817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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</script><script 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</script><script 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IcOSDTv4GQTYHRZAPW8iSSn2rKDIRQljRMrNBVHZuHj3QZztGIncpYR5zwOKO1cYUQFn2La6aPTnzDYWS5N32xkmbbh5uxEaKyd/Y1RW2jePv00xKux2t2jd2586/yddjFzMHX1Wxe/ffHq7AsXhkOjB1YN+3cWF69dMROrJxb3r052XBvr+G8rl8Y7rv7V6lc3GoEbS9tPPc06f+/oSOjlp0AUm1KD29Ktl94bufDef2O1vsBbjcDapEBn4vTJdsloHPw150vfDLENv8qe79hYW2S3D51pg6EkoEDcwA/k2GnNeP3siLMfHw69XhuZXqpKgYVTx6L5X7qpMb2j162sMLPt0kOvnP0vvdOW1DfTydjh7m+/qvHH/uVJiLvH71iZ35rI3CxuiP7u49OM3TSKY/slY579zHCz45WH5iuByY1y2Fm9orkN9bfOnJ+2e62/jf7n/HJ4VjrVcfm20vmCg6pmyPVW9N/viXYcmtvAnIVByVdYYS8fe7EOUD200GAr2uL4Um265QG1ZxYTwPLpmqzGFH6qG5TGfTbP/mRmcinYyX/8UOEUiFM/bNUh2UeuLL05FJgea7cOSnKkE5VVaUj67jTVL52F5y/9gzGQXbWiLDAxypZOj4+1LxhXNN9tNsuV4H9sCzlTUeelA584UZHmJJl9/8uPR7f9ipkZ4qsvfo79lcQaBnLUv1O0KNdugggNSLc6+StH35KOR4tNeXiIO989sOvA8ILiaMdhqOFC29aw8QpbqHUMt7OIr2dZTkUiA9sOtz//eKSwTW2ObN1nHmj7G7A2/VTH1PZPTHYHEuECY8vqTbguW2J/tLVtwVIEzNe+8dOemvut2m82t4yPtttj4+dHn54tWgVphzO1VTKfkYZHpFceWglteV0bjaRpKec77ZDvyFdC4/tB3gYCb/xWFP3HVFi25/D5SvPm4Yf4NzbWJtsD+73FevDAImOedHyv9sqenmXmqLPOtUXjL2YeeoXNzLycONPxZfAd+9Rvsq+zO1rcsHlxx/5s8E7p0J6ZDXtm+M1bTW/e9L714/yhp2NfnmB/vciyTTsVDjhzAW2/4WM9z2ivfDLPpIFDHZqvH1pa5vFwE1D227/CDoXmpT9eWijOlvOBoyFWC6HmcJxNRzrmg31kbNY7rua1yf/4/MYZ4w9YaKh5evSPLzx1vP3Z1KkDv/5mJrL81cec6y9vXOKBPw79zH/Vbz3fGGX7JR9bhGsqHADiXhtgzS8DHvsJ4CY/0b5p/GrX+Y6+3s+/PLn9B9q8fPgb429PLU0HF5drz094zsLqb//V2PTXGk/iatdh4+fv7J77BJ/+2vjWm21XXzo/e2WpjTHzL6fYxkPMeZN97f0N5y9dOL/EAtOLbGzhJmhTgrEXbK0DOq31N10HfOY/r3TecniT+aQfeZ58+C9TDdUJnGJznS+wxYXmr0UGfOz3pw/3f/s3+4d47PfYzO1BbeDRageyxKntQxTsVn7AnkVVyTciiC7eaU5eHPva+YvgfgN//coGZ+N87c6lv2le+/bZS2fvMF9Hm9PeNnfqROzFf5qnakjqzKhOFkV3LZoIO2PdA87Xb7CnP+uwzvDZr4xzjCbMp7sEhs6xpfkOrxmYPnTizvn/gWngURb6n5oIrk3+62eCFzaBV2SHK9y8hfoIQXfzysYAax76s8WhpXkEn8OyAyjLshgw63FMI6HIz8is8+ZhFpK0osUTrJgrykWz6PUm8qA03uC+dEb1hlWzOojK5SAIjW4PgG4ZRpoX3VO/kvsByx1OplRZqfeWXVD3qAkST5WvIUp3BHGnUe5MVGVHcXMsnSy62/JOtp5NFRzHzIRTEe55rgd+71LFb2VAWc0kF9GfCycUs7itx3UtG1U9zyVTXMmlk+mkNKK6SP2uICNmgZImqg1WlJniyomiti/vM1TH1Ss5MNqyz64yi1PpyLy65PlU0FGioFIaEvt4umwWO7WGEc/rhVTes3DAp+aUYRXF85DL6roynOl3TFtKSmU07vrKZiKcxQCyKZQN5VS6wiyjYjqgamD2EN7epOoqoZOr9yhMZgmWqLrbFCen+FDXMWjJzFQ91Os+gxTq5AbgRYPzriunbTulmuF9YEZgN7mKBOld14fCs6irrE4Uw5ZTqpEHbyrL+FusRUpGKmNH9EzZxSVW1MMZMx0106qBJqxkwZfHXamCjyaJkFlByY4YkM+azsWdBEnsQilMV1N5MKmcpKSYbSQSTDGddFwqo/QwyijarKRCpXdANRNF1Mo+I1kkbktIbOsgYoqHoiGndObsVNLJu7jERcLUK655JFNmqaquovRz6fo4RyUs5RNOupxLOOjedIo5WbHKoPC4rwr1DCeLHoNLmGD7ovaPc1tzEkU9w8nEcjFmhUzJUH0HUUgDzYisQxoysC0opzEoQenKLE6xRPhZluLVEvmZWZEcV85D/4lEOqmYGWbH4Rv9NM2EUMDfoo7hum1FwIqeUQ3XUq0KvF9xDauCggJ3J9O2Ahs+K6cLMD7JSLwvRiPxXHihGckVZO4aDpnHZEWrIjfStpzXuJ5EaQif8+DmmX7JKjM96pGhkIYMmuRhVTmRFj4mpytWHM7vojgwq2iXfAa+FPEorKmssKLVXEJDkZp8IYlhQlE+eHOqClesDyEIFOha70OsMp3TNJpgiDSjY5SzYNF2opjLKBZiG13rSaLbNLFAAWtweBKEjMXDtl60PZbL5OFKrh0wWMXFCVdMcNEUTVZpujHbJQIfH8Dw4dSkspQdTyQKQ2iNJq+MwU7V80xICpeQq2al1y66bgr1EvP1VW1TAtHnKK3TyURCKrMvuqVUQc/HE87lXBzaMqmlQdRUJYQW6AOCCThVRBUNsAoUEVUuoQcKeSoGFAQ6ywERyClTZRDzWsRnc4xJtuOXUWs7PvijAZ1CqSg7DFOhSbxUksqPQ8W44mNGIacM5gA1UDJqCpx2xfQdiw8whEsvR80MCLiMoMkYan2fAvdES8AD2+SpkFU2FZ2HZfAYpNoIk4Giw2UG21mqYecGXO5wl8VQ/zqOnIfbD0pQt1lFuKIkMBSa0SiRsYWZ0aeJamWA5t+OlFF366qZgdPmUOLWY1IF7RZ6MxVDOJDOKZzZvjiQPC9X5fTBGNq0Ayphjjs4BNOJcOUDZtFUDimAPACMlCrnIqaG0hoWRqWFWlqyNVsvSGmeVt1aBsEIaDGghUAyDRkinivD6a0oLuRchpseyuS5m5PKHkpyXInaMqV6ht6vYRxx9O5qvRRWhBrwaMShYg+huVgRquNOnMHjmZmFOBbq2Fzi8j4lJ0HhTO/vTSpiLlMj6FDGfhEDidk+I2/UkRXKepRKRwQH03sQLjA7hb6dhRLG1HQYiJq3jGI8UR3MevB1ID8io+pRKGQ9moHgnVBZETaCF8VSedIHq6AkTwCPqE70kBDQrNUj5UnFcEeavYEIMuemZFftrC+jMmQEoJzn2vugw5hiIKDtGGKaa1SQZZyBOHISt4xkxkhX9GQC1lMGhyxVLtLcdLauxQGZgEGPDZWA7MkIzSi5QOVcRkMi8eWNVMhl2iYFY3SqDHqMmkVApp1m/ZtUKxP19aFTuNfxEBIsGkIf4WftXN4Mp1Q4J5qDL6setIBsaXKK3RzSN3RXy8AN9QrhB6wC9E0BD+FOKcKPeslAImBuLVE1EXQFIIoKPU7HFBmAyGTkaYoz7mQdrWwy5AA9jlO5quGz04giIALsjPo9o8KlevuR0gdg8TTCF0jPwlm94GjQOSV8xOPgkFkoUUan9FxHTMdVBFM4YGSSGBLyWd4VhbVLOJalSRPadpOOV51c2C6BIBBYJjIQzfX0Hi5WY+xYGL2Ruw/F8mbeHMjn4iS7Z/X3HoxVkZHskhfPZ7MOOQVN7rMI3EZhqXCqQlOiiWqKEoxXz7r0yzCTUmHIho4Bscx8gVdpAhlJG3krlx5RmWdGXFrgAtniOadoVjtdhD6QIkNYIqUUoKoUp0iWiy6dS0etsphBhGIlWqsaJByJ2w6ojmGouXDJTKSBM750wXTQZfqg5A7m+CBEtUtxIAeA9BC1KqdVpxSmEGfgFkjZ/RLP1n7li+mk40DVyCsKHDVPJM71gDc0lVCQBtkA3ABW5Q6Dvyk0laUMV6ABEVesTinbtvqdHIxA3l+Uw1nHTAzwbJhYCNjJcMXqJ12nilYfBk6UB5HCXNkqwEkRmDCpnowYtD4ll1E/aNBlToqkymBDEBRRphCda7E42JaWqYyMYlblArKaDvBMEQaB8SQFLiKAbeYLK64bi8M/iSplkM+KZsKJZDmEoBmfeDwM5SjemGLYcjgvIUpZfQimQaemKoEbZ9Mc8Ijc3qkbKnRle74o7GhVTGk6BiwBYgwg/VTNcBacQQ6nMplIYoCgFLmoEKtCXy2yykuGYqaTVdcMAzLcetZEkNo+AmZK67YJRgzv4InDoFXkT4D4ISRN6+AmpAQJmSBnVwGSceWQHU4lq1muF4sl1xlmgON9CuIRwdOr8mz6iKKDh6aj0BlurKOOtSV0DXJ1qGAqDH7hucQZgM3g7o403KM9Q9Z2SLx4imHAZoQ8FApm9U6mhaleksT6pZjJAnykjWekXNXTyzrAWK8gQ5qH+/p9BqiJZfSD1no5R1LdHDE4MG2WIyZoEl64pI+CREskMtIJkw8nKVQ1u5TKc98zJafECcbdAYoEM5FHckNmMwZkXqT9c81OYvoD+SzNA8qUYAfB/QQ7M+IDgGnX7SRzgeQifOC/nqmKtYw8wtukoEXIM8AIRjyM9MElI26nVdab98BwHKC/k6P86NC0IUDGsKIIxBiSbkbVbMdJkR4tNUcEooQwuEx8m7gZEoqWRXiZCs2+Ac6SMCJsSNHM7VwFsE35mQN3KGKQJVVaZfH107IVNBA3VJlccbDkQ/GSVmWUChHK2EBLjJ8kBZiVY8Usd61MH4LHFBSjivE3BqFXZKSkAzaG452OZuRjNL9tFutSjthLfABZdFAjLlwEtIFNpKCQVLofVRTw4kWQPEKOeq/qAQPE4A3DjBgGxqAFjLwt6CNER+FCE7GCKUI3sEotgtYMM90fgCfT+l/Jhs2GUOmAMSrEo5VB5jg5NZc1kOBQVQBcKNCQbmDiI7R2WYIVmKL50qrOFT2f760IrilIhu8ZNvRsnHbygnPWac0FwTtsUApWjFTEziaULyqxVLnWw9L9EvJLGQllOMPT/Y6jpWjakEF1iVRGtZBoQY1Id3BUzwdfrSAlPptmdtqIyoBnNly2ddGzk+UMngvkrstxXG1WpVR/FqpK2nlkiQRKU19BYzcxwqGs68jIabCES+saMi2V0QKhixotQJmMYNIEY2EoLlBJwd0pvnvhaNADyiASx6B8VgVOEGFinTnUGdb0EKIUfO5gVpQN9iCY07PwTzgHIp5Bd3DqTIHW9BOoN62Cq9soSophJJoqwQe4VtQ2bURnoui4BPhlK2MnKptAlZltKjBUrZq1YRiENVEajABeCUdnch4n2ba8z4Yk5BiuvaksSD38MC5ilnDLqfpSPUo2rjh6VM8UkGpc+NgRTqxc8Xx95KeDTtbjUiqMewYchmYxjG0KGI0TAbeliLSHOLOK6D3GHdSsVpSyHbCpThvK00kiKlXrIAbkUfyA0pkZoHG8yIZ6y2SiXpWKW4wJRMcYLNHybFxhsVQyL+cpjatU9oCUGkJ8HsOIjXiR2Bt4vDlAJJrXTXWbbWuIk4GsT0UKorCm2QPEnjfAAqj9GMoMN5UolIBeaCVlFx0QIhgDZgKVc61nGHtSi4CkUv0DcYBMjmbTRg3DEJMdyFncQN1S1Sv6tC9P3AFd7EOhaedQECE9RBhxV/D7uJSxbW6CwqJW9whXWCqBSjDF88h+O3pQ1iAkCEs9NpysoPoBQEmpfJGoLuJFoQVRD+lsEMg7qIHQAxiofTlCLmrUrRBzt4GjOnk7q8XD+U7OaH4F+YKloLAYFWi0ecGAkiARy4lFfJRvdqxghgHHO4wi13m6DzkSiEL7YVykHB+RWzDenF52wGhhK2VYpSpnsLc/pkrk+ZpPARVEhlRIKdxZVxAwrtpbhgPpFWgVPDiD+h9EEISTfBepDonZ9oESQ4Wwr52zDdxd6S2s7YdwaPK46j4Zpjk/Q+yLcDF+Oq4p7FkQSSC2iXFRXDiOlVfG4KdpTpwSJZAetWOqw7ehfHNQlljqsKEO+oCHLrm6R57LwTFaa3aOqdYUyjGonhC9dbPAZFo9REpwc9XcZXghPJhni3AdWwINYqgDkVkTETfOoWQjRltaXKImLu0qcWE/2o9D006OkzbyjpVhvOqghCmm7RRPJ7WKDzWvoiczVHuAbMcS6QhRJ8/WjQLcOG7bnTkU1hEkUD1qRYnV8KxiZqEuR0GBDH9EoeJwsEJoDnUj5djEEYprV+ApDWyQ0Q0Kaguf2tpOBHcf0OLUZaJCNYAZISomcbnMOq1MmSYGyG97aUbLsLnWW5AHOBJpxKwiCKgmZ9YzNTgJaAkq4v6SzaxppnO034mwyRXEsqQND3NYfVOFcIsJlTtZsWlHqFviaaeaU3J50JdcwZcG6fN8nFPUgHMEAIVIDFaSqL07qDOyGmqFODm442JA+RKti4uC3YA7d+bC3MrHj6g0p0TFe4pKQxdumIVpqQa1e6OM/NZI2QMab00E8E0ZimgNRLIK4KJxi2kZXkrZGEiSA5brgQrxUwp+mvtyiU3TfoOEhQoY+WZYpf0vZj6bOgiam+XAS1BW2t5UJ6U6moQaLkwcFRXVQYnWhCUmtSZUiCwcBgVByh3UizpiRar4MshOQGcUzsgkNMdImJTJE7ByPQ8mTmFWp/1wdXYoo6Iwk4m/DCHhqI6W7/S0vC+dqdAeOFEcQzuIUOCXlqeNSKjdIE9vnsMsgExaMx3I0TzsM0SlXIJbb20jEJkSvBMAQftO+FBJOAWV3LSjbTCWCIdhIYNGChUNwiUMs5qL4L3J1gGSASJtonDlXDGXQZ1alRUfQ+ks9nJ46NEAVTZI+xHU56B0Q1mwRsqfErQMxtJZSlXkQk1FuejQjogBrUSMjtFeqZYKaZtIEvUQiiiaPkQxMbiDK6DK1Ax4Ie0yHGAaJXQkYKKryFEO0MtQYqgNqX5CIjJocRzZU+mkeHE8eK1JWCGWl504VaKgAwRwICIhiIlaF6QHnJJ4p0OUmrYjpR0pAt9JG8lw/HI2G8/rFXBAaCGRSI8YKk1xgBhZSUR13JFo34KpouDRQIWIpgOO+1knrQ2DcgANVS2W9yALCcJLcHQtFUXed4fLukqiOEDCTo17wtRIy8+YHimHRDerg3BuMMJYqodTN1qdmziTQdgiluCeYAq8V3GpiCSikIogohguB8WgNGhQ6IqtXZKwOmkiotuoj6RMRvVN57iLsl9FeA1uypA8uctZMyGpqGBsvQhVR2xp/kkQW7iNmBdkgjK4JgoXg8iVKw4BU7UszXXj/T5a+NcNzoa5UkoVMGhyUMfkNAfpmbTzy/GglaF9eZB3y8iM0Ko/yIvhZOdhF7We1VUtTNkgYoDNwrpik4dMewscqVg7kueAh3IrVyF2wSfZsy5OyZHBWEEDp6ClejFeO2H7bOBvmtYggJW5VFICr5LTtqTSnFUJRYYSjyeKce4xO+fEaRY4xQ8XqcKlbU58m+LYuRRU1IozBnLLWCdleTNs0NYPwxhuZ+6zCNl91RYw0ua3RHgIkYfynPfmIYtZKRERSj2TMwvEAh3QKypKvwguFMvD/cT8dxYXaMJoeshxON6aBVhDocIIuUgjLBc+WpbjEs/7CrlE2i7m0gdLZtXzoZQFFUqghjBU2oeRAkkE2sZt2l9pSwBabluU/olQIB7IL8W+tGGVl8wIKhTUGsQhTZU4jljeRVllQAYa1GExk4kKDNzDI3wA86UqAyUH9yGWhhyrD6kwQyQffKPMakReaRclg7HZISoX62IXigzy4dIpqnrsta0djiS1lGcXY0gs+VRFL4B3+HjGpvhGAoejJi7HHJRpQFVpupeEA7dBJWnLSgDXOBTcxC0c3imaRxlDuyeVJxOKBtQVOGPT5mq9xxDrKjoVwrY02AB9ieehMaiZx2hhAnU4PIgNygKlKF9YUW5GnF5QNJpJi6eSR1SBmZ2GIbztMOoglkdxiAByUBGkMxmWjHg04xmX0mqOpqFobxPjuSrrdCidEq9HbaFJZt7OwYm5yHfc0SFuDIOLRQzlWWYlKxKRPoDiC6jkcyprxJmYdgFYDAvgJVAlRHVpSaVENSrtvTFAxMUKBW5FRo0AqcH6bSZR3VwNoIQEnUOZkTYKuarel89yAIMCppS281R1I6bDbjZVNiUVZUtBi2eUOvB5OBLPw5loNpn0yZwhdAl3AlK7g8iypGeafyW5emmdJKXGTQU5l5wOt9Xh4XWHdv1p5FxWQRogxzZtXgPEiO28tpOrag6hlpGMJ8LxAWS6XsQtUo/OymBuOZqQ0dVcFbUJig8Zfoy6Fgk2Z6fyKPP2VWkvKisNSnVHoy3JNsGsbYW5Y7iCVNclsKqCjHRuhTRaC0rTer5mqZaYADAMvd8Re41oTzmx2GosMQCwNCrMlTMsbxllz7ITUtJJV3KssA8GV21dyTkUUvE4Mmin6AdwvE1sbMNf2vwEpjYNn2ztj6VCmPy1BgW3zCiZqkMrOoBXDn6gkUWRTyKED8ilWqXXYArPSfk4KSFXKTFfkqUNBucDkFZ85Rxtiy3I8bRB82Rg9Gm1jstFPIDlWqrki1JXMJRZ0EAPMOostR5XMG7aImiAOkWost8UYrFIKz0zC/WzdYR27msgTXYgWTS451g0j8xM8lse9kEhRsVSUUbxVMWlJdeqBX4Jd6dp1h4OmgO3cK1+HzNoR2MqH2c8q4l9RAlaB4ALa4I2OHAo1LS01SovIRYUMdnCJLFHkWY2iNjWVCIAsGsJIcPgzlRBw1BDXBuAE7q0JyudcNKF3EC86uj9WceX4Wn8ycNxyr3oPE2b4fKlVBmGp/QpgckYVo+teUSgkEq4JCZQBAsTFMMYZEgDEJJ3cs9S4VyDKJ7iqShIBF0s9rVJjllGcSI29mt1xqR4np5M8CnwQi0CD63kxNJq3Zc3pQoqK4fqTKs8bCQdsKweGzALGNPTKs3jsLo2JAgSl7nYVEfT3UJg8hnDpi3kLZ6WELaC4xuxMPh9j0I7hQc3gV1TrILVSgiJ4QrcTEMCKWZREBQloNFAr50uAK/y8bwH8leOFcF9c04Z1aB5mXIQzb7TnvnefqmTalqNqiWU83gNteoCeA3Vb/BXkTO4JhbhHEYTh8KxuS27VL9zOjZYol3QCOmQCXNQmtWoeYaQT6AQyusZo2ImqikjXZalDDRkShwUhMosBJtCZQxqUCpSyMHFTvmcB96PTNTSBep8nnVpzzRiJw/5YLZBx0eVAS/BTjJYEpJU6jJCnBar7c6wrNBecDsdTkVStEoPvJYrvgRNpnq6arH+TUkM2GejvATBjadUqy/v0uJ7PktsozNfMlWatwFDH+K9B4cMemoEjCFFG91R+GHgFCUSHWAaWIBNwY0cDGAJg0VmDGAx6+NxCb/LQJYqLSvQNmPLSCbBRls0yE0x8GnDA80WRFgDY5YjwyLpMopOAIbBrSTNHBjDycsgkhKoEevkgGaetcq0j16DEMi4LTqhwcsjuYSdKhMlzSSlsq9sVYD+eh/SmKl48VTZpdkTM2NLebeVtMDPHQIHihMN1YeMKt8244oWj4iivw5MC8XS0VQhlu6j3Us0Ietl6aEUqIGxHMCsiJuyKUPFAHviEk0t+Aqel4OFq3IlAKRXKcvRXgpXLG+K6g6klLlxmwEeDHgzkTKDxwk8mObBtoz1lkXJTr4AlZhHDkrcQPS2ah54Dq3yaKIekIpyKs8tZkS4aafzACxKLlXqLyaVzQRQPpdWfWVkM/SbFzMaqTwIDVEDMAGnk5aroE4wwTgOanBywflFGBq0U9/qp9n+IZrB8YSqhX+DyUgsmUdXul3OlojfeJ5X9yUkFNAZgABKV5qeQGbLKbYvT3OAAOn5zrpEz1LpmQinWTGHTAiPt0AWNTErkBXlhCTQfVASDIG+AQKpDCopZn0GWq6WbPhSzo5n8mDAsDYYpKSahYBKi+w2Yj2XToqF7LjDWR3JPc4d1K1g47R0TI/UGPTMk3jMSxOTU3DLXMQMK6Rw2AEkyqQnUcCYOjnNaFPaogZsKVnFMGk9FYODn9sSrDvoE1twCj6gj0LT74O6DTuiNj3SL578IOq69hwLSAPxa3IxEEkqbExU8HXXBrsrMUErcNVwP7Pl6pBVMJ0BWnVPgEMmqoBZiZV9COdkwslU9TLxIb0MXcsKOC2tw7hi0ipliKKX2/QEijPgpFTckdBUmiWlZSuDpscFxLXKDMAdE3qhshWUkSDShEMgNhPkIfQAgjRYU2keSdMyeZ9dlSh9w+eT+RQ5WRkFdYVWufWK4RLAKV49myu2Hg7IDZALxQqScCmyuNjvQc4FACZQQa9DwuYEpdmwrsSdvA/lqpLT+pg9YMLIjMOoVNEeYapZNROJYj1LDy3YOSmRRiGbysNeAFTu9EbjihOjCpucRvAfra7ZYq0kTmCPjmAG5vWqKATjKYOYAW1Sh+NUcja0LYGGmGmgRaa/FzVDopCTkGlpkwKrI4xsK8MJg0BeUbvFifYyKnyBUZQySKmMfmpAV+IdjCXiUhKVDkxY1ZOFXgM5gPZz4VB6pCzsaJUN1ARlPaPSphP4T2uxLFXUbE9zWiqKYyyedjiDiB3sRCYVxkM6T0TIjarACG4aPJHKp4yC65lF1MVJLerBUZOosmiSjObGTakv39p2w/Q+ojFIWg1CUuKYmqmFYipcAdYxL8NgnkePAWg056rSblaQBSeRYqqDgNeR2foSAH5EgY9WT1yrkgIuICZMR7GSEVrbR62F4ZkVn8HyyGlsvhcMYwiaSXFKYbR7pkDIRyTXeZYTqg3GVKsgHjKrdnIfh/+zRD4HMKM8VoGTYcReTqEdIZ5thqEnKBm+S/FKVj6sOsBRzc1nG5SXDVE0CVUVSwAMG7W0dTCLKKIHplzfwVjRl6EioifFkqIMtaEoEcOpRKZwaFoS06fwWCujslqyIKwN/s0pDQqfBZghGfgKoLARXvcxxdFtJVeUERnJYvaw6kvmQToHaXJPAZeBWjJGZLBE0UGTWbyVWQcJnLh4vE5og756BmCQl+2sFkHAwYpO2ibZaY0HIWb3lj0w08uxdIVqUJaybTtWkRASgq2LiQ2D8BvKGdBSRiYJoM611qqe1QbgX6pL1Q6TOR9rEVLNHqoLTOYeVEc1p4AJei5TBGgCPpmUFNv1RWzXvOzL6wUgsWQUxI6Xopmv08qxmYaLJ1OZTP8QYpQZqP/qJmLOinCRUSjZ0rw6oS0Nl6b2HHBhUKvDqoeEBubty9iXJVNLplV3OAlY9aVVUKq65OtxwKvjfDAHngCNcXubSg/50YOpKD3qGm08C1vw/aplqPrBkowah6a4gdy0RTKXhkD9WdoORFkWlYVhI4uHId6QiDONMgA0AIencUtaBCAK98W9g7kBAr1MxaySHn2ZETSnej4VTpSgXTiJgk5u7vgUpDa4h+owK2JLDi1E0Fg7M2GOHK1XrIMlLycVaImYtjMM0/ZF1DNZ100VkFxt2qYl4JLRDCT+9GZCEu1fhyEwwHg56zoWba+sWEYfErGjV0CAwbYxrgEORdGaMYGfnqd1EhA7qvw1sSTChJdprck96L+Y1Qsm5z57AHX3gG0ZB7OunPc82rTmDgR4gvYegtbQSmkd3uXwQXMAFJUqUsaHIBUlTS4syUSwxEWsOTkJTiI7gJuE1GcPiMxVzDkYLxhSoUTBkYvkFOKIjHZsMKtfplXg+CBBTZZrSJn7VLIIPW18GLW9eBKnTJHrZuO0k4tRmUYT5TQJTHMQRorWnoYxVhQuqKRAdxRirQmIlLIlFUBVyvvyQHkQVE9H3Wm4mpEv5RQx/RiXFKufEj3lT+hnoNPIi/0ORdo4WaHYlROKdQT2qZqKxpxWABksa9Dz5xDTNYoxeoymxIEBegH8vkr7AJibu1yCxVERgZyWSwhc085LVqtwzjIDnBbeUuuncKDBo1GnVAxUSrSFC0Srzyh6RLPQAGLMcy1UHpk8GxwyaTuA41CNLxzWERLhn1Z8NsV43rUYRTzu9yVpk7HVpwBHM9MxJ1FlsAjwDDkQMhjIZfS0nyMelcg6Q+R+HnNAgrLFbDYeTtma6uPpgzryPGilWO3WUWgMV4jswS4HddRZYv8l0N08gjrdokIF6OmjSECi0tIDqJrDPJf34JUIBarUEoWSCySmPVypfM6p0tyCzzDytpnqlylVMxGR9EhCsTMOb/RyTiZdAAFDmAsx+mPgH/E4qisi8SBYcZoGZw2hCoIXmt8xIlpcMRPSwVy8ajpV2oBED+1Bpz4bmkSqU2hOmrYOGNxA0tUImexapt/JFksQMCf1KRbyG+LM00fAtC1a6oM60mUkuboknjaFs8hQnKENi5pJCKAVfTxVdlzLrmpGPOKYUlLiVWT9/k0qbWClBVEkaNUuDeq0/hMf0MJS3qTotFAeZIsom/UiRymRKkJLiaKVLLr6iArTxyVV3O/aMq2miGkZmYitbXcmuMgsLF2g1R2XnnsDjUGsqQGU1iSzR+BP3zcGiuq0RLWdhgaSDcxPgWwmL8eqtPEypwwTUaHRFvWkVGFyIYs+kSSP9xToYSpxPz2qTwAlnlhPI5kjkMA9Iy5q30wG4ZCk/b/MlaG5Om2kBw/IIupjBSdHg9UMTWm5n4AojD2c5RaqOQ/0HACrg/xzvU9SaSMbrFkU+2iBSAM0vxEfaAg+qa1xGUhCIWUeKaBCYxXXekbmAF1wF8cVLuu6cS6eAKQ1YDGHZEZoyltED33TAdKwZsuIdQQrcl2uCNwCgdBUimlaJjcv5+jJlrokIkhCnZIlECzRA/iabSVRKMDk8YqeLvhgwuSRikm4YV6OiU3wuYJkJrmH2xUynyee/NNE7RC2PbMqp41ySnHgZiVikOUhnapNHvHoGX/KNLRJYB6266SHLFCbUvlsl2ipEEQdNyqAQ0iS4uk+2r4LUiZlYIj0iApjuial0zI6A44O6mlVTPIByzQnL9lgRQa5fMbOKJ4nF5m9KanQTmtZ0cWVZiJZpxRACvMI+2lHOTA/g6olCcXT/gkLeTGtokxBbFZp9189JylyhLYPSTSDbbvEn4oW6maamzfTFXBFR0rSjgPTtgGDUmu6hvSJmMyFUXcAz6yeAdRazEsBd1AMGoBz8IQU0NlMxhWxv9qVWlBGGo2nCxayPgPJo2TplUBN8nF67jnLs2EiDkZr3wOciNPsgIBPYkFaNcY5Cpqq1cP1AoDcHQxkMmqu4lNor1FcKtL2God2K9IdVj6OLAxinXDAP+QqSDjrU0BTswJtkKBoMkkm1iLRlzDG6V2MFpFwI7A1U6SVftTS5pEKAMmgjfrccSWkWCBYDHqn+TpyTuKj+jNZ8Nlk3kcLtg49lFIlTFXF2oSZoQfdZS6e3hCp1CEtOs5gLG86+Vwhl0IXtDkRbsH6UTva+1BdOwOM5rkgqx6mdSmaDHfYgJwqOJ4uZkcPIo0lxY7N6nAGByx2sGSpEJa5qTzpgTYjtOYVAQ5ADo8mgNAZzdYj32TSaq4w5Ik94aCtg739tAJBmJGi57OZXfI82o9cHWYZwBwTCz4spdBSDoZCs+rE9omiirmoHFnRqvhUs+jlkOMSRVQ8mYoLN+ZZUdG+OtJ3+Bfttjuc/TatbTmt+fG1LzYZ6OQJThM+YmEKUsXFM9NUOJDb4XJcQfPnZGYt34kMSTTM0Pik/F9ebm+zRTsEuNTAqCAO0zXHmZ7/f4oS+9CTiC9tfPBJxFsfeRJxrOMnPInoiScRVz7+JOLLIar+5gZ/5g1UuxQnhpQuUKzYrWdw54xT3W2XXyZnObMQOHns/LvN1dXbzcU7594OfHDsx4tzF9/93saRD04em7zwwaUTP35h5PzIj29fmT8xPXP7vea5s2/P3FqeGzm/sDgb/LPV8x+cPH9sdPyD+XMdc+cuXjr3wZkPzrx9ff7SpY0jc2fmlo91sPMb3w6Onrt4fuSDSxfO3Lh2duLCxZP4d2zk7KWzP1ydmb15/ezZs0fPv7vYXLzWbC4vXl1Zbc4ury4urq42jzUaK9dXm6vXF5eaJy6MXrx4bHTywvi7t67dZgvBhTujl9i5T968ETzLJhfuBn/8Jxsv4NcHZxZu3N6wcPfU2zfvPLVyYvLdqRs3G8t3fveD8wsTC+fH79y6NrZw49sLkwurp34IcY5eOHHiQkcztOHOrcV3VtomF95bXFx87dK5H16aeHf53InJcx8s/+GBJXbhg4tnj01OdM+f+eDSyYkzbzcCC+Ojf7Z87m6wY3p18crq5MTowujo3IljF/9sdcMHzTNvr5wd77gbXF0YeXfDny81Di3cOddx9fr5udW2uRPvvbbxg/GpjRem59t+fP3a1WuT46urc80N7274YPbmYtvcmXeX5i+d+GD8g4nROysrzRNXT00e+2CE9Lp4Y3GELcyeP3f+3IWLGxffnV8O/vDmmYuT794+cWZyZHQpeOqHwUvtt682z9wZnTt2o3ZjfnHDwo2l8+8tj06vLC6R+eavjX5w6+7L7y5PbHz7Ws/M/NnRuaXVAJu4dvbWN06c/PPA+Pi7M9fOnLywEPjg+viZkyePwQNOXm20nT13ce7MwsnusYWnFwM/Xr1+c+Xs5Ma3f/3agcXm6EOLq3dunTv6eCZTjEUbxa+MjLzZPPWnnx3dL7FG48lx+81TfzfDmux0O2va0pMhY0v72MSJkTcX6zM4T0+216VGgyVqISp66zMI6podPT7ebsw/380CWxv73mxrLXm3Jm0MlhA/abZMkHEQeNo5Yg8g27lZYHOcC948Jzc3baUpgJGoETDmDr0+xt+sy5uY0e5s+ccnp7fwNwPRYScUt5tPTtPHH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5S/lFkUKREcaMfZI2dU9User04VAuaygpp9omaCSao59KIJVRahmyq1Cd3MiKWI2U0nZxY1K4lJUpxOyMuSBQqxskLFqKKANKORTYdxsMJlODJpfDKWmPOYKHpNB6aLArROYAlWzVgBOZbr+NVTqAg8hRJiHhPO8kqfYMhCnYwVpjEYRfHU6/nkjIiTBfi2KIoSbuuhxQgd39DoziGcgZF+E3P3zwZqP3VImyfHcuiqEo9mBvCuvpPhgMD+3Es8giM4giM4giM4goPDkRvjEbyf4YD2h/cxCBo7vxoj9uNIEx4BSpuW+ESs5Vj4m9r30u2o9EtPZDbPpNPLwQw2Nc4m4VNR/E2OYjzH50CXsBJrzv2oEspDCVH1aT2YUyBQXBxJ/dzf5kvLXyR9mFiZMkp1uyWfBggcMQuX16qRShiVzhNmKQGZC5XAoaR6wgSilzLqeaaj/0C00HNkmRRBJlFaVINwqTy+Ejg1yzePXsBLUkbNZmQ066sXasDwVcO4RI8ISuKp1BHNBEJlYXzlOemDTym6AbFg8bpTL1jSKY1DBDPtSBhKlcDx/1VXkh8cOGWBnFCC8CzU3yw0OE+KXoraFYI8jBhCfmtRI8XpiaqwByGUEruaiIWbn1aidbbNyN9EXxK/2Tm0YMuJWUYyT0xKdVJ1ca2ByQOBVOaxaNVUGmxVzDNL3VBt+1O8o2aekFXTxZAV0IN59iH1BsIsqpnyDjJnzrM3zuadmacOaMdSW01nhZAqgFFH6xVfs4RoFqYRZlaEEIbQ2fREoyg3dTAOyVGBokQHJewvwAjdiiJmBGrxlBWd7SUMo9lyxEYC3/22FyI+CET58tCHHmhJv1n1gs+CqkfM2UpRbZY+9aS04DmnntO0Hs0L4uRns2Ykh94tM0P1oUHsA0I7khVTJZQYx86J1IQ9xROHP0nrt5BzkXrHyT81ZwBSZlPqKVnPx+iIhJiErfnlSWZlSi/OImYg1lGjogxfJh/PyNQKVEmDCUdLTS7pKOh7ruumpq5IqeQEEEugZtVLETM1FxsRSGP7vrAPISgsvGYk+EVgqY0nawMvD1iMGe0H6DmSKAGpvN1JBM+fqpSZMe81SD7gRq4GGBYXz6mj5QEudtmZzGJFweyoMWuXpQjj5bKOKIdSplDqbkae4xS/XSSVSBGLGm6mQAqoBJQA7FyqiBCzpkxYLOsFmqmZ/kZp9kIpQGvKnYkUOz8nF8XI7aSgniLTqyM11HeiSEbJWnVC4Vn4Ug87pfZDxiiIYaQ20aSDdBVQVYLTijBLHxpICUrlZOTEss/sLZV3oFQ5WcRrNA1fIC9hFBHzVsY4jtAINKWIsFonKWSUj7zoIuU7ety33qoqe7RTkaTyzS7npwRFSl5qqtIfmADNpMxMMs28C7LuHzfvQVIwF5W6jwY7Q8Q8qihyJC12SMhpKMNaeHBRqvWxLO8oKQ3hbKE50JVqzjwgXmE3u3A0kxJawwxGgpJDZjFoRt7KATSlWLNJ6wFGtergZkYsQww6To7TC7lpkV1SHCfmJfnKCrj00nwqcYAjqFUObUbAQevxO5dk0gTyaWLO09NRXujDpuJ4lw3+DXO8DkQxgqczf76J4j0uZIcl1MAsw5+3oRjZwYnSUYJfsI6RrTf47U8iTnTeg8K4EKvwa5dwBAt4zYn3imCERNjZgnmX3qGoFkaINqNJb2I8wDTXhfTnf5Pd0Z7LERzBERzBERzB+xjYXzQBR3AEi+BdcSn+RUJU+ObNSlJ9Dnl1BLF61OkPskEieVGb1eYpBZiJYP7qCC0LJmEfE+NpPgd6H6RM8tzL61TlCS4VeN04ZydBYcv6ub9/niO+FG4ait2ZOcZ6aTvQrOQ3J/6Q9r0Vja2XEhC5cAm0sLCnJMMBQ0TTQFw0CxZEshUYgkyytHmXwcvGVz61jtJLobTG5q4yI6VVX4FGSjBL87YLbGIB0uEDM9ERFRZLRWGUSIbwgVPmxDQHvTqC04xTglw5tfzhue1RhRwcaGWBtHInQai/nrDkiK2HosSFPH/uXNMlQdO0pfAJONTVEYR8WFBPs+pbwKD+TfQl8Xvh1RGyR8dcMakymzHKRy0g3ERka5lo1VT6XKiYpxersaVCqTLKzNsyUtFFEZ9moFFHMpmCLhWq2c1tbUyaadSlzuZVz1OLTMgEqG3GGkJIFUABzRoqG0m7dK1QOUztAzNblCJixshNiTgWXB2h50MlYpl9pizj7LR30Ksj9vWM3Bd46S8Knlnpp6Fe4CyMmdwZV4tqyaFAnJWIYEo9p2k96hfEyc/aXkHv8tURkuEZAI0BJiQQRJh2pDYoN594JhH7IkLOheodIYc1ZwBCZjPqKdnMx7BkQkzCgq0V6Q3jZmkWkbY/tSpKkdujsiuiSJU0mHC02OSSjoK+2XmkaHujquUEAMQ+rDKLiJmZi43gJbff1RG81EaTtYe8OoLDUYqJXtirlEQOEbxgqlJk5nmvQfI7vjrCQ5ShBWrXYHmAi112NrO4KQtmR41esyxlGJbLrIyK9HlAwClSR4Hy6ghxu5VQWma1FgaoBZQA5DiepVRqCw2ZsFjWc2K56v7GaPdCjV1jZm6kJGpouSiFZ5dMPaNIr4o0a5IioaOUrFUnFJ4J1wm1m4L8i4hREkPJfiRaApdkh6oStFaEXvrQQKpy8lAxzLzv7C2Wd6BUwCSL+Nmm4QsUJIxyk1h7ZczHERqBlhQRnhUrzNmrI3ABBvJx33qrq2zQTKUglW92KT+WpITbnpaT6gEJWOABodk0+7XXoqKpAzzICuaCUvfTYPdzrpBzECNpn+umTLPKsCYeVBSnjJblHSOlIb1stAb6wQ6zSAWpnP4YAS+tCgEaxEskEaAXg9TylvBAYDwzCATdT6lN0DMjliJmN1qKMwu5OYldUpzgL6Hkq3B1hKjPUgQHaIJa5dCmhJMhZpRRTwgTnnyOmPPM3C/Z1RHvyvEntTCCtEVz5hygDPIbGTHnOeEhh8fNvguqnPSLvONjZiCzQhKdpgZLia0uREa1y1IurTDo5qhplEwZgQwdnRF6t4enkRZoJZAoaWeAUv3J4bQ68eSRkVMVLOemZV4iBByfJcrj4LVk7bwiCmKpPVf6MnKkTg4B5CUuoomBEuyM20oMcgPOF88qCcyIPw/ozKaq15zCNLEoSphBsGBmUANJi8ybmWiKQEpYQhgwj+CZgoVkRGvgpp4pjlIa1XCnYln0pNcBvVIGQ2DJ4lleYhxgeO4HuCuqjp6oVu2YOFb4JS7zCCM5NfOTUrFK+SibcsRwDlzWWNmyC/xLPYpFytwX1jIiJj2Li8FVMwhtoZPEDqu94lGIs3NEpHnWsmGHTKGiIldM3DyKkBzGopha6HtmUIk1VsUf/oFU56QQ9COKiQBKMln8yIpNJ0TlxJ+C4vKD+URJcBAjqpEYOQo7LcNIj6xWRlaQXmQmaRmGozFmnQGnYAUhq1I059A8q08TIfMF0myMQkbIAYorIBmt9MQzEaagSzqlwtdY2BwVtEzeY1NItDWXYgn4vibip8B5jTTq0lXtk0eERj2Awh3HQAM6Cqjcsu4Tb6AedskCP14AZjwGo+gDjk2OI9CK07UkMvTiL0W/mPl9OefxvA6bmRODF+tBuVeMuKzzgiaBvjRuoyUmp935yGTBo5iM5SB++kZKFNpb5G0teimhmUymCdIUij/ZmfjtmZCDAZ7NCWnGT5KzEh2YyTJZRPo6aj4znVejFKXM7OLx6bgNfz+r33fbjFrwpAEX4Eha8BrymcN+Rimg5PEYYJ/htpWzhzTgNEzS86NwICv8krkqkW/UOhet0/xJPLBSkLKLsERiAyd2XqGnyBKH7DoEKAeTeooFvJlof4PoAfV5UhFkBFOjBlCyOYZUAlmeQtXdyQtBum6YBXz7z7uEmlL8PqSCJL9VxCxoWKxGr4gmLkq/8ToC0UOx4KQ0pwtTkwSMsqXnvYRE5KpKgeJTRyV5z6gaW3xkVXkwtyhCU5bnO0HPZflsvHI5owSqrkGfSUMUKb6yXiSGYWUlm5mlTE2oRn0NSN4zfF+R8ZJXRzByjcj5lJpBJXVTqcIIloExjr6RsN4CfNsLeWXJkcPTDn9CQqPRZjrHzNqHfGbn+hfMF4ic8P0lZYEiT+UFhNDKct8g7KDS4kfRzgoSyQc4G7xKUCZFKSalqPCNxSIvNfAEu0rIp3kCRBSltCiOZtuM/C1ePkoEsbtEIllm8e1EDLZ5YlKtwFHKRw0gkKrEK6PuexJyvRgpcEMtfZVT3Bwhq6aL6M2iHjKPXq3s87voQcTwrOY7N+/MPHWQZYMimQLD/AmPUUercsyZMOeGzq5PpMXDTFGKCKk7EAXzQQyYd3UEQ4bimMV3C3s0GH3AqyN2FyI+CPADTWLCbJPMspORIkSRDbSHizC+5JqwOJSsmcbMQWbVjJOfGc1ITjbtLgZWyOnRiPPgtYnQlHIJc1plRjiKoJvTSYF6qedRoZf6z6K+QxCuOQOQZFFaU7LcuzUvpFeDLCkokf0yhzQqypA366vfk8Eol8yyPiXpKPMkYQ522i1t5VRDsjBihKpmS0KVdWBepYnAfa+OwLTiMJq8OkJHqH7K12vI0oGgUouKmVRAImCG4N35CBaDaXHxyi4iETJXR5OTEKJUEbVQSkvZqSWAlVkgsFhz0sNAY/VljWIZoRmERGptEQMrPC3xaLASJFgwODEeAR5fszYKqS00ZMJiWS9s2VAz/Y2/OmKGTxrMpeZGKl+0wZtB1TUHhJjXEpJi5JwBwZDFEorcDMnEWzdm3nAh/VLEqIasEMXOFbha+Uj5on6dB4FIQbPq/SBqhlEH9Tg6mCoUJQSeqiQZjyRc1URqAqkRzFVmSA0XADB7dYSSR6S+PR/21RdnSFVKA/nqCAXzD45xRoXWzq9ZkX1qt6ho5iAP2nPiPjqNKnSGiHlUUcqCF9WNWYCexKPVleQZTJZ86iwSEQJsLaBFBmkvW+UVLIhvZnaZPYcVzOwTMxOsoJrGpkdWLO1V8Yc8SYmVZVUlMGolSsAi5hbZheNycJaRnHbFOqJq72IlnCUUqpkG0jHq9hBT6XTkfCcnowhidcb35uoISnfIqyO2cqgm/BO9Cva7OkJo+9lDE2QPMcs/OfSBp/HnDFtRVR6UzmDS0QwHjKKtgmeR+GREpr4tdVkzcMCjZrwHOSpC4ySJWTIC0SqkCvDwXzkiCGXTsqKjhhDHEFEgOjojBPNueVGRVgKJcpDrVb47BuGslkcgSV0dKTfKRSpRJj6LkcehNQiV40veYlnkpyt7ZolUEmOVkfOi4yvCyTGVAke4zcy02oyLOSMTaJ4nc0hlQZFdif5AE46yBEr9tEB0q4EivvWzOYgZV0yJGaeXozUJ1pgz5MwASFJspjhxxSSmMqCxgce2mYU9ZaZT68jidSyfaUuLpEOBERGhVzSNGqkR9V3xyJ2ZH+hROdo889Os7kiqUwhmdTjNGDTGPL3Av9REDko1wTII+emccHIPZcoJvqecLHboqDojpyQbjnhynOtnNsU8rwDwEWAXnnJzT1giGYALMy/cAOWAqu46ldzkL8Ljf1PKEPFEqAeoJBdffbGuYpRB/Mlf5m0+gHa//2AjbuRSH+vRUx8hKNIA7JCoOi5gAFJrCL2Cy0mLcKOSJG25otTnpUAyZL5Amo0RQxhFAKNIOn9xrpYnCro4KZDYd6Dwtx7wHpvi1sT+bpMYmeRsDacADZarS5c5zx8rMCDO0wYGl+nhYBIjA1ocZy+izAnIfo8OvCVngAG0kbjMW/iOiljN4i9FE89wizGYTM8/m5MFwy5YCMUkZhaT4B9jQD3COGVlF+6cqg6wKWnVi0cqUJvQHMIJcVNvyQkNRDJt0MtIzVoD4Z26vaGSo8pyZqUVKtxEiii02ctQKPM3ouqZR6iDeNc/IcuZooXvIRe39iNLOfI8c1LJyc8A8KP50TlOFRCVAjwmgw+ip+kVJVfFc0vqnEA+dq4RhQNp6ZcA5tlIAlhFZq0HReciughNJjbsEuQBcj+OMOERoAiQl3NEc70/ro7AX3DxZCY59f+z92Y9jiTpgaCTRGp5RGSySkigugqLYZdeWt27EqUGBl3V2P/QfN0ZqbUPA0gYdbeAeVrsi1cVdtYPOskqYXv84FXd0MAPXrUCdv0gnSHpxUnmEXpYgEceAQ12QTrz6lkI4JHHmpm7k84rMjI76+hWfJlB0t3t+Owz+y5zs8/O2eviAr5KGETr2w9UuMly8Vc1kPDVrwAUI5DS4p5kMrVmErhID/qxQC7jAU/iICT8Q+PXCh3hpo6uXq5uLp5Y68rwVh5IrSS2tpQ3Q0eEvBxh17j0V5rwoemvbdsic6tcrbD3ltQEguvdC6Ht9Vo7jduzTzWHaBnyXhm9gdAR600b6OMEKzdWEaKPHaHk5V3Lxhh0v+Noh8SeTsO3b+z6Ph441C7vlrGD8yZ4lDvarNBhhFVGt/1wN8hK2fsE9gVCR/guoFr7b3yYrZqyYW+4iJWdguEHEutnK+8QOyhAvFaUz3y1rCC+83tf6Aj/ewXfoAxeho7YSLaB11ZRO/VdZM5+x/I9mHdbT13EbdhM5htJ5ym8ALa3hZudtL/2fXfX90L+O/F9VW082Jnk9uYaLkNHJF1m2JwJ2jApQ2ut5IATZMrX3K36NgbywWfr69Deh+H4eS+TfODtl9g3JxFBnebN+W41bAN8oSN2+ixxjvj5ZoSOwLaN6C8vdMTKOvEwXTGT9zjpFo6tvvd2ZAzYakf7bMVXCR3xV7jzncB2HvlzOoD/WqEjnHJwf6G/YaEjdpypFYNvTG3v5HE7cBvVC4eO+BH8FUSjBtI+eTA1NHBicMnMOaEj1lgEnau/cou55mtd1HuOYc4rhF3hveqLPTLhmxA6IrSuKrjdcp998c0OHeE+Cu4TuH5ybDXiMnTEXkWJbXmYl6EjXtZf51UduMDF2sA8p9aXWbA7SBzA6ssKHbE1lPBVtvgqzVcTOmIV4moNBzhi51UvtmlmeOWubuBOAMnV3tkr3o/t0BG+EBCrutbazbmLQix5uXEvn8NbwFYPbR2XitTuMVI6Qc+e9YeOcKtKuBMBviduKhx37YuVMHHcmaQvlgX+JYWOiCdeNXTE1UjCeRDA8DPsYOiIIz+RAokEtgUbXBPZ/Iko2hCx4+3XdaFV6IjykyvuvdR2wVd2bu1A3MsMkq5/r39tQWrvo5RXt/vwQPbULpqpA4n334e3DqLmT7S33n0I7zzy02O7gNQWCi8h7m4B+5FN7dzZn+6lcKFEL4eXjpnXLesN4fcacKGBcwj202PrrlP6qo6vr6n74FWxecX0v8aQ/crgDWKT2vr+0it8FXhj1X5J+INiv1kD47cYfIRemQIpV7OmPBXoisbV7x3ttjvc9w18f6f6fvv1+Ev0yla9qf05UtvJ3wCkDtk1F4XdvF/xGN+wvvY+O5/8r6jyX25V/ujXKCDl2Vn+Aj0FvpvznEeYv2Mv2sZDZtsr0SgVv5Jao4eu10/2lua/scq8wcLXrzikORcuas+v+d3hflj6nmZgXpXec1dEIAxfhRdXI9QTPvsr3PYOXndgIvwOj4o1wKb4yLpl6a9SXd+w0/d2w8qUB3VvEsRru3d33b1uvo2hsoGB1w5v0PiYeTXuQcHXr2xld8TnrsO13VMr5lij4LTh+vUV8bZU9lbbEaLXd9ubwjzM/RrGUT9Oqxya+pXQbvmbw3RDQ6VcVvLy+hTGxsB3pPv1K/s67TAX7iPUpj99Dk32gJvax9f+0emW7nW4kzTlf+T83ujnDRS3sPEr3f1OyQa5fTLJL5+2Sb7d3BVJDwrK1Brt1O6tXbxQP/mc4kMdtG1UvFzJ+QrdEq++8b2lR1e8l9rMtoXMbjN2nu+MG9942I/zDjfv/N6p7yJGxyFr7JAJc5FJjE1YJ9so4SWstqeFmzpwf+377u4SKOV97NUIa2G/NdTXEtZTveAj5XIJuIX+rvjuYtgB3bCGPWoP3NrXc6m1Ut5lmdcDXyv3Drw9uLvEd7T9hhGwKmBdamqbeptI79Ecq5SHnq2v/ZaNH7/Uy42iFTqp/UzicLZnmWCbDdtCZEW4Pex+GJPNxBsiAJW3Ue9Li9irAfxo7dhzbvtSWxxw3phac4+nyn0U2oOoa4ak1oN1Q5P49ZjPnlrZKIckocdou7DHvHGbl9ppmT/t/tJ8tEQNhppoZcV4WiDltALh6irr1Iq0iLqe6bcxgrbty5cZppuZPeptI/za8uBQD3oFb2O3Hq57bbRNXPdZTudK6XWVTu4VifcqPe8KlgqFcMqvvX18uSvFU6uMm1bEBjPtYrrqiz0y4XzJ4w25nY5K7R2Fqxv7VO7Ow5S/CRsKYsdw2OCzbQTPYQg/46X8NWyj7H5ts92m9bPxZGt0uSjvxcOfdqsRPgG6ZXRsWpQ7CG8Sb48cfhlcLJWPbbdrWpezEq77Md4u0mcRHDRmtkxV19/ypdmkkd/ePgwvtRd3UF0pVTd/ymdI7SnhZSVutGhvffvw3Mm7H9ULPjt0sV+ivsSm2bp7YXM+tVnx+TbD4eL95ewbSmt55/u1lcWf8jyU95WMuWNi6/6GrvMeHyh3j1W1YWZ4pfgFxQbn+H9sWBMeFhvtXeXw29Fe7o18m7LT15j42sl3Md3poJVG8z9xZXjcp+/WyVI+hFLuzCP8didxIE6I8ZzCHa/FsWUcM8dN5+ZyLJ8USpDyEEmlUq5Jl3IMI9fWcwtyi0epkDeDvp0HDnHgDce3dxKh+Zj4lue9z1TYNUS2n+0qWIcQjn3wRg7uuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRLuIRL+KZC7pxn5x+B+OpwtD98sQfnPvxmwUUog796lkv4RsHJV1UR/so5Tt44Dq9Q1d4jEV6/ePzXyv8N4CuEAv4KabE3TMNvGniNxL/cak6+3OK/sfAVjh1naDe27l472sRhgwfxg+W8Guwt5xDccPD5irnq5Kut7kuFE/iBXzw9foP4chB5daquet0dp09euYSXDtDXGFivr5jCq6PeLhap84LwZWnKl5j12G+KZf/q9DnZvPyt1unnwNEbb3jsYkE2HTh5jQrCvmw49o2wIt8A4BdPevKm60Zj4FXI+Pqj5gT3X+xB4xL+xcM3gqHxrxsBCN8ISlwAiV3Oxd88Hptwsrfal2TYhsar6KrfWDj5uhF4PTj5ypnwFdjtUld9HXCE/MTX41ncLWD/gy8BwidfUsFvDE5enuSbMc5/bT2IvwEkLg4nX1fF30T4Rtgwl/DGAP+6EXgtePkofCOSrnFo1u/kyyTcCfyI7a16e/r/y4cn51W5xtFL9WsY4LHcviZfdaqJEfp8wXKlmVhr8eJ80mFN0ph3B9b8DrvUDaV4U50odUUz68ZkNOf1ks4JEjG3+CH/FxpTUsdac6mpmSpJNvO61CabDCvXZVVMd0hO7ApLISMXZnphsKzUrB7dYbTmXJf7Bl3rqyxZtHSierdGvmjyppYXX9hSRmCzWdWm68a0NZCrotgh+0NLerGkBwOeYFVtJNIjW1Vb8lwyntNtociSA7Ww0DV5oneVgvThh5/KvSE5bi/4Ns0XB2pTIOTiiKvO+jOQxtQJQ8sPlEK2w3PZ9pQe6fVCRa2pmlKtjCeDXpPsyR2+Lsic1kqPxRZ3Q6MqRivLlcCHVl/O6Hnf5qfiUGbGXbkm6g/ImbIQuvYHPYrI5jV1OO1wbXG2EM02Rw1sulUxhGJhshhLmQ5ZZafLmwuxMhZLc52pCYO82s8SGteZcT2Oq6Slqi3ZHNMS0k9FdaxkrTF3y2a1AXlLJAYiIU91qsgTgiySpXSWNPPt2g2iO5inx6ZmmhOKrakDncsQoyKXtqv9rng7w3RYUL22IO7zjC1kKw9o0u7ShcqEyOjG97RbS7YtUxWWkvJVTVzoz4SqotYXC5JkjRItNhlKHEgKQ1Z1Iq236t2BtpzyafG5lm+paZOXbVLtaxV9oHZnk7kmaSO7ry30nt2klrStZ7hmi5wKmpoWbX7GaTcBLpxYHSsGzfNdoibTitAnqlOJNegZaaszekrX9HpHrtM1tsnOSZFqVudiYSSNBLWo07omtlrF9FRdyHmlSY4mRksoyGyzu5zPBL231Ipck612jZ40kUfyRBiKU5Yi25qUzxo9VilVtDsDsbWQibRhsEuCJ39JD6i0omkybxTvUVTNFghyvhDbVdkk2PlIZJcyzTBaadAnZkpBaTLVItOUOVKz5GxPHYl1e94RppbR4vn8eLEU5YzeUTtqkRVVgeH1x4pwryaT7ZEsaFpTy2iKkSf4fqZjsfqcej6haz2itySp5iNO19vPa0qzNLaMh2S+r0jkTJ9IbbYrFJSRtZTUCvFcApxJAQo8p6nMkrTGnTFXpDlKVwml0iIHhDGWWXUpybIoShLZJZV8iTN00TBkQZTmf/QFwVPvfetvFc2g9W9LhEHoadm4J2cNiRFmeocmp0pJb+s1nWJ70lxdsPqM5B6zkjka2JqpZ/L5giLeX0xpNisx+oLWqJbREamSNjVaVFooDElNI0qWkeF0jZDFwkLjdIIX67I+HVOMMZ/wyyHR7Pd4LSs0OXlkF9lCvW7qvWyNqRIqCxsjqLbxhyRANN3UFLaiU0vhv854rsoZxlxTOJlmSxJZlcXKiDMJCYwJStK0jFJSDFUcU/S7Br0k7IVmZAhZuMFnMrxstaul6lTmMlq1sCzSN4i2cFMZd8CwUnvVpSSo46FmS7O0wHU0XtJFnRJtwtYtdW6SE5myqTGhTDN81Zryo/f4HlWVicecOijJVN/WxLEgDKUXVHFZqHTZhcSRTc1eKmO2meYomuVI0hZ58u+BdPmBxsnaiBuMldZ/y5KWYmncQtKncqYj0YYss2NS4zSZ1URCtLuiUOiQdaOviizLCya1HLL9okJzGlnRu9pMUkf0ZDqk8qLZanEZliQZnlezTVGcsUKTmc2rS7qwoHoCyfJy05KEnmi0lixp94TbyoSsPe4IglEt8N2pInHMVJEHE31JG5x6pz4llxQnqWCs64pM6xMg7BmW1wmqOCB+wGX1FiXphKRNNLUEWEX8QPprieNVRSIEjaQ4meLByJelmVEH3MoQlSZojQFGhFFpyl1L1J7Tt0WzzlXMTLM1ZtO81BkoKq2KFf7fk5pR5PQC2R9M2sq9qkbNeCttakvOpKmizQt1oTqXW8SiwM3sBUcNNU6YZpZ0leOKj8lMXR7SdYWqT0WOXMjSYgwIp3A8S2gaT1tSzWoZKi2yjKyJ3aWang2oriHZJjWlBqSoy0XQlgmRpwlGlSZCmyIFofYdk5tJYCAXq8qNaU+u5ZmS3BIMSbIo+hlLLvsUsaRLWYpVCiI1YXlzbpMMzY1FQxrz3EA0ilbe6NeacnFOaMWSwKVVkdLzykTLKgaboYoMMWU7UkXnNKqg0RpJy9xcVpVmVl5o2YJpWjzbIa2W2qxmJF630zVS7UjzuUTrui4DYQ50dsUQaYETSJ2WRIklVWVCiyJJfqeg0gIQ9Kxl0+0Krxulu7Rqai2FrA2pPk9ynEYLIkVSNbFrtKQRlwaaXqKYgbVQxTlNUKymdARWbw8qHaoyHN/mapbBz6nuvLOYip3xZFJh/iOgRIGZkxOQpzQG+MmlodDuV6wl2xz2JnqmogB+Hc+IfK/WYke2smAB01PdhVHNa6Apk9mQtwZmIbsc58miJDbzxV7HKFEdtaTK5nM5rTyq60DoVqbUsksbVRGMwOxMMlS+Z2jCkBNtSdGLak/Q6jRrmM1+lk2nJ6ZWEvjSvLsgyDytN1mpxIkT+Re6BoQCnX5BVcw8qfEWn55JFJCypET/fY8TF+x/+l/4TymJl3myr5NSYTG21CHFWZpCT4jiU0oRiwqXJduUZRGMnDE46vk8S5PMsm8vZSkv3TGK8kwxpqpos9V6oa+bGUooEGmNoWg+/8sxt7ynqG25rysTnqnQzbnQJ+8KiwqVv83nGY17OiZHM7Wik6JdH8j1kWpYS60NOEmQPyQ1XVEpQZCNPxJ1/f8Tvvep+G2RpERV4v8v1WDZjsL98Hd/zimaJPUGAAWhIxtNmy7olRnfalMFi+MXc/4pUKHZPC8KQoboLzMjnmMJQW3a2an+mH6msIW2WZ1lH6rCfGgWi/KcUtTvyaw4UY0msaSYEZfhZqOuzU6FTN1SSIa4P5/rhbnWr/7fA5Hki4ysGGZtrlIaL7MSXfuVxBLfMlWeIkSZFvhCxzbyvD6gNLo3k+hKV2LZKSsa77V4miU4gVPV5ve1vEQqvKbU1D6TzhMj0MOi1fsFn6GJtlbg2gZFG0Yp/VCvZQ2VVdm5JJfkHmeMlqIqAhkqmXLm4YTPzu3ajCrlm4Az8gO5xNF5TbdqOqs8ozuGUajR1XZPMvU2W+QmJcYW8yOVWwD5UCV4oE8EYK8AKSLJttGnlHSblEXlZlcr3hYppSaYJSnDA/2mFaYkwyoZolQd9gaspfTVKVlhl8Kwx9JSXrPprLaQujpHyK2uNqZA/wD5p1WWszHJwZHJF/MdYj5WOqrc6ggTQapKjD3l6v/E9ked0g25PV8Ck686UklrQGVdI51VHgwVEli287GmTuakOjDUmU1neiNyaVBqkVA6C2CL2a4VX5N4k8r2ZnU2LdxhR5U3YM9PgelL3qeyrFZPj7jWbZuCZn0N2vUthWrRm4b97axj2d9aOqY9o5P5ClO4N9WEBxYr1eTa2BCLcpsmZaUv9Pq8IuikRuSV2fdK3ykpqsYqArBhxlyLFYBFa9oZyepYbd2+S+51EiZD3tarYmZGEi22uNR1nmNkMABV8TGv8jrQkt/6Dvnxtz6l3/1PnCr+Iyv9/geqQnEqqX74Q2PJWQOes0mqP/mbPterZSm9OO+OCXVmsAZFcAbJAUE9y/wrqW2KQKQDM7yolJhxZ0ZXq83ZiL3tuCjLiWbconW1mqFHCl/Sp4+0mTGX+CZXYSVSnqRJjmVGUl1QeGDxDTn5l78r6ZUCcUtIM3PLGg8KVKVAT4VKsSOO0kDZWpw1aWdarkfTG1Jmd0xL3PzzdLs3px+qGSGdKY3kngHEh1YAo6VqKLpVYYji/exkkZ3123KXVR9kb3B9PdOtUbV+17ihLiemSGZb9+0X+lQrTZ7ZE7I+GdG1pjibAdl+t6vQqtDjCobZBWNgOpdaNjHnGLZjdFgm08zyhprVCL7WZlQw5MXJYkRow0GmY3Dz4jMduFadIfSt8sQUaFnBGHapYrF1Q1ArfMUE/lWeG/WIR92h0HnOKZY+WrJzbVRdsCOp3Z+p+o0Sm2GakpltFa35C/leq14gS63qcvZCvTGh89mHck0bT2dEidTM2lQ328OlJYzGc6liduyOMjf+geAtpJYYuTokak3yIUVLFJXWCkBNFW4We3pbydRm9YrWfaYo9/TadKm0sk2NKTYXYksAapXJtJkh1bxNtdXKomKYGjCmjfZ4RisdsV2bKLzo9/5EYmZxtNIq5uc01TbaLJGuazQvTxRJGdY6PHu/t6Szs6pCl0Y0MdJmxH1dn2ktQq12SCqvzBlFSxutkZHn0l11KP75vEfWM9rc1ulMi1Dqg7QMVJdzqRcybaovjGm1C+zVhbEUTWDytRkj39EdpzNdMoQKWzVuKK18bWoBRpCou0oNdFo2a2kPhrRWkuUBpXd6ykTJNMUFPZPVAiFrer+nddPKaCKShZsq+F015WxHkGQx789Akr1FHbhKHF8fkK2ZpDTHIjPtTcSiPbO0DrrNMJxcQB8zuZSt6xlT0rW5+qJNCzOjzRVHniVA1Ktk/uFormZvcWOO6vYmWr65lNj0klTs6T2FnU57biaTLuldulWvSrURZRMlok/3hbmw1EiZnxhV5lFPurUQHxAmoS+UTRe7z2tN3vGxdbkmICdbFVTaNF7wFme7jvY4TbHA6dVrynjObXraYzlfuE08Usd803O2ZW5iEaMWN+iqgt2iq+kh90BjOuORbBbBsK4/IGaP+WeKObfsehcMW7HW7Hf4DLARjc96XeB7C/KwQ0lsK91RNt3vmdrjaDE9ApKMvyn1gAMg02NdGvHIB6/X8sAJ57oDFTiBigTsV7rQkwVGSZeApckb1UxBqdM9gssAR5wjbXuicmyzKNRaE+iN10k5w5FVLj8CXrbnkteB05gey7qqk0xfL1IDUafbJQ145UvDHMtMnq8sWvUxS3Z67JxVyZLfNxcNUaC7zJSzO9pUNpZyW7MFfkFAF12aA5OgwnV6OmsSbclo1g3kp4tNYBLUgLieCDapZyR2JggLoQosDslYdHitxwzEh/qC0ihrbisGrWVF7gctOl+1VH5qAJe9NKkKrXbNpuc0OSGUrNhmWnIRSOoW3etB3704o6DzbkkEUZd23fdZRwL+u2Jkmj0DOfAjSl4A5dyRhbRqcsCVaQ5EaToy9Em/xnOzR7K07Cs6N9I9X14k72YNNl3hacmgmgZfHwMOHAN5p96ZDft0s55WpUfPJly3JS35Z83lMK93l+Rt/fGYrt/ijWJxRg/rhVm6o2eQlcvMzzdzn/G1Frc5NaDfnZG2nqaaeiuvAPeL1oFyGi4Zo/hgRHeBaF8uFWCDAyX9684WmDSv1KdNTWYsakk9FRnB4sgeGEFtOHFg9pmOO3eQnoPOkOiSxVVLwCp7NKXq1oio3jOqMw74++M+V6d5pisbDL2wpC5LqHc1Wu4Tz4g7Hamo5Y2qAazzHjEplNYzDQMyQ5VMZjqyjEVPBX50j9Q0ayYNswI9ZSWBFqmhVBIkWiS7kjvloJcyi/F8OBspdB2wx1IFgmxoCXOlKRADMKZMvWepRDFTNwvp4XRJVOWZIVISoQN6UAKlESon/W+yyfFSocYPWWJmFqmeqnDmgINlSAPNlohB7c5ElhiSeNwrEDUGGDOOD1KnCJozi0Dmq6RiLj8jRMnSLIGYLoA0AuoiQyy4gk0POdWwgd7tt9vyoQmPt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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|