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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8eff/f/vv7y9i//8r+/bs/XH3/1x8c/r994/uU/r4/8q/UR//ynv/t/X3/8ze/+++tvfvevv/vzf7n98fe/+/0/ff1005/99Kf1+z/9i/7g66d//OfXT+8//Mu//OG/rr/gP/+LP/37n17/7fF6PX/68/rTP77WT/6vr98/139//uVPf7FuyJ/+j9/9h3//87/7x3/+3Z9+etx+/9Pv/nU9mj//tJ7gT//2+uP7D3/819vvH6+f/50/0tdP/+6nnx7rI/64/9OPf7v9+c+vP/7+x7/87p/++c8/v15nGbf36infayuv9Z9vr5//bX2gv0it8V3WPx2l/PxeV8nt+VjF6G3tx7pa1cfx8//1p5/+YrUI++9JNPezQkZf51pl9/t7PmRWNF78xdWD7r8o5vnPz9XNvc7jlsZaM/JoyOebv9j69Z3Xj/qzJLO3W3r1uxZ2Kc8xCn9vrdL99963P62f6r/9+cd/vf3pX3++P+t9VT/pcZRnavX/Y+/dmhvHkTXA9/0VtW/TEdOl6Zk+M9MdGxsry3aVp+2yj2VXnTkbGxUURctsUySbF1/6128mAN5xSfCisnv4UiVLmSAIgkAiM78vnZ/gTXiPv7z70w/v//KPdxeiu3B6fr9FjP0P7k8OrIVw8Ps7egVE6z8VrX/w77J15iTvZfUj3qePMFqwNBfSXuhGMDW+RMmDl7zf++H7H/8Cp8iNg7iF7V/dH927vzn/YNeA5a3Q2jsg6P30l39sMQ/77wjuuNv81bnjtwpGXyH47p2TvXu/COEaX/fRNg+8dCHenEXgbxa1578o52F6FeQ7uMCvKRz0/+vnfxTtfIyih/feoxO8+38dnElBsExfQvf/e/cn9iVIuInnZN67P7WumDmxswk8dkVsZAU/nsIUjJIXvAjjQf7uz+/+LyeMwpd9lKf/98+wIXzXuC6+l1+X639/Wn09Pjk/+bC8OWHd+Frvh+G67I7Qe0EZmhUsJH4ADwWU0MT66z8USqEXfe9gBxbsX5RHptdq3LawJnT6JtHCUvE///Tdtxjuv9eGmzgmmLb+t78plHYJbgJ58P1d4zOfUnD9v9vrYSrSj4Xa6fra+w1XVtjRHt5HIa76gYdjgc39fIfPGR7Z375bZpnj3h9F2VkIO0UQsEX62nP92PfC7Mp34bWDVTNj3y/zrR9dJj5M/mWe3eO4XcFa+xQl22tv56ewFB75oZO8fEn8oyhKuRY0DuMC79D2wgvzmyQvv3++cpIUdPK7O/w33MItrs7Pro4ul9fHX89uTi6qjWZ1vfrbX7/eLI/OT1a365vLi69XJyfXX0/+Z3V+e3xy/HX1cXnz9ebfVyfrj2fHxyefzj51fri6Prk4u72AYYFtwElYJ3CvEb27iaIg82OcM7A5XSXRDvfJ0yiA9YfJnoWPfuadO+Eud3YB3O4qiFKcSSf7jbeFjeUC5GFHXcFG5MHeBr+cwd7KrwPXiMJ/rd9tHD+A/fBn2JviKMnSd7Dp5LAbv9v6sEVlwQs+vh9/xvSyv/Cn/l4nCYcVgapEOMgPHNr4I2Nj+ZlxF7NfwdRjJuBPoizdT3C+R245LKjwNxbi/wuebNHH+PMPDOuKYHY8ff8Tq03+E8/6/8WqTmJKCWviv5gxg7AcRiL1N8ZkA+eWv3DSCbBqwHj7O2YT/h0J6sFOwiwHPO/+/Z+YpcOCC3AWRqpVuD4o4ukZGv0ZYzT/4HDzf4IlhXVQf/yJ1Rbk2X5/Y+0iGSvmmv6EKOP/+uc//v5f0Mw/oR9//wvnYUOkbYZbunTY/vkzuswwO4/XiWZVyvAOYNNAjNkqCkN8hlEIe1UGUxbWh3Oc4c8ZzmL4OYM9xktWUR5myQt/UfiTZovOTRT77gr0ov3JPvrVX4PlwH4Ws2zt8dfh2MmcdQYq+2MPX1A+3Y59J4h2YjoxtWMvRtsldF/e/eneSWAuvYAZs/XeefDugLGCS17OJu5375787L7+Y8rumKcesOLOLMX3R8yDxTqY/8TqR39BJwmSYiCsEucECwnBYQKhAMxRhNkaCBf7ifFl/5UlpeHZFY4D/8DUI3ShYLpnnESPcO2tqh8sgPHDP/gtpseJc5e11pvjJIqXMCQnn27Obv4tzNGjf3/9BIYmM0tPLs9Pvi7Pr0+Wx//+en65+uUErdblpxVsfPDpBuzPy9ubk62fscdwgm9jwu3NKDx5hAuxZ3IWwoLlsC+Xob93qqe9dF0Y+/rzOsGnHEd+qLJJvVJAY5hWQmidwqK8gTm0rduz3GJNOyZr21p9Z7RWaz3+WZhEYFn9+FNl+gg7SZbs+t5N07qMwpb6P8YwoWA+zSbUbEK9WRPqNHLz9JhtLrCAnEbJk4P2UGNJ+3B2+vXi7NPXL2fHNx8//O/Z1RU06m3hLLT2HDj2ZjiAwsi4i1rKtzH0U/z8BdbUbeI8fYCDsvPkvHwIoo0T8EZwUwKlD0mUx9WpurFdfYRzKjurwqKUvPvB/f5XMGDCO7bcwXKMN5C6iR9nW7ByvIB/hmdz78G9878SF1rd5n4Y7eEQmLq+v43cGG7+1zyL7qPswXvxs8cEfnt6eHbizNk46b3vhncJ9OAudx9gmsUh7BJZ5L0EURh4TvRrnngJXGLvPHgR7BXiUr+lcZzs0/sXNE1T2PbiFOy2zAvie9+/u/sV+gj9jXCM7mDOpKkbhXf+Lkth3/XgtgL/2U/2ySYAQWwe1tY7/zkAYypxQtbeztmDMB4x773kwQ+DNNhHAYx24MX3vwVR9Phy7+wDtEw3YKumD14QPHtpnGUv6DZJ9v/wk/jup7+km+BX59Hh3d5Eafq9CwZiFOaB7+CVH6IsgNZhoY/AhNj6dx589NP40cNrgw0MewpXDh73KezkOBJ4T8nDNnoKYTfA7QlGztk8w07lBYmbJy9+nMIw/+4k0a9R4Ls+vGchDH/xDMMffoNBybwtWi2w2oLmM1zte+wQXDza/OoxD4zrwi2CeZHCk31+2XmhFzO7/G9eEtzt0t+C+zjzYPLDQhDAM8TW4K1+gh7fw3AkEU4e2N2wuzCHYL3PfLhstMnv8jj2wLiBGeC7L9l9FOKlf9sHsKjA4OzhfY82ET60HHZiGLUg37xAlwNuYkMjcH9403D7ng/3nrIr7p3AD2BGPAS/3cH/MLW9+K8/vAR5mm/y0M+e/LvM2e3EiMZucJ/AN/GTv3uJxcx6xJEMwSZjf31/n+2DX+GOwTTf3W9hr31y0sQLn//5dxjfYP9b7iUvLzBIv8Os8JN/rT+CJQhLXXGS+AjqX/gaVixffH/7+pfvF7fQbroAyWc4Y3jJYus9LmAgPXin999nWXNxwo58X7juYtYGWxWDCF9lWKP+T2N7aeIufPjl+T029jHLYm5fnn06uzlbnn/9cH55BP+tb2B7uzq5Pr28vkDLiX/x9WL5P2fHn+CYxf8++3R1e/NVHLhOLi7/dfZ1DVvj6uby+uzT+go+oAYYZzcn67P15Snc+tn66/LT8fXl2fHV1dFy9Qt8vPp6dH57XZ3ljtGZ+PVqeb0+uQaz7fNy/fX07PzmpCbCLnJ9+Ylfsvj29Oz65PTyfz6AAXi5Wt6gW7L8Dfpzgxv41fXlxdXNzfnX87P1zVd2e5fr87NPt/9zsVx9vVxfHp2dn9yeg2mJN1loX56erk9uoE83H69OPn2FpfrTyRc8bp6CyPXl8e2KXe3j5frmw/XJes28paUTdHl98t+3J3i52/Pz9er65KTWsfXydHl9dnL9+QxG+cvl9S/1+/y0vPp6cnoKN3tzebv6+PXk0+fr5af1eevmPl+i8vXJ6vIabvTDlyVc/gYF8f5Ojs4+HV9+Wf97+fXoGv4/uT4LYbXx4OAtrFd+cv3sO+d++MD2kV9OL4NV+NtJ/tNfT5MfLvYntz/dLY/cH5cXV38PNkdX759gHf7rUfHNfz9XP62Oru+f9zXl/Mcvz7/8cnP7wy+P4e978XH3X/vqy3/89cOX/fny3yfXODnOLvjdoSl/fvYLTr2zFY7K2fH55RLP7Gymrc+9O9gXg3wfip2Nb3Pn8C5cRIlXbrnnkSv8yaXV/rAGw8WDX3YXy/UvX+GKH06+Hp+t0X1wzGbsLQw6PIez/z25hQHDrnw9P/n04eYjf0LrC5hRy6+fz06+gBj/Ax7x9b8voG/Qvys4mCyvr5fw93qNjbPZtka/N/Okw4xYXpydw7fwzD4dr3FGHYM0/Mcb+3hy9uHjDbMHwCqAf25O/ufm9uoYX8JWjy6ufjyKnvlbfHF18uHHY7GKRQl3oFzcXOF2eoWrMx4s4Rv4dOGEsIai86bwZfBBSS+cmPviva3vfPY9WMm5U+fC28OqtsblPII/QhxUMYNK14YwJNYeHqrwR9gX4cwEC6Lvphf+FnZK/pgufDhTgb2/hZVxGYsrsmUOGoEH5oXsoVUOkZUThhFYnOxXfnhsmW7/jwsnmgzuxYnvXxYOfLOF6y7gf/iMBtw7fgFbPXQR4KXhhITnrtTZe+/c+zx8wFPan7xntG7gDAY/l9/mYQhS2/KLP7/jF8OmdHLfMVP8+z1seM9imd6rOy4R3vi773EPhu1tceTvzvjH+s2Lm4Gj4ckKZj+bKaJ3LpyswbBciP/ZuSxb8P/uC9MQ2mJ7jgvvGJxb2XflF5pRlslOOLLf7eMfN9Ezf5T883sweokjEaXfb5LoCff8u5eF+Bg7DxFvDz99BQsPbR7cUJ3Yx8MCPCrxHLL6MCgketw8d4Ki8Z4q7/vkGcxXfMEzNGd0/WkK9O4Ou6CqO+ge+A57gzGdlEXIFmhwP2Dgq92n1s+9e4TXa88THxaOFOdyvmdeH3ga3gvGk+SdUIoPG6bEu4OTTOiCxF0S7d+Bqc++yLh0+m7zgs2mnhhOeGy8W3i8hEN8CF1zma94sc7Y6W/tZfDw4NTiaoa0+HXiZzzG3QWwqy+g0xkcGVJ40VJ2/FqsxTdX4ouTEB0MW7z1P/duBOdkRmoie4pOnVL/Bv+y6YFEXXdtHNAFmC3CTEGpOPH2fr5fYHj0KMi96wiei3r6KsWnmQGdbQxnwwfsu0U/m/LDOorXv/a2FlevSw+/Notgk65bSA6/Zn2JwB0ClqwojxelvwfWsSsn9HA2tbploTnGK75nZuCCW4PcC4XNp9g+X9u4v93bsvAJmC/6Lit1Bm0gyg2W72T3sJZvvy+70X4DRlsK2VqAYcgjZ7vzVAsGH9E9t8LRSYp2/VGeZVFIUymCSV7m6BVifFIL8dT8MCzDmio1NOxxDfa31x6PpixwBNeBv+VPSaKU+wvd7cLP7F298fe8iTOX3yd5khQK09hgbEMcb7+XvZJwsoP934enwQKOioGqq174aNbfwy/aeVFXuczRLQlPuFQtxk2pyKQWV/gvdlMl230a6Lm+SrxHOG8alDDLQC+SiImWLq5q044F9Ujb9R2Lsqblhs2jrilGDIfo46rSS3+Niw2uAZhVMMzkgcM1HEOyPGCn67Sv9UJrprXGVI+leCTcTRAlPBJefKtoLWGnx33ptlhwD8axn7o5c0nY6XGnl6rrCqV/RWhX/Jaj7xk1T+GlFoa49frT0j2gZcZ2sCl2LHGXO7BrFmvnkUWwtBOW7W4n+zh74e8IVRaOZb3tdmgnwHhab8v9wY9ZeBO6oepFa+YXj123BLVUigiefltlI42DfJZ5+ytuVlpoMOPTLH4b+jDlUYnv+wSVu8TZsfcGtYqoJHPyEZQxdsb7WORH6ZVSnM8LFrWrWRjpTfUF3uzQNsqOtLYqq5e+pTvNSz/aYVzcwFXiPzruS/EWfIpg1fJ0z6WzD9vvwcXFTmAMEh+nkvJqs8tA6jJQrzFiocCNzE+MBnyfdcmtchwXsnxHvXbiYUYjE4SZU35GpT6b7RibLCa0/pnsDCvP5GO+hCKV9iLCIL7+xYNVy32AeUOR7b6kpN0K51vhx4j5gpYWE+vUA9Mw8cQ6J4bfYCQqU+70auyb1Etq7tBV9KjeoqSn3hOWf0hTqU2mIRZv3dYtDjTmCV1IvvJtQ6xkGObjfb720jzIiMcEkj8B/sLTP4tRLi5rf+iWF27UXyUR5qKgzKMjDCDz0Jei07gMOna6eFJcFVf+0nA/F4dAYp8L8QnnzCRHCYMjUj2PeKY0f9HKzU2760jnH0sqeNZ5V1p6V5HS3yEmrV/Ps1h0sy702k8sUL6QBc4ViiwLCVYs+Pc0ioRTlP258hM3MLmC67OopXWgw+oo3mabnSpKfO4SYO7HylFmHKWWPN7ZiK7ycvOJMaGRarJxV+1RlC23+NZoD1grsY+SbrYuPOWyUsIjaL1qyg8PqLR9/OmI1txpHgSfoEs3fhaoHmNhzGH8Wed45WIx39ZYrIDdAtXsq42b1hAaZC/2OhEqlRCG4bvGwyR79TlkQx8LqS8RYmVgKVLmTaO0P2ujSIm7DLNby1hXc8oPtq1G9de2V6HPmEzj81w83S4u/DH5bseyk/nzW6ybf5u3vT1ag4gTWlwUn77Aan+vCzqhZ6PoIkpxUwLfqPJ6xmVIovOWdkv+0CTYALyRyM3RE0Mbh5rwAX3bY59fMGd5xONL5wiSNQ66hFFtKkwS4u4M7Knz4JFjrFx4AuunNrI+0Xg99d+evdraIDgEuwRZF57stv1gHoq2xpT5h/zEBmsgGpik7nU03vCagZnpPMuZrxx4Wzo7ZUDguWG6FL5Zgt1ST77RL1Vwql2G6ZOX6FfBzsI2YgS3do79LAIn506atXJWjFNMovP21gUxxeqp9PzBsGUxfDj1vWBLG4669ITHOGZ+kXpUSr7hd5/dg+WrAsd6hmklj1FNYcIHJ1K24XW5zLNdBAsSt72J/VRoHsZimc78KJaOdb7fO8mLzWDUVCbOxJ4wucMTbCaLFq2J8SB+H0UPcMpK2dkIvdInSEFAOTxaZBsSFskb75l2ghGXKuTfQPK81VGktquunLg4UMAR+B7e11OWC00ZpbbCAdfuIiRaJOIY+9pWmKavtYhxuYyO+ALW/Sh1vjyd1SfPrWgPR/+8giGZP7HzwuSL3qwQpc87VMWvyY+2UhnLB+/Ag1zg0ywu0XswFXfqeUmZ7Wy+z7r0aGEGkbXBjl8YlVqsyo/0yBQPSH1I/C0cUhsJ3/U0XHI+F3tvrviQ8RjFvR+Tx6gQHvqKVwFY9ZF31Le82jDxGIlNa09pddsTH5qVr8qUzKPcTfXPb1j2TxH2cOgqHuPQqnEz8XSSDltTr2lnUCL6qaMgSr4kThwT7Xw2h1tK0+BZJjA8mNOYmlGDxECre899oInLYqDc/1Hg2Gnj29WZ+ijlPzo8MEB2irHEy6bOAc0rdj616GtDfsrBdO48dF6QulUXHgfXN6Ytx8iPqUac0IFttrih4dFgRdLt1s/0rrzWSwl9ujLmbDmC6XnRoHwmmJRoSRJkh5gcPOV0uRX5psut3X5x5ATIYDfZJsOUOKwCPxIHhKul+YbzgZRJ7evaN+RmSKnxGqOXLfHw3BViCt8wzl+Rfn7zEusdy2lJNLKov1Lr8mvUjp3kIfBoe8S6Jtx77dCbjlM4asS7yfksB0b89bkMRmwnT274TEVKrJvyby1lsXETepRlc5VG0q4jP4GzsskWF5YVYuVxpSaaTDY5y7WlnGUeHXt3DpwoyOFfmdKUPC8jPrlGppXdDQ8GFNubZy+xnUdeGmGdQ59vLvSpOBSMuYJ5XnikHcoaNQFfkM4NyOTQe8IOLz7x/9eZF/+V4NE45HQizw4hyba8iOXX2yQKNonTvvUExAFdbvd+CHeROHA7loBo7nLaR4/eljFP2mmzJYld/hoF+mhfYDyq13WvvGTvs3evjzbe7agtcGJ4u3a4h7ZYBeh6t6lh6auZ0qxSQ2VD106fxh2nJnvAfVEXoDR2WaU8bXQOoW9gQBw57gMiXoiRt1pfpQ1MZD6XR/Jrf7Mh2kgSnUHOzLH9MCTGgrZLYhjm/t4LYkbVK3K5efmo9x2mvm5nlZrTo1u/Y7l/48Jb/7j0NmamGhtQb18Ufj8wMJU5p6N4QKj/zNPzVpgPRqId+k8gUBgXgzMxHcOIJ90paZo2aMMKM5m8vdaVDmi+bgVuxra7Lb0Js9XGjH+Zt8g6jkgtdWoMVZUHcAWggtNc48kIH4rNyHc031JWOX2BQCvWyj4tFA6T8fsqSM36hEX/8HxZDIl5jIZd4SohT6Gu6kFoylvA7zEXvJJHRHNukDEuqMXR4GSMeDV8i0Gjgg1f6SJD5rVVFVrQnEZY5cN7pefT4Iex1GKDSNaRelHUmmVCexsAT1ARITk+/JcbUeJJqxtzGiX2vC8T5j0kPLwRT3QUnL89U6PUz89midXh0cQy1Qfi34s5RNZQVUllUauqYictitzYKVW0Lwadcs++B6O3jjA26RUTml30KolixSQWO+OnSLzIhgxVk7VG0GTTdAUTdqdeA6Q62tdKwd9gpVMO2lkY51ltNdaPXfGMXCdw8STt8VgVf8Zs40VLVN/GYAaJHlSmVsfjvuxLjBD8s7/1VPvPkJwIi3Y7D2kZbHBrfuGpT/QGuqYPQbeYWJdYMe+jg3aPaldRqsJGFDgvV1Hqa5aAYXlDJm3K22TSZoVklb6iSahO7Gj/bNph544bZ0cZ1p4M/YOOIQPYWpoYknIacjDJacJP1ErXT62ctqJ9LldWe1ZISfIslFI2e2VTI2HRL5KKhL6mHFTDLJIQ2RRSte1agFmRMtHLnK3DUK1xgTqwOaTVld4Ycrs4EImdWW8R12FFBqkWcEMX1GFJG1f3UWY4OH2TE1FNR1QuJpo4xYjSOtvHYGix26FwwoobNvJeyWDf8hVVt/HasxiHQa076cLNu7ccwKbyG1sV2pg6AsK9K61P2bKE7R3gAKkwY6P45TLO1BZoJ1+oShW69lw8tnUHb8eqkstnjOBIwJrJoNLz9R0M2TeX92lPvi5ctHQnoh0FL6Cf+UTcQfdm2k1MDVU7+N465u6m36kIy5XqfeWeVoz5E3NjS3ntMmC/ZH/7NIYBlJkWuJSux+Q4ce705+iuDtr+HCthXvcswag6zueu5GVMP/sNovrVH7Vc8WgXxTNeBnC62JpKOrS1Ro9O9Up6BumaHIwYyxE/21qFmZpqh67EVL75DV+cufNyvYm2hsMwCllGYHrWrjBT8PLyv2QIUFN8YBqmhdHRzMbk2E74x7LfdZU3R5fhWvNp96wOWO7oRiEC43RzAxb7J9fTRDjkkS/yPl9m9PFE0j46GGJeG9Pjejn+8WGw04pwQBN2FpxEuLEUQR4NCKmRtSDQ2kesLDZBHq9zE8V5zDdw6mUOhwzXQ7ypyRwHAIqPmldSNJJnfrCAZ+kEAvEtMrJQpgiao1fuil46Sq52aMOAXbgYMnqfG2oTmQMjLt398hoKLQbCKOXLuWE5WqXeaIxaMnAq3GEYekHrkqbTVaFdjQxTLYkgYHkmtFhbNhPP9WO/iPJcF3/xRtbZCzIe8Dt7n7qp2RBtDmW3gTeUDqmdXDJKFfPgyLQmdN9cO7CFBldOlnmJLaCs6KuijbedYXnAIqb0fdBQhcX4xAz6r5cwTG0ty09yNusR4VQ4MmDe4OOU1uEaEPk1phukY96j3Ki3m53aB3GAvWHCVevAz56/JK0CSD2eRKuFtxmhax1S/zuHvdqQHNEve7QP44NNQZgOgqnxJtPyVaQhCid9CV39FNHrvSHjjUIccpHXazNRR0eh9QcbG/VUVpSDarjE+lvC0y0IGtdYgzOl6eCrV0wdrW9LGG44yG3xAuZoYC1ySKeG/kYDXPWaZftj/GnUo3SP4SuYk82lctVPfqLzWXOMKB3rjuowDtNGpLnMRRTsiq91klHe4nITfKVvciOq/1oH+jW/zV5xduenxessYH1k5+oiWZ3yRpVvAKnFA5rGlwl05RhGlXgjr2+OU9/TVze5hG1U5nZ7YCJhZtAnExi8blmptA84hdhNPfpp7gTcDwSvd+jE/HPDelPfEr2NCTdKRbKQptcSDanLkr/xy+p8ZWyzozHIsTaiU6bNVljmNHDY3FGUmcNHcsRdTfUteBHZmcbfenhGwX6zp1TziRZ0i4QTn6ayc6eVN3QCNAArmVcJ1iyGuOs9St0W/lgjdJxEMTrl7MamrjXhitl7DDbsAunCE2am2hHA15tVFOR7ZpIPfbf+E94qsRUxrK/d6LQ1X3Esn7K6vOw3UYCrQxXsoY+FTPttj0fJM5X7wbb6nXIIr8ccRg7ztN9wve/ZtNIdeElyiRm0nVTxAu1ygEzaUQs+0mJQ7dtFmMMpS5HSkEOosukl5pBlOj5VdTBXwcDaF1XmB5znkAQnPYXndOxkDidb4ElW+kRz1UwztfjH2gLjxIudxIM5d+3tTp7jN73GqSbyyJ1UjScHLP3ivWwiJ9nyzdAMk1PNQ11rh+FtmyBF4SxEXl9+M4aQrpYsIWWsDSa/4mufrzIr8gDzVLtfWExUbTt/rGVy+CD9oYenUzmjxwB12vhjDVFJyZF4j16JvWav/lGQ61k9WixT6iYmtosnzNX64N9RynJRKnjZg1mFkA490hEkYfbLCeGzfU/AIRdHTupVVe/HRpz2oZzimxTLbNPRkNT2Ml4uonoQxcXEhi2gruY5Ldd7cwZO3d2PN0EybhjH8lXgvJjOekQQcUu4Xo6eqsYZL5BJnKqhsNCKWYhzvZxSxukg1Xq9UY4Oc53ocY0jrwrK0Z2w9WLN6mbe3DsiOfyLTZ9ct0hNJnKIgieqvalHAZIe1YUJjOwUDuMepMR6H5aQOoYjWT0XkyBcUJ0R5KMGnZtG0kyJbAFItmBP/hRl9364OzVD42GppN9439IyklKERqozsiCBE61C7hM6S2SevmnV1VRLkgpxv27aNumCZyTDcQcBN4mVyVvihBK5VTaASAEyyhlppntT8/RltWZ6nDhLVNakFcspXl2zj7xvxfchvAC9QBeTVwN68OMYW8BQiMoGxecPRu5NkhswHyh47DtBtNNSkGP9U/5cja2tnTsP1xejoFUNXAlvk6Ay12Hz1Vq2F7MiXS83BPYnY/TF4Mw9rKK6Jmr8dzwNT7Pn2J/j2SrghLvcsLcKcW6EcALgcvUn6NW8AJiLZbwDKrN6n9pVpYcBetIMwRN0cLzAuNs7SpPF5LGmRBcJ8YxJgpQjOV/sqoKdhY8RWGg04YPQr5d8wplqP5edYsXBjKZhgHoPcHlYcGVzNbFPc3dMfYdXqXFcuIPnseU25Qcz+KBdBoROmY0Zphmc+GrpmfwLQhuskhkv5EuQHokejq97BqVBdekQo89KFTIOIPhA0PFZObnPvoM76+Ks/hdBO64RRjXYowi6b4RKqCRWYtwiZLVxGIiGUQflSYAMaotb/j+h74J0nnPNM/kbZ6P3ucd8PBeMJDJS7k8c8FA4ILBEua47Awq4w0Jgp9C3ECPzUmhVaiTAdadTRQis0K75+80SouCOWRANQN2Y5/4C3z7NtNLw6DelYNLICHpnEl3ZkWwm0R12PppJdGcS3elIdNkwUQiI5Pb/W6AeUh+PSo8z+bZLjTcbJmPlqazOeP1fvWaNLvIgN9UOScLYugdppNTmTqgNTggSsh/+4SP/nzTHa14K8gjXdN7islnLaefhBzhMgUHoPx+huUAeBX0zb3by1Xx1NoWQFYMzYkFkq4EpzEBMAWQTHrpxc5/vN9eenqxAlS6maGia+X8awZG3mrH2vW018GYno6S8E3pYAseY5a4aGWkzf4Tx6dbBtB+cbhtvdmRq9VKV1T55YwaSztdAXtktpzny9SQBgqIEqJVloK4kOqGZOEWueoseYEAsisbYQZheb83M6k7aHqMgn/mvexJJXibseBFC4llbmMgh8h2NFPB7k+rI3lurPExtrLDuEsrjXeKI6Nct/9xwDlndf0NztMWwjwPLIqxEbkYXV2pEELVBOuOAarUnrSwwOFbYDPtpolfqQdAoTbPGNEo1TkY1PCA2x0JmfCjYrlPahUvMrr9mQRPuUzeNqlrzgO4waZFPNHGLgJzpLowNTOj36oCKaNaqVu0NYQcNlcu1D687BtM+qptotwvgqGH7gAq9ERfbAYSCFSmbuvr7dN2kPtDWmB1oJVGPiKnT+rHs3/3pJssjus8524re49e8wZbam1tqynSOYucqsjeCSLwXxpFQar7dwZDUd6iVuzONiF77NTLLdW7BBvxrlqglA+W+wKVhogKeaPQDKhXvPYK6wp0pJoJsv6+uzUuFE2jdoY+l1EQPtz3nCa4F7NVw58EYpU5Ziskmejb2ty7Yu8fYgeb12092EuICGVhU8WK4BYrRzQWRnA5XJS1xZpZvVkScHJeE3Fj4qqtjsgo8EzzIBMNkmT7FrKP4wQu9pJ+OsWqxXLvAklgp1RMT7RBiV17CymOGSvzAoavG9ivJY4XMsoBdwfjsfZYfWywbuiRt1ODpw+kqiFJ0Vt/5yd7s5Wv5xzEFiyBvQ58wHn5A5W4kqA7JmLfI5yZmZRdiIileA6oqJNf3fox4YI2owvnDqmts934IsydxYAnT5+AdME9brsL6eo0Clh3lIAo7HVN5K4XarToFurbNlyNQfiBZB6X0NLZW1w5EQ4IvFxw4au5pW3qQMSNxmjbtmySKCW5f7FddskefpjCcZHnSZSm9isHiGCyLHem40JCcyByP4m30FBaRTkN3msITk3JNXfsVAVinvhcYAAc0wodRvHZkQ0VfTraGRb6oPi+1q5+Yu52qEwQ7QsIJNwJYckAcrwuxMh/rzRINcM9pEDn4JJb1XBTT+6NSGrqkWjkBcMbBOIKNkHlrNxE4CG2/u+LDetxc8uM8M3PJsl7UJKdzAlQ9nGLpcdC4xD5g5Fcx50qZa28Hhpz6lFxjZ7p2Mq9kaNJNebGocVOe70kEcTSCcDB08Hh3EEPLpK6BEI5i0B12JIP/15kX/9Vqve1LVdI5pa+iIKIt9QpwGPaEpC8jL4EJHmgm3nj0JRZnXysmkV5sGPQDrzg/wssds/A7/FcZvrojoJNsda9GIXfyHPvJC0VygtPiKvFgkdDxAXE5nGFmqeGgYHiKoajF9opPmu18imnPqMVh00wbyKDEXGjCIAw/k42YlWZm+jPT3Ok50OqkVoirjGM9HLEuzzj+tGictrS+bW7mR+4DWE5qX2TfZbDFqgPmtOvds11Cr0dL9DXY5Dx7ba8tAdIfS0qC9aeEQnMtxP1BLe0/C118icqXKXK2PInK0OlKbjpTt7TDOzdwKFNXvNG1SA3F+LOiYHyN9mjTT1Dy3ho5CTRRgZogN7yYLLHpmoZJtllElWhwm/shllS2P9DX6z7rO10adyK6dEW8SL5b3MXoF2CuHJJ46xBC6c+3jy6KuN1RANult8X3lHaXinMSo/Dwg2xgM2Qujh7HLVuOfrZLR8m5icJBCoNpkctRFM3rsVTD7iJgE1hdQqz9fXQMHbPiLeseqXQvWftgZSOrk4LBIyw5bVmdVG8SD0IP6tI6uXJ7J95ZU972DJqJhefmJR6Yak/XZKky5hurWcFsQhpZrbrGc1mSulC0umpXfbDRTtHu290+V4qSl/6XayrL1dqxSrkIn7ylZ4gUjhschtMeaiY+HZgqEmggm+7ohXXYVi5sVbMgZ0pmZO18G9L01dJfUIvcMQoUHiJD+zyJAlLorsProlbg4Zzj6Cm04tbt1Gon65hhuKUCNL/i/L12SgULr4VW4cWgEdgNARlXBgmIL1MbhbISMVFB0LvomQtH4uHVMAzRGtCVQbXR7gKNR4sRDykgJV/xzUSQN84GfyQ5uXCwp3VyNT1G0mTkN7Uv2GV/WOw0oyaK2G1KzAcB+0YxG0b1iUyfgjJ897PIcfmDbJRWyTffcs/rsyNhEjc7Cft7r77CTbeXwQa0tb/aiDsgbQ97tblU42KtCDvp2OzLYtNdY/Fwx0idI3behvTrJzeZcq0ctsRMbIqSMouHM0j0TcubLuHVBtFlU/NvQAYaiMEGQso+W0U5cmqLwzZBvvJ4g7WirXjhHqLEH5OvV5gjKB2klp5lFiDiqY60mQlWlrAQvg1jP1zCnBGlhAgq9fqvlrUmh4WDzVPQlm/+IjfPO7kBjuv3o7f2dHgdnSZs6ak6QWm8XEBChbIPsOKNiafrhY4bo6zZISqNHbQiWM+YY79TCTE/s09JI/tyRDx9b7EqPxL1bKn2h9UjcpV8cjQd4mU8tpcyl/fSdWH28FBv/RsqppNY4ofJ3iXOjoXNUAnLnWwTR2viC+VhFZeCiO8s4k7PG38S9PdOvLhwtIelItN4AFKVnqUsFBK+2W+LXV+/ytR1mKBQIyi9/vJRBSaPz9/Fuvn3mKdipTy56BNhNApRrOHqx1rR4rjsOQFDN2sfTe1sXeYS2Z3C27WMtAevtvBEB2mkSNz7v3uUqhDQq6b4WMw0Lr2sOdGfTahg3bA+Yu6IS1u1VYV/rhwb9bZtWyy03Oar08EqeqRGeZoFOczyOtGWD+oKljU2XbXzoJSaGPXa8Q9M4RCwjmMPdgchdhjJo6hzhBjwVNYCIviKMt3Br+4Ikv/cXq6SaJdA0+sYa3qa/YZXXflDkQBcOwKFoe0gk5oQfj1OijWNb4HdyzchWwh33jrwt4QJce00ZId1Ei+NBvOFkzwY2Mubl24oTbQDeym6aeGI/RHXfyJ4+lqlNQL5A/2R+nEckGqVYY9bwpMQwLN9Y5oMrZpvkfuoNHu8O6QaZNO7Zg67TVxwuRUnaqXmaR95S/aQC01AmZLcATS8a5XdSrhcJTzRekIN1Y0apquwXWkZu7mP4OiTeMQVbd0RP9R8YVT0PulQhp0sxPE+p7VGWa5LwT9pTHUxkqco0lAI0mvPezj3lURnrfMub5Jo+I1h8FlkanWe/pOfufeUftYED7mQSaOgIiyv7bCQ+fakzEZvsLm6A7+deh2Hgw6/95wVhzV9H2uCwzrJS2T4e8LExIuWksOu2p5mjJnc3IFSbKKaPuTVubmQH4KPa5KcT4H8z4PgE/T5xs9MF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</script><script 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</script><script 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qJL2MJWF/DDN5V7zPplMLLv9LFRiZ1e7rjw0eXPU6YvFp1JLEVyqA2d9O5YOGZEBvwZ4ODnXhIxIhakJAWclJ0v74Uz4OltF3dc5DW+s409W483nSD2vHC47fABVc0+iVQuaZVKaElLjWSrhJVQzSx9kJZIthZfOrLv/IEDp05dKXt5V9nZjs4Omm6UNFKSBmmb6une9s3SLdRmug5i9UQ0OnqEYea6oswoM0oU2aU6koE21IZ84EcZ3gzTHrIcWwGzYffx+P8xWIWlYBSZWG/cqZzCihNSaSXGq8BposEH9Y+FqOG9Q3sHSWfnQqFOymABwvDE1BadNIRYGR3iFnNAR849PI73YVE4DrXAABMIdcCOaKAF+VutCFR/pgHTruEuI/jrwXMUA764cIRos4Ezn+4eOTBIBjuG182oUFyHj+1hsKYeO2IqXQQft+oQY2P0vlUQ2JxqToCNVBQZhDJwdRAJImPbA9t+Z2cMiJ8xyGMPd86B9iNaIm3arLb5YOnTKZR6J4K+VTGO1KZgxxB0wlEMtnwK2k8/291+eVvHzs6tv3pG2gKJQ2fBe6ClpePklmfqwSv0x9sO1osCZdUHNlYBWF1TfqEWYnUVsLKjjgRV5UdA2Ynq5oqKytpT8ADY0rllR0NZOSgFJdXNbZvLK8tWNg3+os+rLXXin7QXR0qw2jFAgz9gGnRrMXW4xgBW98wemaJT3Zny1coQ4twwx6X2hY/P9IwgGtSHsH9n5QlUD2RgCESRPSleI+FJxs6UdfdO3eXYQdVOFy8hLnLf+w263SOIrfjYV2BF9o8UqIBnsDPwOSLDE1Q/Uvz62UPt37z+CvZSNzCAjz86/WG99EPwuy+amupdvE1WCaAsAGurLwBQCWoBaCeuAqJm59aGk73vvQ/LSluwCtjZ3YKVl1XW7N9RUVReWrqtcn9ZMSgtR0FZVSmoLzZsQu8d1Y+CP8aRJdxDJoERHX9UR80ihk3jTSONjvtlSBB6wQR43QNefI1V8LEXz5+BAYBZeYtVD7A/wxNEVe/J371p9VvuUWDDxWZk5UHP3hd9SAhMAxH42yjcTD62vC6AodjARp1VcV9/cxx0isCB3gDYaAbGVnczV2hQLqI7NKgLmyL8jzp0o4YJePB5Kg67uyLQB97h56Jmx5ZdZ39zpf5ZbAv2NqBVrEqixj4pLr5Y/PyUK9l15U0NeOG3zSffKTvZxT5X2lXe3iPtOgWcYNsllntsdf3K3YPSgYJ+yuklcRLrJw31U+0WfKmm7xEXGuHVfi/PQVH+37/Zag/wg2VFFeAVEaT/PNXlukdLTt/pR5alYeAm/pzBPg6jl0d9CzAi7HC88WLwXvnJFJA3RgFbHwTsRgZITd9IDg6ALRzYqwFqwKvuSHnJSfrsGz1XOFD0iW1P+smJJ+YbYrihROZZekwjVoM/GfdeYNAJXAGccBE+HWocbzlqwN551/rA0xOdcnLH6OGiWgLGkSsWJIjawGHH7tfdSN08PGgDnTqk458epEaBkOCzP7x75hWsIQA+u1rhAW93vvFrAwKLrryTAL3nLp3d+tKRIwdBFdUN9lAlZ98r66k+B+Au0F0OiDd37QP737uwh21q7W7f3nbpfba5ZQtFbcQaiMZmouEI3UQ3t2xthk30RuUBem8D0VRH1BCj/xYPFI3iQ9S0h7WUUmq497wDVHDgV6avts9jFz5JR/Lzt+PaVOvJTrVrE6372qcC8lsTHOS/LsRPxiLWKgnd01dIllp2vZG8K236Om1mditkI6gZlvKCCjSXKj30b+hfYTQK4vDqEmKFpy9i7yyhUz3ByjZvg6jxvdKMOE3Ob1G3TJV3iMTz5TKnXzII5vaG9okwNTA+MXlctJ852jj6eN8vm9SPVg8xdnoat4NtLqiAGfQPL6bAPyRxBAujJZO8/velAxl1dYyrtDtidzJPo92GLSuYpXiGitIjd7qBBSQhMUFNYJpgaH+EWQgv35FUl1s2xo/Oo3N7vUSmct6hB0stge3OQlR5JtnFSIINMxoNyAB3meYh3QMpTX+hclIVYP5SJDU3qLUTlcMNoeqYelUxV+mxMRsXt8dLwo9pd+h2KHRx0/h9lzSSM1No6oF4JwmPn3nx3Isnm/cfLTra9bQF7D1HqLC//sYF2DeKn+mZ2x8OEM3P748gp72w7uUzjS2n9j1tOTGwaY/Od+3hP7w+GAA6sqrSjUoSP463T3aSP6Csgbdpog2mKeipjGgjWoVupUpUpYejd6OPziEyebRpQOJGNeXLQLM7rS+K1O0dMkzVTdUQ3oeGsJEnF0Lb4yHd4VL7sb95jk2VWyqMe1b3rga+iRwYPNqHWf9dUzeIabH4+n5zyKq7wyDzGnzbZa4MmO1BKyvCSKnzp56fB7f86curQWlSMQcngRHsf1Pxy2npjFiDw7SU5KXs+0oNLP0kAFYgqzKHs1hZuqacAkGFlJGuG1THrMpIfCvFTP6rMjxlW9EgEN3Zd2jaqa8YfDAksbgnwfgvnAcMBY6HGeQjK0h0rirUpQYnL6zdqag/Ena++maoME04QZBeeMwaPsr+SbR3CNOsT8FkjYe2VQwBA86b9N5EWPHYu5rHU2LNudng2FHLfUlkUtFhVCwjR42SCPJCP3Y+9rOXDMRFB2gM3ac45e1wFy2r3FXDD3jB8H3Ou0Z0+seTdcM1GVR3cLFqlokUupU+VNOziLoQP5jmlV0Z+m4UfHXlnUNG+LkZkODK+Wfe/OKN1xkw1jm64+Tpl89tefHI0YM9tQeOnN9Xvu9cTQ/ohjvKez5Qbdu+vfjCnhZ2W/dzO/SgrXkL20IRG4mGemnT4uFg6Iikid7a2riZl0MniNp9VD2xuQ6rrZWsHA+ZZhDPT2acsiO3jIpAdArydvo8drtEA/mvC+pydEop9EaptXOu0N4VP5jZH5NGHVrpuLRPYhYnHh7FPZiFdGF9iLA0ZEW+9PD0pNteP9SVdmc8B86owV/OzyGn/8jtiRWOdIyum1B5fvG5XXXJihiJBGpFVkB0c2qLSQGmIAleX3BwLrTIuM7OyBoWQLL6omPrq0OoAX+NJL1SJ/goAdp3dvCK0JZDH3YfPfv+losnt5yvv0L9ftuh+sz+9oM9vRfqqO5j1RD7R0354XJB7+n9ZuuOrZ2NZZWl7S1tzeUVaoOzJFM+gs2fdEbGisdMac5YoNkzSzDiYXNiM3rfifmtq8D103GPp2Ll3lThABgmQnARzGCvvnKl28zrJqd43eSjD7/Y3FRv3TfKaysXWhtO9L77fkUPdoJXQVorq/fvKG9q3la5b2vpb7vKWnndA7Wi6BJFPj4B7ZihR1alro/h42ARYZDh+xvm2i67wSXDtqkH58CLF3qj2Teqvjq18djJD18f2TlfNl7mWBdnzV0BbAEd2WizGu+72Dq3RbvF1TblRFun2YTSiq1QjYvdlUEics9Yg9UcvI+DHpBq9mzpOfLBqyN2rwPWVlowNzK7vb6fVyDU4MWzW1qOvV90pvNK6Yk39p1ygs4XlF6/pmzh7iHpUEGCsnvdd/s3Jsm5Jr9LaxpwT+gn750BEd6UjWw22IOI8NKEDFx5dQD8c9jHNOhr7NAIYuDzWcXwhsNa4Nngu1fTILPG7jPYwmDFZm3rR95y8srBOymgAUvuFJg+JtINkjJijhrcF/jlQp+5baJh8ZgWBHp0lX998+XfrP706m8jwfySjJXsF3b+FhWihfxhgbx2Pc2adODV5Wq3XDUtneDpUZZzQmcgvdCAcrgQhqS5+CJnGiTCkLzDIK7K4KPYSmX+BbncqoKGNaWJ4acc1on2nHdNhoAobeM8HAaUuZOLvp4U4ATGyDLHRNGwQggJiJb5PUbgAwOEitpuhO8vYF84kf2roN6KNH0wbR8D2LRtpHabQ7FChzh5mia6aQLrBNhXoE3S+M9Oqp2op443b8F2bGNA3QJeWf/rxpG+USx2j0i/0CYiFpWicmafZBjpByQ+QU+CDyDsQ5c2TVYXlxSXl5aUbFEVj1fLAMrosBdGxL7epeLJqgVsHFl+MHUi26kFQtiGBQibnHhYBW7jbJzwOecgd+NVRHrbTMFsj00fxWB+f8U3JrW2+4mnd5kI56ax9e+9vrp9yT1OPLPfDyfQd3U/nw3A9l3YmTlez7ZTuthMWLur7rgaYVU6/CUDkjDaN9Eq26ZMfes+Ogx/VwWLQUXfpuFgaN+8RQMsxVaYVtqA6Yyvp8ty53Rj/0+4rcP4C/H7QsRw69z6EWDjYg95CZtUkLm1jl/6H/F2Ww+k9us32tepEREiwl+JwVfcINGFgjDbOd04SdlAQO4lXrZ7HA97wOLOXvloSP76FGhY9sJaHzoL1bCsSVJa4cfr9NiAfezRkC/lcKBt/ZbZPUsPRiTF6p0L5BIo4SxoU8dfGEyHEdObHZudmwd/Emg5kDx8ZvSk/qhBHBzMYrpOkK0BBgIvE+AEFGKwj1uLjXLfhrpz6P14LvtoZ6R8QjOhCbf0ScgHh9cPr1/ojvvQpzT3y5o0SNsfaosArK/DiEDvdll5oHiasNoWjnjvVcZsaXV1kjM0LDTFgY/mdkTRCOch7QWLPWdHwDLKwUOHXpwG+w69vj+Dt3NgpMEcSBCJS9kWLxNAAQHmZdysnrVzVILLR7zSmwGeXEt/P59t6T9mK4es1ibyIHcwdYI7NbFhtCLU9edYwUKdQ73a5XrYoK3xOT5533UkfZ/1/uTeQ1qkL+fmsNZLkpBw8TRmZj1cjMudh7mbkgWsLDf83oY4YFytc8XxAKJAVoG+R+M+x+FW8wgxVgTfAXMl0+1lIcXvlu7JVq1m9LQQcqV9rOfON8bq8ouiBojBWShjbRyFufHcOSK9MdWXJ3QRmEPmEPIuRceQXIYEVDO4XiZD/YfmN/iaffd41QPtKY+scbQm5jAey2NQDz1MzjuWR5qL55rwsQ2bKfEfjIT9SKr0mlsA4CQ9wgM4JwuM+bOMvClZaYoR+1YQbv10mV4TKasuS97ROihLdkzZB9vnYbJhtT5V3eiuXTTPmWd3Dzys2JraORtxJfO8bs9O8Nl3LgOsPadv2dYiavJ2YKXJQIbRkC5VtKiId9lVsu1arewucIS7K9AaocbvGfmJ4gE9LasJFoWJK2+h+4bAN5NwAjwv4pX2ljEEBX0Gtd3wk7Q7VZj+qa/t5Yn9fXUx5NcrcIUW6RZSeXmO3fQNuqAn23i98Hb6h6Ar+9nvhtnJH1cXr2wmoV4/eqRlFWlmTkbuCiOLxWF0FDHqV++KmZUGr2+9r+bvi6DLWTdX37D36V3TqL/Jdd+EJXP/PM8G5cXjyEyb27Hz/L5Ue31fZwTEsIOnhsDSrsAjc8gwCDw6r9GXBX5ie3jSPXw0jA3v4edsvCGMmnmqnYSriDwFv35rSHi60+12z6yfVYSBn3Bt8WyvbG9kyEnp3/Rw895ToHPX1hMvtnxw7j1Bv5Ah27C9EKuVBYjt+/fuKH8XEH8AtcLKznO91c1bwM5vtnZuvdDWdOTp0qqARd2DuaBo59JDNk5UMP/IRlmVxmKFI6DEjHTOIGwfP1Irm/2bXLivPHqXGcS3KvCqCpMXbmPsTaMP/fHTonNpsoREVwh0/8gB7NXtWIsWPP8RaGp+h25ofg5++GVvvW0fHOJ1vPPtDaW7ejsOl7/csrWqq7sFbhVUn8bK5vYqA4AfHSpqsG5dsg7B9D2z0vguUz/pNbjvJ5EQlOF/cbWvuJ6/wJoRN3CDkCe8SwTNwK3QOTKGKU2JE+uwoAPwkA7XFAxrJ9r0jPXheKV/ixP0l5EIsSD+2rs/XolWGKXubvIo2pVCk6T1px9HH/GgFhgTp3kFCrVYmkcQBRpEkq0jHT2Lztj2DALtD6R59dIBpd7Sf9iQqWr1T/ru61KNd7ixFMaXxAPk1csa8XjRuH6kdbI50ZqqyHMrJiyhO7P0JTCRELIMY7zxQkZ+VzalaRCOVhij2mj855KZwKxPVJjCg8cVnbZi3360y17ofsxRY61zdCUNLnKxoQ+Za110pmVtJd7g1MMW8djPvTt9kvS+EanzidQjVpXjF3MHyPL03ZY2fu5AV5ERGLhHw040zTWkpboHVw9qDYY7Fndyr+TFEvSQ0qybQeGgI9culaYJJHqP1jXituBn9Ljjlxa3QWWE4wWZksRPv8n8R55bidzTA8F88/H98QjVWNYiHHk7sNK0VKRbp1Bp7lPcl97rLEgzbsnvPUdd5+rJjqLY3X01yUe3j4AR/XQ37eiKRmbcvBxZ4jTdF+yl/ke73FV6w+ydkc2rbcajk8jcQL4Xwj2sJBAcCgqIJ69dZy3IDEg+yFHhO9MlMVWa1qnStWT9OOPYwrFTm0aPX5+TWTZ7VPFFRt3xJr12QD5cn6LG7av/ljT2odGCObUd7dcY2xK9f0qBjyLYR6LtO4Zd+TYY8varlhRimuyTyQk86bZubW7VhRXHDopAwJcxxLdzFWtTAikElYkvwUVbP+uTjT5xCySB9N+ZtsR25ZPX1FGh6hQ+cNdk1bX+h/MyTbDchLgqO1Et4QatjJx50vd/rQ03R/IKm54UznkDzkDGtTKZts3lv81dlooCioV7bgMYLcooLYbbADhSUTVadxuAjw2Q7jvW9Ak1b1Py5C8cdGT+Kt+g6aKvTw43ao1TnrEKcsdtakrj4wq1+jaABTygnLsdwMzO0ImS22GxSIM67rwNAGWDElHpbQBDRQEsdTtARjZcYNTcBuAiFrlJTd5ykGbESlCkBB46GwtmdQDBTHg9g4Q17vJA4eo6S5v351H0+VWk10MlH7UBL/jcXxVx87oaTN3/TrJG3aDDTlrhAOySVBxslbig66d9bT0Ne5su+sGv/Yjsp1YDBxctAycmwbzn6nL5/H0esNo6go3nzBo9A3Q0TwVmWjjnWuAllstjPVZlCJk/tigOg3xWkoEa4SMJAy2cbZyJIQZLnI+5GdGRMar/qbmTQ3dFEKYjtzEBo+P1Kh3tyFaYxqwVrsf6pQO+EcZF6NElYhB1IH4sigRADD+lg388EOdF8T+CQA14a84VOjMEPnrPADR+cyG3SdHiKs9XmlPX1ir1VjtV3oqRNSDfKgzDzELrsLzuOY2+MHNniNAfNFiMW1tUKFWvJ6JPR+27ek9fGYMycN4IdCAYukkZdGVrj6Ooul86XHcbUAoVaaJ0HsTwCj7j4oRgprNRJ2eSodPKWYNdPaUf92RzcXwFhhsq0Orcx7hdg0xEv0Jeuwc/AIITGWEgQL79BiyJDFfO4UuozVRsfeQ2jbFhcxUi7LbtjGCOSje8LWgGy1S9kodobrqxNwsXEY67+p3+rkFqsPo7M6WLLgTbsStYUpHmiUM5RU0A/ZNu7HtK2LCFIvvD5ofmkXymVUIHV6ERF4Jbmou7OdPv+2H/+pn9TNT5kOVBTa3Xmc2sy3chV5cdQ7VfXKtGC+EyNODQivMHr3Tt0seZPp4FY5X7RQW6n4Tt4xvNFZYdLt7Ym9yV/Leb0G7INjNvXA1iCjC7fhyMytObpl35caYMjJcTgo3ORvl2rsJvrEWuM+an0jtkwFMQVY6KHa/m2yq89megfdm2DqOLxUlsrDJfk8TCBLLOb510NprLRKKvedbPFs4rhx9PP5EA387tWMttQtH6Cb2l0MnJnhj/j3w2dTYA0wQ+pBw8Z0VqLK/eAtETS0rN45P9tySnizJw6Wn7rblDaKjT/iDEZl69Pr1LXKyDhcJBQa5dKk0LuB5y3NIvRpDlGtcdUxItmixc3brywHNqhOsIk7ZQL2ideDmvH9kFjYfM2Re55xbGG+Iy8ttwpWkVt8F+3cjuJOpsX2WXbFzrPLskfzYlteG/swVimkHxoCNZmalcxMdQj0Qm3l+1wI4SFxOIGlqQ6dOug5zKgenWOeEs4Xus736ydbmpbLyx/5fj4llZ2asaj3H3yeMzxAS7O4qGKiwSFNoOLzaMVywGtAGZaqFJjfi8VotvK9czvy2DOteME4ohhUZaWSubO3PktSSVyU+MQKZmOeCMWj3TcMi5tLdvv6LdDlalF419a5adNWuJeARXdIL5YVyL8NbdLSClabRoWalVaYOenlXPjMvsNReoCd+/uU2W9sFTjtDm2d3zxy1gltGu97TafmEl48TKHvvdkU3BTTsHLMQywHRI2yDAIgDGARFBJmQrD6eDGan2pZs+YgSCOprrj7DkbrwhzrfpdlkEQzCERi45T2gCRpX5kRi7tGmhPFypfoxjHPuTSl/bIT9VMnb/yIaUYvknkz3O47b6GSomc2g7Seg+LNKVl5cVmyo9Ff0/Z4DaQsIZ/YzbbQ4QfmkJNN4j2onuXHo4cx/XNVU/g/xTRJ/M9K69ag8oN+nNNgUQLtZ8LSbYxjeBlCYzG5ZE7ol2Gv2W+rh2xBDY6No3I3M8uqqeNk7jE/ji1lW0HwkgamS5UFsYa9T8R9405rsc4OkQCA/ZeMVk7VJpSuMauFQ2s28YH1FsHbrfSqtBQlFCejNh7+V82dy0z7GmOdygkf38YI8rx3rzgpEgmKGCKuzPav6unDpsvfGCI78rG68140Y4eLfiF4mfDz3mAD5089KW0ox0hpjBemzE/pJLJHVSuQQNVNcs7FzFWlDU/ujTGy/Ule2odiJTyJcRcKX8YsVZo8GtkZEhUKrFY9RscfzB2Z/+LbVe1BMv7Av7XQ69o+SZnlG45/gK0f9CzkH99TerPo/plohYVajtVoCVHGDn9050zYe8nZoNuuN5+qJcPNlkfaI5ebLKRxjyxmR+mMgIiq6P4ygwHtUfQH8aBWZgBYnuhHFku8I9jYzQMhiDOkkM/OqrTy4oyD2nen3W+H3dYxIRszCcX6Z1k7zeyx+UpnEk1G9QLW3keM2lD11EQkga0UEOzCH/eHuRlMMQgB7wDYcE9o887RvOj03OEb6FFM461pQqmlfqVfPeYTaqXeSWJU7GI049MoSOY1Pbc8aCsDOWXMqThAidK7Kc1Oj02zWBXZbza4tXZtKT5ZQYm4vzOIrjgyVkPHBe3x3LrQjVsiwvM0aQyWrfw/5/zytmuRnEz5lG8MUiZ2fo6DXNSgh2ziQidFp1N7Fw9lYAc8dooa0jcSKve9ysGJkUKFc5YdLXRW3TR/JTNaamCYqw0cI5pwMq0GPj6xXrB3XzqhMrdy7givapbYtHSt37fDX5WgGhoAElAZSdzkXXCr46XTF3PPPwIDKFDxuHGueMfYc814tRCpqW0HZaOOdKcKgHzN4V6DXstJYZW4wtSSSfWcMQapofDBstnNeq/6O3OlGZqjMfxJJrtWrz6lVOM5hGUV3/47o7gjtdv4j/Uld2myxBXKTrP+g+Zq64BtTfAJzWTFXepMQY8kqMKQa/Qe9I3bciWdy88Ejv6L9f062EunncxuFQDRm0bZ8u0xp9lGV/vpa1ZUZTP7pcJNulOZFXqLX8eGlpK2dKIWN3c4dC+ODOJEzcNfZA4mh+Or6W4+v5aveJxDmu1pzTsGsDjJ3XBoK8YpDkcnE+VxwfwOYfWzLbQaJlZfMSt7z2uiDQCCuGvHXFnxnWlJFN3zlzh07dtyd+IT+f5TiYh33jujtqdHZ/mwoTd/kfMBy7Nd3NBop9jtFf3rKiyqPCtU52PPx/fjvdeUeGGKIwglBhYLewvrkH0BBUQgD/UjHPy27Jh3MW3aZ9TWBz2zOnJBQEH1QsI1jHpT74TBP7ytUYcEA7EqA+I0ijo9HRaNjwGfHn8iB6dM8zfw1gLWcnIV1iaPDVN30pPdJ94vkgBhxAAZ4jauVKcGWbh5xFo3AOpf551oEcCdXrmmLIDOjD/g7L2lskLPxIehZi+4lJ9C8jqBvXkG6KxODJ81jze1VvQqWMwkggZUuqAEghxO+VvcPgcs3vQ0gYA1S9D5m22OsHERsUvsAplTjRATTrtBC+LV/MehHppKERZuAY2P1rUE2/qQbymr5GpnGIWIUySL25iv1KBTApRgE5BaBEWtRzBrJtUiCwqVIKalZRUAkkhJLKeiSRAIDJAFYmODeg4b4mrH0GrSFojAUnvpC/A4bQNomw0zrxzO8qAXgthdYSfFkpcVmE7JrGDpl4s5UCGGShE1RQLxWzQNjQBSNUQIsRn8g/VwDKj7Pg0i5Wwp47W1cBjmOgSEIz+PtEJUaUtBKfwqaS07Daj27j+RlI5hHBNcseIyrF5HAAvE+xEkkYiaNfSyQVUhtoP1O/I4Y/D9lWlsr6kpRsxiB47dBBcJIOogazrPHtZQhCiGSZaDv+amnVKhAQvWccdZLv/a5m2rS4cYWYswQ3XGZA2mTcYNwQ3nR4axIdhS0cXMDospI/engiwiQQlG0E8tZ5JAKxYkDwwpnoLqnBdgB5cQ0UNqunLMDSEG9azLllACpqFPHyPccgrC3DWAgBbzLhRqSodNcQIhlDvkzUBza8ckEyC0qpX+nhxkG4sMFWP424wLjZavKB3d9Hxv7e9JMd6jON0pmJW+iZfGL15BpFzzwVPv1fJmpZ/LT9FCDP9D2ZOSVH/436Z+Qp/+lbCNz9lOup60TuOGU9dY3Ofajg2bN2n+BFM7v9hnDMuhemCaKMHymo4g8nsq435cLOz5jgrWBv1iGn4Gog/xM2YpYInnLCYjeVeCwZvs45PMNLTRAcPZPjnnHUQxLTkT+vRpTzJxeiI+ByuFfdy3PSwhP+MKCWT0dP38BOtpgxdhuOCsaCMRCI+WNgIWaO0dqYNsbFIBe7kcdWexXR/81lt3JZhsDawNGz5aVVUIRAntM21gqsJn3ztZJrzBa4idkScVH8Gr95Y/bYdZbjYorYDVzHxWQxgowtnFo4NX+KZ79gzBDjOVAYJ7mDz5rnw4kzsdO3cmIythqnoCNmiVn5AKEuJgRs5tTEKTJ2M3dGYjPR2Gl6/LTrqSMD0otT0BX9fl7Vnu07lwaWWP/phdhCzHdyHLX9Uo1YnrQh1Je+M5Ez/pg3FjkT7A33YvEze7onCGdv7DRv5vZqei29zjMfDp7GsMSZzmpNLPzk4OnJpyafwrDAmcAZOa9c6c5UyCgrAeQyYpwcI1fI08/QrjNDpxOn+07biAWcVhN2au/4U31n+s5o+IBh1jOLpJM8C7fLK6s7lcBI2HvlA6cHTsc2cFnvMQEyIvggd5BqEsTY8NpWsoFsiGaXEhUwUWIpM76pf/MHF+HgUJmrIjIWHFPzRSI/rIhZu1C5NLYwViFXyYV9bOhywKqyOWvk/E/IZIHqu5eqEmOxMTuvrXgKhMLZHXD4euNs5PouZFEaC9AgqsISKuHoLFAjBIFZsTTKa6g+lWnhvqEGsikXgupYfG7PQuvEhrLIHeGdi+urzLWLddnr1c3/L3XvA5zWdeePDofLFfdyQYC4/JGFYmQhC0nIQhLY2EYWtrGNbBxjG8c4xja2cYxjnOAYxyTGFq5xTBqc0Jb+wv5CJvQX8kKn5Bd1SyviqlN1Sif8puxUO8ubpbPslJ1l58dO1VntVJ3Seeq8c0Gy5dhS7e57b+ZxhnvPPefz/Z7v9/w/5557DnxKvBajd233INQ1gLLvaMdp40A9jurGxZyQP+Av+LN+ZkEd31IbKOA+siExAPN4EZbsGJkiqWuBROdxyhRxNEZSxk8urdigNCtvK2/kAcoUowoZQwU7Mnzk6vT+4MmHdh45NUQZnVp5ExyeugmS46Hx+pbJiWc+5VsNZYVFvETSWEV8AgpDRXgX4NcjnsZK44A/QS4qE8cbX54GSM0cwyXOAGtfoaUhCvlFRzYT3xIeULDUwobmQRbiYiWEeEYILxVhhIXA54wQx0PC+qRXeVtx67/8SyKcNVRskZC2izIerGKzf8+kZnIRwAw9szIzGxSssNDJ0rOcQq1wuSZOlpQF+E7honAYS1E3OqFG2STtqlzK/vdSpjWWMeIOnEGulOu0CFtR6jNPGiedeBA3LeK6lnADECasTzsi7nZjhzvjzFRYJZZUvBLOj+hg6bBPWif1uB1fEKyE0yIKea17ITOXoXC1VXD69exeLyxtWoibWxGnRpSK+b5AxpvRrcpPjSR73P2MLxYyJtyJs1fUV4eY+qQD4cngpBnieKvgEkqvypoxZ5wsD0stWgnnRKr91cE5WAUEWBGWZ0WcBwmJImtKmZmMAaYbbcVwtUhS7G0zZHQZAxbFtC1fxcXwCM4mZllFQV4QF6VEjXtB9Ki7X1TPtlKk/ZdRuZlR3pIck705dd28N/NSQhPTGP9CFAUkFmlg0jfZKWxfWR+slWyfuZ+7H3yi3ijsGzHb4ZWoS+JBSJASm1GLw/12LTNbT/T5VRIzs8b/XCQTyuhZJlZFuBLOhpBtjLXRTLieOVbjx5DOrHVl7Bkr7sNbV4LpkaDULqvcL93vEqwCkrTP1kFGLI7pH0sghIMgSCu8cuuKy5B/d60P4fE37NF5qLcd9+KqVQpjrj3e4bxvu1/F1LhnRX1UiPc53bpYJgIzXZjlXiXThZ+LrnPfd97Xs8ys6irxyFtL65yanJi0s1wsxYr8HIhrrbOT9kUtQ33HP78Kv8LabKduUj1JnTAwuwpOKZPJ1ZOKSd2q6WxFfDKXXD+pnVRhQYx8LM6XcFKE15GV5zPTmQg2i5VWxCkQbce8fCKTyJhZNhZjRX3tSLDD3+WctE86WG6WapVKYLpjqssyaZp0s3wsw4o4F0JbR1tvm7RAnJ9lXAWnX2dYH5uMTJqxJGZeUQ8ZsrAuvV6f0WbcWA4Lr4iTI4rO8vqZTC4TxqpYYZV4sXaS3TOTuckQnsLDK+ZTI+LuNHdT6evDClhqlXBznf7ufCab8WB5LLYKziYnFd777vsRfApPrhJuTO5TxCejk348DrstK5ejGXlKUcmUMj48hrtXwdG6igrTpGGSys+1FfOfHeF1MXqo/LeAGfDoKuXS1iXrSWrimm7Bii2pCgl2mXsKsOYsYQrcviIzJZLu8vZUM+XMHKbDg6sEWuyK9ch/LP1xHpPi+lX4edare42T+kkKZ1gFF1tv68W+oH0xg8lw0yq43Ppgr+zH5I/ncRrLvErhza6f6A3c994PYGVsepVMYOrG+uIw05uwBGZaJdN7u5V9KVh4A3gC9u9WziyebnNf7H74fqewbWXhAt3uPqoZg51B2ONbGZfsjvQF7/vvR/EMviI7I6JQYMp4JppJ4xV87jHZ5vAcHHuibfU7p95AmBEJSKy3H3Fi7lAlU8xkIGFtRaXMiE4hVxoz+sw0PodjK8prQWwKg3JiMjEZx/N4bkV+JiSocCqtsOaKQZGmVsElFUFlIOOD4c7ijFXCLSqyykwG1q34DD6zCj9aT1lZyOQzSaqbvgpO0cPuN07qJnNQX94q4WZ7Jvr99z33J/ASXl0l/qo9+X7bpHkyjZfx2VVwWO9sf/J+7P4UXsUXVsRZEEkvbYMV8kuyplhTK9boPoTslW8w3zfej7MmWMlVcNpe4waqRsqzsqzqijg/Yu11bUjcj97PsaZZ5VVwvt7whhSskQqsPKu2Ci7em67jEqw0K72KfNO9hQ1x2POIsVKsxIo4L6LtMwyEYHmJ/wWcrc854IPploV6lFYJ19sXHAhNBiYjrCQrsgq/aF9igCrPFC66Ci7dNz1AVSJUy65cpWUv9M0MOCZtk9QwQLvaMKCvOkC1ONSwglwxv+gRpZKmmoLlo1ugw544FfDVKQa1vNJNHUotwzxY4OlIrOuxXhscuighQfxpSKSISlHuy09O1ztYiacjKfYE+7OZqYyXFWDNsh+QyB6Z1miQBOokbsTcbunwTXombbgHn2I9BYkeMXRIu6hQPDCUytOE4kLmOue705OpSUqw6tMJhsHBaHDSP+mH/emFpyNJdqf6opPhSer0rPmnIzH0GPupXp2L5WXNPJ0uij7FwMT95H0Ly86KPw2JHfHDgWvm/sR9G8vJSj8NiQOZ6s8MpjOpjA0KpsKeiiQuiq4JZQIZasSQebpQAmJ/GzUjYYWCpZ5OF6VELqVGrC6emenGQo1T5IECC/MhTZ2CxKp0B3Ivyvfy6hdq95Z79+QKBShtim2tCedGFCYdlrxdVHtHRyobqffw4NHzqxfPeWdAQZa2ymnMbxWaiooYUqIIq89EWGryChdEfwVhpWm2xd9aUvuelXC2Kdmeaf4rCLXYrEJBrxPOPhPhAm+qLdL0VxA6+DXpPKOk9j8rYbyVBBHJX0GYbK2CKXGdcO7ZMkCrk8tj/RWEs63RpnxLSW3gRdAKqwobtnrGfe83NCLMJ4GBXmU1TFm0STpq6qTSPMA2EC6Ok1U/D33Z+ehTjWnA/zc2SoptaLw8m1p8iabY7INCeNhywi2uC6GlWwgoxCzDuTi9mMSAAGfi7/PFTH47o745eJQIEOoWtEtAcBWgu2dKqBINR0R+sU8cFCfFK/lImwU/5Is3n9OyosQNvhLU2f7NI2yn0a4wJLv0c7YQBMVRsUqEUWdtPombT6wx0b+4e/duAFDXu37F3JmZE9Nrpta4D/kJ/cYcb5pPE3le/nc5wM4FNgd6yTO1s8qLsovmEZ88KosdcuwsXCXXS7qTPZ6Tc6czBzIHGgxKa/MWyswe0r60cMYr43Fyg+SZ4smvsJ1CKfLp55Pr9X3YufxpY7dTqbyovFgYy42ZRxg7JobkygUhFZB+i5bQEVpCRc/fNqlrhJwwwX9N3MgfYYCU6jnEgiDzi1Eegi2yDJfiMtb7yEECMBFUyZ7nz/HBLKkG+Nm6i1nyVRdLsxQPYCFMwbpFkdLA2QatnA2qEDpHzpEUnH6lAVdINLNAWzeq1pqoJsqC8EuuU2ZrxJa8ekF2KXmcZDLL7rKi36loeJjs8CG3JtyDrQ8fVh+rvpUPKNcWOstOrSPck+zLM36g2mM25cdrQvJdNoiq8/g8XoN9+Ex91l7GKuCAXyXTS68eFrB3UFwL+1hWFphpYQOUgwn9wpBw2UOUNdCuZUHkvQYyhB/cjAmRmRbeIsAh1ASZ84w/DJQ36zZW6Zw/ZAacfAe/2mXrNe2qHTK+rJbyuBk1W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V0CI+dzA8GsWmoiwFe08ksLVrA/Udl1vLNP0TnuKNZ9BPQMl6Gqzlyu4tHQAR3oqgxcSY0Ib948w5Rh8tiaqo6ujh0z0lROCEzovHkGMMKMyrm4QIZJOcHhHSFUsawjVbIYoNEh2n2pKpYyYgWaUpuncg6jCaZmuDKMruYQT6k6VNjQUlTn8M4iVZWRlgFZhzENplIOhzM1zWHKcODrmqP/vT8nuJpTKhPlKVUjTg8dVdhWdZjQLlW0PuGf+iSipeZe9heuCdegUchEVZW0VB+f98Ud7zuuWA/+wKpC98H4/nMAN9l4jYM7viDz9lEc0hvNd9BR4deKcyhnDiW+Zsvjq6QWV4+bV02Ft3ErAIvXkqjQoDql+KgTIniYKS1+IJcF4V62yiHlW/3rzDl/cDgBZ416O5BJQZQjQbUaQzlm4Ne3pTSdvpa9uF+A+lqo5zUVuvkcXsxX5Lmqd5nxw9v96Tcf2AbUBIhcwr2gsqqJv0Vv+hD+e0FNRC61sOhWpViEruAGu7E1lhCZ+Ak3zI2tt/AycRP3shvbaqkpE7/gXnNjOy02mbiXy3RjBy31ZeI33Dg3dsTikIknuElu7HtLK5n4EzfVjZ2zpMrEC1yOG7ts6SITr3Iz3VixpZdMLOVmixh1AEBemCASGzEEN99DjYETJWoIwb0jXdWIJ7glcgTBLEyU41rgJClCfYJb6knBKriprQhuhYcaC7MkaheCW+Ohxglu6kCC+8RDrQEnS9SXCW69h1pTcFMnEdwmD7UWnCJRZxPcVg+1tuCmLiW4LzzUOnCqRF1PcDs91LqCm7qT4PZ6qPVgtkQ9QnAHPdRHBDf1HMF946E+CqdJ1GKCO+Kh2gQ3lSG5Ex5qPJzu1i/Jfe+hJghuak2S+8lDtaO+UNIvyZ3zUBMFN7UVyV3wUJPgm279ktxlDzVZcFMHktxVD/UxOMOtX5Ir9lDrC27qJJIr9VAbwLfkkm8AeZnaUPBQGwoeaiM4U6Y2gjEytbHgoTYWPNQm0CxTm8BZMvVxQUaFxwU5AmwK35apTaFFpjoED9UheKhO+C+Z6oRWmZoieKgpgofaDM6Wqc1grEx1CR6qS/BQm8M5MrU5jJOpLQQPtYXgobaEc2VqS1hDprYSPNRWgofaGs6Tqa1hTZnaRvBQ2wge6hNwvkx9AtaSqW0FD7Wt4KG2gwtkajtYW6a2FzzU9oKH+iRcKFOfhHVkaqrgoaYKHmoaXCRT02BdmdpB8FA7CB5qOnxHpqbDejK1o+ChdhQ81Az4rkzNgI/I1E6Ch9pJ8FA7w8UytTN8VKZ2ETzULoKH2hW+J1O7QptM7SZ4qN0ED/UpuESmPgXjZWp3wUPtLnioPeD7MrUHTJCpPQUZFXoKcgT4NPxApj4N7TK1l+Ch9hI81N7wQ5naGybK1D6Ch9pH8FD7wqUytS9Mkqn9BA+1n+ChPgOXydRnYLJM7S94qP0FTKWorTBXPPrDx7BjOkKEXBmRKXC5jNSXg2SKIFPgChlpIAfJFEGmwJUy0lAOkimCTIGrZKSRHCRTBJkCV8tIYzlIpggyBa6RkSZykEwRZAr8SEYel4NkiiBT4Mcy0lQOkimCTIFrZcQhB8kUQabAT2TEKQfJFEGmwE9lJEUOkimCTIHrZKSZHCRTBJkCP5MRlxwkUwSZAtfLSHM5SKYIMgXmyUgLOUimCDIFtpSRDXKQB/EEbZSRVnKQTBFkCtwkI63lIJkiyBSYLyNt5CCZIsgUuFlGnpCDZIogU+AWGWkrB8kUQabAdjKyVQ7yIJ6gbTLSXg6SKYJMgdtl5Ek5SKYIMgV+LiOpcpBMEWQK/EJG0uQgmSLIFLhDRjrIQTJFkCnwSxlJl4NkiiBT4Fcy0lEOkimCTIE7ZSRDDpIpgkyBu2SkkxwkUwSZAnfLSGc5SKYIMgXukZEucpBMEWQK3CsjXeUgmSLIFLhPRrrJQTJFkClwv4w8JQfJFEGmwAMy0l0OkimCTIEHZaSHHCRTBJkCD8lITzlIpggyBX4tI0/LQTJFkCnw3zLSSw7yIJ6gb2SktxwkUwSZAg/LSB85SKYIMgV+KyN95SCZIsgU+J2M9JODZIogU+ARGXlGDpIpgkyBR2WkvxwkUuQ/9UkS3PrttUO7E/jJtybB7PzEm5l+ZzZrD2xSLSoiFl3QrX6LnmUbW3/scbpw6JYl5L+KyCm/w7L5sGAiFGYQE8vgjcTPqQJDtjFtom68AM8YVsIi44edxtaYVftwr8Omw8G/wLOGAt3K4AJ6B9E1S/0jdVR3mhYC98WGzwos07ypuUK+RYz1ezewiMpTfUb8yGxRLyDfCywjPoefqfcFCeSjh1VbyEdX+0+hCujD5Ep4hZin/RByhqZPv6WOP0O8NDSL+JG4okoqIFbS1wiBcp6Fzix4k8gY/m/VRpiveZdoXQSXw9WwXlPTSrJRHvkhHPCk6vVr5HFqDqyRHvsu5P6lih5ZJzQazCOeCjZtg8NV3JuwUeQe4lW/jbCdIfjRWE1kKP2SRkNPJ7bBOr1J0mIw0AJs0Po6bFkrlG7wUo3I5sExjWLKYKymmT22a/DIWly0KUmnehI8QQaSZCzZjkSQ8XodP87g1wMkcfbm0SZN86ZN6fDO4ToyWGMwBNLRANAAhIf6hYerNDRNR4frDFw0bTeF6oKjOVOwgazBWUBgtCY2MIO0B6ta1iJrBYNIP6CJBzRJB2tIP50uMFJTL5Br5KczaABKwtIgJtAASD9LqAYEPzqKC3YaSL8aulpJsbGBflOI+D2/jywru1lWVva7uJfAGy8H0Cf1d9+RUfREZpJ7gtPLccAbLw9sa1Uvdn3GQq64xWMvL/OfMYyjJ2WEqiCkrHyvTNvnO1Y/zo5+IqxP+8wU8A5R8265eXb8XaX+8Hb4590Ob7+y6FLL3N4X6bydEztdeXHKxeKRuT//euvWjeOnF71xoHHD1G2XhE/OLvjojfyyp29+B9b1WXip2dKYi1CK7ld19N9x9N/6nLqb6OtKFhTeMTOdAXGX8U9tq4O2QuvZd0PR1pYc/30k2rpE2X4KR1sX88A6erTNjIraOOuVHmpC3F8d+hKJti5R4UEU2gqtHYvVaOOCVzYk0WaDfd8m0NbFvG0SgbaZUTEHINp+gJEfkGibFjM7jEJbN818SKFNHx7nT6GtfYD/CIi2fuZtKoi2HE23PAJtdfxafAbRNjSiSx2Itv3R53sSaHuH6u8k0LZAf3LHyR0L9O9dhWj7QZu+O323PrxkXMm4j/RRCwq+qU/g3dP8KQGirYZh+0WIthZM1I+f6WcQeDcwqsFbDd5qH7Cy88rOz0evGb1mdLtY+zj7uNZGBkK0dWSHtBzScoo5vH14+9zI5DCINoEYNWjUoG6azHaZ7d6hWjzZ4kky+j9n/nOmJHZD0oakjxjXBNeEm/4903umj+NKe5f2DgmZPWP2jMSwbenb0tVs5xc6v3Aw3FJoKVxiTE1LTTPxm+puqltqmldrXq1hfJ1H6zx6wnz0jaNvFEWsdq12fcmdGHpiaEzcziE7h/yiLa1bWndV1J7me5r386vVD/38Pmz4YcPswNc7vN6hpl/DJg2bvBVgamxqvDgyKjkq+QVW3UDd4Nto1sk6Lbof6v1Q75PAxUmLk3qHdIvsFnk8soa9hn1sQL3IepHDGG1dbd2mkYsTFydawgvrFNZpACfUmlBrT8C7Ee9GJBA5MTkxbQ156XnpE1ijzWhbSzZKaJQwioirG1cXRHINuAZLA18KeinoiciR9UbWW64bWmdonTg2IDYgtq6leb3m9b7QRdoj7aOjxxvGG0bFHax9sHajHnV61BkQVFy7uPa/YrtGdo1MMoWGhIasDWxXo12NuTFtarWpNcu0NnhtcNfwqZFTI8MCagbUNFvTI9MjARkZFRk12JIXkxfT7XDU4agWYVeirkTVjp4YPjH8I7jZutmaA0OCQoKiuYIBBQOyrViEdrrfTL+ZNMwrga8Etg4VTILpYmxZeFl4cMgyC/ppPzd/bl7AtzG0MSwPGxgzMGa08VTsqdgIY5/QPqEXVLvMu8xLQgIiAiKakbMtsy1Lomk9rZ9uzQjPCHepSiJLIt8L6BzYOfBx03fB3wXPCDOHm8Mz6J6mnqZRqq/ivorbGZXGprH7YhOCEoKuqr8N+jaobcSv7K/sx9GMgTH8YtwftD9IwwcHBQdtD1kdtDpoe44uRxcZtidgT0AaBcJBeHbcT6afTLtJm8lm2q7J4DK4y+xJ/Um90YL3s+A6/Tr9CxGLjIuMU6lrhmuGNsGzg2YHrWMoI2W0Rr9neM/wlHa/fr8+nathqGEYC78J+CZgOBzHjmMbRrHhbHhB9NfM10wN9djAsYEbg3Zpd2lbWL7y/8o/T3VRd1G31PBB4AeBicRz/s/57w1jESxRd+e6cx3VQ5mhTK3Qtf5r/XtxS9Dvgm5z4ObAhqatuq06xv/3wN8DBzGj/Uf7T9Ic9D/o3w8m6hJ1U43dA7sHrjNQ/pR/DjUiYETAIO2H6BdQ46z/Wf8B3TTdNJe1ybpkXWbIYmYx0+Sm9qaWiSr1K/U7YjylPaWdAztrO2tfNW1QbVDt4mO1sdqosKOao5qzASWaEs22yN+0v2nPGMdrxmsS1DqNTnPa0kHTQTMq5BJzicmK7MH0YN4N6KjtqL2kLtAUaELjDtOH6edVE5mJzMmoDnQHegmRqknVdA56Tfuadgs1jh5H1w4tUBeob5FH6aP0DohuKXWpYbB6sHqRtYwsI4sirqmvqeer0+l0OslwSH1IzbMn1CfUi4K/pL+kW1qfUz+n/pnFmgqynlGfUT9pXa5arjpkWKVepT4cZlQZVS2p2qraqlV+UAVVQfwaag2VG7yYWkxtioylYqnmxUwxs5yYQE2g8iM2kZvIlMAPyA/ITy2ridVELd4IjfB4ZKG1LWqUu5hnRl3tElVo5YJtEJ98RvwAp8V00+jD2wf0M/9E5mjq+A2N2B/9DrVAv0D/g1Yf/pH+ab6GoQUzMKp9wPPR7WJbGzuyU8y5kQLRTfMORUaXxH7E3PQfx4WEJIap2YPhS4wmvtQ0jD9hLor4kouJ+0W7Kgq1RX7ZgTX93gpYHPkC+220RfdJYO+Q45FjA4YxTSMt4Q3gnoAEoq1hAruWHEWAyKWBT0Qu18WxdS1f6EZHj4prNCDoX7FJprWBc2NmmbqGh5mtgBxs6dYirHb0RzAHRnPZ1nY6DdM69GIsul+1C/jlYaONEcYLqiUhzcgl0dOtLtV7AY+bZoRl0KNUO6P2xV5Vt434OPoXo4bfHrI9MiyNyo7bTW7XXGaNllnwhYipVJvgdYw1+iltOjcWDocNowqia6g3BrWw5KmWGhKJvWFL1B3VtUJ7ofrc0MT4D2ImafrBqcZ1hhxqEKqnAy5rM0OaMFFHjHPgq6ZdfFTY2YBtkWeMCerTllEhWZHvBlxSh8Y9rzoZtYToHLSFqh16i9wBSw2LrEUR89VJBp5dFNzS+jMbZH3SeshwOKwltcoviM8N3hTZfDmRH5ES+KmlFn88cpZxWszMqJlRS15oQfLirou5JLaLudDaxSz92gfImPfPm1poVWLjH05vZpQ+XArBYe0DCq36cIxJ/0KrmJUcLB3lMylJ76MSVi5mlBgaJWUoU5Qs8ZWgtCpD3afxfpfGDQA1q0zrVllZIDpcks5uvFFW9oYnbMutsi2BaalnXooxnWSKOrYzn224cXbjzwP1Rwdt4501zj5a1CvWpgsZ3+Gs/olkXV63a7FDxgz9jnqXXRa+drJ2ZdrwFnXOvtF7Wkb9OnnqGHa435k6Z10FfF8/nTN0VJsmXIE9m1/WxBn+ZmheraLAHjW2hbyedMb5YtMrO7QxtfOf/uVL3WN9G5qaRKw9R8c/9v4jL8Y9281i18AQyyvErJNPWIkp7f0//SzWL8v8af2Cj1dmFL1qeiWv5vM1TL3HxPbdp4988szAN4MO0b/M080Lbdt1YoOiWaxmcLMPKd38vIKYgNaPcq6jdc+YCy7nvf7EDzo/glqbQC/g8vs8W2OltZ3/qICCfp+/RsxJncNHTamnOhMFQxc88kuGKjbpkdjgrOeuv3c0KGvYPuvngfynyTvYLK3GZbEQrafsCsriRz2nS34xJFs/3D4+9s2QjdnEM52uN9Y0yIgZHmiZHxw5uXlzSyfC2eTwoxvnqDK0Y9MJYeiQ0ZHthxubv2vPIGppM4KWtWsduqvG2vZL1i7TXXl694K3n31xh3FtGKGJ35HWdzbhnLZjYMGjjR6hT+Zc79Ck/q7/tPY/S208Savm6frtY987sfDN3v9u/EXf95nPzcTJd27W69rrZPQvbVXMdWOWsd5rPfTL2D0ziaTEs7o9z134USAXDGpdL79Z+Gv6m0F+I4htTYSWXSOIP1TqjVyVS31oit8dl/pxl+EuSz19pv6uS/29LZo/p9T/HW6oWOoGZ+VSX4oLffnGKajQ7S+l312h/7ut6c3efblX7qDQ30ve7yn0t/qRXoUeZYxq8NHjfTtkjGsXnj+sPRFkWK9ZxpAvO3TvLIDjo7nh+u3JtOkr+K+W/xcJDcuItofg+1xiDMGYdE8lNNbU4QJ0KirEGJlKNGcstH/rZpoBwWFhrbWNKDZ6fI0Ah72Rn7kV84Sq9ydNaqqbqJY8wiTMMTRqEAAfg0SDNt2uxdXuGVqzTxIbQNQM6/FEuB/sEKZ+JCSsl/bRRJ015TvjiIDg7gHhdfh6SQGawEQN61JRTcIGPMV27NQgw+9F2DqEtkYNgNHfwCB929AYTRMueeRrPN3GZmjq/3goo1eF1UuIYuuGhZniYtROQ1xABGPg/aEh2VSr7g7/zf410uqHhNVuXvsx/1jmcYJt26dNcox/NNPFKHwSeyg+4cmOE1t8TnZW/6AdGPU0f9Nf6PPM8DZtSXwipNRpkNc+62ytJi2YMdrcmiOHD0xsPPiZMdqjQZGWZnuPfxSEzo5HHhwVO8hP2L5reJsF+hoGFLF+wpPDtszWvf379vYFKS9CifLJxrfUbceuH/NzgwnZ1qf5bOvi7p23HHjiCCNe2SYQnT4a3+LIgcqbfD3KzGe4z62LufzxdkndUyaV0i9/Vm3sSlFvd+1tNy8RxLSk844TpXK6Cy3dl+328omEqnP2xT62Ke47p3cjhPd2NfO1TP2PLyd81igxhWJrh607oe9kjgjTMraaDd+hJncKyJ3w/SMDZxhHMD1NRPuIzP4jglw57Nva7YeI3f6vaFuTbL9niLgR04hBxIiZn7xIddyUkNqDaEylJm54OzmIWJLoPzVxq7HnwLBWn1Ic8cj6iOROji8iZuv5SVrmlcT96/ilTYjcoGPEDFtAq8b7icfTSCJ1dkKKfv4LF4sdiyeMDnktgbVqp/U7l1i7bYr/mLi2EfXZOEcIEfd2hy7NyVpk+8WDbYkdJ3ccFNKGzeTziJkvpHRi19RUEf8AwRSshuF4JP77ChujTX65bvPFlgVLG7+Z1LZ4xWPbF0/89PL3u5UYP9Ln6a30WTqGeZu2MJ+oL9MBzEV6OZ1Hn6Dn0rfoRsxa+jhtYBbTK+nzQs/fL/zY+MKS/4y6fHQ+/Nfn888/G6BiztAffEl/RJ8jw/GrZwaugPqevk4nqlbRv9Of0EbGn2m4J4lj/k2/RycxJPMxHc4cod+hN9D5dC3GxWyhc+iXzk1YozpEH6Mv0Afp3J3mYYvXLigcPOy9SY9dO/Nk9nPTPyh5L+Rfg76EH6uz6Gl0MT2d3kR3qzlh6vCXTtEJjIY5Se+/0oSuyyygazIf7YjIpSOZRfRP9Dn66Njo6x9FU/0iyoZYbqXH2PSWJ75wBY3pSaodwV83hV8+Da29QhIivx4Sobra/Vxa1I0dUWsMEXZ9I25kj+Pjh3ydMfTHZ/qF/uf/0jv3vTV+oq1lrzFdegkhQ83M53AffYleSuuZ92nARDNv0S0YG/MzvYLe3nV0g3rMDnod7WQK6al0bSaO2cHsEprEfh09Z+2ABH30lTNRu9PiAqmUuD4pk7Y3Jf4v9btEM4yNJr+OKoyprRk2cVSi45PYIWyNqclfdv/y7DOPjRzW9j/9Bw3omdmyz7iRPb8a37105wg7/SvdmllIL6EJ5ii9nY5nvqavpDA76fd7TqFZZj9tZfbSs+kD9Ie0g7lB/0BHMSGaVoydKaPrM/+ht9GT6W/pNfR8OpjZRX9Af0pHMB+rJn7xy+AQpinzCx3LbKS/8N+WN+/0sqxVsw7tHhS75eYHK7eNIjbzAQyh/iSJiGA+yI3YupXYRGzll3yxdet2NfMdPYP+hn6M6QM30/uJOuMj5k47f+7nUOJNWsfwzOf048wVOohJZta2mPou/Rn9peXm9KW7j+0seDq0JLdng+U3w/Cba7+EcOfeXcl9dSTszTzi+3xy609JxFHC6l9AZBFLltYjLv/qJD6gFvcgpq2KiGDrs3oqSH8Wha1RT568Yj/z2mxLw48tjVMej05oeg06TxicpfDx5JTm/85oPnG2ubMr+vjY5vUem5SUYjncu/k3w6OPpfe49G70LlWPW72bpFvN/+n7f6GLY0q2xkT+EOP3K1/8+f/9RsZw5pizYycFrZtU4+PAqQOHHu0ySX91YuNgc9efnPX1Tf6z7XGg5z8/3NigjjyU1vvfQxtbZzb1/6m7cUDjn7fxu/79eK2fHcYx/M73mup+4L94P/L4kMjBjPkLZwvN172vXRls/dpxo1nk9vd5w3YnX6P3oeKhh54ZUv/DIc37Dx/68vBbR4Z3/2xK8H+Gf3tket764RvqD4loOXH4kSExdE/z70Ms66a/fm7iuJcd2m8nlZ3rM61Ln2OTej8+st+OjJ5Z54b8pPoX3ZxZT39Fl9Kz6GaMicmmi+g6zBf0Mroxs5quwfgx2cPn94W76Zn0b/SKgJBbT4n3cOh4FaHTmDTfEPPoDst2TEakS/Omhpa43y3Ui6sqbtszb8XuPTunntt1Lq/w/PI9p0pDt53ZOWHs5j2bd+0SLuVFHTq2NH/f5JtzTpzP3zP3UlbZ7j1HVt7MWnli16KlJ96Yd27yxanZo88Xri4+vefWu/ty5+4+dn7elhulC4r35Pc8tyn7Yn7JhqLia9l7Ju8+l1WW133axi9rLfxui5h/TFRNf+OnxFmCIE5SJ6lJBBUwsE13qtvU+m06MCHdRzzStjuh9Q8lQkl9zU6dUjt2I85f6Ea0qPkC0SK5NlGzJmVVd+SDQhBYWT2BoQnJETEE8dvCFisJ9UniMMEUj5vwmtlfQ54hXg7oFtC9WCDqRqTMp4qvDjtM3EpdQFAcGak6S/oXa3uQlH8G2Y6ktExNorbxg15diGdVXVUdu23t3t04WN+zY11zhspEUEXE1H49WRth7j5o8M6aYUSnPgGptQmW9zfX7EFe3Zxaf+k7Ibnru9TUBn188TAxgunXcGa35LiIhnWjai8gFhDZFCTUt269iZBVK96kOhTfggQk5lBziPcJx7PaPfQjTAF9ky6haQYyTZg59Gk6lNEyiQzJv3mVDmQ+CTsULb8dWrxx3unC2Sc2Tn+64NzKzdGLjh6rvXllXf3zZeuz51+fx01dvir/RsHOsYV7DCGLTo+ZO3pu9vzVRV02nN1SduPdsrXns6ILwreUrC7ruvnMdb+Qa2Qo9YtqWipuF2IIo/byzrCLI37q9E0+MZrZH7GNGD1mFhEVNYcYPTqPyCOwKKNHj34ts9T/vJq6cGHMYeKnCSry8uTcZ4l89HuWCEqivv8+JCxi/979B/fu3rtbrd6UKRBENvHyy3OIgwcPXiYI5tRPRMIjQS0eOfUTe3HCWeLCjBHEzp0H0R81BCN27456FqVDXL1GMEwYQzHX6AmWIw2Q3G/CmjrNNi3xKNOAOUy3ZBoy/vtH7R/1p+w+/lEDbhMFzu1bdeAD5u9offhiFLzvIt1j5Pun7XN+dyJUr/P3J9//e+c+CjG5a9Wso+K6bXneaT7lVISu00IkxgMrLu2DSRV6q74K4aspHQBdmQDwbBsAAQiQ3guEmQJDEQ7U7hJdzNSXm+Hxw2rw7kyGWsC9+h7R+4cbvYiz7c4ciR83ZIYzedmseqvS3yGvtx1/JL5FjxOHeeesoTlq1Q/vG+d0ffUQcXwgGfP05wmEaecZ/5u1mm+9GZzWoLAWMynNBKOeqBX61JMxScYeppudw9cax8acnkOGTulhetZ4k3wzoKvRaQQFdL2/AQsL9EUR1Mfj5k9uSgTx4L14SMH+TuLoG2XkyR0gfAq5ICG1foM2Wz5e05jqReJ4cxyxaXtLv54PryVRr25CXVHteBq83N9A/Xu3ac8cyt6bt/vp1x5i6lCX/FoYmz315rxXw9NSxrvGu6YQTWWu+n5b8xntHLK3/zP+hY+ou+qOJi1Ysfw5IjYQzJvTaUGHd77/KfWVQiv1PayYo2kR0TRHC64sMlHemUk5/R7QEx5fw8c85skvNCjGEOr/rKCK6hqTH9A66N8xVIPQM3SRcQd32BbPFoR1pVXak6wQPPyRdlwPE2JrTnKMfg558jHM2hDuunYOy4UiFlurTX3dTJ41neXaGW+yN6OaB4Grc7ojDa2ou5KieInXVzfdejxeC8GbGSQViF0O8rDDQHIYHDUIafSnvn6iRrN0lEORrfHQQFRHLRxFLevUJqPBW3H+lHTNfEil76b8M+lasWRhLernkztaB47Q1aiT0Q5kjjflaFzfAdd321QQiL4L3mejQkoIUEJ00AA8B6ngR4zPkeA5stQP4HlNBU/notQgSr1fD/BsrYIviX6fAe8zsy0ATz8r+HbNLTW4pbaZAJ4ZVvBBWpYCLDUiAOD5VQXXMDW0oIb2NxPA0+EKDiLXBYJ1gXF1AZ7RV/CD4SE1QUjNzi8A7LWg4GsDc/1Brn9oCMCT9gq+gM/XgHzN52aAJ9QVvHb0Zi3YrL0SBfBUvYIPuEKCK+RZf3DW3wtdFRURBiLCSusC7O+g4I+bwhkQznQOBHiyXcFPW8T1nHUagOd7FXwWPKcG59Qn9QDPkiv43Jg2/qCNf7saQHQ28ODbQ8bRYBwdHATwVLyCr/KbCMFEWFsF8DytgicZahKgJpFOAzz3q+DLdY0CQaPAkfUA9oZQ8I7qXyjwC9WdA3j2XMGZqOdJ8Dx5UwvwXLeCJxLJKpCs+iAQ4Pl3BX9etYMAO4jDNMBz1wre1tCdBd3ZnBiQE5MSWAeCOnATCfCUsYJ7x2kdqtIClfaVQIDdIhR8lknlD1T+bWoB7Iah4HsCbBywcRNqgQnl8ILo2SowW8WGA+xLoOAWXdMg0DSIdQLsgaLgw+FBFTio+iYAYD8EBY9j3w4AbwcMrQOw/4iCjyLWB4L1gY0SAPY6UfBb5GgCjCYK1ADPzyu4if8xDvwYl5oGsH+Ngi8JOcGAE8wuM8AOHQrejFzDgDVMQATALh4KfkF1kQEXmT6hALuBKPgO+CoBXiWO0gB7BCh4GtWJBp3oPQEAe24oeGTYGBqMoXN0APt1KPjPbCgBQonn1AD7CCh4w6j3VeB91TgWYA8NBT8ZtY4A64iJDMDeCgo+Fp5UgZOqGgaAvTsUfL76UQI8SlxTA+yhoOCHw4ogKIKr1GBVOXyZdp8G7NMsswDsFKPgS9S3KHCLYlmAfT8UPD+iKQRN4QQKYOcEBc+gDQwwMOZwYA5v8gYJ3iAXM2Ax44V6x+gdojIBlWlxEsC+SQp+yFAMQTFcrgLYX0LBsyKvEuAqcYkB2KNDwb+NnhME5gSpGwDs9aTgE9gOLOjA5qUD7L+k4IA86QdO+qVHAuxVpOBktNYOtPYWTwLs2aXgU40dKNCBStQB7MWi4LVDBQIIhNhceOPD+As8uMDPqwWwZ5eC9zNPPgEmn/AfAYHo8+Z91tC0hwJ7qM2BAPvRKPi7AUUEKCJ6MAD7ryj4L8blNFhOMwaAHYkU/FXTEyR4guysBdhXRsHXMW+owRvq2UEA+wcp+CDmfQq8T/0eCLDPjoJHGGkNoDWnYgF2h1Jwl6o9A9ozGeEAu0ApeNuIzTTYTH8bBLCTk4KPipupAzN14w0Ae4ApeGbIYhIsJpN1QHT48eBdw3/1A7/6rQ0G2AVMwRPUKhKoyPEagP17FHydIY4CcVT3QIB9ixR8GPOzHvysrxcJsJebgv8Ap4dAgP4xByAQPRTLn+fAhVqwULvZCrA7mYLX8ksLBWmhtfoB7H2n4Je1O0mwk+ymAdh9ScGDrAwBGGIoA7D/j4KvJX8NBL8GGm3AaFtONIegOSxmAHb0UXDvOAOChurAUF2POgC7zSl4WIEfKPCbGgmmRnqhX+gO6cAhXfN6APveKXjzLhB0gbEUiKW8UJ6NJkA0cUgNsO+SgoeEHK0NjtYu7Q2wD6OCX9Ado8AxagkHsMeXgp8wv8KDV/g6jwLsw6jgjcbowBjdwdrgYG0vNJqbpwXztCFBALvqKfhHzKFHwKFHNiQB7Eup4B9H59Mgn/6VBdhxTsH7wbco8BZ10B9gDzMFfy+gKQOaMiWRALvnKbgNqn6GAP1XNiSB6LNa/nx52OMa8LimjQFgZ0AF/0g/cTCYOLhkHMDepQqeG1niACWO8PYAe4gq+HTrcwx4jqH1ALsKKvjF2BINKNEIJoCdEBV8F9+EBE3IDSqA/doUvCU1F4K50KgCxnL4U1qHGjjU7xkA9u5T8N0kSQOS/skEsMeggte1dA0AXQMCYgH2ylTwzkHTCDCNSNUA7PWm4NboHmrQQ00ZAfYhVHCjpUgNiiQ7yhufA8VW5pQWYB89Bc8N7glBT7iGAtivTcGzA0tCQEnIhw0B9mBV8MEWwQ8IfpFRAHt5KvhSQ0sVaKm6qAPYI1HB81T9VaC/6it/gP0VFXxf7Fc0+IpOYwF2vVTwJcRMAswkOtAA+/opuCU8jQNp3OJEgH1gFbyF5VkVeFa1SwuwV6SCt4ut2QbUbLNmNMA+wwpe0++nEPBTyOsdwOsdWlqjCBBFfEkD7Amo4N5xavFFoGg1AbAzn4zlUNEUiKYof4B9JBW8aeQ8DszjtHUB9tZV8AawMQcac4V1APbcVfBF1qcI8BQxWA2wt6KCnzFqSaAlf9MC7Cup4Fuo8QQYT7ymBa+Vw88GRJAggjyqAdjPUsETiAEsGMC+GwGwl7CCT6XeUYN31IuMAHukKvjo6HwdyNdF2kGkfVNkDwh6wMUUwJ6OCu4dp1ZoIQUKKbHF9MZbhJ3RgjPaw1EAu/8quNn6vR/43i+gJsDewgr+r9jGOtBYV1wbYHdjBa+hHqMCY1RfMwB7vyp4VFgiCRLJWC3A3qUK3k6XpAVJWlFGb3xj0GAVGKwaGwiw/6yCLw1cFQhWBXINAPaQVvAnIvsHgv6BLwUB7DOt4N16+IEefnkxIC/GCx0bcFEPLupr2AH211bw7WNpMJZeHQRWB3mhSaZ4HYjXdY0E2KlawfeGRahAhOo5f4C9eBV8HFe/Dqhfp2c6wP7qCh7ED4BgAIQqgL1SFZzxX02B1dRWHcA+vgp+SX2aAKeJjlqAfWsVvBf3AwV+oNb6A+wlrOD7o21LgW1pF/RkInr2e5/18/sgFHwQuqc5wJ7uCv4CeyEIXAiKSgbYu13Bp5jznCDPOaQlwL76Ch4ad5wAx4kCDcCevgquZtNqgrSa29IB9shX8FLDCwR4gWigBtjHV8F/0T4SCR6J3DkEYC98BV8ULPaWJ9QA+/sq+JPWUghK4Rk1OFMOH6W6QIMLdE8TwK7hCr4t0kQCEyl2Bt74CxEb1GCDep0eYP9uBQ8OOa8B5zVl4QC7sCt4TNyUSDAl8sRQgN8ZUPCAGiUkKCE/1ALsZ63gH8FcLcjVTgwH2HVewTV8Lg1y6f1BYH/Qpxb8sRr4AQmw07GCe8dZHHk2GJwNNjUG+N0DBZ8RZmKAifkuGGC3eAUvNfmbgb95U12A33xQ8Mvsb2rwmzqDA9jDXcFHG2tqQE3NwBiAXfMV/Pnoz9uAz9us7Azw2xsKflUtNrMJQQA73Cv4zihR51/FAeyUr+CfBDYJAk2CfqgH8DsSCp4dF0IDtIUD7IOv4G2CZ6vBbPU1AxB97T04oIjrB4ouH9qdUMxx7H9gXWJ3F+2hLnXFF97qul97o/zVlFqt1lJUWdnvNEWpL5ZtxJ6nN6aW7lk9f0/xvr2T864XXNg8v2Ba0aSN5y4d2XVg4eSLm4sLJ0/ae7p04+ndq/ZOPbFn8sLsBUvnlU4/UpB3vuTkquwb+dO2LN03d3fRnqz5pXv25C+csnfj/s35RxZMy1q6f9fuwuPZsy8c2D9v0fRjywsKJs+bf2n+nKU7V2wu3l2y7EbZ0Y25p86t3rh706UtN6dsmb3/yM38uTc3Hbk5bUHpzsINWyZNOzV3/6T9y1bP37Vif9axWzeWFa7euGrK8rwT+64fW5adNX//yWU3Tu7Lmrxpz/njB3YtPL3gZNGWTQXri47kr9xVOGVT/q4Du8qKdp4q3bR0+pF5U8umrN+y7Nbc0sLCgr1zC04vmj91+tTrC7OnLJ9aeL1gy+aNB0omzzmxvnDlroKCuXMnzz9ybPqCS4W3Nk1albWnZNm+faUle4vnn1u5ctHkuUc33SrZU7z01vT9WVlLS64fn1tcsL5k//xlUw4cK1p06VJxYdbUS3P339o7vejS+kn7bmWfvrTywpE5p1bf3Hjg5vy9k7LP31h/cdrc/Vtunihef2vVzV23Fhadn31y9ap5C7OLD+TdWJ97fH/uzfkHJpVtXj+vtGDFpOJNqzcXL5x348Tx09OO7D1wfNrGVdNOLtt3sWTS8WPnd6/YvSLv3ObdC7dcP7E5/8bS+Zsvntuw68a50otzT2afK5l8YMqCi6XHdudPmrfiVPaJReduZJfmbVm1ZeG02XsnTb+RPf38lNypF28cm33q4upFc7NXXj92q6R04ZZbs3Oz9iFJio+eXr5p2caN19dnTbl+4/qKU8e2FOwqzj1Qcn3prV1Ze7Knrlq9MPt4/vQpebt35c47sHTOublzNu+dsnDD8Y1FuXnTs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uWdSS4VZks3StwoUYPX4LRrsniW3pCWK8sVUp4glQ9VT2OORCaZ4/g4Tl1iVfM4V7p1+dblqXwqn4hAbuXHL5b716Qf+Z/tG1h8d0HtA6R8+t/1sdmbrgp85s9cY/7wfDbe3nh7JbbY8yTSWt7Jd/LtCD13MqUwe5h9F9/FScRA5+ZLL8gvyJ/wTzjxOrdAeqn+S/U93MMvInTuTSnZnGz+lH/KdyN8tyZEhYUSrag4zA9zuuU+B4sKi6TXEPRK7yeEHstbUqW4SnF3+B1Oq4nVyC8Ddx/DimHsN6RxMLe827Tx9poTa06M/cb3W4W/SS4XiSFQIH+Az1pTAPKiwtvSHMccB20+/wjhb/OHluEP7W5IbKXCYsmGHwc4gAzf1cicoctOdWHsmo1rQgC3zy+2FGSxPRNid8asz1mfo8ISbeVpIARqC6C0Vm/gFMZ46vlymqE8J+EYggpLJbLkJW0Bit+4/Mtvat4KPXZtT6A8LOP3yo4Oy1/HPHZshbwsf50Ky6TTEscjHMKBbMGNsCoslxasXLCSlvqTk3gKVkjxlnhLOSgHZPku+JVSfNv4tuWhvGYe4I8mS/qk4icVK0AFeiEk6Gxpb+29tWlRL8Xkp1dJW2pvqR0JkUAR+enV0sgqI6tEQRRQRH56jbQxZGNIJaikrQ7202ulUXVH1aXFbRSRn35Hyp+ZP7MyVNbWvfnpdyXJJtloiRw5+el10q/Dfh1WDXT46RzpWsS1iBiIgeoIP71eSmqd1JqsnWsg/PR7UlREVEQtqAVkG++n35dqxtWMqw21gSLy0xukMWFjwp6Gp4Ei8tMfSAfKHihLPSmKyE9vlIZNGDaBlsCR/byfzpUqBlcMJrN4isigK8Tra2KlmBjfGkv8pFOnYnRsxkN6jGN2n7fksYyHKmyS0nk6rwf1gM7QiKFNPEaQzDVbVk2g404DJn2ebsUUN0tLzUvNjaExNED4T2SLVN1S3UJvSBoi/PSHWqeCjO/JfN9Pb5VoRUU8xANF5Kf/LsX0i+lHgicEP/2RRFLkiZCoGXP46W0S7eHSElpCAsJPb5dsAbaAVtAKKISf3iGFRoZGJkES0D4ufnqnRFuTPAvPAkXkpz+WWlVvVb01tAaKyE/vkmiRZxtoAxSRn94tLUpclNgW2gJF5Kc/keh1dztoBxSRn/ZI9Ia9PbQHishP75Fuhd8K7wAdgCLy059KtI6zI3QEishPfyaRpTJpY1BEfvpzaWLgxEDSNKCI/PReyePyuEi8gCLy019o9hYvwUuadb5BX4vUBRnSXUUsp/Jome4ubC33SbOCZwX3gT5AwYwgMyYUWU9Py2JV+FL6mn/NySCfFuQZ/q6u8a+dddxZ68ZwMyaosF/CzrylH/QDihbHnGaK7ZBv15w8LeW9z6gJ2ferAH77rbDg0WcuHUUnTWhUeUCrQAciKD5RXR2U6oXVCxsEg+B3hOAPSaODRwePhJEwFiH4w9KNgBsBZA1PGgBq5L2hy0a3Y+xof65Z2dWmByPLw45JKTOZ9NOyn5apcEQiuQK6K2Tyrw0lNlRh7PoMw5B+pc/m3JvJCnJxmKB1huf13XWiA/AmV7owfBBJlDqT5c9Q4ahE2j6vwqtAJ+eP7VhVPTb7bS0u2qMvXetVT6kIyX9Txi6q5rEXUCTedIbUlnBYVE2FPOn5kOdDXoPXgLQE/JHd6MG12Gjc4mFRh+09knskq3BMIrk7slUfgzDyZKKmKmGya0Mc/DiOSVtXMmZfMn3JdBWOS8OHT4bJQEmITDwhKWbFTNbbZPxu8Kuf8xubrB3N7jfBYnhSWhiwMGAGzIApCBH+lHSD3+AzYSZQ3Grk9aHLEnsy9mvU3A/xrI9qWhgetsuVH+9hcz+c+6EKpyUyVSCrbjKIN2K6E4UpfnXKlM6q11HhjFQzpGbIXJgLZAAuEjsr/QQ/wTwEuTE2k3QC4pw+YzlHdTVh3CUO+J3XyYrH3Lp0PFb+msA5yeawOchCnEzfGfvcqtXEklMbSDJPOu1xOt/TNjw5aWtSxwiyByfzcjVh8lI34DezhRWPWZXoKBb1eWliw4kNl8ASIHtmxn5Ow6vy7lS8rHFFNSH2GafUhIP+a8k3S6rS94Y1Ao8nJhfd7jFmuKC9SlkNq2EFQhst7X2ZsV4NuGaASybXmazO5KGzXJr1dZ3JKnwlUcW0BrEM4Q/Sv5EepFDSrNjsWSy7cZ3Jyp0HEoakf+kfFS5Ko/govh7WAyVqnEqQlYqfFm7DJBUuSSvkFTLZZtL0tLg3X0tz55IFN5maC9YrrUPkQq5mzWnwN5r4jZkM424V8qWfzT+bPwYdIoJvpN69P4FP4COEYC9Lay1rLZ/BZ+BBCP5bqZmzmXM/6PBN1N4jkwG8gFzWtroKV6Sdjp0Osmb+HOErf7t1C0/m26vRFW3XbIvvsXsqfCeNHHkIDsEXCJHYVelMkzNNaOBObozl7CqaTsKnjUIA6EdeCxseh2rQUazAXJPeNb9rPg7HgSysRdTXpdQyqWVOwSk4iRD8DYlWH5NR82mE4L+XaGxENsRfIQT/g1RQQNbCZOasdW/bNmfs/xD3HlBWFFHXaHd1pTt3AhOZGWDIOUiQnEQGkAxKkiBBMJBBQUdAgkQBBSVnlSCiBAUUAw4qIAoXRMmiqICiqCNBybzaXT1Tfe9837/+9dZb67GbotmnTnX37e7qSuec+KauhTGsit0Qg51TfLuc/Om8pHCBXCCwXXYrouQWltW8pl0e1rd7XTvEzvOyy79U/iVO/nKu29dtOHu5qWCO/LcDt2IwJr6lYPgc9+vMHOZg5YXH97G0+ZR+yuZmc/KPcyBwIADLX9gSG/VLzldxX8XBmBdFGP6y81RToraAE3DeULCs6ud8hiI88/tNcsMK+Ubw9wbbir9U9jJbnbKh1D9xP8QtrzT1iW1P3Cp8OfpU3OST9pqTtkxrGF31t+Gfd3qLTi5P/l/qvRJdLe3V6gmJaYlz09OrrYimhKQSUoXz/1WwJ7Zh3TrVqs+tFv9RQvrcZbHtlCSFkIT7/o+iiIrj/7/EOuHNidj/e/jBaBvuwa448KQU58Q5UQp57QJOrjpPF3i6AKygYfXtCdr2zXWpZMVaO9Tr+6+z1d5qw84Znnu8XL3hGSgA8+yYGWU4+c+BT4kkJ8nBYcxTcs2d+oPlM+yt3RfiQDXLGtnMtVruzA7CgzFsFxdP3NEo29n6kpNt7WjEyXUHdi5pTpqDMt1u34DqlnXlumsRfTdu/37tZdYdGZzjGxf8Fo4K9u/HqOAcyyM4ueHAy2wxp5iDJX/e6TU7lWv9dcaLQsjJTQfO8Uo6JR1YYued755X3fNtrE4221Ln2kCdqPpE33LKiDKiilPFKa/gFbvGwerPxtw1XT9jXRjHyW0neUnykrpOXaeTguoQl7FdozG8fJvV23czk1S13PHGzEO9v4l9j9YqdlJ1QYj/P5eiK3xR1dLpmzFbsqtInf6fHxNLe6uIDpA7zl/yL9nQaejUUbCsQCecw/hYz8o6yjWy5plzjzOi/ja8Ga22Oj9ii6hB7zq9ezdxmjiw9DY32qLl0sulw3w6U8HjL1RUhzhYw7X7XwUj2qv1tmW3nMiJTWFQ085p5zRX8HL3j8cZWXfuxt14k+HJdkelHu7DCaFY2dfR6ei0UjAHdShMzeF5ArbbHj/6mGuOuFL47BBd398BmB/W7TLuGU4oPSFPyB5ODwdLiizru8GuXyxvKXz2nFVnNuvoryeurynXy/Vwbynpb9cDriSX45nz7oki6m+PMTFqe/hRbBE/F6NYodLT6el0UfD4FVtwvMu5ji8OZW9eZU18qHy/Xmuqo/VzK3QrBNeMgfRAei+nl9NZwdPsB/9q898i4yfY+urirpc4PdyaYK/YsmILJ4LG2rH2IGeQAwN0T2deBieSvlnkzSLDneEODMfNTxigKQojnZHOEAWP3/I3XDbh3Mo3Vo95FIVR2lPOU85QBaMbpL/Zv7luySAzfDQtWaRkEfjpy1Lw+OPdbe9jba1LU4XG0GvymsT6DBSQ207Z5TqKQCbX292RCtmNN/+BDnYsnRE1I2qiM9F5TsHLXjFOG03e1aOYh1QHIqjuTsn1HWYXcu+ZkiBgAVjNcBJH98bsjZnkTHLGKngFtZzlWjRf0+VYMdkIk7Cm5Ol7mjC3nOhr9rWPOEhNcFKANklqkjTFmeLgnLxiKm9EJRHtPkQYHxgXw0k8bZvYNnGqM9Vdi+JlvBXyPpXZVsenoytvrLyRkwT6qfhULHAWuKtAVOPmLzgliXN9dAdjLXj+330+x/Pyr+dOMofMrU7U3wW9Y9U2pzE2twVaeo33j2XZrVvZ6jFMpLMDswMwbV+hYO5VEsXi4tXOamelguGTKYYn1jnrHMgMn0LP2edsNDHXKBi+IMVg1XpnvbNWwfCpFO5M3nLeclCW4dMo3OptcDa4zVXDp9MbCTcS3nbedjYqGL4Q/XXArwPedd510mgaNXxhCmfHnzmfOR8reHy51/0tEVKEvvzyIeeQ85WC0cygsGM+6Zx0vlXw+BFD7fyOdty+PrrvRWmHDvD0AiVTUDGawBM4bNdvODccd7bk4UGWNbbv5qMY0sQU5iHrQOsRh3POnOSHrBGHOSlO+/VDENYYBVNQCYrhQZilpysYviStVLlS5QyaQeFhw/Cl6IULxWlxWljB7YyvL2FZG464xuwb55Nsa8hjTtdmXZtxUppirRd6gUUVTAllaMFgwWBpWpqiHI9vcn8+8wVcfFm6KGlR0j30HlpXwZRRzv1/Q4V6CoYvT9HgbEQb0foKhq9AMTjcmDamDRQMX5FevNiENqGQGLYSxUhOJs2kkBm+MsUISjPajN6vYPgqFMPPzWlzCpN7w99DMbLZgragKMvwVel5+7z9AH2AoizDV6PwstuStqQoy/DV3fJb0VYUZRm+BsWobGvamqIsw99LMRjahrahKMvwNSkcjralbSnKMnwtimH6drQdRVmGr03h/wCLj1GW4etQjAh3oB0oyjJ8XYoQzh1pR4qyDF/PPf8H6YMUZRm+PoUH2IfoQxRlGb4Bxch3J9qJoizDN6Qn7ZN2Z9qZoizDN6IY2O9Cu1CUZfjGLt+VdqUoy/D3uefTjXajKMvwTSjcbz5MH6Yoy/D3U3g57k67U5Rl+KZu+T1oD4qyDJ9J4Za3J+1JUZbhm1EMD/eivSjKMnxzikFmTMSgLMO3cO8vXDigLMM/QC/Zl2y4cEBZhm/pnj9cOKAsw7eiPyb8mDCADqCDFQzfmk4MTAzAHQNkqkXyLjzQaL97MQdaW9Fw0sczG9VJIurvE21Kqm1AKWxehZNX79ibj6r6vg29dm0QHUTh5CFP9PsY18lD45y7+nupazdVes5d+Nji6nmEZfJwOtytG83ZtaPoc46gI+hQBcO3p5gLQlyAYQqG70Dh0/gp+hRFWYbvSHfbu+2n6dMUZRn+QVpjRI0Ro+goukTB8A9RDKyMpqMpjuHxU+DVYbznpgQ1UyfaL6pf1Hg6nsKphJfraTPk4fpiKv9UVdf9LSedaW+ntwNvEs8reNlbr3Pr/TCHGdopBFdP847xO8ZPppPpTAXVrNwY1tF94G7g0MJeA7vtiv05/TuHhP93esL9T1TmOl2Q0DUtYYbt/fN/29PzmvCqlxcdr16gLi26tJhD59BXFCyrRoIddi5rLr6V/eCTQeL9uyqhptpWJ7Tl+Pu/ln4njnSjP0X/FL2QLqTzFDwReSXsO/ow3cK2sGV0GV2k4OUpol3rNnYb29q9L1fv5+mHTz+MYSvkNvezB+1cu3NtON+AwwrD96SrVsGdxkoFw/aiGCWFfwy47DD8IxTe4OHuAuuADN/bfXe30C0Uji4M34c+W+LZEu9SDcP3dZ/S7XQ7fU/B8P1oeVKewM3KVgXDP0oxsYjRFARiN3x/t06GAwk4qvD4SU/jznRuZefOAOhnaQBt3TpEQxSuGUwJj9GnnoLjhYMKhn2cVqiwz/mWfkvhmMHjW53olqFkT9D3Y96P+Y5+Rw8reLJuqqH/JH3bftuGkQeEeYIUrDrkZCCFJxV4VYA3BnOoQRQxIOBV4UcFww+mh9lh9gv9hcIbg+GH0FH2KPs8PU8hM/xQilVDv9Jf6VkFww+jTxd5ushv9Dd6ScHwqnIowAtcp9cpvDR4/B+lOBlBc6rkVIG7BQjzBClYxMfJSCrUn7v0LoWzhtziWnJV5dy8Cd8K8MlgjvI0de1+FTCIZfhRdGhwaFAw4coMP5oushfZ8K0gFQz/DOUj+chYFssSFQz/LL0ZvBnE0DFcDxg+i6Jxm87SGXwvWFYhO9ePAs88F+sQ9Tf9dDm1pe3GFtFzfI5WKVilIDw5FFYwpY6hy53lTgbLYIUUDD+Wzio7q2wJVoLBZZvhx1HYv5Vn5Rk8Ohj+edq/f1VWlVVWiPyBx9PU1BqsBoM8UjaBFpaFZS1WiyGH755NdAep4b0BQp9gEsU8bEPWkNVViCzvBQrPCY1ZY9ZEwZzfZDpxIhjoGXYK/fXXZqwZa6pg2KkUY5APsAcYZIafRl8r9VopeHBormD46RTx61spQMfwM+g3Rb4p0pa1dWWRZ/oi3bfvIfYQ66hgdGbS+VHzo7qwLgxeHgw/i0YpPMweZj0UDD+bYugZXFcFw79EZ8TOiO3NerNHFAz/Mj0TdyauH+vH+ioYfg4dw8dwBKcDDD+XYsLpSfYke1zB8K9Q9RGxsfRzoILhX6Un5UkJDxGQRV7zPIqVRlPZVDZJIVI6nxa3i9vT2XSGHKbMBbSQXcieyWayGQqGX0g3bnyZvcxgmWLYRfT6dbyhcxQMu5jWiqsVt4AtYK8qRB55CYXj1cVsMUOOSOlSeiz6WPQytowhhylzGZXxMh5LmCAz/HLa4N4G977ONAy/ghaNLRr7BnuDvaZg+JUUw/9r2Vq2WsHwq1TH7k32JoPEsK9RzLFuYBsYZJHn+jrds2cj28ggj5S9Qc86Zx18dpEjUrqa5uRsZVvZuwrmaOqjuOZ99j6DJFJjLW3gNHBgpI8ckdJ1FBZq2SybwZQ/UvomPXjwc/Y526VgjraeVrer23vYHgZZpM5bdNasfWwfgzxStoFmZu5n+xnkkbK36SOPHGQHGeSRsnfonDn4KkEeKdtIMd0MW3zkiJRuolecKw6s7PH2R0o3U7jx/YH9wGCLHyndQufYc+yz7CyDhb25/ndp/Zj6MefZeQaZr9J7j1avfoFdYBBFFraVYh3VRXaRIUekdJvbvviL/cWQw1fkdrfZlMNyGIQ+wfsU49uX2WUGYWR5H9BH7Uftf9m/DDkipTsoqpXrCshhLuxD+lmBzwrcZDddmeE/okvjlsbdYXfYLQXDf0xhMg8TfsgM/wmF2xaEmrnL7vr4nfTR2EdjYdoPmeE/pa/GvxoPk3zXlN9cZDbtm9g3MZbH8qCCUdhFh1UZViWOx3HY8hv+M5pQKaFSAa5h+M/pgdQDqUk8iccrGP4L2kq2kgV5QQ6Z4XdT2MXD5j9ZwfB7KGz04N0VPgEMv5fC7jNdAWUZ/ks6SQEepqBj+H0UcyvwHQCZ4b+iQRZkxXlxnqGQyzNOvqb3JN6TWIKX4BAahf30m+hvosvyshzOBQx/gL7ySgVegZdTMGyI9upVjVfjcCBg2IO0T1qftHv5vRyOAgx/iMKIFI4AIDP8N/TzmM9j4AgAjgIMf9j9CMGAHw4BDP8tPSVPyQf4AxwG+4b/jsKVViveisMw3/BH6O7A7kBr3ppDx/BHaa/oXtFteBveTsHwx+hFhba8LYeOZX3f352NsXSja1V/QtTftqOrq611F2wRja7jFDe/iwIM+025J+hPgZ8CXXlXDsN+w5+kJWQJCYN+GPYb/hT9LO6zODg6RFmG/552Yp1Yd96doyzDn6aXUy+n9uA9OHR8T/0P7neuD+/D4SHAJ/iRbne2O/14Pw6hT3CGIq7aAD6AQxj5uv9EV8aujB3MB3P4BDAn8DPFdMwQPoRDZvhf6FQ+lQ9XgMzwZ92WvGoOuzLf4c9RLC0cxUehrZzv8OcpQp3BVwBy+NR+pe+8g/YMXAmYo/xGB8QPiIdLAMgiC7tA+/SZxCdxuA0wOr9TvAJwAABZpM4fFMHcYNYPNwFG6yLFHCiM9GH27zuxP+nzMc/HvMJf4bDujyzuL7eunsfnceTwqf1N/4j6I2ohX8hh5G+Ok0Pjk+OTV/FVfIWCT+Ef+vLLa/gaDtv8yKNcoghlt46v48jhU7pM33hjPV/PIfLRVyhCZ77N3+YQRpZ2laLPC+t95PCp/Uv3y/0S1vubFHyC/+jkyVv5Vg4X5D76GsWNhPX+NgVzjdddr4yf8E84zFV8Cjdcv6Ew04fQJ7hJ4d3oM/4Zz1bwCW5RBAP8gn/BIfQJbrv+QGHZDwt/c+w77scOlv27FQx/120t71fYpxD5k1hsxIiD/CDHSm2jYzO41Edt/q2CxyefyOvEEcKwHu04P86PKvjOzmF/OX85p/gpDmHk0SiDlTGs62HFb47H2MjgyCCs0GG9bnjOjjvHnWv8God1ueEFe8R5xLnD7/CbCh6/+9/cyTtOJJsRmBG4y+9yBIczigGG8Txb2ALm5IaPYh86HzowI4cPeMMHGV6KGBEjYDbuu85ohtX98SJexCpEXmcMQ/ScJJEkkCNSGsumlppaKk2kiSIKnpSTOHa+2/luhUQhAUPy3HMoUIeTAgw/KDKnKJizi2ffVPumGkzRoWX4BJZTOKcwTM6LKuQdIJHVSqiVUFqUFuUVTPYkhrlTzOiXUDB8MmtYuGHhsqKsgI7hU1gxWUxWEBUEdAxfkPXtW1lUFhUVDJvqPipVRVVRRcHwaaxJE1izQ5LLqh8nnX366b3iXgFjd5O5EDuUcCihtqgtIPP47oEUGLRyUpgtsBfYdUVdgRx5Uk6KsNWrG4gGAguGTWEZ7LPAZ4HGorGALLKwogwxLBFiFjkipcXYYwowbW+q4EkTCqXYSzM5Kc4wI9RatBawf48QlmAHog9EtxftBTJECEsyfB1gnY4M5lRLMbRvu4guAlbthi/Netg97G6im4DM8GUYQkPBOh3W64Yvy06c6C16C9iuG7YcQ+e6n+gnIIs4pfIsjsbRAWKAQIYIYQUWZUfZMAV8TMGUWJFdJVfJIDFIQBahVIlhzdRQMVQMVjBKldmRIzBUH6Zg2CrqlEeJUQJm7Ia9h42T4+Sz4lkBWcQBqrLXXhsjxgiII0TVGKZQnxfPC2SIEFZnjz02UUwUEEeIarBV9ip7spgskCFCeC8rfaz0sU5SI2/RDH1wyaNnnVT2TsO5B6rRJY9yUpN9UOSDIghj2VvBXE0tVlaWlTDKhyG84Wuzn+RPbt5eCrk8LMA5qcO+4d/wPrKPq2d06rrOc/rKvrKfgu+NqscQ7RgklHIF2oyck/qsbZG2RfrL/vIxBVNcAwYXFQMUHlUwfEO2KWpTFPJCx/CNGPztPC4fd3Vy+fVS1TuN2ZUiV4o8IZ+QgxWMyn0MU1FPyicl1AzfhMF9z0A5UEInl1ev8/2sS0aXjEFykITQKDRlOQ1zGg6VQ+UQBcNnsunB6cFhcpiEzPDNWMXEionDpYbhm7N/Av8ERsgREjqGb8GionL/5wZz5OSB/FRLlmdyffwOJ63wXzwSyQMRBgngpDULN8vmpI2PcdInDIwmA6M5aZsvX7t8THsweebFrpVRh9xj7iqB6A8AJx3D8tnI96C/MHd8/KF8xXfKx3TOx3TJx3TNx3TLd6yH8+Xpno/pkY/pma+cXvnyPOJnyrzOSW8WYT3PSZ98Wn3zMf3yMY/6mMDthnOzmnDS3/21veUmrVvZeuNkgMl7s7z6/2P5zvzxfOU/kY95Mh8zMB8zKB8zON+xhvgYr3U0NPcxgQkazM1gcDYs92o6V0J0eYCT4S759Z5A8lfwdw9wMsIlZwxZ1rcSgp4BnIw0h2EF1WGfcjMtHrJsxz2IZA5w8rTJVKcpJ6Ny82DVLxb5Ypnv6NzSHx6DWEIAJ8+45L4hy9bfj8B6ACfP5uasWRWB/ABOsswhDmVx8hyrUOHuyJGDBuXax8LfgCBjmK3+jB49bBhvYyvB8ZjWP1nWosds1+lAcg13JVO1JlVh+C/IWIaAn2PGPP103nsEw9RmDwgyjm3aNGnS2LHmBRPkedYz2DM4efLzz/uyCzKeYRBr1aqFC3nm9SHL4sda1sHxtmuTfgsr9+dYt6vUfDa77LWy1wSZwH5zfnPefnvNGu/EFxS1PcveM1bL4oJMZBiefued1at5/+txsEc5955ldVx68HHkS16xMpi92Sre71ya2RNkEkOY+Y0b33wz1+RYkBfcgrZv37jRZ8C7rqktyGT2ufO589FH27aFXccU9qT9pH306MGDebbMUKlRSpCpbMeOkye//dZXUkKWKmkag2OYanY1u4KCd3tQ1nRWrBiGUWGmm/fwQTCDHYk6EoU1tBhvznuQIHqRzZqVZWfZMLHVsb1y/9huKshM1imhUwLMuMcrhOexrEZ51rKCzGJjvx77NXJhZlXlzH7c/jkqIuhxxB8Zdrz/e6vesEKu/R8zOP+fm/RGl5/5f5/ZmbAyqH6c2axnXM+4KfYUe4wCv2/lx5a1R9iwZ1758cqPBXmJ4Ts81Z7qxtXVGW4a8csM0Zim2xrcfdrmMAQqh8k4ZhrdW0NxI+Yy2PUuU4CXD33LCgjyCps48R37HXujgi7gVZZdLLvYJnuT/ZaCm3GC0p/Hxi4Zu+Rd+137fQXQUpD5bK291jUWhhGyGy39wbdU5gWs39J+S3fZu+yvFXS5C9m17te6f25/bsMQWXOL2EuJLyWi+wJDZM0tZi3SWqQdtA/a+xU0t4Rh7BD+F8Brbim7GnU16lv7W/sbBc0tYzOrzKxyxD5in1DQ3HJ2K3grCCNnrCvS3Ap2Pu182g/2D/YpBc2tdKdSYUX3vYLmVrFpcpr8yf7JRl7Nvca2bt+6/Wf7Zxt5Nfc6C+wK7PrF/sUNPaq5N9jaImuLnLXP2tDX3Gp2scrFKljnCH3NrWE1C9UshLVi0NfcWla4eeHmv9q/2siruXWsYVTDqAv2BRt5Nfcmu1L3Sl1YbSGv5tYzmkEzYOmPNbSae4sVyiiUgXVD0NfcBjarwKwCf9p/2tDX3NusR0qPlL/sv2zoa+4dNrzU8FIw74a+5jayFnVa1Mmxc2zoa24Tgx0eFutDX3Ob2dISS0tgROCWgmWtvdRcptonr0sLf0Xmyl5pXxYgbnpJBNR2Tai6uSxv49aGgy7L/2lPVQtDMuxUW31/p0myha1ahWV/cDnqzxPKco3DVaI2Qd5l/Rr0awA7FqL+8P4zouB5YvfbljWP2i8+bN+brhK1CfIecw0/FbDK0KtKEXJekK3ubFMSSSKwesz7wC9PEGQbmxWYFcAqSyxTyG0OCLKdwbUrVn1gNZ3h32cXC10sVIFUIDCwNvwH7IRzwoH1M3QMv0P1vLDeDxp5zQ9BPmSFYwvHwjIYpsom+0fsCrnimgbD0tjwHzNEDYFZL0yHfQV9whBYF4a99ykYhZ0M08YI3IxA0D6FTxnciqEzDOtPo5DNsPRlqAJmJg2/i0VViaoyjAwjnykY/jMGF3OjyCjXl6f/U3t8lK2+tfMyUvGBVd9X7x9BPmczZ8JUEgfxCvrlPZUvXhtQW6us9SUsZ4VbxX7ByseUj4GxKQ7t5d7EUGwN17ZyfYmqOuduNteZ64wj4whOhmeqNtnV0toQc1xgXECQPWzZMhhMwkjUK2h5Qor90Z+C7GUYB5pMJhPo57Wj8GB8yVB1TCFTCMId57WmINrHsPJ2FplFIHaPeGShZUXVsV0Tysu2arRMsOKOFDuwfoKirpYW5CsGR3hzyVwCM03zK37NnnlmHplHEL7XsPtZsxLNSiDaLOws81qUOPYB1sHuYC8ii7ByzacSYvsS9iXAsyyK8/hT7/tizApykOFthlHifAUvz4OfuZaX7gL7VXOsulO+ab++iyCH2PO1n6+9nCwnKxUs64uDKOrsXSfbujBMZDYrMSvhHUL0Px9GRaltZ1R9tbmleom2R0pNnRYg3zCsCkBoW8TRzev9zcsQ5DA7fnwT2UTWKuQOKl04m2KPnyrItwzruOGrBwaRPFOpjVppWZW19aJrOnD7vBX93c2AehC+Y6hLtpKt5B2F3EfmeTvsNzjCbibdTNpOthMYRHqZfu0De2t1cVa0ujhylMENLaLTvqdgfuNj7NAh2DpC22PbxabYF24KcpzBlwoiS3+kYFROsM2bYeII80nDnmSohzC3DPNJw59iWEt+gBwguxV8h7j5hCDfs2SS7EZzxfSPUTrN4EXmW/ItCSkY/gf2ffD7IGwUYR5p+B/Zhg3HyXECDcOeYXBlf4qcIrB49Ph5GSn2nt6q0viJ/Vv+3/Kwa7ymYLR+dqMHwHXBCQXD/8IwmIWYqyjRdyFflxXkLJtFZ9Hz5Dz5QYH3t5V0ydR41ypyXkZ80/imgpxjXzpfOr+SXwkiyP7Pec4zDOf9Tn4nCN6a113CW/IrQ8yqy+QyuaiQ12mC6Df2ufxc4jJQ01rWi81hYxTnelNrciIa4R9FZr9U1dVN5dfOB9V2JYTNfc3XbPL+Ud+yCxVTp5ELrLYC4rLeJrfzotyqp/p3htXFrnWd668+r/79g6HNB7s5jPmZn+wi+6TAJwVSnBQ3Vqnh/2QYZiroFHQQW9Twf7EKCRUS4FQJNnGG/5ttKbClAIKyFVYwfA5rmtI0BSHREHnU8P+wKjFVYko5pRwYwxn+EqsVqBUo45RxEF3U8JdZ6ZjSMYgSijas4a+wgqQgqeBUcKBj+KssvXB64YqOhuH/ZRaxSFWnqoOoo4b/jzUKNAogss09Coa/xrAg717nXgc6hr/OEFyzplPTgY7hb7AldZbUqeXUcvooGP4mg197hBVFWR6fUdd7BqzAFFWT3GLtA+0DWBeDcr08K2vZYZlus169GjmNnNoKpvg7rIvdxb7fud+BcZ/vyR+6QpC77JvYb2IRhxRlGyWLY7kpzORgjWd41b0jpUgzp5mDA3n8ttZhp0F4+4btG8Jorq2CZTV8C8vEIY56rYDILNb1Yq36xE1nxThqWxJzWm3/SzXt8L17WzotHURezXvS3x9qu2Z7OeMPb0LHLtoq3zhHYF8Qyj/9FMfFBeeNr7WLFYTxg8GDwfZOewenzzPVl3XLdM+iTyVqE4Tz9u0fdB50cERz0YLXKlarGAzcHlIwvOTN7GY2pre6KRg+wCWR5HFHw/BRHBMxA52BzqMKeTWaIEEOx0EwbkMkVaMQzfFEwqANSoaP4bWjakeNcEY4sKIzfCxHZwABT2FEZ/g4jgb8KGeUAx3DF3DLH+2MdmBcZ/h4fm/GvRkwjFuoYPgEPrbw2MKTnckOoqL6LiCRt6/cvvIsZ5bzooJlvXnBBBlGpOwhMSLzhcQp5acuvxpjkby9RbED1DYvdqXAX/8TkP9ZSE21YwMkyY1XgLN6WSFvRE+dW7LrQX2xs9h5RcE7t4db2rlBjK1s6/rObGvKo1MeFSSFPxh8MLjMWebAt75lzRqX9/W+PF71JnaflET9XTYmVm1LB2Ez56QON40U5PXsevbrzusOFrqanyiVbxabBezOEKbV9xOlccxsveO848CgzCikc/SCNzubHcgMX4gXjSka857znrNJwfCFORyVbHW2OlsUDF/EjQixzdnmoCyPT2nsX3ovSAZHOxFrMjDFYpSL8mVimXjfed/BAQ1fjLNYFvuB84EDHcMX5ySWxH7kfOTsUDB8CX6y0slKO52drjc/w5fkWLqNwHL7FHzf8hX1BCnFt9nbbPgrR4fF1x5uNl6Q0hwBdAQVbtjWvBuOX7QMxwhVEk2i0QqeHjwGpNhF7lMvc1k+IGZATEFakCKPOZlyvLqsLmGiB5nhy3OsLYfxWSEFj281P+wHrMArVOjilKKl0DPOzTN1bbcMpV+RV0+qnlSWlqWIvOr78lbiY6qMqVKOlqPlFcwBK/PjccfjqtKqtJqC4avwEQo1aA1aScH3DN3jzqHXorXovQpGoSr/MPnDZExoQmb4arx1axi21VEwbHV+ovCJwojEDoM433nW4NGB6ABs1WARlydwl+ULci9vaje1n6RPUgR4zbPXUQXW5Jh+hK0QQrzy/u/+Eji2vN4a2PK0i/19zO9jBKnFO9udbRjmoIC8YWo0f2rz++37bYRZhS2OOc06fE/Mnphn6bMUtjiGr8sHpg5MzaJZFLY4hq/H0cJ7jj5HYYtj+Po8EBOIGUPHUMgM34BjZuwF+gKFVY7hG/KyZafQKXSCgmEb8XFp49Km0WkUMsM35gvTF6bD5ma6guHv493sbvZL9CX6ooLhm/ANZAOZS+dSNDkNfz+vlFwpGQYz0DF8Uw6/HvPpfAodw2fyeenz0hfTxRT2MIZvxtvb7e3VdDWFZYvvTTv8viDN+TaxTayj6yiC0PqaAkPaC9KCoy5E6FVo+zRj09Tdf8CtdhBzFfFgzfFacqykQmMB7VvDt+J97D42bFNg62L41nxUYFQAgVWxvsf38LXh8H2FyKSIgOoTtOWjRsHmBAFEI5/JdhxeyGBdAnuVSGl7jgXsMBZBuE9zDh34aHu0DeMPhOn0eIzKdORDo4ZGXaAXKKxGjMKD/GClg5X+oH/QHAXDP8QxCIm4nZcVfAV14nA+do1eo1cVfILOHH6cYOEBw5A8gbvaRJAu/PHHYc2BP+YoXXmU+oN1lq4VSIRON/5qwqsJcSyOIQan0XqYr09cnxjP4hlkhu/Of3F+cWADkqBg+B78889hq4HInIbtyRFFsqgCLEQij92LDx+O6JtlFYzOIxyRWCuxSgz2HHn1uSC9OVxyIXYMImXmVdgo7m5rVVwf/t13MJlAXExTXF+OHiNMI6AZeQr9OFabIMwlwmBGSh/lsIbCasYOCpHS/lzYwoaBA3KYIw7giHjfk/VkMJiI1HqMP/MMYhQgLKbReZyvX9+H9WGQG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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>
|