoLFPBrsCLHtXJf0Vcg6BeoxPHweIAYIBAMaK4yxwjF2JGiQECwCj+rNFgMFiigPwlV+dbQraFDxVCBmObVeNfQrqFJIkl8oaR5dQ5nL/gKIaZ5DT5RCWMUDFfS/C1Og2nwaDFajFTSvCbvF9IvBD5E8CPSPBFDH+WBfxB8hDSvxT8I/yAc/kFfK/ltktoc5rTTxXQxRUlXeJtXqVil4gwxQ8B4SPM6PEeZHGVmCo80r8tljIyZI+aIWUqa1+ONbI1s88Q8gZjm9Tk+Wkjtm6ukeQOeKBMlOsbCwEjzhhymMQuU0JbmjXie4DzBi8QiK6Z5Y467cKkiVcDwSPMmHONnwAAJMc2bWvbDy8Qy8b1SFueCNONBEUERy8VygaCu8A4f5BzkTBNpAg5JmjfnU6asFWvFGiVNW/A2bTaLzQIuSJq+y0vkKJFjm9gm8KhM85b8fvD9YLgZIab5e3xP8J5guBnB7UjzVtaxEi5EcDXS/H1ey17LflwcF3Ad0vwD/tL20nZSnBRwF9K8Nd8YsTHilDglUEfzNvyO/Y4dz+fhOqR5W17SWdJ5RpwR55Q0b4fLNX5WnBWoYxgXO+M81NMfViRu6kyIep3dU05Np7/DFHAi2p7DgSlDCa5Fut0O3B5kD7oqrgq4Fmnekbe0tbTBrQiuRZp34kaYEXZdXLfa0rwz/0zpV/GrQFuaf8hrRteMviFuCNTx+5Z8ZB2p74g7AvZHfoEufAPdQO+JewJBv0BXXsOsYT4QDwSCAXuTjzku/h+KhyJTya9WNw6bd9g1IRhQ6xOOnB34I6GAX63ufOXK5+K5gN+HXpke/MOwD8Ngg4RYQFs9efv2RBIJpyRdpReHhyA8jxALqNKbJ5qJJoyM8KMr9eHoRgdbIhgd+S1WX34w+GAwLF7hZxTQWj8OW71sMptEAb9a/Tm+sFEySiLoFxjArzmuOdRORsLuSM9/II+IjIjMJ/PJPEp+FT7lX39dSBaScCkKmPtn1rtTRBaRKOBX53O+aFFRWVQi5IcH8VxmLrOELCERDGhsMMctTLgYoYBfrSH8kO2QDS5GCUp+gaH8yy/LyXLwwfHHX3B8HOFiVF5Jr+EwjnuS1WQ1WUXJr0ISx4MP2BUh6BcYznG9gT3pW0p+gRG8qlnVrC1rSwT9AiM5BuWCwxGeYet5f2kdFeFw9LaS5qM4dnKNZCNZXylgi4zmffo0lU1lYyVd5SuOLtUwM2qh5OWR531XqGQM/8n8yXxfvi/fU/JbuLEcT+DbyDYSwYCZjePwxIHHEJ5Q6tmN58uClgXBiwcePppP4OfoOTpYDpaop/lEjsGLhsvh8gslL9+NIdCsZD1BJvEC9gL2EXKEHKWkK37NTWKSL+WXEuY5midzdMWAac5oJc0ncxybk2WyhEmO32pO4RirHu48k5UCVnMqR27GTDlTokBAcJp1DjtHzpGzlAKC0zkeys2T8yQKBARn8NEFRhdYKBfK75S8QUFm8pvv3XxvsVwsYaCTteyhbwoyi8N1DoXnK+m1ms2PJxxPgAUPamn+DX+S80lOWO0sUfLNYA7vHtY9bJVcJX9Q0sXncvQbWy1Xy+VKmn/Lm8Y2jU2TaRJ1NJ/HS9pK2tbKtRJ1NJ/PO3TAxfI6JU1TOO6zbZKb5EYlzRfwGjXg4oNIFjUFWch37Ngmt0mY/OjCi/ix8GPh6TJdIubl79uj4KkhyGI+w5xhDbuNEr6oIKl88eLdcrfESIi6se/4T/af7PvkPolYYGPfW+/rQXlQokRgdInliQ5Pn0NK3mh4bJTZu7UgSzmGNzklT0kY/wQEl/HBrsGuc/KcRIGA4HLrOANbHhTQi7rCOnu+Iq9I2PlovpK3NlubV+VViZjmq3ipmFIxN+VNCdsezVfzQmYh87a8LZFtqXkah1fdPSXEAhZqDceT3wfygVUgIPgDd5gO86F8KDOVdItrOb6pj5UQC6i0jqNb+BP5RP6lpCut5x3Njibce54qab6Bvx/8frBhM2wv5IvAxjZy2AQTm2WvbtOVfuTTzekmbjpTJc038fPnberHchf20c18wQKnzWmzKwXMYAufONFlc9mClXSFrRwuO+i+gFhAlW08yowyI22RVoGA4Hb+0UfRtmgbwgGhHRxjYcbaYm0oEBBM5ylmipnLlsuGAgHBnRy3sPPa8tpQQC/mT/yfs/+cLW/3yNcRlzX7ptOvNJpvOvJNJ/ZNJ0F28Z/jfo6raK9or6Kk6//MC9kK2SrbK9thE6T5bn7VdtWGsrj3k8XhjyPIHo7z2Kr2qnbU03X2clwoVLNXs1dX8vuy7+NvmG+YgKiUFfCY7Aiyn7eOax33lv0te6KSbu4A/9n2s62mvaa9hpLmB/lqx2oHyqKO5oc4rm1wWo46WXypTe0SD3NXLleu2vbadnQ51VWOcOS6vm1/245qmh+1zpTq2OvYUSeLqz3NMd41V9dcde117QjqCse5raqtagN7A3t9Jc1P8ElBk4Ia2hvaEdP8JC8fUT6ikd0jzU/xv+1/29ElEXU0P80djqz/UQwpLMiZf6Oz3GdMc+6lIOfwX3wiIrthzGJIkPP8NfMaQX6xSh3cY1+qPjfdnNE0R1I3J+nmFORCYNGLgeBS1hx25sOQfZAgl/1L4TnFlcBqGYHgaiC4FgiuB4JfA+dyI7DEzUBwKxD8FtjG7cASd/zBGwsFucsDDIMEuRdY6X4g+D0QPNDg1w7qC5LpV8A+p81PY1cL8oe1bb09yurXMz2TIA912edF1P8fBa7En4FzexwI/goEfweCJ4HgaeBcnvkB71nc86xPAxLXke6+bKkgL7JWo0Uxw1j+HiTIP1mfucgDGL4JEuSlBcf2mNuhGMYfhwR5pWfDs6u1NQQKze4xd1NJw+jTDhLEFL5Cb9YUhGSVQV4Q8oCQCUSFt/VWgzH8LiQIs+D+HnOXvmUYzUdBgvCskmXjDaNre0gQoWdxR/1Xio/Nj81GjapW9UK43pQuIIlNuF+5x4xJSvI5Lo2Pey9ftCR2scixyDF+/FdfeWvUv6r4oXELSKZxeIIkDnHgwNdfjx2btU0lCRLFaXE6Zcr48Zo5BQbbmjZt8WLDKNfEsjfZle55ep6UfMwa5BJpHmvzkuVVSKXSHs8j5EPIxFslTaJe05ZNW7Z40eJFVptZDX9FggWNoBEzZixYoM7MYTBipQYcyzC2VT9tk4lX680g6jVjyYwlC1IWpARUDhGw4p49OzlZL6lLtLC3sK9Y8f33moUKeOht2/bjj15Wvo+1Ct4shAEVJQkTSETdu3fHDl0tXKAj8sGDu3b5vDlm5Da9pibG7f2GJBECTyEOHfrpJ9H5qQt5ZDfWGkbTOUe7oFzkvPlB6WlG3o43YvS/JMkmtti32A8f3rPH166aW6TYu/fkyUOH9PyjBNJWzpw5csTvze7fwpQku9i0KSPj3Dk/Hv654tFigjnBvH//5s0sDxSENrpVKEbgvKKF2cKEEbKvoiQ5RJ4875rvmk2UfF8YBGLFXcddx3vme2YzJd+HH6GcYsIEnDSgQ4vX3CKrT4SRx/otSZxoHt48HF1b8IA8sJT6qeobx1uSXGLIwSEHUXCekqdwehezf9xrNf7jT3Xfv5B9YLz6X/oZFtBY+n8s5dKzMGf8E/Q/XaT/Vz+Zxtjs/2s1ksyk+eobRnKLgrQgRfI45N3SkuQR6BeF5Br0Ssx6Axg2d16By3J0j0JnB997EypJPjF8+CnzlIkuZ76W8gt4RZ8xz5gY9TireJJqqIB4Z8o7U86b5030KfRGbJIUFCu7rux62bxsoo+Ur6E3BN5ijBOBKl7Mmy1TLRUSePxw27xtPlHy1Sgs0iLSIu6Z90x0EvThIqJfrn658CQBI3b5sFu8HfN2zAvzhYmuZT5cVDwOehz0j/mP+UzJh4uJZsWbFX9pvjQNYhAfLi5eBL0IQvdw3ATw4RJicszkGHTt8oyl6sUlRWVSGc8O4V6ehdX3LV68cLxwqKsHgiq+4gli/q75u+zEblXx4VIi/H74fQdx4C6dxqXF0HxD86E7KBry4TKiYNmCZZ3ESTwNeXFZUSO2RmwwCcbg5RqXE3Nqz6kN51zU8OHyooqjigNdSlHDh98UmyttroSekajhwxVE3tx5c6NDqUvJhyuKErlL5MYodGjIhyuJ66HXQ7ORbAQN+XBlMTB8YDhSldCQD1cRYQXDCiKfHA35cFVRKVelXPDPQUM+XM3y14hWQkM+XF1kL5S9UAyJIWjIh2sIPFXJT/KTwkre3V6PXOY/zmhSq44kb4mQ8iHli5AipJiS6DzWAZ+t3SsMYxozx7Uyy+RQv9QkSU3RiDQi8UrFlXxnrvdz3lWH30SBpPk3ldCFwXcy8qHllPNyLL6ltUSDmAYxFUgFAj8dXxG1jLXFtGm1SW1SQ0nv/d+2BpaqS+oSxHzlvw2XpI6YYJ9gh7EMFklXqSvuxd6LbU1aE3jGaF5PnKfnKSxaYAOjeX2xYAGeNqKG7yRLkgYiZ0jOEDwdhvuKLt5Q4IEs7FFgv6J5IwEjBfijfKykeWNx1jxrwsQERil+M2gikL8OGxN4ougKTQVGloN38nQlvwrNBK6f5pF5BPYYusI71v4khaQQ2GNo3lxElI0ou4AsIH8rad5CwKj9e/I9ma/kf8g+N8A8aiV84kCtjtPeP5K8K8aPX0KWEMzE29D1tapcmOmx+cswxjYw6DxrR9xSJAQnBMMRA7P2ll7NrTxSpIepovGeku+JyXQyXU6Wk0VKIlF9mB4X9FhuDLUPtUvSSsydizMSzNrb0LfhUeaW+5K8L3Bj+gfyA0F932kkPhgfiIvmRXMtWUtWKvlOJhFqbWV0bCabCcLWHE/PNAzHm6bllvHIzNjCkwzX6TyHlyYp9LigJG0EzLl3kB0Ehhx6K7YVn376E/mJbFHStJ34KP9H+WHnAEsN3wk15t1e4ORiD9lD0pV0lQ5iYcTCiP1kP0FzXn5ho7dXYaaxcqQkHcWkhEkJeFZzRMkwfj6K8LQVJN1oM04mPrrQZoODWL9nBAWpaW5QJTXpE8WsPOvo6K/spJNAv5Cz5Cz6uRDfNep5JklnASefy0qnlbzLMjJlepQ5bLQkH4q1dC3NIBkE7hDeaHEsyannduP2eIPiryQfCYxcif5NF5WyPgFfmK+tUhdRNrJs5A1yg8AawlvoVnv4y6j1MpxqvUhXARsGWH1cU9Kb7GOB23t3yB2C+pp3E8eOPSQPyW9KWQsfZd5+LsknoqBZ0HxEHpH7SrpGd9G//1/kL5KppGkPkZaGOeMbrWlPge6AL8gLAnMJzXsJpOnhyPeMPPOb7/OukvQW1skCFZZLpq7TR7hMl4mbZ/jRvK8o6CzoxIMndAvVvJ9YvjyYBuNmmx/tL07xUzyUhlK4QXj5eRZl7mmn9hcDRN+ifYvC8wE2I7rWQLGer+fhNJyGKGn+qcAzjOw0O0WLej0OFpLkM4GkDYzXoy5UqOhsquCDuWE1YRhxnoXVDKspyecCmZw5lXCf7T+XGSTayrYyN81NY5R814n4fgwW6NlfmBamGKTXd7WI0BABU3WshVvJMMbVNkdGu4oMcczf/t1q5+2it4vKxE+jBVGvEjucanJ/j8n6fqeu9v4xDPN2UXW9NFSg12g5Wo6WVsq6BsglyReiFWvF4CwACwq/He8wgS7ZiTSRwkVCb7Ak0SW8S3gD2oDWUdJ8uOhk62RrSBvS+kqajxBdI7pGNKFNKGwDNB8pzoSfCW9BW9BmSpp/KT6I+iCqJW1JkYmq+ShRLbha8Pv0fQq/AM1HCwxy8gH9gKKO5l9Ztwvb0rYUdTQfI547nzvb0Xa0jZLmYwVOiDvSjhR1NB8ntufanqsT9Ujz8db3HaOPdFbSfILobu9u/5h+TLsoaT5RwJEKBgIfKnn5/obW/gG5eUlpRnDw8VGSTBIYhw9J/WhcN/C19a3qQXtQNK55suhYvWP1nrQnRU6/5pNFD7OH2Z/2p4hpPkXsNHeag6hHmk+1HgAOpUPpQCXf90qSaQKp50jkR28LXWG6tQWQuo9Kms8QGLPkS/olhWOA5jPFHHOOiedy6JCk+SyBVPgxdAxFHc1nW+2PpWMpjAQ0/0Yg22QCnUBRR/M5IjpPdJ6JdCKFdYDmc60hmnDURR0vv18IG37fV0HGgp5q7/2tmDgRvW3RY1zXnCcqmhXNGXQGRW3N5ws8VYRdGbwes3YakqSIpk3n0rkUNfx2TJ22SrJA7NgBKxZU8t2/VFUWqmt/OAOgmu87u7GnCT+BzGEnVqsmDKdRpFqmxL8lWSQwmMhSupQi518v0mKBFKgVdAVFTPNUta9fTVdTRDT9TkwOnhz8A/3BcgLQ/HsBszUc8NKUNF8iMJbdOrqOoi0vj6qGHZL66KYYdRdLstQ6zVhP11O4COi6ywQG+EDPCsxP8+XCCDFCYJOEOpqvEB/l+SgP3Aa2KWm+UlSvVL0Scua7sW5M81UCLnB4OrtLSfPVoqezp/MAPUB/VtI8TaDP+EF6kMKYQPM1onp09WikyaOO5j+INm2O0qMU+3lN14qfsv2U7Tg9TpGmr/k6gTsqp+gpijno40nPeZKsFyPCR4Sfpqcp2tN1NohnYc/CztAz9JiS5hvFBMcEBxL0MR/NfxQY4QoPvk8oab5JjBuHozJO+TXdLOAGjJ6bF5X0h3WLaJO9Tfab9KY1RI0uv1UMcQ5xYiAL2ACIRHWSuWaMJxVfvdQkyTbRuPE9eo+iUV1xu2iXr10+pN0jpvkOMY6NY0hVf6ikeboombNkTowP9Q/9x3+Hs1PUr+9gDkT83uefBHIMQliIdzxQ39drXkVJdol2tnY2ZF4jj1tX+lnAHhDJ0GjQyx99q777la2U6yKz4mEXKslua4ROpHQHKfnugqsm9ghkCqDfNJK+DaPhm0hCR+1MA5n/h558p87uyn4kE2OGEqJekevyqMnVH5O1+S519v5RR+Ot+9XReK81CBxyppEv7l2qVnVxLDjqdVAr+0m6MarTqE6S7BMpwSnBOVlOhmXQq7ZfwL8XHnhxSpofEOvN9WYRVsRKzPa7gqg1TJKDAtZcSIEuoKQrHRKlzdJmSVaSoaLmh8VXXyFxOV5J0yPCPZu4kZRcRsnLz1xUiy/JUWGYhlmdVWcVlXSdY+K772qymgxpzpoeF02CmgTVY/VYopLmJ6zhJBuxRuxtJd/bgU/HSXVZ1oQ1YaikK5wSA0MGhrzD3mHNlTQ/LdoXa18MrKmSYSy5jeQvj017msdCQCau+eHLIqOTHwcbxPevJWEfqmlh2HyJl/9Fxb8vL6KjzRA7OSOQt9KetWc4o/I7kzor0DelA+vAkB+tF+2ceHHvxT1kOuNpuN/n/7xwm26zO+vOOivpfUhcddXaL4IFs+BerBdDAd3aBTHBOcEJ8xbENL9oDaeK7OZ+Sl5eb7pf/pYkl4T7XeoewoYw5FJ7y4z+7r1cqv5lUTRb0WzwvsNYQX5njldE9pLZS37BvmDDlPQMMwQP5+GjmUeaXxXoHDaejWdjlTS/JpZELYmaxCYxxDS/Lvra+9qTWTJDTPNfRUoKkqwR0fSGGJhzYM5ZbJaVnO23mDeF0+60I28a2dm+APKZJLkl4Kh9lB1lB5R0a78J+BMg+fKQkkhUx+vHVawkyTuD7wyW5LbA7XTkPKKu77kSTtvviLfMt8xL7BJDmqNu8q6QITLkMrvMkOao+T3RLbpb9BV2hSHNUfP7AiOVoR8X0hw1/10sj1sed5V5pPkD0dHW0XaH3WHId9Q8UxQqdI/dY7eUNP1DHIo5FPM7+50hpvlD0Tm2cyw6ND5Q0vyRwNOAx+wx+0NJ8z8F7kQ8YU/YIyXNH4sr2a5kQyoi6mj+l8Clxgv2gqGO5n+L3Dly5zC4wZFpqPkT0cfsY6I3L378dvonNkryVKwNWRvi4i5uV9Lfkx6NJXkmYNykPojcqeRXMSRGfYmeC9zBiOARPFRJz+6FgFc40vmilTT/R7Q325tI50MaoOYvRTFHMUc+no8jDdDvU/dKwOW5OC/O3Up+AUMOGIA0vTJKAR9GU6JrANLxcK0WECQSmW/IrktU0ktAZV+zr4lsuXpKXo77kkzCy74Zb8YbKekKXC5wLHC8w9/h2F1pLuQnJT8p2YK34K2UNJcSDwtwd661kt8MbBJ3JzvwDrytkl/ALmFqjFw5HDh9AXRRk8Qhu3RBWlxPJT2TIAmni/68P0c6XUAVpxwWPiz8U/4pRwFdKVhejrgc8Tn/nCOmeYjE+Qdy6QYpae6Su3Yh5y1JSdNQiRTEr5SQaRcw6zDZu/cUPoV/raSrhFvjjsPXA2lxviOsJBEStzuX8CV8oZI3EB6L1l7VVx+7bPLUKeSlfaekm4uU8A5F/hlqBixBlGwU3igcCYgrlQKC2WW5clv5Vr5R6bW5hQ7GI0HZvv12vp0j9UzPLUa6ewe5kVqGml5ur4NxxiXJISdNQn7ZDiVdJVZiAARkmCEr7bUZfT5TkpwSjxH28X0c6WkBixgnMUgrsspQQLeZS+JS+xg/xpGlFlApt/z00+P8OD+ipKvkkUuX4tYPIprmlXv2IJ0DEU3zyVmzfuG/WIkemuaX7n3B7ov8Ij+n5OUT4+8WULECsqatpg1paKgXsEAFrd5zV/lVjhy2gOAbEvtQpJU9UXpt8/zFJSkkM4Myg5Bfhqw0v/Ox/kUlKSxPnkSSGRLTXqvZ7CtJikgra1b94IFRwFzdsk8fDECPAer1GhaVF+wX7EgOQ1KZ35eymOzQAblhGLdeFy8ul4gl1vj2yCkLmEMJefgwBrOPUQoIlZS4k4YB5pEN9tqCz8MFQryEhzc6hSMV67V4y0hJEiQebiCZBgN568UpJQuSggQDbCNJxm/pS0s42CPbBSNt6wpl5I3QG6FIUkFyi2GEVdS5CTLRbBU6geDXrCNl1DRjFSZ9AmegI0FZucq5yom0ldlKfrMsJ9s52zkXi8UCfbz0LMvLiRORVYKIpm/K/Ww/w5DbGHpb8wqyVlCtoFVilUDSiV/zFWW8GW8irwRBXaGSxOkzxtxGNkrAZq8s4dOyUWwU6K/t11oV2bEjxoFCKKBOVblqFYbeRljPpprE6BwYMhsukn4tVZcYXBAZG7uV/AI1ZIMGSAxBRzzdzltqB4kBqpEeomlNCaNcDOb8RClggRLlmDG4fn0lXgWGaknYP1ijKEOvB2tLPPaKlbES+QR+S/a2hBUa7gIin8AvUEfCuwljHaOWX6CufGW+MpFhgMGT/QL1JAaMwXjHSEHwC9SX+/ejv35FJT/cQCI/Dp3m0Qs/YIEbSgyignGAcWMtINhI4myilWwlMSiwX5ONZcvIlpEYxRc3jf0CTWR5W3kbhn/FHaCA5prKzEzck0JPeL86zSSGLRkpR1pDxGa9QWqn9I50/x3sRld2dIH3BnLssPaEzaW7NXN/Jb+SqOiNfRRkxVpIdwR3Y0xZdJH3xobusmLvSjyRHyfHSdT1W4qWcu1auJ4h5Iffk0OGfC2/lhh11g+3kpXDK4djmNcUJf2hel8eCDsQ9r38XmJ4WM0/kMhTRH90dHzP4mGStJZFYovEouc5KukKbSQeQ6yRayTGjdW8rXzwAD3MEdG0nezcGf3L0SvdS719tiVpb81ysxJ6pwdGO0gMg45xY1EiMNpRolcCRolF9/LAaCdZlBVlF+QFidFZfTtQ9MyVpLOEH2eGzJAoEBD8UOJ6/Zq8JjHuakDwIzllCvpp/6qkV7GLxIMXDLmK/t0BVbrKFY4VDoyjiv7aAcGP5arwVeHoWo1+2QHBbrIz78zRvxr9sgOCn8i2bfFgB12w9ZJ0lxttG61+1Oj2EFClh4RbE7pTowt2QLCnfNt828QAqOhzHRDsJec1pmr60/anrZy9nN0wsNOPNvuclYkn3t7nWtTwxAJ+6QV9utTs0LpTs/FmyCEzoddmc5NZbNZE8+zQFQ22ZDtZ7BZ/zKZccmxMdZyvlfLh8oob8y6J2Z5/Jd9ZLseNoBWU/H/W0m/5c/7ZamS4jZHh1fOE2tiI5TWTQkPLlP/yy6RQCzYx/xtF7hVw1Z5eMFQXKVQjKbN/9UqM5/XA3v+dIvpw6f1l/F/2G92pos1o7n391/L9o8US9jrwVwszhBvEDCW95QbnBie6sqMLvP6I95F1RV2B/uXotp7F1Ve+r+we0T0CvR3QO1xX6CeL2YtZnbzRCVzz/rJTuU7lMMwuOm97+QF1FTJAvj40rCQDQRLH9pg7fIhhGfgbTyX5VBer8a4kn+G/nX+4bv9h0sX+1qgJnkmSz63aB/fY6xbGmAiQJIMsuL/H3KFdPMbSL9RRaLAFl/aYO2C+NdqBZ5JkSFbhCvMt/6Vompq56JGd9EdwqBXc1GNu6jtwW4Ik+UIvXOlwPI3US3eirzUMhGeSJMl/bfHAfnjWQph1DcvYiUyRZIRfKav3z0g/ELHU2abLxLV/pJEcXVSLX8rXeiJLMsofoPJoDRz1JflKvtZTWZIxgS2MDQTjAsH4QDAhEEwMnMukQPB1YJVk/7X+tYNat8l+xImnX1JtncBCU/9Fpv2LTP8XmfEvMtN/eSwy619k9r/IN/8iczSpskySuYGr+W3ghpgXCOYHgpTANhZIv57kwzqquS60Pkeze8wtWBsGtpAki6zPIR7yV2NDOsBDE5JkcVbhvAusIc88kySpFj/fY+7Y7kiPhCT57n/09h5wVtTc3/hMbpmcZLZctl0Wli3sLrD0Jl16R4o0aSKICkiX4pXepEhTRARRViw0qYKCKCyKIMUroIIoKirYEFwVFVTYN2dyZ+7kPj6/930//7LfyyE5mZPJZDKZTHJyjsX8YeSavQ+iLW2EQdYbuvhbtGjOnEi5nr7fUiS2NI7bd9BqoJdaKsY5n+if6MuWzZ8fOQzVfFu3o2Sj0bHjhg2FhfZVUbJJcDZteuGFKGezsW3bli0vvxzlvGLsY/vYtm0bNjjZUbLFQNXmjz46ftx1jvUtdUq2GrjGdu7c6dOuw7cZo0fjCu4mAVsPlGw3AlmBrBf1F/X1AhH2DEp2GK1Za4Y81A92Dt9p/Mx+Ztv17TqqmzjsV40NSRuScLkX/Rg47F3GxcSLiaiStlXAYe82UHkMTRdiRrZCJiWvGa+nvZ6GqyJ7BJzDXzfQ0+ObArh06rD3GKdOoblBXHyOMLMo2WusYqvYfn2/jm4iI3wxSHnDmOqb6kM1230CTib7DFweLNKLrPwd9ptGQiAhgOvvmJPDfst45RXcy4iIMCtSMXI0dVNHTV5cf7cvJ5GSAwYHDugY7z0BOxdKigxai9Y6rh/Xjwg4uR80JiyesPh9/X0drTc67LcN3C6GhjbxFA77HWtcikfiCWxtSkoOGagO9qH+oY4itgIvJe8aaJ0JlYZRedjJ5rCBrgJQCxBFovV4xMjMxBZ8WiCayXsGroii+0ZUNZb8GUfGZwQNVLqm5KhxJXAlgArFKOuc5JjxZMGTBWg2GJXfHPZx44O8D/JQLRm9eTnsE8b5pPNJF/WLlhqyw37fmN5gegM0AIlKxQ47bJztfLYz2ou8JuCwPzA6ZHTIuKpf1VFh2WGfNCZlT8ou1ot1dAnpsE8ZWwdsHYCelRAO+7SB5nUwX5Rw2B8aLVNbpv6u/66j1rPD/sh4pdYrtf7U/9SxNA77YwOd7KDKNJbGYZ8xygbKBlAJGv1pOeyzRvly5cuhEjTm77A/MRIaJTRCFwWYv8M+Z31T4UcyJkWfpE+Nex675zHUmcY05/DPjNaprVNRZxoVsB32eWOab5qlNI1NymF/bmATRd0xVMCOsIGSLww0mIdKxqj27Bz+pfFHzT9q5pJcki8gxhW7NgWDfn1kOR3/0Vb6+hpzjxGLvkc94neCVhA//xxNdLt1l8b+b4329KeBXDAKC1EzGI00+OdE0sIhS0NYEMybfGWgO6nKEfgvLjgmdYTbz9K0cYVPevVz3jrpwZKx1oRTfKHGtXdr7O76Q0r9Mdq3f6KDuG61KfnaQM1pVDIuELDHDcmWaEpt8RK+oI09WGNc4bhCSr4xrsZdjUO98tsEnDfKs6UouWh9tuISAWoSR7WIKblk6Za1JW1JMwHXDGPz3pR8a2zc2I60I+gJ06VKTMl31vw9qmWiM7aI1OxU/RATF/69gXuV0RUY6o26slxwDyU/GLh0cIQcIdglRBKtlXhxBT8aV0tdLYUam6jdGX3TXDawP0HfWagv7RppnvNS8pMxezYqX6JXMdcwD5OuiK/yT8mn5JSAMwqdXbiCkqvGvHmoa4m3yC4+8n82+un9dFSeRDlnPIqZFRtoMQE1Jb8SiBbuFyMUukwuk4sCUe6vRtfcrrmoO/mtgHOdlPxmoM4XKkr+JBBTAdcMXLJC7eOfBWISfzdwNRZVJlFlMybxDwN1R9ClFupsxiT+aeDiNipO3iQ3iTOax+JcN8p7ylt+sVAf0yV3eKC4lTeMTqQTQa1HtJkam/qXgS0b9RtR0zJ67X8baPs8y5Nl6TZG+f8YqzJWZeR4cjwVBKL8m0ZhoDCA5UAZTRv9ccTEuTZoqEZbze87/CGNWPSw6RG/IjNB/P7jm1LkFXyakVvGoIRBCbgZrYpA9CwlxqBB1T3VPeiTxNGWEnzNsviOqo2Yao9NylGi0yRIAvQuhJqJ0YwIHclGsns893j6C0T5Hvph3IdxEzwTPKhoF30oPhpBiZcebHawGSrHoSsgV3PwUfRRh6pjCwWimfnp7t3oUAZV0lz1vmiqqHeDoroiOpZBfzbRE/1dSSRSiu8GdAyDi5j+Q9aF7pvALc2w2eKf+FECdEyPMT3QTcxzAq7yMPrii+j1Bb3FREvD6XD/cD96fUGvME4d4fIiJSYtKUGVr80CMUlxdM+ePZ49HtT+iuYWT7ES9glgmqadeABdlFiajBo6IRP98gHxQhDDot/ixW/Pl/hz3W6RydMkgU72TPYcENgr4AyJsXdKpLj9Az2tvCkQPW+AJsQnxOMoFOfAovxSNDkpOQk1vTC7KD+Jovtv1KtCnyzOvBBeHPQQlZhMUe8XNaBQnyp6H/bNEYkpFLeQfOf5zoOeUqKZptKMDPRog/5QoiK/DRciaRTXtdDCCYrZiZQEKXZG6EoENauiWZWmqPSIrkfQl0mUn05RZwWd4KFfEOc7BKumDM1JyElArxQ47+18hOOdL0txfwZqMKGkq82J7yhKMmiXLqneVK+lQ2VrJIlzlaP4wkn3pnvRL4WrIWXSRo1QuQiFXOwsuja4Noh+F1DGlZBNsfJRswjVlWJPn0PROzHOa6LSUmxqeYoDqqreql509eDKNJfe9N60FJDQ20OsWB7NNrIN3KKKGbvE8ulO304f6idhnq6EChT3BNXz1vOiulNsfhVpD96Do+oS9n8usUoU/ZqgwwUUdSUUUHS5iJ4V0EZHbH6VKRobQuUm9AERm1qFtuAteHtvey8qTLk/LPFGV6XP8ec4GgdGnw6uU1ajOBRAhSYUjc20OkV1evTPgPpT0SZVgy7UF+ron+EOgSi/Js3m2Rz9GqBaVZRfi54509fb14vvnSi3Ng1CENBrQ28BV6Hq0OeeG+wd7O0nED28Lr0edz0O9ZjQCYTr8NvoodRDqfd77/feKxAVqEfXVFhTYZhXIsqvT9GeDvp/GCUQ5TegaDYZPT2MEXB1/Q3piuQVyaibhIpNUYFGVuc6yzvLi7pLUX5jui1tW9oc7xzvDAFXRk1oURGqLKE3iOjht9MBAxZ5F3nnC0S5TenKlWirbrFAlNuM4ocIbiZYKhDTvzanuNvrpPekF5cQXa+cnZS0oGPGoAV1NNbuKlFLeu7cRe9FL2oHRc/Sis7QZ+io5/O1gDPfhpXdmqJ70x+8P3hRzJltw6Q2tJEAavtgsjMnQklbih/Xxd5iLxo4j56mHf39d1T2QeWhKLc9xd0Yf3j/8KKEq0kWb6WkA8WBFdoPxwNcjaAjXZ2wOgGfb7Rc7pKqXUqUoBNFc5ZoUvwvAWdODwXvoOgXCI3Co3C0GJ1pmUCZADryQV0iV5V1oZYPFZ8f92S6E7pS1MVM9iX7UJEo5t50o7j5Ac11o1nwmMQ7KVrT6uXr5UPD1NEydKd/pP+R3tsnEeX3oE1JU4LKMn0FIvzLuZT0pI8+Os43zjdSwGHjuh4lvei4+HHxaOAO7UlH8+pNcaiI+i1oTzrKv4tu344TEqgVE+X2objPD+1Ao5Vp12i+jKjlvvSMccZ4zPeYpQTjKlY/iqpFy33LfUsEXFL1W1LSn+J4eZNvkw8NM8eUegA9exZVSNAUsvPKleoilNxNUWfoHQFUTvmP5IEU93ec8J3woVnjmIzvoVX1qjraIkYbxjGJgyhODqBBYlQriUkcTFEhC9U+0JpxTOK9FE3Po2liNGkckziEttZb60n+JH+8QEzifRS1o1BDAg+ISbyfoqIb2gBFm6Kumn3A6onRCOh0AVfCUIq3eb5/vh+th7oShlHUh0Xjymj3IOY8w+miRai9gIY/ozf9QdFtoXYHmtOMERhBu7PubIt/ix8PiEkcSXHyYKd/px8PiEkcRdHb+QH/AT8awIxJHE3xqwf1Bg4KuEo/hqaloaExNFLpakfnh4jmN5bWqvWZ/zM/Gp6MyW8cxc0luOSO9vVc+T1Eq+hVdLQr10PAmV/Fd+Z4ivsiHjIeMkYLuGQm0PPn0YAU2oRzsSfSGvE14tFs2RaBSEJfoGQSRRNtu43dBtopcxKs9VlKHqZffvm98b3xjYDThHGxkZIQrV/fS720xCiJTXqE4omq0Wo4T0cFf5bIyprkFl9IvXUi/s3NDOjVKs4Wv1pB/ClDZrKhCh7/NJlM0TxjbSrhzF74JuG0xYQ0e/piCv22+7fdf6e/U/RVLypolL7VDGpoCeBCydqShEUfgJZwUtO0wmXFhVpRoVY7jUwtM/OVr14/fhv5aukPI796DG0NaOsOcfEN9+KkpPpLv7sxscyB0o1Kz6/uy36upU7+jflj+Ras29zswUCioRm5C8xxcYF17tB/fP39P17H04q0IAlmBYMabhOnwcQgrtMlBgiZSt9PeT8Fd81XF7CfEh8l0yh2JTimKSUQSej/p6injZtyp/YUf76nV5WU1P7gt9pYX8XbizVmOUhhjNMERqmpxfF4UXFzf0tKJKeOHA3PfGVAzbGQ0XTs5yMfmZCyha6YeOrOHV9UCmkzMtGBdg0t3FljMy5op44sCFb9gJLpdGzi2MQcyIFyAvbVNHpDFGGFl8z0/+O5tVa/eJUWabzIsv6wXePlyDvvkd+bjK07wyNuEN6fuJmUkhk0q1ZWrZpQE2oLaFrliiKTHgW3Bp2vpUFCkbbjZl7Zz++toe3fSMUNfSFraoAgqdlgufjVroQ/9RsNG93TZCbdVXpX6bpQF+oIROpoIMPG1FP/wHO+1vaik5pVIN+9pmwtZBadQqYQXG1HOde4YrZ44P1zxCdtX02rWrUqJXOoay3GevHPpcpyDSWPWjI3Rq4ZWwP3yyIomRd71HyqLOpQsiCWsTBW5DE3o3kvShbFMhbHMpZQdX2KkqWxuS4Tn8zOQymexOCnN6iG/yh5nO7ebR/7XaZH3FbNxMYk7uiwdyh5gg4dunHj2rX2DcCVl3efAbKc4rrI5s3r1rlTbuuqA3mS4sbkrVtfesmd1LodkBX03ux7s9fp63R0reknmpxpJU/ReZXnVd6gb9BRnSzCN8uNzwgm4HQ7kJUUvx5QCE29RAWfprgbA9d5cL3H5osyrKKL9cX6axFEBVZTdL+Byyu4WGPzNQrkGTRqYW3ww/UaO+V5L5A1NBzGNRY0X2LzKwF5luIuHlxkwYUcOyELyHP0icpPVEarJrhqE0nQG6AFGY+8nLW0d1LvJFxEwQUZW7QVkEKKqt6H9cM6LsnYCaJ0z1PsNHEVBV/v0etZZ/mOxFUXPF+U/wLFDYKoJYuZRfkv0u152/NwYykuv0T5L9HdmbszcdECV0ii/Jcp+ulG1Txc1LD5PiDrxYcAqqajXRWbnQJkA0W3Fqh29b2A6/iNNEPPsFYAcGHDdac20blzUckSv4HdU+JANtNjx3CGHVPVlFcoeh+/ndxumbnw52rOLHKqPn2wOGALxS2maFhhtYDTDMsB2UrRHMFJgfcEnG4FyDaKSq04C/uJgDif7BDOiQawnaLFXJxyxT35Iiny3GPaDooq8D+QHwjuyLfzwy8G1hHITopGR3BOFvfhx6a+StFKeK4n14PT5a6y7KI494xzimhNR9MmEDRjW6lxpcbQqvpqQsS/SptN8ctbjr+Y+cqNZDc9Hn88Hmcq8wVcGb9GcTWohqeGB3d4+1tpkRlL8XW3sI2ot9cpNsqanpqeygIuwT20g9nBrOWp5cE5UHeF7qXDk4cn45Zp3ILtEnmDFnSr6itAu1G4GdpOeeZu3FUmOi4g+yg2TtyVjFNU0doB8ibFnb3oDhw9prtT3qLo22aSZ5IHPY27U/bTSf5JfnTEjTt03XWN5zpg5YiziejKOnoB+OUEpIiiVQec88OtprGpB+no0Tjph1tDXRf4Nq3tq+1Dr8o46xgr9A4148w43GD4o4CdKif6qi8Gckj00ejsFB26ihsRmfzC4t5RH8i7FG13o6tL3KLmvszDdJoATnXgPIz7Mjf8AOSIGAbibi+0yRt9ZwJ5zxo84kwIusp0S4kXBpCjFNdKcd4D51f+I/kYfeaZB7wPeHE2xVUBxykayUGPq5joSjhBsVZw+gMtSLtby/sUzQvgxi8Ui62zMH1If0jH2Q50gOnK8AOKe5Vme2d7cd9XrNhJin7jcE8nTpbEpp6iuJiA8x/zBGJTT1vT3jgLgvLuon5IcbsietXEWZVYuY8o7iVCt2y4Uyo29WOKs1e4Mwn3P7nrs3grkDMUJ8Kvea95rwjEpp6luLMdJxjwCPet/4Tibg6cLsDPuNhznqNojb2Hr4cP3VjZqZdzgXxK+2f2z7zLd5cPd9O4qvUzihMFAwQw0S1ynuKUKLqFmiAQTcHvICCf07vJ3QTXUnEiIDb1C2vOd7V/tf9JATsV++ZAQ9GYvqRbum/pnkfzaFUBTSt/8JtcXGuEVplfZVSYtbbigzsTWuTlECX2T/2tcRdLET81vNFQtQ1xc5LiKPF5oiF//Nnvqzy5qoEcNV7UFxxj9gppg67/b8c1zfNMvY7TfasajCu8K+fjYPuuPZu/tEk7UvKBlvmc/lQnjVl+hml8HL8ghulb9j3+xGL26lDyzQwy68axBcV9zladIvLQMh/Vi1eT4u1aPM2Iw4Sq/YJimF+ieSxv9lqx9tbE0hniyOd2PLcjGKTlkskFuq7UulJouBZrUtPeL1qcG5yuvTjfFMdfKYJW/+gvJxKLeMfMEj+9K/78ZGV9+47o7+3WV9a/Kyf40p09W6SUlPxW0vTQFl+hFs/osqILhRc0qhUvO1msxT372XSyIv7dMYsvNXkdMpv3eH/n+wuapO9eFuo8c/nakneaSjETpYqEUKEl8+pgYkssvvv9BRMm4tFPkK/o452J+KFd7RoCTuPh4kPSI4qvffAJ917mQL6mBeLbswA/TGsK2AdaX5xAvqHLbi67WYdK+Ofo5+JxfHCpsabNWxQOLYOgJxwKhzCMFMhFijM8damEIjDmDj0cCgWDnjXfeQpPDZMUyCW6x9hj3EYlFIk/z4RDnyTLU2AYKZBv6W38No5K8QhFYN3YcKh7QApgGCmQ72jN9Jrp9amEIvBga1GmFzOtMp18/z5JgXxPT8SdiGtAJRSJH7qFQ29HLhvDSIH8QK/DdWhIJRSBqjXEKUYx6xSixUkqPpHpZwmfJTSiEmpFkXAIqDwFhpECuUw3ZW/KbkwlFIF6U8IhLcM6w7LVFgHyE93QZUOXJlRCOXzbzXDoZBmZP4aRArlC70y+M/l2KqEIELyEVxOsExSV7icpkKsUDds0pRKKxLXRQuLZLEviQmCypEB+prOSZyU3oxKKxKpHhUSBvBPb73tUUiDFdLlA8wgUiTPthcQDlsAM31BJgfxC1+etz2tBJRQBX69waGs5ed0YRgrkV7qYL+a4CQyhCLw0KRy6PUUKYBgpkN8o7q5sRSUUgVtlRJG+LC/LVLqbpECuUTDBbE0lFIk5A8KhFbo8BYaRAvmdTiw9sXQbKqEI/PJUOLQ6WwpgGCmQP+jt8bfHt6USqoBHlOlt+dhtD7SWFMif1sJkOyqhSHz+uagnLk+BYaRArlMcfrSnEoqAeTwcqpskBTCMFMgNOjBrYFYHKqEIpPQRZdocJ5+J50dLCuQvOpvNZh2phCLBvUKih18+qBmtJQXyN73Tf6e/E5VQO4/vwyEaudsYRgrkH7oElsAdVELtC5LEKeqQSF/QSVIgNymO8tABEkKR6CAyfdAnH4sWFgFyi24Lbgt2oRLK4X8b4gSdkuQJUtpKCqTEWpjqSiUUicc7hUMtEuQ1YBgpEA2umdfMblRCEaBTw6H2pWUXG7YIEB2upV9Lv5NKKIe/kiVaX6SBYxgpEAL10+und6cSikDfRHEJx+PlJbfuKCkQD+xP3p/cg0ooEsuKRA+ZKU+BYaRAvLCo5qKaPamEIsDwTpeXbaPIutNFeKd9cFKgF5VQJBr/Eg5NiDxDGEYKxA9JZZPKok8hhCLQs684RX6ibH7Nx0gKxICR2SOz76ISikTWl+LVReQpMIwUCAVcIe9DJRSBjO7iFLc88hQvjZAUCMCB9gfa96USapd5MRxKyZKnwDBSIAy2pW9L70clFIHNIXx3yQf75JXpkgLhMLjU4FL9qYTaj/cOh1p65CkwjBSICRmBjMAAKqE+ErXEKX6SLfzkHf0lBRIH6Kf7biqhSOwaHQ69G7kXGEYKJB6us+sMTbUgFIH3+oVD3bxSAMNIgSTAIIF7qIQiUOVoOJSRLgUwjBRIIqBRqEFUQhFo8l049G2iFMAwUiABQIeNaDsBoQhsbB8ONYz0HBhGCqQU1PTV9KGxM4QiMKKt6CIjAhhGCiQJbvAbfAiVUARWDxP1OluXbfzSJEmBJAMqfdxHJRSJx+YKiTWR/u/zuZICSQFUObmfSigST4rn+eNIPT2ZJSmQVFidujr1ASqhCFw4KC6USQEMIwWSBmcFhlIJRaDyN6L9+aUAhpGCGDWiNvYwKqEI9PgoHHqrrBTAMFIgpaF/cv/k4VRCfbGIyuxpRF4sbSUFkg44GfQglVAEXmwl7q48HoNIgZSBK7lXckdQCeX46z1EtQ6KjElXjJQUSFnAj9mRVEKR2INjoVOyEy+c0E9SIBmA+zpHUQm1B7xbSCyQw7PCQeMkBVIOxuWOyx1NJdTXY6qQOCPHQsXZnSUFkgmjG45uOIZKKBJzV4VDj0baOIaRAsmCB5MfTB5LJRSBBx4UQ8ZIV4BhpECyoUPLDi3HUQlFoGFbUSaPLFPR7vslBZIDtxJvJT5EJRSJZ7DzWJQsm+x9/SUFUh5e8L7gHU8lFInALDEELC0LhWGkQHLhYP7B/AlUQhH4bXY4ND7SZ2IYKZA8+LG6Ln4TqYQi0miIKNWQHFmquhMkBZIPE82J5iQqoUgcxEevYYocQN2YKymQCnDIe8j7MJVQJD6ZLCSel2/JQt9MSYFUhP18Pw9RCUXi+/fEOC7ypYNhpEAqAbrxfYRKKAJvTxGnmCwLVRSaKSmQAvgu7ru4yVRCkRhZSki8RmWjuqOTpEAqw3w2n02hEorEx4+KD5fIdwiGkQKpAg1LNyw9lUooAh/+EQ6VjVwFhpECqQqZqZmp06iE+gqbGA618kkBDCMFUg0aBhoGplMJVaAdDqHKyrs38gFJgVSHMQljEmZQCfUJPy3e3PnyFBhGCqQG5NAcOjMCRWDln+HQjKAUwDBSIDWhW6BbYBaVUPvNsaJMfcrIuw1TJAVSC9AF6WwqoUiEXg+HakU6TgwjBVIbKgvMoRLqaKKHuHWRATaGkQKpAz+n/Zw2l0ooAkkdRJnGy5t9MnuopEDqwtGXdfF7lEooMt0eC4e+jry6MYwUyG3QI9gjOI9KKAJd5ovBXEQAw0iB1IPerXu3nk8l1A/bGaJUlbisqW6zJQVSHzS/5l9AJdRBfEo4VBx5J2EYKZAGgF7vF1IJReBZ8ZmWmisFnp0kKZCGsKX8lvKPUQlF4NOV4tM20hFiGCmQRoBmChZRCUWgRbZopZGhIIaRAmkM5TPKZyymEorAUy3xOzVVfhReGiIpkCZQJblK8hIqoUg0qCQk0mWHs7u3pEBuh7nl5pZbSiXUrjYuHDoUJ8uEYaRAmkI9Uo8soxKKwBC/OENr+Xnevo2kQJoBqhc8TiUUgeniOzAr8oKZ/rmkQJpDix4tejxBJRSBN1aEQ8HIY4RhpEBaQDVWjS2nEorA8RpiqBm5BgwjBdIS6lWsV/FJKqF+Eoon53yOFOCvSwqkFXQo26HsCiqhCBTcHg41ksdjECmQ1nAucC7wFJVQji/3QDiUGZlNwjBSIG3gzZpv1lxJJRQB7f1waEekw8QwUiBtId1MN5+mEorAoM3h0M7IxxGGkQJpB1iUVREoArOn4ttLDhxPnpspKZD2MCN5RvJqKqFIHMOv2hciX2w3O0kKpAPcaE7E7xkqoU7tnQ+HakQebAwjBdIRWsS3iF9DJRSBJ/CDarNssUWDxkgKpBM0n9F8xrNUQpGoP0pUVSl5CgwjBXIHvNzh5Q7PUQl1bLAmHNqUERkbrJEUSGfIicuJW0slFIH4neHQ0khPgGGkQLrAz4k/JxZSCUXgDjFIvponBe7IkhRIV0CF4OephCJQVBAOHY2MPjCMFEg3+Jx8TtZRCbVIn4VDbSPfOhhGCuROeIO/wV+gEmrntDwc6hfp/jCMFEh3SIlPiX+RSigCpXPDoWOR3gzDSIH0gIJgQfAlKqE2qPHi+6m8FMAwUiA94TXfa76XqYT6SXhPONQ7VQpgGCmQXtDCbGGupxKKwD7sanIjU6wT2kgK4sPzGf4M30AlFInuTYVEspxFO3lwsKRA7oIy4m8jlVAkulYMh1ZFGiyGkQLpA+vIOrKJSigC2c1Fa0qTAhhGCqQvZFbIrLCZSigCZe8RZVosp0Av5D0kKZB+0DipcdIrVEKROCBaxJhIzR4okBRIf/hUYAuVUARGB8UpNsgvi2XdukgKZACUp+Xp1gjUWQlR8r2R4VNWc0mB3A3D+DC+jUooAskbwqH3I00cw0iBDATUsN9OJdTRcl2cY4jMie0eICmQe6B+fv38HVRCkchJwekbORoq2niHpEAGwZ/Gn8ZOKqFI7BZv3TaRitq9UlIgg6HLmC5jXqUS6nyPT5zijjx5L3a3lhTIvdCjfo/6u6iEItG2bzhUMTKjiWGkQIbASu9K724qoQhcnSwOyZWv7PkWAXIf4L7h16iEOgSchQMbOd1duGCOpEDuB5zHfD0CRSJtmBg7RboCDCMF8gBsz9yeuYdKKAL754RDTSP9H4aRAhkKr5V5rcxeKqG+jDqGQw0izwSGkQIZBiFPyPMGlVAE7m8UDq2NdJgYRgpkOPT09/TvoxKKQMWm4dBXkeE+hpECeRC6+rv636QSisAXGeIhiFw0hpECGQEv+l70vUUlFIFDe8KhS/FSAMNIgYyEralbU/dTCXWyG0eYtWR73f74bEmBjIIOgQ6BA1RCkZi8T3ykRsqEYaRARsNX5b8qX0QlFIG3roZD0yLvbAwjBTIGFpKF5CCVUJ+hLuHQm5E7h2GkQMZCG38b/9tUQp0SGycaU+QzGMNIgYyDVSmrUt6hEuo6Bc7KtpGv3+JhHSUF8hDwTJ6Jri0RioT+ZjiUE7nXGEYKZDwEzID5LpVQBJbgKsJK+czN+KqVpEAmADqfP0wl1AZLhEQFOWM1I9RKUiATIdef6z9CJRSJxX3ECCsyY4VhpEAmwfSU6SnvUQlFYNEi0Q9EhoyLFkkK5GFLCfIolVAE/iodDu2LvLwwjBRICD7M/zD/GJVQBCo8hH2y7PaXbZkiKZBHYF7SvKTjVEKdJ0kNhzpG7jaGkQKZDFfSrqShJ3GEIlCzcTjUVx6PQaRApsCWrC1Z71MJdWBdHecOIwO63/tKCmQq7AjsCISphDqfOQsXgOR05ixJgUyDKSlTUj6gEurHQTAcqhtZFcAwUiDTAafqT0agfn6IV+6JyI17pqKkQGaA0cnodIpKKAL9qoZDcyIjawwjBTIT0LrgaSqhftaJ90JqZKj17EpJgcwC7Ik/jEC9cfXCIWpKAQwjBTIbmvub+z+iEmpzDYhq/TnSXG90lBTIHMCe+OMIFIltOMV/T0C2jV9GSApkLhy5dOTSGSqhSLR+WEiEI/N6DaZLCuRROFXtVLWzVEKd78BJmyE8Mt/RSVIg86BGpRqV0E8IQpGoDUJihFzbOLmjraRA5sNdre5qdY5KKBKDcdHyMTkjVnS0q6RAFgBup/iUSqjjDiYkSufL112ldpICWQhlOpbp+BmVUCQudRYS/siKy4LhkgJ5DNA3wHkqofbLS8KhfyJTHhhGCmQRFPcu7v05lVAEht4nTvGLXGcvfH+CpEAWA26i+4JKKBKvdRYvvMggEMNIgSwBNJP+JZVQBG7/NhzqEuk1MYwUyFKIj4uPu0AlFIGHm6DKg1w/Kfx4kKRAlsEK3wrL7TFCkaiBy+AHI5PFNR+VFMjjgPbNvqYS6iz8EXG/I5PqGEYK5AlAR2zfUAn1K2SiGGxEvszjJ0oKZDkM7z68+0UqoQgUPyWGx5EptOKnJAXyJFQwKhiXqIQiUPegyLOCFKh7UFIgK+D55OeTv6USikCzOHHVO+RnbeHe9pICeQpw0+93VEId3bwXDkGkQ9DekxTISkBjFN9TCUVgVwUxroyMMjGMFMjTMKTikIo/UAlFYME34dC6SEe+4BtJgayCbgndEn6kEuo3Rftw6IlIL5jdXlIgq+FWxVsVL1MJRaBjP3HV/8g53JNvjZEUyDNwmp/mP1EJReLsd6LuI7MwZ7+TFMgayE/OT75CJRSBqrfEYCUyRMMwUiDPgtnd7H6VSigCw1uJD7rI6GZ4K0mBPAcD4wbG/UwlFIGHZoqLuBZZmDo1W1Iga6Fvmb5liqmEInH6RzGgiayWYRgpkEL4Jvub7F+ohNoVPChOsUu+hE9+/LCkQJ6HVUmrkn6lEoqE9zExdoi0WO9jkgJZB2/GvRn3G5VQBIbtD4c6RLoCDCMF8gLU0+vpf9A/6D8CjkafVqQBeRHqJ9RPKKEl9JaAk0aAvAQPxz8cjztvbtKb0ZQsIC/DDf8Nvw46oJxLQ3A9XNp0aROackALP06CD8gGGJA/IB+9W6CY36vfGLmm6lxN25Eg92FEHIMWlei3SkoyrfD1kpKEqCdTkeT5p0QrKfmgqeNG9Ho0OfN6iXG9JEG7YHs9nSFdpN7CuK7hTiH8i/pDxT+3P9STxf8bn6WF7v8sv8FMRi5Y4tEj/s/+ZsT8b22j+C/HiL4uYbuSEi//s7btNGhm79kZkPpWxa8efnyIvW/nSvHBiTdOWHt3/v3Po8RE9Wr/JPyXQ2OLpnig/fWK3yorE01K/C1zlVtbEByQmte151YsCpCNcDbtbJoBBpq8d1rIxtbYBJyb6Skp/q1p06b/ZF4v9px+Cp3tLiveLnIuLNxeWFhUjBVNcd/Jye0XtIyrViXwcsSugx33/94kdu+SuDLNajc1NJnhjMLCC1qfrXj05KdFY98ENcrWKIutlgrY5dpXC9tmt1Y5evE7JZ4zhfp2rViL01iRZu2WuuEf9s5brbUiHbdEAdkMC5MWJsVDPGpJOXlcuiiyMLf+dAzIK1DKLGUmQALECdgHbD/sHLAFXq/8euVESIRsAbdG9lbYEtgSSIM0QIMg0ecn9Jl8fmDWiwUVxXX5xKim2TKvlkWb0yyaNZ/N0oxb997KtG6v+FtqPUviYdGu67d0cUXWQ1B8Elt0YeF/3OYL7psZ+aOR/02835pdE92+k62vW2Wsddx4d8+FzMiRRWqjCncWJyrEltLnArYNINtgFBlFykN5yBKwr3vldnFhiZ6/Ndw8RgvFLb7ZbuQjQLZDI72Rngu5gJvO3LW0A7jO9TzIA8zLnbLTmvTIh3xAOXfKq0B1qleACoBy7pRdgNaUK0JFQDl3ym746adKUAlQys1/DX77rQAKAGXc/Nehj95Hx2UxlHKn7IHmenMdLWSinDtlLzCd6VWhqrWc5k55Ax7QH9CrQTVAOXfKPuv6cYcgyrlT3gT0H1kDagDKuVPegkv6Jb0W1AJMjbasEeX1yBY51C0ueUfuHrywvbC4cEaReHisx27m4Krddtx//DYy8pHscnjbRVcjbvb+jbRQ61MbyH6YGpgawO9YPIF7Wx6QAzAqc1RmfZCw087UPyw+ReKa9zpT/0x9EwmQIsANarastcdC4aAa+dv/ccw70KFih4qurUBADsHbAi6WAeRdSGruEb8X9Bf0ZwWczUaMHIZnE59NRDMCuNnMlXAEbtut3ybt8aF1v0jS9730oeWCJVpt3LhVtEyrtP/dFZrn5GdMY+Q98HAPRxd4aD3MzouRo7DJ2GSgOTncfhXlH4OXKurih+a90HhYtNCJT20KBm+bNrbwE++wyZqmJz7FyHFYyVYytDGFZq3cewQOfcDICSjjLeNFD43oDDK6E4CR9+Ghh3DTUDkBp/YYCcPLL6PXRtxs5GJ/AGjDAt2aoTs0dZPKiQdEvZwEtLc21DvUi+6C1C0HjJyCc9vObUPzF3iEuxinAXdnzfTO9D4iECv3IfzGf+Po1gMVVl3l+ch6dNEaAe5jcCV8DDjdgA4/0LxBdMcBI2egaaBpIJ/mU1SG/08NfUbOAu4dr0Qr0coC/3bEJ3DOOGfgdoQqAv92xDlISEB1ddwq7feS44dhS3UxsD6GauuX+WXOyKfiCNRTR8X26BH7NkeP+Axw3+Gf9E+KZp+jgzbCyHk4IHCdXqeYHB2zMfI5oPO6v+nf9IaAk0IZ+QJK09IUR3J/CTgpiYx8CegaFUd/KOeqxQswMndkLr6n8X3tSvgKsCHhixIHdKL4q0au+ThHvHnWWi9yfWNrDGWtZeRrwP0n+DrEv+jzycg3gI6n8D3IBNwpF+HvUn+XCkAA8FXqTrkEp43TBu5zzhBwp3wLA/0D/cmQDPh2dVJ6bvAy8h3k+fJ8+ELNFHBLfQ+4/RD3BOOWYztlfZK4hpdY157tV7C1N5o2vv6PYQ0fE6whZOH2kxo12QVr8OV7HIccP5R3+j4cYIhH8pp+jZEfIDAuMK4bdIPeApq26FLjnKDoUFmrJXefpfd72/iJHViX10nDf1vzmorff98iLo00x79xnvwIZ4afGX4X3AX9BDRtZxm9BQsSzP1qmbw2VVrGk8j/2/MM8Xst7zsN//1PeWviw1XDQPwbx8lloDk0pz/0hwEC4rr2FpeVpf8jsxQhSPqfWyF+A47iLzYv8gb5CaqUq1Lubrgb7hHQtMO19V45sohnd9Y56CcWfTPPI35FeSni96/F8gR1/xucXIGlgaUB1KYcLKBpS36sJovz3uT+RPwbVOkp8RtcGn//Upir0L9s/7L3wr1wv4Czp+Xa82DlQn6Gi7Mvzn4AHoDhApq2qedCQ+ZvfJZRofmducuIHQjnfa3hv4/yeur4739zu2aqoyes22Kos7rO6gfhQRgpII47+Z4pT/Zg3wbmstpE/ncmzyN+n+YliN9/yf5ekSPWzi/waY1Pa4yCUTBeQNPqX/3EI3PcdvGV49ryQMcecQZxhc/nrRuuW+T7vAZ78i3y3y7kv5w7xTYaPi0ZyK+wuc7mOhNgAkwW0LQXJ40nsgCsXnBj4H5ye/GCXaLvckV+zMvpQizyR17HXa0s8n9ZBITHLsJvcCrnVM4UmALoiFzT+i+skiKLEJ/2DidIppxbKX5Tj+LvXxrJNWhdu3XtaTANZgpo2qMePb+0zKLCoP3NnvKmkcj//+QZ4jcrf6WG//7HMnrwedpHfocVN1fcdG9MZuQPsJwKKbw/4S3jLUPlXYdGvBFXeTfgtvTb0lXeX3Aq7lScyvsbbgqovH/gQsKFBJV3E7Zlb8tWebdgS5ctXVReCfRO7p2s8jQmXi2lVZ7O5iXPizmOMKk54uZ52Ct5r+SpPC97gj8Rc70+ZlkjUnh+Fm/GmyrPYJNLT44pC2Ut41vGqzxglgtzhceY5ZNQ4XE2JGtIlsozGeoaqrw41tvf26/y4tlyWB5T9wnMcvCo8BIZmqxReQG2K7grqPJKsRvmjZjrTWI30m+42wEjyaxJepOYppHC3kl+J+Z2pLLHaz5eU+WlsY/h45giB1mwbLCsyivNxmWPi2ku6QyHmSqvDDvU/lB7pXhl2a70XTHFy2DolVvllWM5gZyAystk+737Y06RxW4KqLxsZnXzCi+HWYYsFV55xgVUXi67zXdbTEvLY7f4rZgWmc80rxZTlgrsN89vMeeoyNamrk1VeZXYeTgfU74CZlkfUHiVGbrGU3lV2KDkQTG3sir7NffXXJVXjaEXI5VX3XL2p/JqsEm5k2Jka7LxDcc3VHm12JjkMTHnrc26tOzSUuXVYZ6AJ+a+1WXo+0Tl3cYO5x/OV3n12M/VdfFTufXZZHNyTLtvwCxzcwqvIXuHvxNzlxoxywubwmvMfor7KaafbMIWC6i821nT0k1j+pKmLDc1N+ZuNmP4UaHymrMJCRNi+tgWzProUHgtWa9ArxjZVszyK6bwWjPr81zhtWHX0q6lqby2LPyyLn4qtx3rE+zj7k0Yac/6t+7fWmF1YD6/L+a8HVlTX9OY+uvEvIY35h11B9tZfmd5ldeZVcyomKGcogurmVwzphF1ZQvLLSyn8roxtOmp8u5k6IFV5XVnbXu07aGcogerLaAe1pM1rti4osrrxbqU7VJWEe3Nvgh8EXMz7mIHax6M6SX7sEwzM6ZB9mVS/9DN68fmJs+Nudr+7FZzIn4qdwBrG9825hV1N2szo80MlTeQbe6wuYPKu4dViKsQ05wHsWuJ1xJV3mBW31s/5pG5l6GhaZU3hB3gB2Ieo/tYenx6TPnuZ9WD1WNeUQ8wy12jwhvK2pptY2prGCvkhTHnGM6yymSVUXkPsvVkfUz5RrDcCrkVVN5I1jypeZLKG8W+hC9jHpnRrCKtGHOXxrBRfFRMWcYyy+yqwhvHmuQ3iemwHmLoIErljWc9xvQYo/ImsDXeNTH5TWR96vepr/ImMbTwrfIeZnJDpZsXYmiBR+U9wvaV2RdTf5PZNM+0mJfAFNbX3zfmMZ/KUD1K5U1j6OxT5U1nr6a+GtP9zWBdAl1inpqZbClZGnPfZrFvy38b00XMZh39HWPOO4c9l/JcisqbyxIzE2Ou91GWaqbGtKt57GP/xzH5zWfo6VHlLWBzUubEnGMhsyYiFd5j7JP8T2Lu+SK2KGlRTFtbzH5N+zWmK17CdmbtjBk6LmWvBV6LqatlbGbKzJiyPM7kxko37wlmdjI7KR3WcpbmSYu5vU8yqeHm5q1gqKWl8p5iUk/NzVvJTlw6cUnlPc3OVDtTTeWtYnUr1a2k8lazAa0GtFJ5zzC0Z6ny1rCsjlkdlct4llnGcpTDnmO/9/69t3LYWmY5TVcOK2SWGWSF9zxLikuK6RDXsdW+1TEleYHFmXExDehFZgSMmBv0EhvdfXR3pSgvsypGlZjnfj17OfnlmN5+A7Ocnyq8jSw5PjmmL93EhlUcFvOC2sx6JfSKGUK8wtB4vMrbws7yszH911aGbs9V3jYW6B7orvK2syFxQ2KqagcbWGZgTD+yk32f/X3MeP9V9lzSczHPwS52MO5gTH672ZkzaFkqQ8A9NT36Y05eY+iVFs1Hoe19t/WXCYST1xlukEHP0ejwWbUcw8keVtDplF6AHTpO6P7nROwH/JvcoF7+ICd7GU2hKQVU4j+PDHLyBvPpPh2nTdF2WvQDnpN97Gv4GnDaFJfQnRRO3mTofh3X1HEu1pXwFhvVXxc/P/gBbTa6c9vPTvKTHKdDcZ3c7/Wj0WycLdW0vaWz1uL8adZaDO0tzckBliT+rBlSRPQMRZYPIlwLxNVCd/4H2Z/pf6anQArgdKg75W022BxslobSgKnulHcYmmNPh3RIFXCnHGL9BMpAGcC1R3fKu6xhUsOkslAW0PikO+Uwuxi4GMApWjyXO+UIQ0viaCYSz+VOeY+hOXCcoMVzuVOOsoH6QB3XBfFc7pRjbLmx3LgT7oTuAnZKYKzef1P5vSMGB3uu2WRo3+Zplxton+RoJs7KcnKcVe9bvS8KoKCmZdTWt2QHe+qLPoALhduLtRWPDKg589EFI4ssO5C81fMZSxoTJN3brxC/O0vjL3aS5zg5wVDnrSf0hF4C7lK+z54MPhnsA30AZ2vds62chNmhWodq9QWJ6JSnpmmcfMBKkVIEZ19xFtad5Un2ErwEAwVwdjUqxskpywcVzrdiqlvmNEN7xDh3inOo7pQPWRvehg+BIYDTo36vd9XINfojmrZsqK5fG19qddCnzTppXBBlqvqBE+DkI3Y65XTKfSARFfswV0qtINNR7qSmDZji0WTlf2y5rMBPczxdVCb8S+RMVv6R0+BJzrAKzSs0HwoS7lKfZXfm3pmLk7XDBNwpn7AGZgNzBEi4U86xZbWX1cY5V5x7dVLutar7UxYWGA2jYYyAW+wzdvz4WBgLmObwUzg5b32SjRN4SMAt8TlD7emJIOFO+YIN9w73PgwS7pQv2QnvCe8jIOFOuWB91uKkJk5uulO+YjfIDTIdpgNOWrpTvmZYwzMEMNXdRL5h6AUdJzgx1S1zkVXo7RU/XPeyRsn/0U2O1fVAWjDh8By/ZpJL1sOMS2C4WPYvfapJvmV1SV2CfQou50SXZXSTfMeWNF7SuAf0AFwhiRbDJN8ztKqPjxE+Tu6UHxg6G8EFD3yc3Ck/smXLsB3gBL7Dj5l5N8llFuABjrcXZ8rd8j+xVr5WPryNeKPdKVcY7iXEWXW80e6Uq+yC54JnEkwCnPaOVrFJfmbXvde9IQgBprplitlpcprgFDmmulN+sUZouFKEdRJNiSO/sqatmrbyaxr5jZ03z5sYusYuVLxQEUO/s7mBuQEM/cGW+JfYNqjJn2xX+13t7dh11k7Ajt1gLmch5C/2SI1Hatixv1m79Hbpduwf9kzZZ8o63nrITSabrUy9xaZlTcuyYyXMslQUiWl8iH+IUxqdu9xHEMLRbYQd83B0iGvHvHxWx1kd7ZiPtyzXshxenZ+fELD5Bn/V96ojQ3nL0i1L2zHg9YL1gnaM8fXZ67Pt+iScjz8x/oSdaPJq/mpOIeM4N7lpx+I52h60Ywnc2jYXiSVyyxEAuqNKGS7iAT45bnKcnVqKH/Ef8btcRJEkvse7x+u4fyLJfHvF7RUd1yckhV+Da061pvJVcauc3NJ4NU8152YFOW4ycZxCkdIcnZrbqel8Xvo85+aV4Yf8h/yOIwVSlvfO751vp2bwVcYqHMFKy6WkHJcmzCMVlclb+1v7HVcLJItba6654uiNNUU8m6PNVDuzHL4NtjkXUJ4XphWm2bFcjk+Qk3EeX1ptaTU7MZ9be5YisQp8c63Nti1iUpHfxe5yGm0l/iP7kTnZFFg+YuzEytyyieoYxiRV+EvmS869rMqtDdb0yt8iUo0bZY2ydlJ1fr//fqcCa/C34t+Kt2M1+Qj/CCetFpdryzJWm7c0Whp+c0/K5+1EtA5Hj0Uu31+kLu+Y0DEBm+5tHA2Q2oL1uMsTEanPqydVT4r6e23Al5ZbWs5Obcj7s/7Ra27Ep/86/Vc7sTH/1POpM2QmTbjLbQC5na/3r3eK3pT/nfh3onNoM17OKGcbdyfNeb8K/SrYsRb8VtKtJDvWkqNjBTvWik/NmpplFfb3Jpr242TSmi9JXBLNuA1/13zXqfW26AXPKUM7vjdub5xzaHtumX9zbMqSDtzaeqg6iyId+XX/dSePTtzyzoLP3cEcEb+Dvy1gp3bmuQJ2rAt/I+0NpxF25b3iekXP3o0/Gv+oc5/v5Nbcr53YnT8eeDxgJ/bgq4auGmrHevKWyS3xu+qGNOpLevFjpY6VcmR7c8v4ix29i68z1zkV0oeXCNixvvxC0gWnpvvxV/2vOhfan+N+YDs2gNfIrJHpZHo3t7a1RxIHcmsnRCR2D7cMiEVig/jr8LrTZAfziQkTE+zYvRz9ntuxIRzN4dqx+/jlppeb2rH7+b1p9zo1+QDHTw47NpSjfxM7NozrnfXOdmw4H5s11nk9PMhz0nOcvmkElyoXMjaSu1xtkFHccqcViY3m49LGOWcfw6fkTcmzY2N5T09P58hxHN1C2LGH+LHsY9l2bDxPM9IMfBoncGuLV4Q/kT9vPO/UwiQ+KG+Qk/vDXA68ZSzEB7ca3MqOPcKvBa45bWQyt7YGRWJTOPqPsmNTeU6tHKdPm8Y/DX7qvJym80kJk5w7MoMn+BOcezBTaSyzePuE9s6Rszma8bRjc/gm2OSUcy73Jfqc+/Mod3nSIvO4tUgZic3nli2CSGwB71DQocCOLeR/+v507shj3LKBFIkt4uWSyyU7zXExv2hcdKpwCV9UalH0eVjKLTtCkcRlHHdzOImP8zNpZ9Kc6BM835/vlG45/4f9E30on+S74nY5T8QKPi15WrIde4rP8M1wCruSL/UtdWJP80mdJzlNchXfnrQ9ycl0Nf8x60enhT7Dk9KTnBa6hqe0SnHu97O8pHFJYzv2HJfamjK2lqOrdCfTQt6RdYwW/HleLb6a09Ws4+jgx0l8gTcyG0VFX+SVfZWdeQ7yErf8g9jRl/mpglPOHVrPaYA6LXADP+8771z0Rh4uGy7rCG7i9/nucxI389Le0k6TeIUfSDiQ4By6hT/ue9w5dCu/O+5up9K3cZcXIbKd90rtlWrHdnDLxl4ktpMbmUamHXuVo787O7aLo8KjHdvNB8UNcs7wGl8Gy5x6fZ23L9++vB3bw6/GX3XqcS8PVgxWtGNv8Hr+ek7L2cetRdhI7E3eoH0DZyD8Fp8cnOw8f/v50fJHnTMc4G2CbYJOVRTx4wJ24kFe5C1yau1t/mvlXyv7q+Dbf8JhTZtwmLzDaxu1nes6xNG/kB17l7/OXo82icM8pXGK05iO8G/jvnWq4D2O3pfs2FF+1DjqZHqMNwk0cW75cV5K/NmxEzwxkOikvc+larCMhflf2X85XeEH/M/uRPzs+Ek+LDDMkTzFLWdVkdhpXqF8BaeCPuSNBezYR7ypv6lT6R/zURmjMuzYGR5MCaY4F3yWv5b0WpI/Vwwm814S8U+4ZWXLTj7HO1XpVMWJfspbHNXFz2F8poz2z/N32btON/85XxNc49zQL/jm3M25duxLy7quk80F/m7OuznWeHjHfE0bEtDJV3xbqW1OHX7Npfl0GfuGd0zpmGLHLvLpcdOdu3RJKcO3/ErzK83t2HccDfQ7Z/2ef1X6q9JO9Acelx6X7kR/5E82fLKhE73MgxnBDCf6Ew+0DbS1M77ClwjYsavKG/tnnk2zneevmH8e/7nzrPzCL/svO0f+qnSkv3HTMJ0Gds2yH2vHfudNfE2cav+DdyzV0amqP3kr1sqpgOv8CwE7doOjt1Y79hcPe8JO7G/+hP8Jpyz/8O5turexYze56H6dAdEtfuT2I7fbsRK+qcqmKnZMM9Elqh3TzW5Z3ZxenJivBl51mrPHnO2bHf24NJ8v+7zzZvaZLs96xG/O8s9ySmaY7pEsNX/2/OycD8wvjS+dOmPmKu8qJxduHjOOOWmm6fJ8SOJM9O9px+LNQWyQU4MJ5rD0Yc5jn2hWr1bd+UYKmB0qdahkx0qZ5RLLOe/3JFO6ipCxZJNy6tyHFLNmYk3nyFSzRnYNpxNIM6u3rN7SjgXN1nmtnXFPaTMpK8mpz3RzY9ZGJ1bGHB0/2mlZZc17su5x0jLMzpU6O+UsZ94bd6/TzjJN9Atsx7LMWr5azl3JNtfBOqezyjGXll3q3KPy5na23amlXHPag9MetGN55tuN3m5kx/JNac5fxiqYqzNWO91RRXOHd4eTVslsY7Rx7lGB2TaprdPqKpuVvJWcI6uYizyLnDtW1ZzqmerEqpnWl3gkVt08UO6A891Ww0xOSHZGazXNoBF0zlfLfKveW/XsWG0znB527nsdM0782bG6ZsfEjs79u83sKmDH6pmhNiHnyalvVqtUzan5BmbbuLZOLg3NzimdnW6skflL3C9OWmOzrb+t0+abmCNSRzhv9NvNH9gP0XdWU7MZa+bciGbm7Qm3R0cNzc15MM+ZtCItzP1x++Os6Y7f8zRtKpCWZsOshk5DaWVujt8cL92F/rwm0FLTAi1Ja3NuylynnG3MdU+te8qOtTVPlzldxsm/neny9Enam2i60fENTjqY7mFkR3PLkC1DIp/+ncwRf434y5949x0icodpuYB05Dqbe2Fv9CK6mMvJcmK9s3pWEfGuprWAiBMgKcdEvJsZFoh6kyF3mi6vmaS7WbVb1W7+3AUj1wxC8R6m5Zw2EcIi0tNckrbE+abpZa7IXJHpz101cs3e6iLe22znbedkdJfZs0LPCvjl0sdswptEPx/NwvhC50nsZy6MWxjn+Nkl/c1h2cOy3R5ZyQAztVZqLccnO7nb9Gf4nUdkoFnHqGP4g1f+/gjf0PcoveEgMyElIcUqYUpbER9sujynk3uV9j3EHOgb6HOc2pH7zGWJyxIx41kXRPR+E40+WfXSZ7KIP2B+n/K9yFq8lDe2EPGh5jPGM4aVXhe/r4eZvUr1in5PDDdPjTk1xu/tVCgiD5pFUOR0HCPMgQKOF2Yy0sxfmr/UTh1l1rifiB9W5GjTmnSx51jJGLMkvkRpj0Ey1rT2topgyf+3f03JOLMn6Un+5VTiI9a0NEP//yjFeLPZ0h2rxN9q+3+n0ieYzWZNTH7kq7Zb7f/tWp1oNltxubb4q2P/b6dMMpstaV1uT7fLj9r/2ykPi9wOImeu/b+dEjKbzejev+Lvby+z/7dTHjGbTf4Dz7zN/h/v4+R/5U75V+7Uf+VO+1fu9H/lzvhX7kyz2bgDW0W0nf0/cmeZBTOMArxvZLZZUCnPI8NzzILLlbwyPNcsqOe1v+aC5FGz4IIvGp1nFjzLo9H5ZkF318ELzILeroMXmgUvx0Wjj5kF810HLzIL9pNodLFZkO9KXWIWtPJHo0vNgpAr52Ui6jr4cbOgqSv6hFlwwIhGl5sFj7tknzQLTqbjtZIVZkGNylboKbPgkyQrtNIsqG/VCnlahCpZoVVmwbVyVmi1WVAnzgo9YxYskhJrzAIqc3nWLGgmc37OLOgqZdeaBXdlWqFCkZ+Ufd4sKCvPsc4sqAJW6AWzoN10K/SiWTD0ISv0klmwvbcVetks2DPWCq0XqT2t0Aaz4DQtcB6GjWZB0BO9yk1mQWlXdLNZ8LEvevArZsETuvPJvsUs6BFNxK0wanybWTAxLiq83SyoUDka3WEW9LwjGt1pFrwbdLJ+1SwoXmIVd5cITbRCu838fPHfa+ZEz0SPplGyL/ObXPK6iXtEZZTsMSd4J3jR5R7Za21Ap29fnZe3ZDl5w6yj19Gj8X1mG72NK/6mWVYv64q/ZR49Go3tNz//PBo7YN51VzRWZP7l+StanIMmevu2SvC2ibogVvAds5ReSmS/L1NEDpmTJ2OQvGsGvAFvNKvD5vr1Tkb6HXfIdb5NpAoRnwGHEg4l6OJP05pXIUEM6R7i0ZvrzcVXARaoCiHeMmWs/33j9fE6hv4XWdvViA==</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>