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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bz0x23tTldfu/z6xm++ufz8zdc/+2G9xu9+/+P9n75//PRn8ej82fffXf/s0wL4s9dC/Omvv/+nv18v8O9/Wv18/ej79/xvP/74H74+/vny/Tf/10VL6fvvv/3pP/9w+7+/+RP+cX3H7Q+Py8+Pb/7kj17x58s/Xq7fP3hF/ZJfrS/+q7UGf/zDf9aLYFX8p//TN//z5Ycff/jPv//xn376Xz7WifCnv3hdPZi/+/a3/8df/ep3f/7r3/z6X3/7t7/mbfzu8/v4/3hdPpFAiv+RS/OrtZN89/26KeuHVGel/t/5oR8eP3656A38Gf/V98u99X3d7mtT+K/e23/jpxTW/jFf7+3y/bqa9//8d3/4bq3WH/6rX/Dfe68SOI3/3x9QY57x3/mhv/+DtvR/+v7L8xd/5moqaLztn/tXv/2bx/+jDW8dNP/hq979v1ov8P+y92bdkdtIGuj7/RV139rntJ29Tfe0n25qq9JYKqmVkmt6XupQTEqixSRpLlr8628EAJLgAiDAJUty46UqlRlBgiCWQER8X6zvYA05jJI8YC8siXGNjoIigBeG9/kxjHGR8aIVXB+VVn4S4/z8EU6Uf/1uXRSe/3CQFKcxLPZRxNbZq8AP0zCIi8vQh4kDC1/Bvl+X2zC5yEIYvuuyeMCBdgnL5XOSba+C+zCHGx2EsZdhrx4kSc614OLQGTALtudBXF5nZf39y6WX5aBT3t3hv/EW+uPw7PTy4GJ9dfT19Pr4vNkrDq8O//qXr9frg7Pjw5vN9cX518vj46uvx/97eHZzdHz09fDT+vrr9b8vjzefTo+Ojj+ffu79cHl1fH56cw5dCCu5l7FG4HYhWnedJFERpjjJYH+5zJJ73OpOkghWECZ7Gj+FRXDmxfeldx/B42K34xQ43t0GW9gbzkEeNsVD2EsC2J7gl1PYHvl94B5J/D+bD7deGMGW9iNsL2mSFfkH2DdK2FA/bEPYZYroFV/1337EnK8/8SHyg04Szh0C/4gYjD9z7OHfGHkKegVFFhZYa8yK+6eo8vZPOJ8jBRxWJ/grO8b/CV0I6BD8kXmz0FmOIQ08jmNM4x//xKgk2k1/4SVPYNdAewThL4zo6a+MgQbOH3/iDBF/YyjLv2M639+RDx5Mnb//F2PvxYIYaPai+x/Brv/1Dwz8gyKedOGiP2Iw5R8c/v3fYAxhUdC//ZOV4+M5d39l10UyVEzt/CcCgpF1G33N/w3t+Duyp6AJDOftAnflwW77byya8re//siY0xg5Ea+gheA2xHwdJnGM7zCJYbcpYMjCgnqGI/ylwFEMPxewS8DMS8q4yF75ROFvmq3S10ka+oegl+yOd8kv4QY2f/azGGWbgE+HI6/wNgWo7I4CnLV8uB2FXpTci+HE1I6CFM2P2H/98IcHL4Ox9AqWyDb4EMDcAXsD94iSDdzvPjyHxYP8Y86emGcD4Gv+K8un/RumncLR5r9ZdeQ/oasD6xH96a9w0sJBwQI2cCDAKizM1YP5E5joweir/8ISxvAMChb9PxhE+UeWefPXNEue4N5bVTtY4OHP/+CPmB9l3l3RWW+OsiRdQ5ccf74+vf63sCgP/v31M9iKzLI8vjg7/ro+uzpeH/3769nF4U/HaHiuPx/C1gWfrsGEvLi5Pt6GBXsNxzgbM24yJvHxE9yIvZNTXBk99uU6Dnde87bXvg99L7+vY3zLaQKLqcKsDGoBjW3ZCKGBCSv1LYyhrWyScqMz71mdXYPzg9HglFr8ozBqwDb62z8b40VYOn8N4HyyhYOC9/e/+2Ci/R0Ojj/4eS7LKKyh/2cOIwjGkzOCnBH0DY2gk8Qv8yO2PcAScJJkzx5aNK1F6ePpydfz089fv5weXX/6+H+nl5fQgGAL55FN4MHZs8ARJ8yEu6SjfJPCQ4mfP8Ip1Xv2Xj9Gya0XcWXcTkD4Y5aUaXOkbW00n+CQyA6KsJxkH/7sf/8LmB7xHVuoYCHFhud+FqbFFuyTIOKf4UU8BNAR/K/Mh6tuyzBOdnAAy/0w3CZ+Cg/9S1kkD0nxGLyGxVMGvz0/vnhp4d16+UPox3cZtOCu9B9hHqQxrO9FErxGSRwFXvJLmQUZ3GLnPQYJrPLiVr/maZrt8odXNCpz2LDSHCyuIojShzC8u/sF2gjtTbBv7uD95Tm8j7vwvshhxwzgsaLwJcx22W0Egnh5WBXvwpcIzKDMi9n17r0dCOPx7iHIHsM4yqNdEkEvR0H68GuUJE+vD94uQpvyFqzM/DGIopcgT4viFX0W2e4fYZbe/fNP+W30i/fk8WbfJnn+vQ+mXRKXUejhnR+TIoKrwxKdwIDZhncBfAzz9CnAe4P1CrsBV46edjnswdgT+EzZ4zZ5jmEdx40Fes67fYE9Jogyv8xewzSHbv7Ny5Jfkij0Q1iQYuj+6h3Gf/4VOqUItjhGYZ0EzRe42/fYILh5cvtLwNwfvg+PCIZBDm/25fU+iIOUWdR/DbLo7j7/NXpIiwBmAqyYkReyEQ/L3zO0+AG6I0tw8MC+hM2FMQQrdRHCbZPb8q5M0wDMEhgBof9aPCQx3vrXHa4X0Dk7mNzJbYIvrYSJBb0Wlbev0OSIG8dwEXg+fGh4/CCEZ8/ZHXdeFEYwIh6jX+/gfxjaQfqXP79GZV7elnFYPMPp3ru/Fz2a+tFDBt+kz+H9aypG1hP2ZAzWFPvr+4diF/0CTwxG9f3DFnbJZy/Pgvjlv/8O/Rvtfi2D7PUVOuk3GBVh9j+bT2DDwZ5QnQE+gfoXvmBVaxXfmb7+6fvVDVw3X4HkC5wOgmy1DZ5W0JEBzOXd90XRXsGwId9XfrOUXYMtgVGCUxkWsv/XeL0881ch/PLyA17sU1Gk3DI8/Xx6fbo++/rx7OIA/ttcw8Z0eXx1cnF1jjYP/+Lr+fp/T48+wwGJ/336+fLm+qs4Kh2fX/zP6dcNbGqH1xdXp583l/ABNcCsuj7enG4ucBU93Xxdfz66ujg9urw8WB/+BB8vvx6c3Vw1p7Aj9OR9vVxfbY6vwOD6eb35enJ6dn0sibCbXF185resvj05vTo+ufjfj2C6XRyur9EnWP8G7bnGrffy6uL88vr67OvZ6eb6K3u8i83Z6eeb/z1fH3692FwcnJ4d35yBUYgPWWlfnJxsjq+hTdefLo8/f4Ul+vPxFzwonoDI1cXRzSG726eLzfXHq+PNhrkqaw/k+ur4XzfHeLubs7PN4dXxsdSwzfpkfXV6fPXzKfTyl4urn+Tn/Ly+/Hp8cgIPe31xc/jp6/Hnn6/WnzdnnYf7+QKVr44PL67gQT9+WcPtr1EQn+/44PTz0cWXzb/XXw+u4P/jq9MYVpsAjszC7uRnzp9D7yyMH9n+8dPJRXQY/3pc/vMvJ9mfz3fHN/+8Wx/4f1ufX/49uj24/OEZ1uG/HFTf/Oul+enw4OrhZScpl3/78vLTT9c3f/7pKf5tJz7e/9eu+fIff/n4ZXe2/vfxFQ6O03P+dGiEn53+hEPv9BB75fTo7GKNp2020jZnwR3sh1G5i8XOxre5M5gL50kW1FvtWeILZ25tbz9uwMIL4Jf78/Xmp69wx4/HX49ON3jwP2Ij9gY6Hd7D6f8d30CHYVO+nh1//nj9ib+hzTmMqPXXn0+Pv4AY/wNe8dW/z6Ft0L5LOFKsr67W8Pdmgxdno22DTmfmxoYRsT4/PYNv4Z19PtrgiDoCafiPX+zT8enHT9fMDgBrAP65Pv7f65vLI5yEnRadX/7tIHnhs/j88vjj347EKpZk3PVxfn2J2+klrs54JIRv4NO5F8Maim6XygvBOyU/91LuCA+2ofdzGMBKzt0x58EOVrUNLucJ/BFjp4oRVDslhCGxCfA4hD/CvginHVgQQz8/D7ewU/LXdB7CaQgs9S2sjOtU3JEtc3AReGFBzF5a48o49OI4AdOc/cqPfR377v/z4SxSwLN46cPryoNvtnDfFfwPn9HK+8BvYKuHh3u8NZxt8MSUe7vgg/9Qxo94vvpD8ILWDZye4Of62zKOQWpbf/HHD/xmeCmd3HfMiP5+Bxvei1imd+qGDwjfhvff4x4M29vqILw/5R/lhxcPA4e640MY/WykiNb5cCYGg3Il/mcnqmLF/3uoTEO4FttzfJhjcOJk39VfaHp5SHbBnv1ul/7tNnnhr5J//gGMXmJPJPn3t1nyjHv+3etKfEy9x4RfDz99BQsPbR7cUL00xBMFvCrxHgq5GxQSIx6euy/ReM+Vz338AuYrTvACzRlde9oCo5vDbqhqDh7sv8PWYDwlZ+GpFRrcjxh16rap8/PoFuH9uuMkhIUjx7Fc7pi/Bt5G8IqxnOFGKMWndVMW3MFJJvZB4i5Ldh/A1GdfFFw6/3D7ipeFI6aYNj+KZuFZE47fMTTNZ17e1aZgp75NUMDLg1OLr+nS6teF3/EcTxfBrr6CRhdwZMhhouXs+LXaiG8uxRfHMXpEtvjofxx9ERyTBekSxXNy4tX61/iXTQsG1HX3xg5dgdkizBSUSrNgF5a7FYYmD6IyuErgvaiHr1J8mRHQ28ZwNHzEtlu0sy0/raF4/6tga3F3WXr6vVn0mHTfSnL6PeUlAncIWLKSMl3V/h5Yxy69OMDR1GmWheYcU3zHzMAVtwa5Fwovn+P1+drGPeXBlgU+wHzRN1mpM2kDUW6wfCd7gLV8+33djO4MmG0pZGsBBhAPvO19oFoweI/uuBWOHlG06w/KokhimkoVBgoKT6+Q4ptaibcWxnEdkFSpoWGPa3C4vQp4HGSFPbiJwi1/SwNKZbjSPS78zObqdbjjlzj1+XOSB0mlsIwNxjbE+fb7oSkJJzvY/0N4GyxUqOgoWfU8RLP+AX7RjgtZ5aJEtyS84Vq16jelIpNaXeK/2EyVbP9tfIED3WUWPMF506CE+QF6kUwMtHx1KQ07Fo4jbdd3LD6a1xs2j5fmGOuboo+ryij9DS42uAZgPsA0kwcO13AMKcqIna7zsdYL7TKdNaZ5LdUr4W6CJOMx7OpbxdUydnrc1W6LFfdgHIW5XzKXhJ0ed3qpmq5Q+p8E7YpfS/Q9o+YJTGphiFuvPx3dPVpmbAdbYscST3kPdg1zRKOBoxtibHM73qXFK58iVFk4lY022+E6EYbRRhvuj2HKwrHQDFUrOgO/euu6FaijUgXw9Lsq62js5NMi2F1yq9JCg9meZvGbOIQRj0p82yeoYPSL36bKTdIr5TgiVyzuJtkI+XXzBbZ36jXqhnQ2G6tp29FdZtrOdpwWD3CZhU+e/1oN5M8JrDuB7r30dlL7XbS62TH0QRbiIqq8mzv0Dx761cuEmOu4FYWZ0QQfs7T4TX7haijXUK+dBZhNyARh5NSfUWnMdjnHNonJpH8ku7PqU/Wck1CksZ4nGIbXTzxYtfxHGDcU2f4kJW04ON4qT0TKF7S8GlgnARh3WSDWOdH9BjNPme6mV2PfgK0gOTQPkyf1LjN4bj1muX80FWkwTbFZZWu1OpKYB3Ql+ca3DbGSYaCOt/kqyMuoIBr6JI8A/IXndxZlXF1If+iWF26WX2YJZpOgzJMnbBhz19eiyxz6e5a2eFNcFVf+2vQ+E8c4Ypsr8QXHzCKHAYMrUT2OeJYyn2j15qbddQbH3yFPv9P4Rzp6l4nSYyEGbShnSqz6eRN67WcW6l4Nhb4ViiyPCFYs+PckSYRbk/15GGZ+ZHLmyqOoo7Wn4+Ys/mKbnSrJQn6oZw7ExtVl7KWOPD7ZjM7uevNJMSWRarJxZ+tBUqy3OGu0B6xDsY+SHlYWXnJZqaEJtFa15aeHRLpe+nxGa+6kjKLP0KTrsIhUr7Ey5jCCrHOdcrGUb2vM288egWr2Sf2mNYQm2YujToRKJYRAhL7xMMmmPodL6KMZ8hIhVgaW5GTeNGr7U+pFSuRkmt1aR6vaQ36ybTWrx7W7Cv2M6TAhz6bT7eLCH1Pe37P8Yv7+Vpv23+Ztb4fWIGJ0VufVpy+w2j/owkbo2aiaiFLclMAZVd/PuAwN6Lyn3ZK/tIHsfnyQxC/RE0PrB0l4j97puc8vmHU84/GldwQpWgddQq+2FRYJUvc69sR7DMhRUi68gPUj9WxINF5Pwvdnr3Y2CA5/rgHOlSe7az+Yu6KrsWQGIT+xwRqIBiapeT2Nd7xmYG45z1PmKwc+ls5OmRA6bpkulW+WYLfI6TP6pQpOtes4fw4y/SrYW9hmjMFK59ifReDkzMuLTtaJcYgN6Ly/dUEMMTkZnr8YtizGjydhEG1p3SFLL3iMY+YXqUW15Due++wZLKcKHOsZBJXcR5LCgi9OJF3DdLkoi/sEFiRuexPbqdDcj8WynPlRLR2bcrfzslebzpBUFs6lXjA9IxBMIqsOpYjxIP6QJI9wysrZ2Qi90scI/6ccHi3yBQmL5HXwQjvBiFtV8u8g/d3qKCLtqodeWh0o4Aj8APP1hGUzU3qpq7DHtbsKiVa5NMa2dhWWaasUMZ45Biy7UGSmOZ3BN5xW0e2J0SkFqffKTLnqgoeIkufXbKLP5BfTqMzlQffgNazwXVS3GN0fiicNgqzONjY/pyw9W5BA5FywwxPGlFaH9Ud6XImHkz5m4RaOmK2EazkNlpyNxYyHS95lPMLwEKbkPqqEp07QJnyqPrDWps68Wfd4CMRLa89YsuWIL83K02RKxVHuhfr3Ny13pwpaeHSVgLFPSaxGPBmkx3M0atgZlIhe5iRKsi+Zl6ZEK52N4Y7SMniSBcwG5vKl5sMgg9HhQ+A/0sSHIpjce1HhyGn929dZ+iAUPnncrU92abG0ybbOHo0jdrq0aGtLfsnO9O4CdD2QmiULz4OrmzOIy5h/qXaY0IFttnqg6bFcRcrsNiz0jrjOpIQ2XRozrjxBc7xq8R3rdep8cYLsFJODJ4yutyJbdL212y8OvAi53xbbZJgS6wumSewQrpaXt5yPo05J30jfkC9DSmzXGL1siYf3rnVp9Ty7OH5F8vj1a6p3C+c10cdKnlKb+mvUTr3sMQpoe8RGEh69duhNxyXcLGJucibIifF6fSaCEVvJUxN+puIcNm3595Zw2HoIPcqxvUojVukgzIqHrckWF5YVYtVxpSaaTDYZx9JSzvKGjoI7D04U5ODtkNKSPCszvrlWnpTdA08G9NqbZ6+pnT99MD7qApfvLnCpOBTMuYIFQXyg7UqJGoAvSGcGZHAcPGODV5/5/5siSP9C8GjscziRR4eQZFtewrLjbdL82sRl33oAYoeut7swhqfIPHgcS0Aydzntkqdgy5gf7bTZksRuf4UCY7TPMZo06r6XQbYL2dwbo41PO+sVOKW63XW4h7ZaBeh6N7lh6ZNMaVbjoLGhpdOncceRZPe4L+rCi8Ymq5SXja0hcA0MiAPPf0S8CjFuJrV18AILmc/1kfwqvL0l2kgDOpOcmXP7YSiMAV2PxDTM+0MQpYwpVyRi89JJP/SI8vptVWouD039jiXuzYtN/f2yy5iJYmwQuWMh9OOQvFTimp7iHnH6jibnvdAWzMT685/AfjAvgGZhLoUZD7pLsiTdogkrrGTy9ior7dF63QrQi21zO3oLpprNGf4yb5EyCEgtdWKMVNXnbwUagrNMowmIL8Wm53ua7yklnL5AoBVrZZ9WCvtJ130LnGJjgqLvga6KASGP0DSrfB3kQdBXXTgJdknIdUPhobH6h8gO1OJoLjI+OQlaYtBoELuXurCOeWVUxQU0ZwlW8O9B6bY0OFEstVgnknUGXSBqzTqXvIs9J6iIeBrv/otbUR9Jq5tyBiP2vi8y5vojvLwZz2MUiL09z+Ggk56NEqujn4ngaQy6fhRpx9CFmjIkK6kkiZ20qBBjp9Qwrhh06h33AUxWGdxr0qsGNLvpZZakikEsNrbPiZjIhvRSk61F0GTD9BAG7L16DRjU0U4rBXWClU7daadxWhbSaqzvu+od+V7k4zk44IEm/o7Zpot2pP4ak8kbRhCBWh1uxxIfMTbtn8NtoNp/piQ0WFy395LW0S1uza88b4l+gb7ZQ9CtBtYFlpv75KHNo9pVlKqwEUXe62WSh5olYFrSj0mbMptM2qx+qtLTswjLiB3jns11Nt5TsL327indOpLefgLXSRvDUY8kDuY4yfiRVul7kQpBK67P5eo6xQqpgTwHpZTNdtfWyFj0iaQyQP5Sd6phIAzQwFRS0o4roKBIOBgU3tZjmNC0yvq3OWPJSu8M91ydacTmqjdqZViPQaoDnNBFVVjSxOVDUhjOPt/kUCPpiIq9RCul6lFaY8fs+R1uOBTOWHG/Vt4pGSpbT1H1Nd56FuE0oHIvXbf99JYd2FZ+Z6tCF9NGwIf3pfUpU5awuT2cARWWaJK+XqSF2ojs5es0qTpXgY8nr37n3bOq3MMjRjAMYM1gUBk5fScD3s3lbbqDrw/XrPNEkDEfJmBYhMS8//7DdC+xNFRs73vrnLubfqciLFeq+cqdpRh0J+am1vLaZcB+yf72eQQTCCctcCF9p8dR5t3pj8J9HbT9OVbBvO5ZgkF1jMl9yYuUfnybRJSrP2r54tWuqne8xorzW1NBhK4WFT1HDi6NSjoGaUkOeozlaJ9uraJEbbV9VyKqZ37LnWZu/LDeQlvDfvh4LIMoIys/mAlseflbMgSnLT4xD9LC6GinQ3JsJfxj2W5Z5d3RVfjWbNQjq+PVO7pRiMDX3N6Axf7J9TRBiuHgFXmfr1PqeCbnGB2MEm+M+WmjfPf4MthpRfiQCTsLDiLcWKo4jQYE1Eo6EGjpA1YWmiCP97lO0jLlGzj1NvtDZush1tRcjD0AtWdNC6kuUhZhtIJ36UUCcS1SolCminujV+6SXnhpWG3fhgG7cdVl9Da31BYyB2ZcuselJlRaDAVRy9djw7K3ar3ZGK2GwKHwhHEcRJ1bmk5XlXbTM0y1JmKA5ZlwRWnZzAI/TEP4WhT+Fn/xi2yKV2Qc4E/2Q+7nZkO03ZX9C7yjfETt4BqiNDF3zpDWgu6bKw+20OjSK4ogswV0VW1VXONdpzjaFfGk72SGKiTGPjfov13KLbW9O3wWs1lRCOe6mSHnBi/lYB2qCbFbY8w/n/MZh81yu9GpfRF7WN0XXHf2/O75JOkUABrxJjpXeJ8xts4x818l7LaG9IZxKZxjOBNsCqL0QECtmUzLOBkMMnj5a+zrh4he7x2ZXxTqjfNSrk1E7R2F1u+sb9RDWVEOqeXUGm/LLrcgaJxbLdaRtotOrhg6W9vW0N1wFNviDczxPCn2RydX/kYd3LSapdxjBGnWw/CI7qu4h82lYtVvfqETVruPKA3r9+o0FtBWrLjOJhT8hG91kFFmcb0JvtGZ3IrLv9WOfsuzOaiO3/y0eFVErI3sXF1ljFNmVD0DSFfco2l8kUFTjqBXiQ/y9sY4dZ6+ucElbKM6OzsAEwlzez6b8NSyZaXS3uMQYg/1FOalF3E/EEzv2Ev555b1pn4k+jUW3CgV6T6aVg9oDDod+YxfN+cr4zV7GpMcazM6Zbp8f3VWAseuHSSFOQA0DHuTVN+DF5GdacJtgGcUbDd7S5JPtCIsJJz4NJWNe1d5RydAA7qReZVgzWKwt9G91L/C76uHjrIkRaecXd/IWguumKP74JbdIF8FwsxUOwL4enOYROWOmeRT59Z/wqwSWxED3Nr1TlfzDUfjKavL6+42iXB1aII99L4Y0n7f/VFTNZVhtG1+pxzC5ZjDzGGe7gzX+55NK92elySfmAPbS/au8Cp7yIWdteAhLQbVfVwEKpywJCcNQ4MqH37AHLJMqKeqTiYMmFg9osndgPMcMtHkJ/CejrzC44wHPE1KnyquGmmmK/6+tsA0C1IvC2DMXQX3xy/pu17jVAN55kaq+pNDjn4KXm8TL9vyzdAMdFONQ93V9kN9tkCKwmmM1Lj8YQwhXS1jQc6oE0x+xbc+XoesyD2MU+1+YTFQtdf5fS2T0zvpd909vdoTIzqod43fVxfVpBpZ8BTU6Gk29Q+iUs/L0aF6Ul9iYbt4wVytj+EdpbAVpQaWPRxVCOnwHz1BEuq+HhAh2/cEoHF14OVBU/V9bszoGN4nvkmxzDYdkYi0l/GCC82LqG4mNmwBVjWP6WG9d2fgyO5+fAiSccNoii8j79V01iPCgDvCck12qhrnrEAybqqGwkKrRiGO9XpIGYfDoNbbjXL06ONEiyWiuiYoR3fCyuWO1Zd5d3Nk4PAvNn1y5R81Hcg+aoao9qYRNTxG1OclkJpTiIRHMAPrfVhC6giOZHIuJkG4IisjyCctQjaNpJmX2AJSbEFh/DkpHsL4/sQMboelkv7gY6uzDBTzM5KVkQUJrGYN9p7QWCL983WnMqVaklTK+m0Trw0ueEY6G38S9JJY27sjTigy22QDiBQgo5yR63k0uc5Yammmx6mvRG1KWr2ZauqafeRja6ZPQfaPAl0sXlDnMUxTvAKGQlQ2KL5/MHKvs9KA+UDBo9CLknstDzhWEOXv1Xi1jXcX4PpiFLSqIjvAvCT4xHXoerWW7c2smM/rDYH9yWh1MTjzEOgL3EsMdjwNT7Pn2J/j2SrgxfelYW8V4twI4Sy89epP0JO8AJiLZXwCKr35mPJPtYcBWtIOwRN0sL/AuNt5SpPF5LGmRBcJ8YxFgpQzOV/sCmudxk8JWGg04b1woNeMwIVqPx86xYqDGU3DgNae4PKwIKzmamKf5u4YeYdXqXFcuIfnsfU25wcz+KBdBoROnY0Z5wWc+KT0TP4F4RqsGBgvhUuQnongja97BqVJpd0Qmc+q/TEWH/hA0AlZRbafQw931tWp/BdBO5Uon1r8TwTdd0IGVFMjMXYQsto8HELTyH/KLEIOtNUN/5/QdkEbz9nimfy1d6v3uae8P1eM5jFR7k8c8FA5ILDIt645E0qgw0JgpzC2liHzUmhVJBpf2enUUPoqtCV/v1lCVL0xC6IBqOvzMlzh7NMMKw0TflsKBs0Qxa6jwR06kjka3GnnI0eD62hwl6PBZd1EISAatv/fA/WQ+nhUe5zJj11rvNswGasRZXXGGz/12oWyyJ3cVtsnjWLnGQYjpTZPQr3ggiAh++6f3vP/SWNc8lKQe1jSeY/LppTTzsMPcJgCgzB8OUBzgdwL+su828En+epsKhErOmfGisRWHVOZgZgCyAY8NOP6odzdXgV6sgJVupjiQsuM/5MEjrzNiLVvbecC73YwDhRoQg9L5Bmz3FU9M3iZ30P/9ItR2ndO/xrvtmekoqXKkpv8YgaSzrdAXtmvaTnz/QYCBFUdTivLQF3Oc0EzcYlc9Q49wIRYFI2xgzC83puZ1R+0I3pheOS/7UE0MJmw4VUIiWdtYSKHyHc0krjvTKoze2+t8jC1sULZJVSm95knol83/HPLOWT1/C3N2RbDMQ4si7AS+TK6uFIrgqgN0hk7VKu9aG2AybHCdthPE71Sd4JGaZk1plVscTGq4QmxORYy413Bdp3aLlxjdv0VC5pwn7qpV9Wae3SHDZbpRBO3CsiZnsJ4gQX9Xj1QEc1a1aq9I+ygofa49uX1+2DZV3Wd3N9HcNSwfUGV3oyL7QRCwYaUTV2/fblmUl9op8/2tJKoe8TUaH1fjm/+coPlCd3nnG1F7/FrP2BH7d0tNXU6R7VzVdkbUSLmhbEnlJrvtzMG6jtIBetMPaLXfovMcr1HsAH/miWkZKAyFLg0TFTAE42+QwfFR/egrvRmjokg2++be/Ni3wRad2hjLbXQy+2OeYJrAVs13XkwR7FSlmJym7wY2ysLjm4xNqB9/+6bXYS4YAgsqpgYfoVi9EtBJKfDVQ0WKTPLt2saLo5LQm4snOrqmKwCzwQvMsMwWaFPMespfgziIBunY6w7PKxdYUmslOTERDuE2GWQsQKXsRI/sO+6r+NK8lghsyxgV9A/u5Dlx1bLhi5JGzV4+nB+GCU5Oqvvwmxn9vJ1/OOYgkWQt6FPmA8/oHI3ElSnZMxb5HMTs7IrMZEUrwFVVZKbhzBFPLBGVOH8YdU1trswhtGTebCE6XPw9pinPazC2nqFApYN5SAKOx1TeSuF2o06BVra5useqD+QrINaehlbq28HoiHBlwsOHDW3tCs9yZgZcJq27ZssSQluX2yXLDmiTUsYTkN50nUpvYbB4ggsi3vScaEluZA5nqTb5DmuIp2G5rSF3y8pF2KvTsIgMmANaFwPszjsyDaKvhisBEM+bz6vtQufGLa9ghMEE2KADm4GnKQKKDXH8b0F0TmJEg87dS1nlJhmgUpp6sJodZTHwQP2Aez0RbDxM4Fm0La7Lz6txe2FOy0LMyMsa4UkudxRvmnhEquIhyYitgHjt4oxV8tcBfdgjqnPuhLH0pVXBDXPkm7Ii/WJG+R8ZyGIoymDnaEDufuTeFYWPeDHcKCC5rCDFfy/KYL0L1ZL51jCkd5Z+zCJEtqqrYB4YUtI+kMUJDDAI83Am4+ExOIEa8UHMorTgn5sFadAmNwpC6LDf435qjvIedlWNzUqueOXNMxeKZILnPkOswAWCR2rD5fDEWaWmg7thbcYi4pqb/i82M2KWPakWR0ZzeR/DBDMhRYMpfCT1Yy5ZWa+PjNZnZ7JTKamQnRkmupBhbI8Y+rTYmq60vprc4s98R/BclJ7FMcugx1uHLCM/eCB7RJ6PVq6rsHBxnPQdtpCHuMRoSRwfk4oF9fBze/V0v6j0MVJVE+mxNvyVChDoxu55Uzd2g7vPcC+TF0xo6V4C8X4syJSfIv2aPvIX7PXGpkFNL59SZAbXkyWeGlJwyTbLoVKNLjN7RBLKtsf6Ov1mPWdLo07EV26oU8kPy3uYvQbMK8MSbxzCKG059vHCEX07SCC7TLY4jylPaXinMSIOMKomHgZMqPGiOOWLdM+26WT7MxExDAIZulQxFEUzevxoIbdTcAmsLqFWPvH6BgaZsU+1j9S6SZZ92BlI6uTgs4jLDldWZ3UaCoOQgtkaZ1cvb0Tn6wtb3sGLcTCc/2aTkyYp2uyhBfzg0lWMBuQRm6qvvFcF5auFK3u2lefbLRTtMc2d8ydkux1/O3aysNq3YjjsAgfvLVniBRUmxxM0x5qFj4dmOoKaICX/uzlcdhWLmxVsyDnO2aU63wb0rTV0l8gBeEYkQmPdqF9niURKQrXY2dRK/BwzlHyHFsx5PYqrpN1zGDaWgEuf8hZeO2UKi5dC63Ki0GjoZsCFW4MEhBf5zYKdT1hooIgadHzD87EpqvhCaJdQFfM1Ea7DxeeLUY8pQzU8IpvpnO89m7xR5KTCzt7WSfXHjxGe9sT7JI4LHaZWfM97DYk5n+APaMaCbP6Q5bPJJm+81mkqvxONkmrHJpvud+N2Y0wDZudgsNdIK9uy+1jsPls7e824+5H27/2kRI1L/CJsCHOTYUs9s4NVvL2jDw2YgNtSb99ppEll71pq8XCFiUpzXc6ncPY7DoW5/vm8CqbAnwTEslADPYCUhLZYVIiwbU4MxPkG8c1GB7a8hP+PurtMXm53BtBaS+F7SyT+RDcdKBNMLAyaoXwTZyG8RrGjKjrQ1CRi7FaFn6cFtU1D0Fb8vfz0jzuhm1pXL+fgk2gA8/oNGFLz9V5RvOl9BHKhX2EFW9OcNsoqNocNcb2UfZrr+W5RoYOxx0wiGmWY+oL2dcG4ll4q8P6I1HPlvd+WnEgX0nuRtMh3iZgeynzXK99H0YPj9jK31ABlsR6O9MqGEUJ3xxEY89afxL0d166Ove0550ZkJ/0fGGhkPH9eltt3PqFQtZhgkKNoPT2yzFVGDc+BFeb9t+EK5APtkp5chElQm9UolgTNUy1otWJN/AihhbWvhrpeFxn9dgdpLu1gbRnp67wQmdhpBzchb8FlCoL0Kq2+FxMLz69TDjRu0yoCN0yIFLuFss7tUqFt6zuG/XOa1t8s96pGwP/MHmixlvaBS7M8jrRjhvpEpY1Nly146CWWhhF2jviL3Gmt44oT/boIBYXyZioY4QYelTW1iG4ewrd2U325Qz/3F2usuQ+g0tvUqyRaXb9Xfbl9wWqv/IEHkLbQCa1IKZ5nmRnGn8Be5ZvQl4Q3webKNwSBsSV15Kd1ki8NdbbO/eyRwMbePvWLaWFduAgR08rnJI/4fpPhDFfqbRmIFOgv9IwTSNS7S9scUd4EUJ1tm8sExeX3IPczaTZ4/0p1RXbDjJzEGzhAsadUE8nSU77yjuy+1xoIsqQ5D6c6U1r7FbC7RrhhdYTarRt1khbg7LK6/DLQwJHnywgrmibnvi+xgujdg9JhzJsZCW+FMlJG25U8zkaE0+MjCSKpBCC9CYIHs9CJXFY57zLL0k0/OYw+KbkTD2Hhf9AaackuM+FbDCQKSLr2gYLmW9Pcmx06JqrJfDHkesi7LX7g5eiOqzp2ygJTmskLzkR7ggDE29aS067a3eYMaZvcwNqsYVq5JBX5/ZCvrBnYpDQdUZL86SMos/Q5uuwMIHxeR4CySQVtt5FWdwnYXzP/R16FeFKM197ZDyYX351UOaww+T5p6TUwwUPE9gw/ArVUuYSobVKBbfHwyQqd+YUTpvi4dWuqxPsonC1IeIRAFkJ8moTt1Zt+mMCsXZmhXCXsv+076QlqTdsJrrL7JIObQ9QIyJ2TPYmDn8tA9TQP/x7iGctG/FZgluHUr6Hcdlox7Akp32JI7GGVhmghqnfP6+nDZnJSiI2kTca7XZM0F/oCLx5xBwNgsUgN1FW2nu+Ytf0iu/C+x8GYjDi+4l8JEQ7Z6BG1iDJvpIUtuUXmNdgisLb1Z2XF5iTCqtL/fmH5yTjNsd9lNzCwlYldntpyM4gAyVVNJLLDIR5S491m89yTP+ofrbbhD2aRoIlo9ZAXI1gg6pWy8E0w1UoDPCmyGEZDoUXBy7eyC7nK5630/NmiTU/niT8Xp7vJt16yOaxsniNAzrv5XHLaiaYHlMS3OOCQX0J5e96KpXvcib5mJyqfLbq1+WepioaJvaC4WZ0hKbHYGd0Jy6Vc0beL8GMKX2pd/S2RdWVk+0K45sN423wYmxHJTV3PQAzkwUzA8XJm7kLr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j0Bw7aNWzYmNoeZAKW15DbMbEicVpz1Osle93rHiasjSxrHC5XHf10xlp8M2w1rgyqvufKkb3BeE91u3Ok+Ej/q2TU3NP2s6WxWl+6qp8F7bHgzAtN245PGJ+f75vvwI19Mj/qkYW1AHtu1nCpBwLEagefxJZ/mwt1njA/miLkWmNbEnulnOedql5dTPBlQ7Skccx8hj9mOzR21P7Gc+sNLwyj5S08vDtQz4Dxtf9/xQrDHu+fX6T2eXUlD+cnUq5VM6U3z6Ld0YxTh083DLshBPURfoFUHR5PWxmjS2toqkOoFZH9/v2fH9M7FtfgjRbJuB456B/7I46ERX7CxQHatWr79QkqN6OgwfLmJCbq0ql/0bwJZSoaB1Xyt/HNeRmCgIFrrP17f/tsGjYRI8yzSlIwYrIE/XzFyG9gAYpNyvRPOQt3dc4du+JnBa96XJiJz74f9068nP0jeCA5U9SOK98Kno33GzS6xCfveD1UHUGASmzsUPopi5lYvky0FNGeY18N+4wXj5umtyQ+K/19tEAPCxOj4KBT1v0b/ZtEWiBpItijAhGCOq2JLt8j2b1o5Lq/7FMBDIv8ct1FSDrLAgmqVPk4symrncC6Jc+heAuMR2hdPjfd3Zaev2vQlukTPC756neFIOaP6qPg6E5rfMfdk3Q6etWft1wSjYAEO+7DPjI1w/n4Wvq+LTR+goMSAw8elM9ySHJnzAjHAeTNc2BfieJQb72FeRpDiFjDxy7VX3mc8HAxB+Jr3LVEnIXOO1P5OwCf5ztYv312robqoAi3swPk6qUqqkXf2l+XLrqq8QPf9z+9+V8eo0hr5gQmuGUI9Oi3Xa+udwvQFscLnIx8hyYRWvCFm9A1l7T8yHY0ZjfJ6hIOCATP2hLZwtDCVvYrpRle/ICTMYxh6I9DWkq/1ywMJSUkkVipGb5Rw+POrVne4pXnZ6Y4Z+V33hMBKLdGSv/z4l8uYPp5bGpJ3xLkxMA+W0ZLy+oacozVxM8V1XI+d0YC5510n8ic8g14D57jpqUUN2Te+eRif32I4Yed+I/fcoka14S5y/AUUadl6lyR2cTJjfhMm3kmFKC3TRKepgClHYgQZRopTSlpDj8uaIC5g6lEHn/O+Z8A1EKAmKG8zjtOYoifgWoxkM+lMj7QZu2ks1ZN+Nv+O8bbuNtKl8gubzb5i5McFapH6YIkmVxmBkUnAcTYvv+u2Cz+WfsDwww00psUINjBgUs65gwEHiTL7xQCOcvg93weh9cMbkqIuvGQ1OKv9/RsOr+7t7dzQ21vThfVRXR2jpv5iTMhQp1GMugf+xAOEW4cugxW3fbm9gholBApayefwwSQjA7NMHt1ivOysyJV8FV9JC+tIi3ReXpTPMbJ6LGwIf8qEwY0bNzLh1sCTxnbfo/kdOeekev5i5BnPnvFeZlexbZyIHS6/ZH4RhSilAl/iostvu1HH1pz2DphAUpca+hNn8/2v05+j2mEaAVZmQIVhLS09R6HQRQpD3jyjF4OwMWz8aPZR907vdvsJ27PundPrBXusbfHW6GBqbZmrveB6j796SHYdGSaifMu9NbWBvUEIPaRvkZIsUnGme5aBBlLLlEqQUmZ3d5bRz2Ld5DZym+2ctv/wDPB4x1+e4JUwy9nEKrO3/KrmucKZe0M0iYWtCHLERlUw8eOv2ukurE8CM6/KRYA/IkpTHWm2mVWpFCyTccbb8ImKrLejkYEsVWEhzehPz6ucV+LfWdjKK8Nk8Ow+VRppilmafKxgDko4AF3emqJQoaZgkQr1PxFvF2+fP5N40kaKd+S50O7wDfwPGhQj/V38WuPOQzhr+PHRPA0Cq6Lg+x553S4Ifnx0nmZjWqDXLQ+iUJNcP8e2ae+j3kueS15tdSB0zvd0abfTdte/8KZaJwMUn4fFvvJgNa2Z4E4/oiMQ2EgX108kcQ57A+fyfUnLtye5uBU+8ifxRj7KjZvvcYVegZn75vaXrngHMOfAPAyzCReoBFvkAjoPi60I20cj82Fq2xwFctIxUGRYq0JtD1P10Kt5aR6GJBj0HYHFjuyowmPaRx5w7bLs0+20bXPtMh6th9UC7oHfYp2yuK4Aa6+LblZHPGkV1lKU6Z5nWEtNt7fzpAtUiSkx0AtbaYi3wEUwo1ActG2JnLS9pjioMMZPzTgjJ+1R34AChHTT8Bnqps+4TzuY4Ck2KTapX0i3uXRm3Muk29JP5W+lQhSGPt1LgfRYDIpgSV0RMtZ8DcbK0gbllmme+nRpg+EY53Y1hKVG4iP1/XMKMMGlMYDpgtM/noH8tV+Ff4on3iTeVPC42jX9w86ixNWecIRuhUPTI1FWUwVy5wNeXJce+hPepNtxUDt+auSDoPSSmzG0WlqXXWLhjh07fmrl+aVu5hIbokTXkQaNPv74s0of52h5h88H+6jXxp+tPodck+9wjlb35rcUni38rAjblAG2qYlGmyogpThmfLlNzVIoZfMU8DIYJSVmmIZDTMNgtFkKrXEKBqwlCBQ+weh/rtNotpR0qWNeR+QQ6cq/kX8Df0npmN9U3ItszRbNlvlNkYG78dq/8g38p7AjqbMPXSnrHrSq98KBTnZF79ZH2+pLeazDLfhXyR9RlILXxUXLdrc+2s6u2I1jLq6Lu/8XH7s+ZuRuvMSPHgzu6zrsFMcdOiVzMzW6182tRwjctcOU4Iire4OV/AKKvUfWKjX/LEeKKQvZZKO6X0z1bZ6harSIw6+uOnTOyUTkHSX5HWdUsPmbIvg+L2PFeec0oGNavrCMAMW8MPjf8Jcz5ozQsq5xb12ylN+dfyu23sL3rq2s85qcW3ObDGTpUgkXiO6NVQ0YyOLZOkb8eAlORHhCKZ/QBpI/cm81bzDQzkb5BWgvLYzIAjIeMmQe2kNDOyDjQ2EivDW8NXVxUexsYS7NGuc7kcvxDVIXHPGOqEaVo8ZR9SgPw6Aw5xmZ/co6xsH17eP4ML5lyxal3IuO5wdkW8qyO+N+XQLw0jooyfMCsmFZw9/uqQdsKdVz0EUbWHDJ9P+qbgv1VnbWJXzax0JZpp8mgmrlwdpI+ta/B6469HFqmipRX+EtLeFzhjmDobt2dpzO7ZrV1M4mbroH/hutOY9TRar8VXiVWV4zb3RJgi3MTq+6SzL8YYNXgkI6uzOU93MjqafemOIwAoGP0c/jw61ZoOtzPMlkBdkJSFP5KilYxKcN04ZAd9LlFdp3T2uSrlSkkQL31twG9rObDyD3EFaD1ZAbgU1MENgn3mjh41FSByZHUiP+UfcoBiqjC6PsnnN0LFr/hkZ5DEqrtTFDUBME/qD7a6xu1taLeBNAw2ulqlwxhkzBI0IRkotac8w9GW8UgjCLPEl0tuz+flG5HtCared1gpplIcLok7y0c6aVsX4x3NMy8bxSOfkuG15oyDFQpDtV02i1oWdnMhzgfnsxYEu7t6Y3sKPxAwrR1WLfbN/MdFdd0+LsAVJddeHviXWYY9QyivGRdjE//JXLaHF9BSkZiGlpGaZr4j7FIkXdOJFnGmlLUwsswN7Z1WJhbBti+3NTtmvDA2gXIUJmG7MxI6Wj7HRvR4G2Sk1Su2zvgox3x4VTmQl6jv51HSXMS4KKDBjZ2P0LMkpvQmq3qkdD78xeV7+aJE3KypXSi9fdr4XecXablPkxy17zQfWrdjcMrEXDt3njt5cG0aiKlIuJ6uj8KKvLgfm/cmn4tRFMgSlIW4uXeAUZJp4GjAvEaIETncmj3bAXqcmKsrpPwy6A1mR34++GNAqixDNAEc1NgkVJVQKNWfKOPyfRq8APZvpmpGtnRAVRTIivbayiOjENzrQgSIjq7pJCH+f5sFqbge5dakkT1d745j9O4LYWzyjMfcNtDQxn3QIj3/JIs0OEIfKbh6SZAn9Bogbf7raDhdZll1N45i8ozsL7WZJbD8qxd4ZnMpztGmHWML7NftlxWd1uUmQNuu2mTsf6lMh+eemNBTN+oPfszd6zFsL0FmjFhLagOchLwl7BskFH2xrjBZQf+7poEGP2a2XIdNN9ZhqG+aj9Ghn0kzI4+3UJYpqlLUiZdTq8EFqy5PSaY57+urv0Ym0QVS8PKbyAr7PiE16fxf14jt5hoS44ZPXOMglLJ446S9a3Q0Mj753YL/m1db+9nikFHGQQOGT6EsEw1c3uo18MLxMLDKMbtrHhShhmgH8nCucwFaHgOdEGzM/3nmPM1PDBElZel7hFvdrFtWTcW8XaIFVu1JqTslNAGJQGpIBgTRUKsCEjgbw+ZPD1HO6ivA7JNtPolbTQOaxyOJ+/40xaK3oEah0G2gXBxbHAVy5D6wY14cDUTJIKUBxmVnpnOaG+sJCkXBT0cJhGym1UkIU5qb6rRav2dEysDgwbDteTMT21loEZda4X8BWNOVeO/NlaCovQzlVZAA7JeDXZssst+K/Bzf/3Z70UVmqJcF8Ar4xz6xElGasX9hd7m+8Dw/s5tU829/zs69W3HeFJTVnr+2DxSt1vu6J2KM7l1KU1k5rqAaeO+hp6u/F+Az5DpIUTQNWygCnRnQP8POlDyt+rdKvqvgmg5CP/AtbIFMkXsNDVql8kLD2Jx70H3AN4aDgzPvRnzSYPPc02rjTtgm1rSVZovC9mejBMq2VnqjJoeOjBQQ995kxRpv+Lbo3q4L9lfhLdP/NyYajDvJ61Qno2MLFTuOe4cA+HKN9aoOfpcDOlt/44uf34LjXNrLr0ratmGWvN8GHQb+C/0gJ9Gi40FLL6en7l0RnrR/sFxq5X/UHNoevHZu0ua3r/l8NsLyqzNaw4InTrcD6Hb7vPGl2B7GvDCBdVo1bvFmJgjnavOtyPEbyodJLZcb0VCizyL4bUBMskL0GKZ37xOQbhljvI/whxv18Cnyf2yvWq5Uvs3f3RV+a8S69VX0ucdHirBq1hcYOP6+UGDGJbcmjmqMqpeBqn8nuW9pcP4Cc0pzmbqvyKeRL2u4WWcUPKqtz6cHrbacvxmWMp6/gTX+ZS3sFs1R336pcCzCgsIg6thJNuL708ltRHlulG/WMTdJgmKrIlGTS89AQEL12RVWQzMj3OnYMQa+NcdtHf+973FNc4lzV/VbuFv4XVR0BIj/4YFYOdsG4j2o6rM7XTUokfdsmdPbMyZKagf7VUUqY6e3Z19kzK9GZw/fr1xccM+zgHihFBOGUpcee533jGaP9iyKKv68cS3Vde//FpS0QW+FoUICBY4E5L2LmZGQrdcG5mwtKyhl8BTCQbssBtJF3T2FicluhjeOxxjWB43eLu+idg3OQ0mSdnSDP7Ak6TQdjSfatMjbXwabKfwqQbgegClAiEHL531XEpr/MZXs9vkBYjCMnz8pL8PoE6IaLTiy7wgOj710VmcC8bbwvCP9PzGz5oR3uOzi/Tw0lYnhjGvpEF6IatXw5jd9wJhc5fuey7onVpOhcGZ98UBMdq2znbK0+ITYKXa5cc7zl7i0/H9sxsim5/yzNkU1sY97PTqyzDYoGJq94UeiK8ZXibSW97aQmz+3Pba0P34eYxDm9b3FZ5oqohX0Y8TdcQuuuKs9ekFofEIf82xN2wU7Nj+QE6X+0d9Ah8wKJnBnPbS6bQEzNPz07NXdWOqEcABVvUwmhxtL67qYajWPo+a8l3z/QGG2d6dYy+glX5474wN3k2Yhk/qAmL/wa/DdsqraK74F/NNn4nLYaN3yFT1Rt/jVLRCDQyOGqIV7vOa/7XYmYho6XNdKHZEnYFW+yxDOeud91mbofoBO2TN0FcxKLXsvjMTfZwMkT0N0cMhxawJRYxTqfp+9xrwOJVMa+qenLxHZQt9F0pC+mlClK2JX/qpGAztoF8YxzPk9tAHxjpoLAy7PhewYYA77+HRERUfo+nKoA4PxRS3xv5z2XkaAuKTQOZKAb+28e9g+qWw15FSfziFx87WpTEx9PgF0WN7Zmys3DC+0J0Jy/K5Rjmgfk5rXPaV/RZsFNXA5jfIt7nfdK260toAaxwsnCyHm3ZhZDFxLRvcsI98HvQF9alyBpp57npPFtfKXoY1tci+ip2Q9aXASmAr0rbWjHfIl2NtQHe74CU2LKjIv+ctyyAiBf5u9d+PPL3d0iMPITx76BtZJcX/HcM3INfkOtD4JNPfv7zT9jfz39uU1SuTo4q1yvXz66bVrt1/sdDFyP+XwY99hbVRd3J6Wfzzy1c8PULHhOvjr+meivxivb0xHPKk5XXvkwWuoiUbbSnk8/dS10+pTypftXX7+9XvVW74NxmPujwFd4XZ5g3FSPkiHvkKDnaNaoctY6aRgG7+chHszSCh80FfH+HDiCQQnS4A5WSmkLnTlTSauMqexVFoRtIfgznJjKG3yWVtvEAlgN21GX0Lsq/ECBubeBneEC2Flug7yUXLJPngQj07rLJiS9QF9B5gh840JECZGofWzjuO5m+VnpzLhw/Mr1hZkf4ydxqq8o96Brs0hrXpw/W5I4ti33u/tp6RhN4Irpqqc+j6npyaUttzHJKTJZav+97xC1bxEncvckzor6Jq3xM6vJdpnNhs/5+bNMHJzeJt6pv+iJ15gsGH+O9EnhCO5Q/orUbetFDIvtCb6HHaM90PW0/HnxCsHPSBM0Ngg3+3WFLfGd4KGpO7BGMDX/bPfDrbrQDmBj6s3HTMH1nvGiMH6k7a3vbwUfs2t55zAB61PKGY54Pdvyr5I8ocomHQTm7x8NlIzhy9vYX+Aut964zbw/bHK3JluwJyyHn47si60LPqI65Nu1a3JQ6LXCHnvE99SUcraoR72+v8pxZ9N1HG89GRxuH36zwbcnJIo3kCaife+iFVSWQkyHTRsNmTZdACcRkeh9QQdCtFztnefjl7J4JU3XvLCgOIb/2rzwDv+nS2YauMHoLHWR5R9BX7CVpWaDBO0wPzdMpWVxGIcNKDw0NTVPoiDYMgcyN691vLPr9YKxuTb/H+Zl7q2LjJMlpDJde6lv9YJ6ekJrBsZCcatg6FPoZ/Od4rD/aiNZ/6+bNm+oOz4Bic/CNhA+3DR+1Pa12fN5v8It1mGJUPMoj0DXzX2NS7tAWiXmQasGBR5Dl4qvudkEV1AWxPhw4SeTPchtZsZCTLJCr9DrCIRcHf/bDgNfjJ5OBqcMKOO3AN06T6lXLpcbbjIpNmEXlBk1YcJt5vM2o6LIyIQrWO4Gqg9zq36bbt7BPt1u8i9yqMep2B826fbNusW414H2NGalZmydwbrXl35UCO1ez6t4KXa7ef/eSyGvnNtLqhNIOAu0qfZaIqUOY5ixhAP+ccXA/5QDmfHvhokh5kbwU/p4pe9YDs5lcn6cDDSVxAR+r0ryoHBBZOWvN0BiBpWlATMijLAA4Ful1LWV5TBtRajsXBzkbra1G7rjFYFALjNzy/pjW0W8wuHvrcYsHYc5hlYq+upbxQr8LdxIFGkzSWIhVtxDzp2HOJ1D3xfpAkfVijdRn6TwLIZRAhTrRJvKCl97au/uoaWO/f5N1k2/zjt/scm9Jbtt8gOj79sbNilOe2yTXkVnSMyHmDbPpy3MRgPPnaQyjMKwN5yOYpdGitP5i9Y0FOn58eluQdmHLLvzS12BkDcTJbOtki6elbjsu1plYvgKTS+4RlV2A/9F+nLUiq78GC+Ua87V8m+Al997yk8su38tlukTXmkk/OO572w9i4fBUcEpDOalSs3tYQnjt7dPlCJKSEF65GV4Cn3tnc4LF0z4IbxYfD59feG8Zb7YZ3hw+d91GcNhLZnQPRky9a8XKN/x6rx4hzjVDnMdjNwy8mfAyx6aINdwaUZFZFtEAEeebIeKE+ibTkrqhznZlH4ioIko3s2SJzYyRGqYWmyGGCft7fnKJvazHRLmoanNEzvtafoVNo53yUUwzDRFSYg6peNmbSJXEAjnWmmZGIngrTgpuoguFrJSHIptxxCXGtxeoCnvzkI3yUoLmiOQ7HDrBcjQ/KDPzRP5D/yN5tngcVJBSN+O42OYc4whnbxRuZW8hTRtNc8R40P5I8YYqq8z6RGrMSTVR1tTBCAQJqd5AFFvJUIAIXTpk2BjOBDNuCl2x22Sp1Q4jQAQaFak+whu3OI/N4+bgpCv3bNbufmfGgMD7uiGNmCQexATBAuIRlXm2XzOuCXBdA0hJJyZsSgQCSKsszto1qb4MCq7ko3nMPlALVf96dnMIH96OzMUrltsPfTwAbC4AzEaKp2gfJpNcs8AvWaRcA144657jPTzpi9xIl/tUMGTLWrLDFNIieDiNkwh25pyaa5FMKDNMRajoCmiGCbGvRJVDXbcVt12QIr4CmkXC2xl9JvSmPWvNluk63PfU6kwjclIOq6K0Jhz4o/dS9s3xW1pxgCg1I1oNhzGwSEMfgU3LWWtJfk8YZDbckuPmV4dPzp1kzoCx6xKhaL/wECVs3cOnLjgAOH2cd6WNOCT5rXAXtusw/2NPUPeiAJiUphbR2svz7h98VAFz6yOv+1wm7z+UXlE9EQcYCHB39/zqT+eNAGjhDOGYziFLSFM2zbqfDq/VvtsHgP0wcfnV+FOajCqDFAlnm6UeDsBFNILMsjZMa5ZXaiv7mDfcfNtaL+wvHki9GqlTTcsRVOV1N2SR46VfZdbbNGWP/4Z3wD0wTU/T2RWUuanF01btMxwYn4pNFSFNbgU0tpbYMzHZ/P5kJpFBV0wVV0DjaJl81Lpu0Vq6VbxVWiGNs0XT7l0T2cu5vXQrNZReHXykifqcj9p23kJe+KcwuPBPakHdnZTrfdwf/ciyjtyfsM5tGd6rerJ7YR18fQNvq3HFbaRK2rR53ZOG4ZaJdt9awYGFqbmpOdg7hB9p8kU1A9lxvp0iPiBbtv10URpnhAwoYnecHuGXYtNy/TxsSK9+N6HUvpMIm95YcgfOZ/061b/GJfZt6jfGR2eCzA1zEvXiHtgj4KSTirFvXYQyw9znpdH6W6eiMBuUTTA3a8dRv6BVC44JjiWOqA7mLyxNkNkalFg962t0tSGxxuE4U5IicMHxISnVd+HVNYVeBD57/keSjeYRgFlHO9s7t5nHsNCYd4yYGRP2pr/ywmSqnzDiaYJP8YuC3xLjPBuXz7DL+3H2ZqeSNCmt+35L8pHXxl2SNwIIphHCF9QX/Kt0rQ5y/RwRURgHdfVtIQ6fZIFphQOaS+2itumGA86keuGW/xrm1C+JijhSo7jvfoCN9rBQlOntRLYv+mzR5epz6R16UlzDI3SEJhtHMpACsw4pMCMqLx1hQSDXB1q0jCVY4QYSw5AqiS6h+/I9Y70ymYyv/3FCaR5cOOyack2FsoFs/QlRWnDPEwxycvkJURbgE4IEI7dfsmI3bS/1li9kuYG/ceht+gCMtMubPClEWB7TnY99iEQzpJGeJ5WNGVmElhC8JJzhr+ZLjHLWKtPdQqIVBpP07k7+RhjCwNcV6B6duTF9SfmU64XsQISsEeSmmRviG3V3rVv5lPWd8o+KgQ1fY7fHqi0QS2C+5Q9qgQspgGN3rxZcvmjwD24SeV3cRrrtZJ6FLqQfHlztNwiNO5aOBA8F1iQzkkCmG+X6viURaZk/n2hPfoCGLoEYJ5zNiizSMv7Kn8EE/tkGYAUfiYj9B/bv2NtJ8fjnpNJXJe3Hr8r+dEECksPjp08bMawUNWQ0GSsc/dzU/a55NlOYH4pdCEJ1ZwkO84SA63+seEztxG/avu++PXwbiXvNGHhZEEKqUrvgqVaeGsR3z+gQuLPDWTvlh+Cjiuzrk4KCFGzU0kK9Q7BAQihe+JFVlOoniWC3Ylf1AKmtHYDtQX+v7HjPNGftOAyXjrMPzRHG1+wtJqd5//zLC5nZjF9kwjwPSegkkVJmdx0LYL/v+edM76HffXoYHO/gta42AdAtrbwRzPjgnJGY6ZlveTCfS6rzqS7b+yvD1fYUCN+6JT1vpmfhIbiXy15Xd+4bK8TtKV/QfWtluEEfo1C8tzJcw+uVfUWYXmqmp/IQ3Cu43/ZY+aOV4QYud4m7brC4Ycn9qvaqn56TISDlDU9epr+SHisJE6tMuMExIYitMFnJ1cFX0Xfo+DM9iw/BHXGOjB+1rF0ZrniN/UX06cOV4KbH5kiSVn1zZdjzwRytvrmkF870VB+COyZ+UyBN/tXKcOfW+M/Pf3NluP7e0EuR2Mpwg291Udoo2hrwUONkmd1pjpEWdBZlVamOrSPPgCLvp9jPf4qp6LrTJdXXxP5HLAplSBwySO2r5rTaA8WpwpRYVABxsimjcRZmJfoiviAr+gTYL3PuWe+1eSw/ocoo0YrehgBsLo2lkEkaxGkAxyylHJlGOQzI0tBgBzIxOsK4iHZSu7Awdz8yokr3c8Hh0naPqbLZuPmum+Nw/p11ZHjEMWIbk4ksY4QyuEM89VXHEtP6OD6Ha2AqwjQun5fdafj1V2CS9sJxBcPljfQ76QAL8zK9usUjywo5r4nWFsH7Kq7G57t04/dZv3Gjf+qcGebatR7n4w31CUyEvjYOp7ca7qSH7FED7WpkTnzza91Slug34gXC3mrnq/maVkHrF9JsR2t0EkzT2nh6ja4vOgla9UXC1e3geg4bubojaQeh5pqfnj9pO6lcO585YMqgVYYl6ZdffnZizhDB87Mq8luhqcCUe2tWy6FSq5ZlQTASoEtw6PjvORlrefhg5BoYcZLQTQJoZGXsdtEnsbaFtxexpavVl9PHU0erLy68vfD20tVl//DbjI6IjcGq/OplsrQhSni4TvKQmH5nctXnNvmW9/wO5UjW/04j4UmSQyGYXKVPEEk1aeT/+d+DXMOFRMZ21aK3wIGVc59BrlEYgs7wU6aAIMvJPhBRQTCvZrsCcWvWnPWJDFitefGSXZt1x4cudYHvfSK89SrPc5J5VsI3P7vwbD9vf49oN4//ghDw2w63ne58v2cHRfF4+2XUDoIv5O1NPF98nhoCFHWGz+MN8gnhNqJ1iEcRvPhfoRcwILJgvmZDvZXyUfVIOP4Ot05rDh+9qNNaBmawqN2pt+vRDdUcUkvVz4TrKHQi3Cgl68Ql8qXBzQHePxy7oOFCwylY9hrlegu4ngIWdeRp+wu2wfiAf29pf1dfngnLDXsDep8e3VNdIptOhdrfp0SnTS2bgRjIgOznPmzZxQi/EOWQ680tc9g3c6B27ox/X/mg4In8EdNz49tiOwKXgxdmdqX2lS84z6V1mg2e0VyqeCt/yylKc7VU0zyhKBQJp7bOtbHD0296Mq4MKV7Cw1BiXz6BWD+PyPm8OE+i6Z671RAugyIoveHZ2JVRZBZEcdxCN9kX0tAWFkIy/ThOPlcR4FzeBhLvyQ1Zduzt/8X2ieedGRvsTNQb7HSs0YUmaCAECXpWRrRjGjlrpWggAhIYbKGJbmw1DMHl+iX0DTFr2/yqEo2ftJ4umFwE86SWi59kzs6vUojqfnVX+UcdnBEiO3pa83XeO9f6JJ7ETTTPT0vi9+xB390A4llZr6SRfANtZyEu07tbkusi5Cua55RASJ5RnmXObnm/1ufV8636qqiAu2g3nfscy2ydhRVGIIACCE6E5YHXnecmvB5g/ySY8WcMtBWWZ5P7LXUwwspG6rO4Q5Pwmb/nyFqzC6IEbm1Go0VeACd60IoiuiVZ6hHtC78uvDDn+cTbct3QwrkckQn4s44oMIC/4CAu+Ev4ijrwnU//FHvZxx2mzqmf/SMOOIAUOs+XNF7YmFaeRkam/CCQImE3Y4RBthXRVGThm9PfV2TF2XrTa3L9urZBE5bp0zjTNj8ycT578Zv/fDkAEn9r11v1qNGxO6Vso/OTJBAF6bKkyO2Yl7FWVACD1AAajhboFWDQyMn0FezyL0Pg8i/za9Uvhi5Z3ua84+B6xXfd1kcFOkwz2jVqHyVHh79yg3OzDc4tUABPyzw3xuYsQOrgKzwrSUnqPgVAbW5WMs+NLjc6Gwsx1OjmeyNbhnf/2nGaeaeUOaTOzIuiuBmWZ4DlFaaNkDYp89cp1Y0XNCDTe3DBo146cI5fxiawjypv5tSxXWipDhdNgBAZIpefXk9Lst67d5EhFtISSG/oq5KlU2KMA9Q3PfphvUFk4M6TC6SP7QTnyDikTKzy1jvBEIxYYCP1oRb12gLvkPqUOYyWFiqiFI5eoXE2weMwX0AyLYvXE2xsvF8JmX4R97TahNkXYhaX1ZdxZ5ZE07ib9tCFexYyqlCM/9xCxrRMbyBKreZ3DFzV9116p74mKuPofuhZlipLo+MapLxcp3LACD8bqZ8lfHJviHf25yTXhGk+8K5zgKO/9/czGw44rQ7YiSn4Cv40H00cEJ8cK1gJYPdVb18O6uheYSco00Hpt9/q3A6i8obDKTh6ohNs/ISNTvG+/d3t4LQFsFEuuR4msiu1Ob/d8YzCwQG4zqZfMA5vLVrthxwbdRvqMa7jjo0WvZF7b7zqVVt26U2kIOLTccSzOMrDfRPmbGRwDmVwxlY4SpyWPDPuHuZOCjcym9unt/yuslUUMn78aeQUGiYSUJIVN9PuNJIffdvYogJ2EMCQ2SVc9rvl+irWo2gtPaIV+i8ZXHGv622LL/c+OveLdpOG6a/DMo/9LtHGHCElOXnCsaA360zrjJbFqYUpRjQDJsimLCfIeqR+Fne3c/b8I3YiweWZ9vn3/Zr3j60XZHs6Yz53ZjgzS1UpG52k1OyKapmKQLnCzqjqK6p+KsmChtEneKZVqRdUb6GFaR81TkWph9PM4uFWzmrOrngmmtGIGO5MMz1CtLCJwLJKXyFccs/LtggSW9Qikot245eVf+uqwNo6zXBjq163Sp8nxIrkI7ELfsIOnJcVgeg3utTl3j7To9qMOhMV+bEYFacEbGKnqQBMrIHB64l1w4g4Gwm7zzl55O1Si5IbcP+Z2WPTW/QLogkc9df3VTS5pzfK465HDcKCr8hdAOP+vZ6NSGBbIA1QAGlyifUCaaJMbKQ+jHNaiwP/s3C4eKtwq7JCogSeai3rs0fR0h6i0a2AZhJ3KBbWRHbnbqXhc4yUYUU0ZJt6bcCCFs4WIY1xBTRLuL9tYn3qYOXW/K3qneAH0+iIuTavRnEgAPODaMwroHEQ1kdT6yr7EU3j80SSO1L5vbuRf+vTDHvy/0t8m7ytgHPtgrQJnoU3s9Y4tPDq3FR5qgsiTjdDrIgrZO2k53J2KjVVI81UtBlinlhkckc4r1QzlQyHslDxZohVIikz7HSfWpyan+JQVirRHNEtV+1SnJ6YGp/CH4S4RCha34opxVkyi6R0MZUg51nMOGmFBSpeNSdpSOmnqGnej4U//7FQQ9edXqneAoVxl4IjsrTEzigua9c6n0RLhg954EyrcjBwJDjlgymzURPNEcOKxc2kI3Vr4tYDEWuEui2kNu1durV4i3wwYrata6vnmexUegohJpshclpMj7rXGvfnpyYfhuh81sqbcKJ3kqTsVKoZIt6SGp7jDT8buxW5JXgwYq095tAEyAwngxDTzRGdSsWA+Kn01MTUQxDxc8HVyj3lqZkHI5Itio6FvoStPFWcEkPEyWaIghZfR/5Y6Y3krcSthyAGPV2PceyoY38IouflOYn6udhUZIqBiNlmiOKWLm9ZVDkrzpAZhJhrjlh51fqIBYuez8J+TPEgVKZl+EKlT3mgkMllHoJo7fQNeE6kbyVvqeCLX2yGmG2r8BcPql9XZARs/46gi+2mjFQVvlVWqbKOPncnUh8iIqtd+wSXLFljdqU0YULdWzwmDuVgO7WJwlyGUlCzjctoZiANie6LQzQ5UkEhmFulT+EqmWOVsF/xuv27Hr1LL6bVcHSqUQvsuGdCXw6TMLL5+rg3R9VYqDD6MK/8nfzOCSyvFQS7bjuGlGtXQhXlTaytblSui29xkQXSyHs4hRP4lL6LszGkZVKlxLRiBU9xwxfb6uHcTGbGM4yoCBJk014sQdYj9SV8XqYWvBo/V/0A7cWF4chQ/fJNO/Xtnu+HOopY9vEK5RpA6u95WRO8ADHfaXYb3+dkl+BEI4LnmiNOvl6mwatgx0+A83T4NPj2gd5LfwA8wKeewSR/LzlOvfA96joFzgB3PJDxZdLUPOWntOgcH2Tno9GJuIDMWpcw0tRgkDp27FicRrZdpje3TGK1zvjGCV1id/YsWoDporW0jm5Cr4ARCOzoAJ29bWnv5IvRqdBUWeTDNSuimW1jdpzmAzGheEENJRp0vlZ134sUwlSKBaE+xIvKsicndpq4Pn2UykN4CD5u6/afmX+X+dl42KtPC6x8V7MPCEcpHkhRsPbb4L+27IkzegYo182M6kYWXht+3XfGd8b7ovOblrQpnR1KrXY90uSzHeMUyS22BDAEjkfqbk6bXgWKrSaJy1Z7esJUfA6LDRVXd31FFn9yEvjj0X0pa7rPa8dm2EJrmiUCoPKBeUJG7Y4X5irFw9Xx1ybeVkQT78UD+Iu4PXIk9vTiwTnKNzAhSmK5h5asuif5xAtLjwFKell4DryPgxxXVPzAn/Fk0PH0AtXkJol7TiAv4tZ2T7/x0NKtyq0Eewy+aVHMoL3GWWQFGf0CPssI3mBeH1an9yQysUwS0k2v4Hk4gStr+rgDz9bYCw3dLUnaxK7VVegEbKYeubG+VpegZCcrZPdPftv9kzi/7jSxVxFOgnl5/uKw22esWvJRzg+QSJCFzCsreLqrxf1cvO1XPq4Zm8SXQGxdT0Rv0kMD7dPHYIEVqCb1GKZADuleFFnbxeiT+MK62pHw4aqoyB1+MpVJZJKiSawpfRRGIICUKVwt83849wM0/0mKctg0VaTcLM0ie5w2xrjqNDEYgcDD6Mu4TqG72JHEzd/ywdqNDxVWM4+w9xNBMgY2PiApo7PniGyycUg+xej/y90/b5rxYujqhVzzmi2zAGt1BjcoKusie9Hogq43UNDstQSQhkNPQppJJsg0aqd+QD8MaXj2Vu8mzXEBFHtK1CKlXBHNbGttrWk/A0dZRNO1ApoSz6eIaOxEzo766PKKqcxti/0JWywTyYzDST/awrKz7a1KJ2F7C8pt9fYWgxGTbKTe2lJYN3+yQ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C3GV9qLCTswY/I/v/wUybGlt1VmhVNYekkZ4NpLjQNeEyr+2ejS2p5UHTC+FvtJElS62LDe1Jf36Vapx70KpZH5xK2luM8EVWSNzXQyNGsg37aM1O6u3a2663yCVqEx1fl7+m/0PlSha3fEj/83NUbtAddT7ChH08yBIsgoghHgYkW0GKa0hQmf3Wc3/SSJrLgeDj6QRIo/3zqxef5u3buIche9XaW7mrgD92vdCr3CoiW10vuDv1ncihEF97dFi2/nilZpbREixDTeHP1rbf9jQ+U95nJbncCt0qWqFrhU1Se8jKzsq8iqCACW6RFmY1T1LfVRLK6MvsS4qODXm1jrTu9lN9tYjrFNwk/jeBz3CUAVfJ3jv30d5AKL8Y//NPvyXhU7EZAaleIau3bmmj4EHWNbJ8qHQ9/3oNaXS/cDrvKcOoktDhe6hevN6TemKQzrvuF4Z38vPGJy3ha+HLzcojYpnXZCzSHsHazFPtygFikXAyzKwLSRsWXkuanN+x2HnYHO9yp/GjKZTaUj6bH/VtozPT09IoscB5emQ3cDNPYpNWprIVnD5tENrvqdUbmU9VGTwi7weSv1kNB72spfOiHFP20pQ9oKYtCBz47qn/7pn8IklPDqTdleSmDAegfDZzZf6J2PvAW/Xcux4/9osLapHqW/0WFxBVmSb76SIUrfB7dFh/U0fKlnVR7Sq3PGJNt2i7F1Qj/zZY4N3PS6b6KdsVZMlQS1TEVu5HnDcxoh8FhFw7xSnQt9i6yMcNHRL91PlNjcu/btxkebX6xDyWL/JR/mw9qCUDWnWazGRpimIFVtIvwYcNk8JOmAaC+vEWuEnutTqJHLiJ3rgQiOr2M6OK5GKu14kwBOJbEvIrywEvrUjbtxcdH3Gt7mXitPg1xgJZFkazm10iuA36oORzVciA7h9E0BQ9c6WhM61ZpElftJcf59lKJKVPJLDz9NFN60qHuZtC1pS1FlKv2lnhXCYLC+uJRZvVy/XAejzzfpUJppsg0xpZ/9XSjwoW2wf2rBz0TZ1hDnuTRmeaSVBaZ3pjHdy/ZS4+0wXLyawA3KDTg2GVf8XUvJrVZPI+vwJNb5wcnNKVsdDdxV82z5Yoe5p4Pp0ySexMVl7mV8Q82FglxgYf48sk95xYaiRFm/pORx9gldYv9bGVuXNge8aP7h/keV/6S/ylw1KRyK7k1DS5xxoXrVxsHUA5kvUuxFFVxYiX1qx+04zjMDNPCWGnADaEAmsIZYOodifdhdbKi2Pgr+5Rr7c4CDGjosN1r8k9qvamzrflGdw4rUUGEJwnobOeY5CkbH4rMWINKVxbKYGUZ21cvgbCMeBmQCWxLvDdHXtN3Xzd6q8FrZUNfVPgaYNNKpDqNb5BZZ4urUOXK2CvpWx19CCoIe5RYJt3N6lHp58WnlScxCTRC/XQ6e2XhR/yPIeN9OrTgKUTSKlgWgHOHl1DlfwkA2MEa6OlR1cYlYIgYr3+HCTbD2HeQD2zQO9ONNqhsTAWQVJc4oWwnR6RtnzO/Ej0eOL7ENjOqXUAcMIiry4m0bSPdA/Gr0KoioDRERfNEka8aEfdw6oiYP3h74Bv0O6MfOk32yJ7tVxAgWec2w3/hTR8VaCZMNMnfLiA20fAf5qjMHVI3BIG+Qwqkq9ytgAepIjeR4Xx6vCN0OOIVzDrYe0tA1n95wGhQ9KnC8LG64deQS3n3VqQi+W79SvVIhSbbVOlxcUrbx6hY+8k7ji9oXLnUUHXZ/RbywN773f6ruSD36wvm67EAdH828D2hAgbaolVol7QLIY3EI8rFVUOFe5cwxbivLdZPFD+lL4KeIkGusDRdXJ+K36e/ZfM5tc9pMahXauGFc8FD+1PWRI2c3pzOyjx49y7bMzxF+/PBjn/uRo/KpGerZM+EHfe5Xsbf830lcjl4GOvf9W15NI7jpQovMfVT/oso+78qplUahi3QRnCtNUYEjq4RJzWlXCqOFbnKVWEeAU0O8+aqplUIBR3HUDJXLFf+9xgnzlbQ+1AQPP0DWCOCBo0uDsIUV78UAESBEWvsQT4c/ILYP4sAhQLj5QQPAyFFRrCko/rDUdclxlXiResq2iIf3xE1PEj9+JI88pZzG3njSQblP6R7Y93+XHjS7rcjR+18+vOcYgrw49cZZTIXMzFw4kX+890T5ieIBoEtsJFPkBlFVQJp+sJsGt5vcZAwWDDwNgCUmbXYkO51wtYNgPAsIR5Vlw8VFEPMTXlXiBRBnoH0EzL51XIrI3R6Yd7+QQ6NHmubPH3v8cadKeZgwIeG7k/cghnvSc+lgkL2SOZWFBMfT7xFgOZkFFjckUvUnxcEYcmElfcmAGbCcQLdkJxJqjnAJ5AKzit06OqG61bqmurU1wVe3ZlrqonqEAQb8euJ7ha2p+S75MT/WuSYUZ1piaElNMsCA38ahwVMbWI2rZZQpwoIUlIBnabSKVmA1Iye62OrTYbUTSx0IXw1e5XbqvRTAAliXp2gyETmgaMOAPC6f30mQAtxOaWrjGg4ohGeP8lNpzjYmbAFCP2056nwMVIlDXEfpUGEpWUbnnDecaTyUvZxmfyXDwor7UggLYSLtlFA2AuQCa0slJ12XwlgY6w2c85yzHOQCa4rONdb5YpgIE1m+GU8EcCs3u2g0w/dyJGgfXZ0EBvzs/MUA+GlabCu+JjT/5Ztc658YrQrzaASaGlsVX5vMnlc3/z3U+q0vrNgvxogYsSzE+vkZTWCKE7fPJO2n1yaBAT8Tv0/wvGpNfmmjHMxZpGxemSHpYwKL4Mm5qlhVtG8dYH4vNZ7/pPjF8hcgoHOrAJ/M8P69qbTuMn3ZS3cJwGPvmIIR+0xKEIA8YIUXG8Pz3DumbMtEZl/0jbZCHjxbkLEtBSrsg32l7OmwXEwQCaLInw7hbCDL/NlI0QG6NQkMuBn4swGIbnCR6CZP/Z5geFYcIBcOAkd4yhtmytYlQqYQdbc1mAgUTGHuZ2gtrPSXy0SZEFl14FwxgACygTWNkud3udBH+nC2qzKr+Bc4PFzWhlAdfH77uOFh4FPkn98qeoTIKnIKmtsDUVekQWetaVIFDyzGbgLGTNoystSdWdLy/Ks/uOD4ASBZ5pSdixdHiBFCJURncR3NxZP8iQnSdto+CQz4VcXn1PLCyvJFnMAJBob6aC7QMknzgSHaQTsngQGvshhIL6xELzkwB1berhPfmihJdMo7E8CAG8M/7cxqHbpGNkn3OAw7lyQ5dfnLLnhqIuw2YJ5xm16WO+i7X2NVBpQTRwik+vzIWSz1kYsjy2YWVoKXPJgHWxXFzjOc2HlDInbenwAGvASx84TahUWpGNXgCw3ENMHeiRoMc7PbYtx2W4nI7u9Z7XgYi74MJrUl1R4sTsWpNT4UC8JQahWGeqg4Z00QunW4e4Z8oXqh9ZnX5mJDvWxogt3Eh4ZgqHINhnrZbQluOxu6oU3S02fPGt+a8L6ROGa5bLwMwsHmFh9O8OGj14S3QPiyKTibwDSE68FfOPzOC4bLust9G7G2vyUbCuB+kyXtrL8m+X0r23/f9kSZP8OAD787AUz6+3KRkUtOzMm+6rha2CIbCoTo2VdURQwtqNcngAE/lZRKf/ViB2eNayJiZV6vGcMn27D7JsjmdIEDvi5eiu2FlfXlGlEjSDiXAUx88IIo8xQu3N4OvE4Al5p4m7ZSK85CBI2gJTgK+MvHsqBFBBj/PywKjassEUWBj06sZqnYVuwlO2bHSvDocvyJwZoTRcmF354ABvx0/NFV1B2sS3UpqI6VJ2//pEZxzJ0uJAebgEWqS0EPm0fWnza+TVJJPPMZnFFZT61kC3pUj3oExtAKrziHgVxgCb6QgK5TJdJ1xhQrYKQqoU0NBqogbecaGKFKTjpjavefw/eNhz3/EtEpK/VoTFbjxOV/XEayfENVRXfVNQYY8LSKL8hCaqVbaCANpC1o2je56XdscEuidAdkk8lx4LchVRTHPy3gBTwnaMVDSfENrYYXT3coCjjbzGDNKhVqlwo/A8l1GAZE1zOC6DqIAU52Mc7EvkYugU4+UaUbSk37GCXJH+O6uqp2MMCAX5U/xg5bGaLHnJRVoBvFoDQzIRe1mRFemxmB2sx/q/Nk99OG9uOu7ySPtZ8HHYOc6HH3Uh2to6LGcpRTWwxOYCAX2JJJGEVJ3LWuWOOfxQXyrJuyjn++PMF+GBVnz55dl3/++edARhj3o8A8ls504U79PX3Cc0JIrb+osh6gdtELXp1x44tEcjSP6GSrWHMS3lzUM2DKI5aYuEiOCzl5pK+AeasYX9guT6fXmrR18dVD3Un5Fub8WsqmBBczWzsuXhrBRjCRxdQHaseAxxTkAvPzZyCkbqE3lfd1UZxN2GpE8EDy0JqafNFnc9vC6jYKtHnd1zC8Lt6Q4VWQ6nUDqd7wpDuhwz+beAH/3lO3a9fjRqzyl+A5Gp8dYe+PSx20g4qoYSKm5nBBLrCk8MtxDLOeaxhmYxPu7Xq9XqDyW2dCr3vPps5FXzmy/5HyDJizyO2rcamLdlHvNfsSMWZq6rw6MQEM+CXEx2gjtZIpGFAD6hVIgqE6JfuwAbnA4uK9x+6nfmkdXUdFdeAQEVdL9YG5/SQngAG/uCDJrV5nHyVlcnAZCBcGPs43bsucqcZtXiKoXT2iMuvvauAl2fLTYFZlfBZfWKld2kA3UL/AghuEu05OgFxgUfGgWOcq5xy4xjklOkdMQn1vlSCVKqUoLTuElCzo0ouo++iNRHVDNxDVVR1Jhq2fgPphS+3HLSJlqVOBYSQccqAY+Axap4gtanR01KQA33qtLSJzH0yq6vcGj5kpzzOk/0XalL6chCqceqkKJ+jB5XQ4RS3PGcc2HU6f+FC7gaLmOqeo6bmhomZcDOQUHoFypSCqyQtcirKanMBlggG2XeDStbDSlQy9b1EEw429FxmlXBh89233bmANLC5Q0ULxwzVGA3KBeUXnUmpllZucPWDnhn0ngJ8bTsluI2viNczpKgKhxuS12GpBwtEtlbTsf1rCSpjA/itoYSIgE1hU9PWx1eNPSZzERRrcLt7gFBv3glxguOhcXVjxXAwSQUKUPYQ9MMVJLCVpIZYngQE/14FtoaBnJnVd5w2SFGO9dGkSGHB0Xa8KKDC4pngBQQRkSnUAOcnEwEUv4SWiAgdrHDfT3L0hB9nA/KJ3YWFl6aKKUBF6UcwP13Oac4RO0jxwTwIDfsXrQwfMuXwoBnKlzv659GEPlVfot3PsIphOENTLAzm/JfBlBJyL/v1Bz+bX0yf9B6P2vg1b218ibh4NTD9psyCxu+xnI7mdxFiR9tH0K8af9W371vavDxdjR3K69nn7T7mzsHiRJmjCyEcJJwEBmcCWpdKcuYs6QkeI1L+iwB/IBbYodc5e1LP1luucMZALLM8730Cjzi+Q8CchD5GLX+KZ1tnW6eWJYMCI5UKeN4N5e8lccqvApmHj12TBO6xPt864n/uMlK1muDk6c/0DwwM0ZPXp3+fv/tBr7b+JhMNQlTTqAEsaayq90juQyMMcgkYe5oaPdRPfh+CdsuGI9c7yASQtSx5spAIVMMuxO7ZN9s0oyL6JknFQ9i2nsf2t6bbY+42/AGrwQGsOaO1lbqA1l76B1hx5W/w18tutV8LIH35bezUT+9tFvBcP0cH7HJctULNNz2m2SfB45TUJIqfaVtUAA76Ogb5ZakX3K8DDmJOGq9TbBeyO+tUWdU0DDPjapeHMr8D8tPxAdE4Mr2tykvCGBhjwtWyXZQNKbYIWnKDntiSRZbuRnhvbrKtd3MA38E1RniwHdbUGUmecRJpuEhjwbF2vyTXQNssKwYK6GSfoZZgEJlXl4oIrnBbYQNJMDKakwcZJYMBzTQxOL6z0LlbwCj6QI+MVqAaCZJwYVFMLDHgaxNdqTlDzEiXBrlPz8tJGeksLDPj1xf2yraGti0W2ubMozmHk2jXcHLw8H+ykdXRDCwx4mg9uCy7hJVxUAysIqlmCeJckFjiaDm47YKCkVbhOcWtZcrgDxS3hcGNz/9Y6McSq8tTetZPl082wvoBtsXekRdVVNMVV3qANwS3yJroKaOl9ayd7SH6f0WgtfZ7/NXhK0EqHcplbid6j1AUkpgJT/fb00CX4IKlQKUTtljfQiR7KfjiUarVDOTFR2WtADMjayQqWPRRkrfi+kdx6v2i1iwov8K17BXFCUmkkCPHMvLhKWGeLyYy3WY+sM4W39CUgJ3pTfShBlchWnO4qYg7vydhE1QF0k6zs/iJCFOGGYUQYxllVFiWwqM7m15SnLUnS6/3K+tv+ioOXgLlpOS2wnG2Zw7j1fQY1opUPrN+yew1xV4lbfJL5pUFukMcECAMW5CoYf6BANjDffvhrAo3MazQ+r31YHo2SbhI+YuAzc5aeW/xKiSlaga5lnEyQeX55IHXGBFcD/eeEKGfJOkfuSOiKVlpdR4zj2+cfFhxrDjD5cLZ32vdtU7Ro1ambyDJZIDc5twaJqX0sYmxcvq9AQtsEqi45jrJdp24hIKsnLOrzkXBJHyI49zSz+NwyR1UOnYu8c5f6hQ9OWA0gRRJaXzNLzi19pcIAvZgOUrrx0j+QDQwfn2XmInRcVrQauMZRhW378E38x4KcNAnyMTkuNOapLGkd1/jH2Y8GSVENUqOxjM/6iMZcRpaRbQHGfE5opkrqeBTsoRCHIp8HucD047P2Of9z0XDRCgY/V284+LkqjnnOOueqty9pilar2oJ2yC4ZHudPqjILT+pUl4QWHp+Nzm28DEjl7WoHuk6uk3F+ivLP9ub5s3pPFB6Ni9wbIe+55x7oxQZ2dbkxIXCDD3RTJ/Jc8Z8FKi5Qi2Y2Nmff150sWp3qENont8gCHPSkzu6psL61iV+dWOZP2AjVIpvjwMCEh+L47Mbp/InQPUVu/bDhhmsR4RJEsAhxdv108pTbVbT61QXUfJO1YzNmaoSyTACDS8hmdXNdidiMnRJ7bTCoNoPIDXyok9JRvglg0I8tod0wcicIbaAOqU7NFtSpMd1Qp8YywV7OqxM9qmgNqddQJ+Wk7OI+ca7HCSOsfKiHMlKhCWDAzzEx65kj93UmoVCMj/JTUaG5LDdCbRrQvOVCo5SLWpwABgVl2N/CwoWm1UEsfZPxN070RccAg26i6EtOncbCN5g7NZBgMc/pp4ACDxBrAfNAbzJ3qkj5GWDQbdYyt3S0dBIok+D4BrVJ1fkm2QRUJtlT4wNNihHFJsMZp18y2zkd4MRYaJokYBX9xlX4mSancAEMurEXDdR9geIaBYVdGPplccDIr3fyenmNAuc32zrdnMrs24lMhnPO8WjgaRBhYSPKCu/ktpDwpGdyEBWfBFbm3Ga9c6vcTW2g7USZEwiBjTuEV9hA5AOJjTVFehJYhSsw+7yKcdo5VjrPvXZv9jpuTs72T/eVQIzBSVcJwIE/wo8e/52KGzvWoTw1vgKfmnXNOTnhIRfnO6LEIWMCOetD2PYtmHnkx0aU0Dh3Fydk4qJrBMgihelvr9Jw+tvfCc7k1Kx7TseA+8NDNwkV+zYzTMGm7z16JdfyZWOgGadmA3PecSD94aPXCT1YAjrF99N8DIYgGe2oHTHwI93OqdngnJXps8hfqp3gVm/XzMqTeSKAjo5yWgoevksC1ACM7Ps4IOV/pewiAazSL/DTq/sKLTKtRfwwFeQoVwEZ/UofjRuM+6PjG5PkI+2X4/gn6+i8mzJ9u4AsEn+dnjH4LWNdLHDfX0VmtuwGYt6NFbBn1Ae+e++oFzN/LfjI2dmX7vlJELniRVsPWy0GrOYgL9SRROD/qO9fPe1F1h4uEtVDqqv4VaGOc6uyGlQILxkHvmFBffLOft2Lem0EDXx/VRFH9OO/+c1vyPO+q4Bw2cKeAtM2UJUIOmqAoH0lpmNvDcTMfVt0Nly+tKf2WkCViy1SmwuO9+J3pFG2zhJFR3Mo+PTF3KXwnPWgkQW3i+ByA6ZXCSR+EY6GnAUn2UKYWD8HV9YGYT3QeC2j1ocKKo/cgW/IF3EH6iRSaASJyuYN2D++lkBcyL+FEQb5Wxfydx+WkN/+jREpvWQeN3y1d19t9JF3Ptt7OIsSjyBvfbh/72Gs+16iAo5z2KIYJUVxHvFMOQ70RgFn89kyXpFjbOLE0TJuTMQrwx8fplcSBGFVgm+ehbqG/6z5lZS8/p3e3e0H79f2yFmrvJcJu5+9ML9SxFTID02IHbHe+ze/nUmj6s//cs9M5T1vJTJnOWhgz5VzsEeTwFfM7jGmuyHjcRLH9TF19hgGsncense39oaU2WO+kocjXPYoaRUmAuhYVAFgguDvFkKvcumAWWHSobOReE1bslj0BfPqoQ05sGBi5CqjAj/8rUukUoHb1CiWiDG14tXnyiq/uUlmjwVKvtKwSDRUDUUsnGYoT5FtInLo0qG6rIUbbHuYb7mvOq9G5swHh8OTnis7sXZgE88es1+xXBm+RFKEKOE85MbYY7rq486OaccIDaJ1+LPsMddV+1UDv8Ejvb0xs3h7Y24IwGw7KV4Opi9z3eHy0s/kqCJx6VeXfhg5HpkzHNwtWm36R4FH5Z8RPmYVW2dWqTKSe89LkNTGe+mKjr8sd4PrILrTG8+2n2qi+SOZ46njeo4+XU8yAyo6ZISEZwxRwVrOhtyI9TCLDJhXDdNune0fslj0zuC59AXzN+gnNu8yezPHkxzeMGXT8WdaKNXW/n9mC1RJsU0Lg9I+RIGwDbYUmIMtEuZXC3/6dLbfNZHCoXNbo+SDQXf+hOpA9xsexPKM/3nD057znhK4Soe7QtiXAXvqzOClgPCPoDxBI9U7y8jSRPWrBR8GDtV563ubMqq8OmAOmGTP3Cb2/zinax8sLWSf/jfPmEdbUhSKGHhUmNib1is9c4RFPHOEBxZNz7/XfNyZW8bXb88TlUPmirECENy3LtCoReXXBXR+nRsmIdAWtmK/szFe1predL6bQyqHXBVHJcpewcMgmlkYP0Q0c4i2LWx20WweN+lS543/EfPTPuwWKH05julwkwYYrWLPv815d/WJhPPZ6hz7kXkhSr2oQg9Na/YQ0/JzSLW2WiPlhvmiFVwvxlsXEUAC0IpsUav7gRWd8bzx+uuvj6RH1KbSDiGM8o629EbmTOm98NUdhtamtzDvR97vuN7JXQFc+obhQ8O49anu4923t97OvH6vHlvC2I/ea9ZSS24gSVJPqgb3S387l2RTLneRapfGocHAh4oU/tTaWjITZpgKRypEecZ3W3PUgOfHGw9Vvv5zEn3a7K6//h7yUO1V5b49/+hFWvO1eTbhJsLHwS59Gs2UuEMPeQDu0ckzDa/KnaSPNchK7+Do1o2SNE5ev11r25Q5saTJ/UIWJx/Fx3FzxEhPtLTP6Gir7P+snDONRr6Kf239juWDCZmJyIxuUWePtDRL8h/mUBW2gdQWat9Z1+JYgwniHXnmu5H72u7Ve/Yv3j3yNtucoPd9Vj3TCF54pyIva15I4L4DzCiJVb/XOFk+EI0snyOn8vcY0K3nzY7Og73Q2mObuDusxAglhux7nPvOzKfn94XfD18FB4+TJnLq+seTUzPNn3CKJMGBWViD3ypSzJqyBeVFLHuk9moi2fkmg655Ii+R59oeB7Km/rHeR1GUh+f7Dmo005JzfGg7m/OqHLFzLPceDWLhGMWNQgInr92ktQFmYGaq+t2N0GIg6es8Wxlry8jXcnuMj6rmq6/L20H/OxZkVVU5bH648qqFzMozZ40Hg1/1ffX5kEO+hcgN6KMVRJ5EsBRCxNA0nXvOE+2qyXMPt9AYxn4k5eHjbbbQ/ltcGAjGKxN4+JPjYc0oSbOFv5GL1mYko3h3qfbu8jnd1OoLaU3tq6X9bap4j1HlfiWutTzyhp/ak7wvfzzDrD0YeHHtbdNsjUrTpPFRHFv93tqhfQf27bEdsBxgXsGRxt0qrGZO+Gl7RB5VT2Oqu/LfXPxm6rnyaZ1/86tr6B82Fd8feZBgy6xGEPmjxO3g55cn5gOs+ecReYH9hTr8jXfDFxUNb701OYJQ7A/BHQfC/nQmMUWS12zS2kyayGjHnPtGOJyZdRkLlsCJTrhGb7yI74lYq7I1WfYhFbGIBlE9qprQj1vuNn5vzwzxVHe+MD9DLLIlanIlkjKAI9dSgLflmIsMsHccYgUfDCn8qbWtyvRYd1/g5ZzMzJxs3GtVAgHY23PPx+PR7yITt5/oznfmJ+rzmXkfvyuglYEPDh7bFPdl14xo+N0ZSAMnqWFbk5kN+ZdffTEW2EJDQzxCODp7D2uAr97PniPAqc5x1lukf3C09jd009q6MguWP5h5lX4l9trfk8TDzgf2mOi23Ev8wiB/bepih7ww0cNq5A9WsbXv6t96eARHVl888/xfHSUeO5ZCG+jfJ5HfvvrwD9eOWtgDiCP7cNky1bld90Tsa/8zcWcmFBzfeAv3MWbrnh++VMSOrrTl2RcxtuQEZUHyCJ/6cGQhxz4xk3OdA0tspUY/OF1yFSmcLq9Gp+HfgZD116Cx/XPc1JV7DzsfwY5MWMidRNrJnCbzUuAZZ2zT1zuWcJTe6V9p8z+X5CWB8NomckQUN6HYM6mhoFiGUUjgpDRbazOTcbx3OCHDkdybhUjx4Qzb7LIj+md9VveT2afLaENJYzGsp0ojn//rP3ysIl84v2BwWk8/szS6pVyNIQR7VpApqoi6sEGaTvkz8OlB3vzJusFeJxyBPFuQCtr5GJ8qnzCSOJbEN9EE2kH1GIM0URz5vEpOYHEE8SB/pNGRc8xHgRiFERh29CkKq82X5yvsfwxbml+aX5wn3PNFzH/D2xm/5nZuypUkyT6grST41mls2emmVj+VDeY17oO5acvYljKpqL/QwNeI/O2EBsMQ63xynkss86oIsZs+04+xjxtEq2bvxj6mn24n1w8tPdE/97TTVzmvv+qcM83obn0pHPWTFtLDPTNjGphmr4qEjIn07K1sP5BwWVArakE3vwpuYo9mYnC+3YObEJ7voxMTE1pbEV0+Qj9n/UYy7iiFTzmOOI/E7/zfRvZs/Zb91/ZfY+FTzt3gSomhc6Nzc9kLkUpe5VLmlVZlcsDs7BOZneM6foKHAvn9SSKlCmuxEnK/vKrjE3alC/mnk4Rd6UMr7J9ZnS2EZpEk9semiTY29gYfc9uX7G2qfOfWbaUHwaflvtRdBU3xAbC1fTr1a7yWGAWfWZl7nkyaPo/Pri6sMBfzRJ5YG3RCunEnT/1M5HnrGyUD0vivlpFlRMJwypEJQo7TgsBx2iYKCHDTiyPSHMl0lsgSdYHb1AN2JGU37Sg8eI4APrg4MrueWtEVcmgOHVCVpomgehtZaYNMEksoQRDAr8vPSAMUopujgGFQiBtQZPK0njNWykz5FHaFa8I64dEiQS2fSGp9io/BJpPCo9UhXJ5da7vSdDQdxTt8YcOzYVmTzL+WOQfTLbL/p4u/ih3//V5t3mon8+Sm/KY7vpaF0/FI3Ba1cXSarUITaSIb4sAbZMgEQ28gH1hbnIO1mlpJFIBeeUgcUioRTug+BZXM2W1S+s1moYW0kM3r6TeRlmCDFamplWjBgTrQmDgGBWRs+VEosAGYT/TnFt91kA4yGK6DE8i4ATuwAdjqYYGBNo8Cssye+LO2+JOEbApcmWA78LAV8NQdZlXwTsIr6xIqIoOvPe/j2Bk2hKtj4/qrAwP5wDrihEbWXVVYQpfQvuguUB+OIj3hYkqxNRngtDaIY6/dX6XRMjrgs0wSYRg3ylMuNsgMkQed0kCgrSKG9lIr/UvlXYVyU0/EuSPcwC43dYQb2oWsRznEKt5gIq2jQNk5oHXsS2kd2ce4lNmRK+LWpRJaQgd0kkIRRULJVfasLINbDPhV+dAee4vF2P/1KX5AyYAUlXBIKYfW4AShPN/PX5+y9aaXZGy1+IH48ejxOqmjcMpCkdeOCeICnyTgm7RQqglbFh2JRqhKePFy9nKLzx4izEJsfCWDmQxgvXn4VOdolXLxo1WIiXqmQiGWiZ/HGPAZVTzzzDMJ8uc//7mHsY2gSQRYZ8p9yHpg0Vaahd/LT/VPaAiEIDBkNxO79UcZYhkrUzUKccPhN6RN5bnxNywGpn1emyVxy4l5TngEKarKmZuxJXHmSPPV3l9w+UlpfuPwmnzNl8W0S0lvpfMeErTt4OQ5ZLqv4M7NF40VfcWtjqMkR/DI3dbDc0DCBQ7sZYkXCmgBHQz/JsF1CXYMsoE1+AuqRm1Q6+z/Cn/sOkUTHnuHKcNDr/HEThXGlsdIs+OpzNdW3199n20qHa+qvEr7GOB8gsFGRRsGrzNVGNzgg+uM7bXw4dBxh0Zvg3Oz0wnVVcAZZVDUKT8f36WWYHyS8QlXTpc6ssevQJLMo/csarmvpGLPI0f21Kl7fvDoPTGtLYExrK3t3/xuNFF73H/v4oPAkl+Dfxu/Ezn+W0S5P5nc+DxLbpLr8gYV4ne3Ti3D3WWYoLC7dapDjSJpJskQ3Ke2w2Zok2xKaYsi5IfucfNDcSWwyCH3uGE8vgIsWAnM4+fx8/nz++rnEST37mP0BQTJXkhcIMzJZfat30ytBAtu1A1o+3gqvwLhVgtkfimBzK9AAA1HN+oUn/Ht1Iq9EENjaHXA45clfGqBya8iXA9ZIo4CPxUfCkS+jRz5G3ID5jj/lzDEdQLdK+0r8dlOasVcSLDV6ME1mAF7hVch2ABs5LBkJljzYgtvwZlgHBMbNxWM42JbgzszKJp4CD958iTw6/H1DfC0qqgMCuOgmA+rhGL+0AAj+xRkfDdqbSu9mdbe+mNg2iJbVVlYqS+vE+uEQxzutOJgxg834Ak2AMvwdamm2oNDlOF2pZcFdA51/K3P/kr5zFq2dPjMD17KIpvEvzqQsw89siXD7v2H2TnsSHUOK957LBZKXU5c5lRAaoUNZANRCfxwq4RZzTPE8bNiPGSDAC4bSPWwsAImeNSksAi8TyoFqRhFmkyDvQjBp5ZkM7QNNqW0ZWVgVVH/UOvN1nzKwdnR1pv9T1u/Vmp1502suc47z8fOH2LfIOcRoE9luKC6gFEIpl3c8TN08S6v1XgYw7Ck4sASdb+V54hSKRrwxmkyRUbIOqBT8Hn38weCs5U5YGw9blFunAjfWX3QcRLYWgK/zC043VyuElVCHF93cgtOwQg7yAa2aryuKiXOY4JVKW4m07VVqY4CrEVuKW5ERlb+EjKyhMtesVQsdIpo3SpyJ3RlzU9ClwOXd1ogQGi2+DBdISvgNvYqaIXAz3U9JdeMRyG3KKxajV/LfhgVcrlRodFYtLayPKjNvut51f1YJph91/6z2PG/OUAhYeuq2o7TN4W8McuX/jID6bksnybwBO6/jp6LZ/rSKSp4HAcuUXHWZSG1sl6oI3Wkyc+DC6r1HDcMtqUB2cB6/K+3pF7CAC2nS6Dmkud4bi4t/zpOUhUKetjYG3zCqEj5G08dK5o8NpeNW/pmvpTEkhgjAOiJJTVEoCVr35wMMOBY5pc3ZNVxLM/WCFRCYJLbsZnhl8xFqDxnNGNr4M07K98uv7LvyHdH3qj8Eqz1AfOCltl3ihFGN6g0F+1i9DA6Ri1TcLstShgnu+TRh/+74yUa+y+Fl2mz87L9MiDe8iluAGC4DqAkD2njowYzmHveGT6sIldNpkY7ZrBGb7928UaFvT7IQG5O0keqj4SuBq5ed9tyU12c3FJUbrKLcOc2+DsXMG0uDVc4I5mb0tsjz2xc7l4eYd9dhWHDjLr2/ZUXVZfxy4vqPFvlK1MOGLZGZbmwAGOHYQmqTMHttgrR0ca+3nkw/nWPPI3GkDROf+i3ednrx7ywYryUxtKYAaJ01PDqcTIgE1hRXA7TXljZ4Jbl4uJMHm5dLjeXpwZX4xJ1o0DPVaZIyqmIavna+5N2Bay8/ywCbx2jwskZW69ZRPPfr2pV3177ovFFV53GQfZQgUbCEq8cfLLFNhU1KYTCHqVKKGFHqvcvuo6GkPaDfXc7AhhLOL4mnZTbaZXSEZCxySuyOy0Ky0LVKdyucCjCYhGsfBF+GhJe7w7OwmzZceN05oMOcrb6Vuxt+u0urb8fLFcEGMAjct1hfBISDgNiRLS2JXzkyKb8JcYE+Fr5suawHGYZlLWg3j6bblNdVwcYYMAxL/5IrdSKqxBGw2hR4IXKEh71NRRTWSKCAh+9WKcR159YxRlx3AIUbk6csAIld0DgsPKgPbJPZsd53xFkGdT1scJ4Bu4iy27tcx62pKw3tfY9r5xEcML+S4/NaeMa8/XCOrKOkOJsWlh1APNpQT6wmlg4tqJR4eTGBtNmG7y7fF4QHCsfFojemwdG1DhVuY7nqHwdz9G/GO9cfXINa5+pPdvXPBQJYnaU8KLgM+EAfEkj1HA4yzjubz2aDm+hL9TvdNzVn1m7a/bc/D97kTPU3f4nAX0ibOaQVF1EQ+o8HCY2cyBBdR2cs9q0F5uyzBI6hHzacdl6ma8cA1avQYG49e3bi5QlYhz1Fy2evFpqZamgQlXoYBpxlaMfAhOJQT6w3PXu1hu4IxaBralK0KCpvz1W7NMRpwfDLp3gxLPXduiY6BBRVzQUWeFym2pykyILkzz3Sk3R4Cw3aQsQtWn/wX/8a+U54ify5NH0sRxmeBKyRpQWVpIch497GA4fjvHHQliuZ/wJT4JsYAnp0jo/t7QuJtIOhcHaOtY9Mxnl51/GaA+9NAkMePq2B/sIHxEXg0N8sMhaxAUvTwIDnl4+eJltJQRHc1RfmKyLRPnZukQPNqUDYG4thuTB1wj7dEdMOlewZzFTI0bvC64f0X/1YUkWrkTYpv0idUsctgkHvraABkhnovr88pnAiaLP9FfnyyyGQAx9MwzowcanZcnb695QrPNF6wuOuMdzKYgFsfXriHsQkA2sIz62GgsrhoFIIEeqw4kEcrQ6PKfuTJoO0BuTwICnij9foKlbkYErhY/UKWllU8Gz1xQns9svqPykbQRbn2SfLg94Kq6KiY4QD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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>
|