817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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</script><script 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</script><script 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UduM1ka9tm0nWw87YjdkoEHJ20PJE0a9NkSGp6uVThka2P98CN5UJc6lYdtzTbSQooTFhwarKT2dJl3xhO5rD0Vc11W6RpFWyhnO8qnTmla+sBMTvrj5MBYCh+nczXTbY9M/lOpnO7PUv1yK2WnBu2WUdTHep+bPsIjMtWGg3L5E26oSxOrJ4pWvpYa9Ed2P5kuDpp98V7bSS569v2RNdEwUtyTRk530pzY806hyIktPjvtPp315UZOvCt1pkq/nyvN3cMx++lDR7R489DDnSTblfMzXpk0Zu2W0+hMFFceJXvjidssdfvZUi5ZFliFH+qiC/dvI7RKVQ6VBVtCHe3ktNRy6JoIwcxxS+gZk7vo/7TfXLQGk6nbfGZUWs1esZ6u1Lu5fueDyewhV3vWFZ/2x9ORlu+KnQlCpkclp1no/q/fv3ATNu59/RasesPF9wlQHonL6KsfPtvtAVBgsBy+Wha/dBMNlgw2XzLBjwtX1Im18//NnaszaWMrb8BBDhWUYQp2WFRsU+q9jpyXGfwbYy6F9tcWVLzegpcqznEwdfPhs7E3PLBBx6068FINhDnzcpWDPpcUh9gq1caQnEEfsOff9g0NA6PitRI48RDxXifOGwrGva/fgqlD7RJ4kQbCb83UWeWoXpL+oqlzBn3Uzzd1APA9TE18e61zzveJjXF7aXQLzEfjPixrwLZnfGjzXRVc8kcjUeqC5v0Gp87KFPbCDfdLps6ZtKHnTJ2oP3VgcwAued2u+hRTE8rb9z7bbsCXePDw2dGN9B/WwG6Nvrr1jt75fZw6GX/qxNFfOHN0xreyv27mny64wH/3Ou7SJdANn9SXvr8wbHv/9RerLspx3nf4y4fNNnz2trwoR2zVbxtgnUl7sFWo/3AQLGweBBB+ccDhtzvEL4z1tny+CL/2QG7TbEu3yjoLHmVMTSsL2sxx77OlYq5e4g6VrmXbtqDorGmLTZOXRwND78t2tqXzhj0TBdESTZuTc5ZtiIprCq5jggehe86D4ciVDUMXkXYnzTS3oDQEW/lkbnDOfOIeLiROdzletOtCXdNNm9dZ2eLn/bkw0Gcaz3OCbT7MVtxlsrcYyiPLTiqK4loSb8nC3DU0rrEJdS7t2pxiWQ7Luo7d5CyFF7j2T77s2D8VOJaTwV2SqbGyIyiC4wxRG9o8P1rYmtX+zG0ZpZylPXZFd8z1Za4hiDaf/vKXrl4TZEmxTcURyh8vDW6QW7WypLHS0IJmLiVTPMTtFHNNrW4EDS0KWk8rLvWi3mo87HSnbT7Fygt2Kqdn89u3b8sj+JjZWfa8x4E/mDiTSeoT7C5j2PzQP3sAYWMVCTNlb6EqCR9H6wRe7Ks3bmjc/7D+WN6+Pee4H2gn3W6x4pklk3grsgriEQ1LoQS+9ugE9l680woMQQiGJdu3fn7rjR9Imzl3fjnhP35JPObaGSYBRx4z+Jz1PsAXT8SJMBKv4oh/gwUsFQlHKM+8JER71xiBTQacMkcp4Ix0BEy+QtEQxWSIKF7ey8QwyBTY/ETiTDVejTFMNbgTEUDareItY4bA1n4QE4Y95zhBx9VMHBtSnCCBCWWJgVJIIdmOjKL6MpnjX1JRvawvsYhDkVGawg4hIvQxnulkFJpFoe9oTCUSKmqFSuBLRtEjEcMCDtLg4Jg4TRNqBvqARknBrCqaOcFF02BH4F3ZhIqiaAoOltPUSjim4DANzcCRkyiF0Qqu34uGoiRsttNkmISL2Gh6NxolQvQ+OFsA+4PoDpzo+EdEDpWBQcbXQFfBAJQAowbULLB+yMBJ/QhFo/7BZguhELVGDjjnDY4zKHBPAXhEhcgVclQTeEJh5IiqalWFk+FVOEDhBRUfskGSOxptNeMBSSKUyjBEFLAoDmcLjqt4Oz4Gl+5SSA1A9RyB5xfA5UwGTucmmE28HOOib0JnqUw0HFWIP8b9HCZeidLvEHtuNIb6NbNDR+nwalzCxwTF0HAr3z6NUu6Q4BAGkCIcPcJ7FOFIOIYvBqexvY+aiKExxtb1gBxxbJ5BRsNge0PsV6tgaxBFeJSJqWvkiIbiXld7V4zRYTqEgFg7GkVAIBCYOBjaepcGg2FjJBQJV4kwRUbAjpzYo2kSZQkhFV2FC8EQ8u1GUBTCZZJGg4D+i5t46Q0ERkvKQnWTKj5cwxCZtzMMfVxViL9Fb5aZatV3FeGNS5VgicyRelxFKY895FDxMZQ9fJ06Qg44OY2RI4pwlo5QAXJEYeLtUOgdg8+vgx+V5yIHHLLxkKOauQA5UDUXIIeauRg5SPUEKem+iYC/979y5nPdv+0mMMw4d9eHJyWvNteDWG8f/GC1+e1vbBOre22CQ1RrgwfPTCK4u8lXO1bHpAMfQ8FtOsTKxCK4XmbznPQGEEE1fkyw875lOnGwvpPmOU5Tfm8DmowM/nHib2vhT5LY2uUCJyt75TM5J/7pLHAwfW53FG+B7UE5e+u1kJ3LHDN7VXm7qf7uJ+Qng+OA8MCsE66BIlbv984fo7o87EHawA/uZjaqkU3Vkh+IyUKjXM8+Mj90srNpO+vUGzPrPxqKvjic64tevtztamkli+S5dt3oWqWZ0530zS4rZx8MFsP2x8bI5QucWB7JuSetqTHoL/q98UB5Nhx2+61uizWWg3ln1BP0TnHElssjrjfvc/VcIVeopJsFt5YUxFLj/tJOtho1cTnpLpX+uD+eO81ssb4odblm/q4+nAqfYpg6Y7EBQBUtVkp3h8P2Yau1bHc7G0A85oYt6+nYGMwHEgK635eNaWN8OJR65dYYAfah3V30Pxz0rcl4jhqRywvN1CA/nHLNQu7wLe6/LP6Grq+8qnEZRGphnI7wj9Pr4OIJySpMzxrPurPp4/foSu1ud+Wj7EQ9aSFy9to737z9Gn+bHQQ/+B9qxxtu9c750Su+XXz7yd9QxVVZuoeX4XNraolY9dJXcITpslcn+MRIdPfiAtErhMXnc51eIW5/Z+NSrlWIXegZzQ/q5a8yI3NPk0olqV53i0hvmBrCwmKHmjLvLvjXwH3eN268cce5yuklCzzv3X7lNfR4423RGVil+Y/p8qqH7G3XOfE19P794di4F+bSC9JFvHSnL5kOnDzFEt5t6uBy6jn1+ukS3inqy+oFXtXy2NLBhuOK1VVyvq3W5St+20F9yXSZxaSlHacejOWn2Qfm3X6qPJAsmROXbGGyYHPl8f1x2fnQvNs+mv6M3kBMgD1B+FcNRyKZ7Wfy5MzzEXwh8f/KZvr1M3mMje1aVzwmeHBwtplnTR/Ugd6dj6tKpdmWl+xh7anMGVevFiXt1au/4H6gn6xnGYWFKPCHBnoHbLmgR+Y0QfRhPZmKqHvw2LoSAr66v9159JPOvJP8OH/rG1ffvqq9/uad2543xzflL127evsaOJ185e1rr1z9Bvpxm7169fW3X029dc1P+77v+vGn33zj6tVb4B30zatffhOh8tXXr7JfwYlr3PDW382cnxxu0QWQoqLwQe3CB7AQJNShX8nvED6I3nGTnCwUuWSqtTUwCaSC/EWC2CORIHX4nVPYmchklpXXXhHhL1f/gbtVFR35Z5E9kiIPEQlCKkn+n9+5dfv1rziv/Ev/u3tzcqZ4JLah8uHUL9LbWpgSgnGS2Hvlf/7bLTqIRLTjzCn6PG39A5LjGLXdGm0TwMATKPX0Z9RGRiS9gj83OLBPfRfcC1AZ1dw3Xyu/VhxON8ljQGozzJ077/5L9Pf0vb3y2bdIOzFfMerfujN5j07V7o69l9zRc3TLc2+QjKmq4AoIyfPVBNIL4YQFEY+jiBiSWuOncNwglojFmBM4cxaORJBGBwrTLlIAoxEk55M75D5zCts2cKluCOmWVfV56u25N+oR4ihHKsMkMokqanEmnkigMYirAEJVjSNBOJFA7xIAQoQM70TpCHZSBqOL5G+kh+6FQgxSZtCLfYIOofacML95EJC4nlETuIgIHaZCodu3yXdDUgz1V4xoxY+ZXTLGHFUz0TEsNYyRsF9FOl8VqVVVAOLbcCQZsbyLBwL3N1LWacobiBAZDARJkmF/IE6qp9UjcKOFiqCpcDQS+dGPdu0InwBgiUX8pLpPJphjtUrNiGqMWCJgqkdIL0dtRwBUq38Btv/V+HHmwl4g9lBjkWIfJb1eQDPO7wXsMNHrheOT6yu1IZD6D2Lfjl3/tu+B1PepdP3bsZVa85LhjI+mjRDc90dc6BTyNxHUU8/fAYR9T0rdh2ca9q3QO/AIit8u4cM92drNWrGM6qn3qJ5uvj6vA+3jTdvq+rV6yhxnBtNufzY6rPU7LfZJ/lGt+HDANp/0k8+M8eQhn36cznUaw4l76LKj6WDSm3a77XkRibblw9lo0s+Vc7mHfb45r/WddLJXufdofG/aSB+WCj39I738qNVqFp7VHw/0J7PmMtfM3kunnhnt+eReuVJOso3yk8Vi0Lr5X2/+p0Pr1T93TtauDvbwfKyeIt2XVBEtAk8VCL/BQBLFo5lMUFSGQYo6UuJ3aMQ1LonfU5k5w5wcZTbKQRyGpjPHoypzeprZSL8fJejv+m5BVhjo29JfplICZzqtVk+P8Bggqg+UHCn4nfmk0ZuNF207fX8+GZVr475YqhdLlfJ97of9o40lUPAL/N19Wt774dbKqBdNzXfaP6Oal/g7psFHy/odwpnq6T9kqoOjn1FrD7xtREGQII+41yl8nCDSTjDgXAYvGmDcyTBHaG6POj3TOvjFpj/WNnoDXlYAUVWkSOJZU0WEsT9uMT/snIeXlPYGPyOTzbs9z2lQO76B7Rj1QthrBhYFaXDjR4YyGSK8s7HShx37IbbOEN7KJRq6E0QAkYwQP94sToXPCLjn8IoDb7E0HULNC+8BpsfAfQwBWLD6HcITIJo5gXN/0Vhmo4ijC4pDVBSKC30nOO9xZePsx5WVy7VgXeNlKYq3Durvh2/+9hrLHHvSX3ValjinPJgejrTu5m+xbFrpGV9wi9n5fFK49abwL67+9ejxJrtve6V93vXTc/mg4ygqdIRQhcAH4UP0akGABie2IRjMKBw7hbPk3hk/fEJPRU2Mg3eNaJhEHBGxGzgrT5FhMgTGUIivRcELaZygEjHEaavxBGJnTOYIjrCGImTIOzwbx4c590nEx6JhxGjDiHXGPJcVcFwUqRSee084IItYsOet4PQfoROiZOiYwNYOsCa57gSqijohQlcRRnvHsKOe2ygqTOAzwHDojkKdQEYp6AQadwKCNBL1OwHNhMip5+U2k8GdkEGkBA770Uhox25rGCTZJrxOoMnwPh3eoc90AoPbnIF1UBJ1wgmxMmr4/e4EH29pElbuETreehuQkQObJ5WJMzGXkEharTqIfewj3Ho9Frr6pTDxOjRMQPAj6oREF1WlEdkgwxSBBDw6vLueDgjRacxQ0Rwh9zKwp4KoF3ZqF0Etx+yc2H3hdKDD5BGeDhGksoELcobZmA6oZf50QGUQcN4ZdwJK/BLT4USNISEQD1mUBj8oaCS+8jaMg9cJiDMkbMImd5iMAi7B6XA06ARoGIc6YT+Msu5UVTihuQOexXdQJ+ytMYH0OyEDHln3qxnPVToZ3cHnYmGEM7gTXoAJqCUnGBNoEo98FVa+V5iAWr/CBDgb72MCFX0ZTDhmUCdc8Y/rrS4495eoV65BAwq/cbxufcm2t9bsnyRbLY37Z9KI9aG8wDPdlWC5enXBdFCIf1RtW0QlNlfNfY+dVw5iZwTcdeHBwcINSIKs/rHB4MZ7vzhvlfy3QPT9zQd/iYXeWGLaCeTtI19MDqQ+ei1OY0M8Br/C6A4+4OA1vU/i8zunG8kgnBI7m9a1L9ia2KHXqXa8bPvboBCb7jzX+TbivDV4+qLK1goCrOHBUoZxdyGUpHLy44XFlefKsleqf+jO22PNWbZmnVlPz6bS9mLW6wvFclbix/K4m7Jy5Z7OzzuOXU7b9dq8LxzOZvJhJWsX641SrpHL9bxiK3UrVXrAulzbLaXrheHEKpYPP2bruebUbTYbuSRvDl0opNxUprj+fDpZAwgeCvVc9tBw08lKMt2sVOr9hZ5Mp3L1rphftHqjIdeZtmajYZcrVEZKo1yp9Rdccsb1uF5/JhfyQr1xWMkhkFOVfH+pPJv3B8tBn10WGzlpyeeM0dR8opXLSncybPeGzPRn9OGW7BS/fIg8jogEzTjig3vRaISiqypSwwkK0SxwxwMM6pRRgYOpmaMMOKskwWUlMEIGdvbAbpN4Hkv2alfBpUUVNn6r+D4ECqnOVRUp4lVcf3SX3IfdT5LcpZCuDxuHZBT710JUtYqNZl/cDAokL3D2R+F7FNQqNIOiaLA3Rcr+MXOKmsEwzDHoToipwbY5bgYDzdiH3NFINGKoiFzTiopKtJmv4AYjYI6PEOPKHIGzaSZzqmYSSGQHR914NQifckfMLrJPggPvMBXdQU1EBJ+CduBmUNAM6AS8602x0HgM2I6GclQJHsGyh7jQLrWHBUgED3ioRzAy55uBQL+sGXvfDUhqQFjxkW3/EDcR26C8W4sMgX5IbBLfgB949HzlofTXQXLB+Ca4BXKXxjtrJ94oE3v+XY0qeIzY3Vgn2NsFbwnVDbecmxt9ELnn756BonJUrbPlYa/9xK08GbYm9mGpYRjlUqWZ7HGPZmO3mMqVD1OFR8LIqSQ/zT9o6sUHg950YNRSxXwNUk96nW5v3FnOl4vppDVdttncrNWfzUU33W3PJ3y6kNvXG+n/e1OL+T0I6uXnY84kwyG0nfr5myTM6tf+duzmxleM2LRY3wih9fvgYZ0ifgbq2EudfQ8A8hz2ERi1UDngDCUI1NpCG2+phEOxY+znAwwyXqKK341AnRuNy5JBiJ1J/fyhWG3UbyFPaNtgPkRsWsqvQ2ApT63fbaQ4uxEbeqlNPB8gMDHCHv8yhIfn60ND6hoNwQMQJA3tYv2OfuFx5d+doP7aSUVs+3jYpaRid7Pm3yypIOG6isyG6B3fLPVz0kvAyotmQ/C48W6d4my7T55btx8ungsbYG82Gt/+sf9rJxXkdsMuIxXP7ZxfL6mApXmSoI/WetCWCP756CVDfJ7ZcLbdL8PTmCDv9lxYg61uNDoO6Y6/IBUvQSp2GDAS/w+r00Sf4VzU9u0rG7Gr81Fn8gePG+82XRFtp36pM1kB0NfXC1fElm+u7dWrlQekly5424vXC7JuHcjaiD3z+Dk655y7sINfqnvWZcUCl1N+5/irZ1hxeylq9EX4PQsvb4X6RfhdD9727Q4YFn5r6hQqliLzNd3oG5LL6ZalG6m5ZErg8Cb/U/nG+39lStxPOJl/1XnVvsm7t2pyXdYcRTDGet2SZd7lBcfSk7JcEWuDes1IsQsjtbA4TnF0xdJZu9R2Tdnm5LzmWHaZl+RmJ8mKc5PlLMsos2NFuTsxK5qgKJZk1kYNQ7RsXrFNWbINRZfnbkMzpFumJlhuTTQFk7PqYrkvz40HbGHaMoUZ+7QwWZh2XjeKPCsJrtmrsHPDVlLOoTPsTpR8abn4luvahiMKTpodsRJvCq8Zr73F3jYdW7avXb159f2v3hRu/xe/N3K5pWLIJdlWRF5QjIFYQKlEVxl90+CuftWVpVuypmt3zLeVO5bwc7NvcoZra3J+IJi6bpkWaktH05u5miKxvGtIktj7zJ3TYAVzwosNu11sLHj0klPswS/TPYWcZHQMVrQtl3/CixXZ7WtTza0n+9BD05mVTi7F5ZD7H6+9c/WV11+/fefWG1+/evNH126xrHTnqzdeee3qq1evXZXffueVG9xXbly9+vorN15//RqKuoYvAfcu1L599Y3VNdwQ/8q1a1d//sbrN9+8eu3aDf6Nr73y9pu3br/Fijedr1299j6kR+Htm1/+5u23tbfQz6/dvnrtDVTa696F3ucL9W76hsefyzeKhxb79PzF2zj8qfelpnp/Pbn9t115/qPuW3/7XsH78tP41yI17i5G3eL9FvpOfvSZf/h3pMMV28mdaPSHwYXe4SrYAOz9/+y9+a8b15koWCShTC28l6QMD7TkpSkJjbHsdIeS4YFldb/+FyI0BogTL8HML50ZL/0wPw3eD1OSEA+La8lCAu4s20jA9d6Sgw7IIi/JpDEPXK7tmzx0DxfZYjroARdLpmN4wEWy5nynTpGse6nrK1tO3P10pMuqc+os3/nOOd/ZvoWmjF0wVcHBS/WQamoFX+Sw+Ylvm/BhUhW+UpXFnWUvL410Xrmii8zrvJKo/yp1dV55tDItXC1jy21wiwMXw57n8BoaTENKSUFXNZp5ZdnL0qcfdEf5g3Albfvdm0IQRfuW7Xj5jWcUX+3ik8fCjxxJH/6d+9o3nai7XFF+I9h+FxX+61fTqzQYLh612f7Fdu3j46m3hoFvPv3WtXMXrz1uKx1pXDyCqpQ8rQJxotXq1qnzLwuVQuO57/0dMYxkpM2scf0b6G+NNlk4xmR+9uJzmB2LXqOYhCW3URJyx44fKQtBBR7OaufnTGluuKq222bdH8lJ2kOv9YJsbPS7IR6Hm8CMC5htGUl4D2VQIxnVRCuUZ6za2slEccdcrck8kgE0tuM309Ku16rGBMXnKhig2d5KbkW/9oiz4p28aYdiv2LEqXfFKxHnWEKcHYrbeYg4rcj7Q5yEuTgJBHtLA63cKPOTv5NUo0HgHAeGU1b7uAqYBqsVNxTZ5H0thyoocsciNWDUbvVQhbg0OT9aiThgOlqTHizi8LK3q3q+lj0OTDGoiGMq9+hxFko8tMTiQ604cFH5PK1LGqbvoZbnHmcR8xMNvcabubLqC6ti7wkknEJzduRFhhfuCyCiDXuhuGce6cL8iOaCpiuIaMOmyOkN/k/UwB/QYOJDt9dJf/wiMY2r/PHL/TzH3YfC4jVKdm4o+YLSSAXiiXQ54KoHJ66YM19IDkPpfCG0EW3kMq1Ov96YRfzp2iA9y7unaKP2TjLdGU+UdM4tFALOdFoZ5IeJRrQgBGHHmFOUVKBQCM6EW0o/vBlIldxhb2QQ3BymU+5qLeCKCeNwIV3IuGrOWLjgDgUz6XQwgfalNUGZupOJSHCzJ6C9rLKRDxXStY3oLODzNEJb70xCH3TGjdn2JBfyZEpKvJDITHPtewE0bCfzeoiG4XE/FczUlYlLhaqcjE2UUkpx3kqUIz5Pshd0ftAKZ7KJ+KQ+zKQiNW9dUIq+bXc/Ww3isNCkt1kvRmKj4S/phXVYUBZhhCMsDjNGYmFsGtQW7KgfsIlC0EkAtkjB1C+2U7TyQ4UCGkqbl7OigJdExi3GWZZToNlCBEvBxHKBeiKr2kfYjztG7SKqtmUsPwCFgnooKd/aLG/5S1vR8J12L5Nq1ZOBiKtfrwZstm/arnknr9FltAn4lCvX2tWfc9El87gSmNVY48BmDMs5qB07VAVlbgLuVAS1mUGBqBIi1cWBYC2XmB3QQaoe/QCjrSQM+oNAolwulZV0eJZLv5EexgK25LFkNvBSaLSwRYpwBcgCMx9gT3WE0QM6MAAYDlWTxazzYAWEAnk5LNHD4M+gBwQ2wOrnrkRJXcJzqqlB2HVJIi+0aIEZPsoZuB6KFgauobPV9larOWWaSr77ire72Gyt7+VIQ9svk5FF/2FuZkxg24S1iqKdlyVZFkGbjQP9s1dQRJPRxJhAawptYGjOxNBGI4fCDEYafWJZ4PM1GsHOnBE72sigHxSJYaEAE8PRKHuzSGzSQVvsdqwRWMU4GnPPAXMXytQqAqs4+i9LGBgEWgXM/6EMgaWNBSkDDoAC3auMAXjLUIkM1jzDMvgDciiUxpkDPx3wI3McowKjznSWrxMwnMV4OuQKB/PBS2b5aiKVDgkWrZmYq4nHLQdrJjSgF83ErKEGoZj7aKadip2Tfgviuu58KpwIpi+ZpYJLEJwJs4YZVkm4zAfDDEMtYYZbQxlQ3H1gZmfHzolN6tnldRZZIS3xVi/sP9+P2OB9OmIHZaUV4D+do1U2YlXeMDba6CoWwiCssjYvX9riXibr01sWuvn31kvjEFSVbmiv8M4tknDcPOe8Pyu8Vnzm/5xOMpGNYmr7te1+bKvsz26UNkqen8a/48+U/J6i77NWtTVrzFqtwXA2G7Sqg1mr1i+Wy35vZCvij2yhN483U0K/mVjWl0H/PJ5ItrxBXuJRT9Gf2fBFsrGSvxjLxiLRbKm8GduIZUu+km/qm/V9G7eHyVQv5brZ+SldXD4zQr1PxqbTUb80YxShCYLh1sDmFl+xYwYolhPlHQoMq9JmI2Xm5S5Y3DPzILNQAUlEhl1jwRSVGoWzPKsZtdFEWvdOeyyac0aUZrUANYKc2yhvZYatVm6jJZS2isWS++Ibvzly5NiH/V8y5TnIwQoq0y5V7DKemEWcN6iN6lSd0fcnr3Gx8nZDFclLyih3YINlEUHBv5WlkB3ceVXAJPgRRxPFH7xVSP9j+vfx/Kv9JXPUHBxevmDhUpbaTxn/gn9alqWRJFd20B8/kvG/LqktL3UluT/uO1v9yWvsIk0ezlK7n4ryHf7V4EgnBrrL2Zfe0b6ONSA6AbInoFMM0Yt1FuSOOVrCJo3Frsg7JKtVRjM5I6/SD6w7maBEBwhbgxIneUcSJXEHhJplHvADeq5AvN1kMbBrBpA1XDESdgHHmDggbyAJswZEbs2EgEP0TQIbapS4I0uOkVXasYKEI0KN3JV4HquW3UFgo7nfgqpkoRneCuqepJEVkXIscCQj2s5D7C5KxOPFHKr/OkObWIOBW+cQcAgtUBxDQ+lmBLaZGaEq7YD4K6oAjQg3Ao7Blis/F7gdx85Cy9NCPnZBTOcS2vPPC7pKLamS0lijHyxtlPBPd8lDqbRoXVIPKaQKRU4rJHJoIekZsYj1ERaEl8xpXzxezG5lY9VaPpQpR/0bw9qkGqq5/fmt2EYkiMhIxuPbzHrT3kjEn/FD7EhxK3t3HKwJkchMqE07/c6wr/SU7DsDd0fZKjsTKaH4Umpnz9hh3ObaT2mQPUj9T+QDiFOuMWgZzTCjR9EsgpaBhdhEfqUw2jvy8pbxa4xv9yiSpSn/6rIwNYlOB9bGgbt4KcxEW+3c3Whxu9lmop22u6dGdJbKawy7zln2apMEBH0Dftqzl0/Yku2XTtha+EeqUtRNaUBR78zSjcxmEd//3O4Vt+v+d3e9dG52bmp6fhDO4VjGhIYuHEZhO51LtnLJk7cu8SHRRsy5g5nXDHYrtgWosRgxS1vcr4E+eZ37auBRT73wJGuicREGWsLcsHq3fBjNS8AzxzImDb8GIBxGSpbB8LzJCPs4I6KdaJVlFBeQo0JA7QQpF+wcm+yg6A9sh2IxO1V3H41yUNVTgEomgzqsjJQJlQY6zbEaPMyTCSeWJHODDAeMBoe0OA1AOwZsotFgMJnAUCr6zkhWCtvDRo81GppbEisSyJly6zTarkm4W5hAl6QdTM4bUAXQspCD6hntlAFWngg17NIJo4Tro6GLR92MB42X+HiasSLSq2JY2oVzVZWmevRoMmkEH1T6MRLOB0IkUL9jQoSfY8FG+G7bChwIjGr4x5BY5/yTsO5CVUBTh5Gxowro+w6a0VBcXsIMbvBXkckxqAPnhpBAY8uy+CNewxnhkBhA4zDmabIStIIFXmk+IWpnqYDgyjwQDyowmLpGsXa7bryxS5Ppf0vjjcEnIRyeMEwrx9vyuTfojoGF4ny8gXFRDsab6Fgebyza/MgLyGlsx1Ubb+izgeFlsJaNxxuKr443tCihYbzxdtBzRsbbGlppcyBeC6r5deMNk3AGjzew/TBf4ZtoVnSsGG9oTAL069ABGBGtbkFdA2OBMxNEkg0S3HbTZLyZ0awBst9w1IDGm8yL8ueONyucZOwA0Acdb/TyeMMIU8ebrB9vuxeNLHvv8YYAARupMN5YkMs26VI6KLCMy8t2KAX+RtLyeDMa0BC1WnlqabyZgC8axsbD8fbl3MPx9nC8HXS8QTUX60n4XvnS68kRrjusdtaXGT5lUUMZmDiH7RfN21FvcVBGxsDiG00EJY3hBZvSdggymIxGi7YeYlnIgcHHKdryZ945DEboThaWtcC6BgzEGxmr1SqBFjHZgUo0SvAV6yHXOuwO7shaz+Nw++2gbSEou0C14yh6bbH35WGlw5N1TtdK2ojhAdUcp2prWFpPEmSBHXQa7TIN+stevGxE68m5XmlYcNEmsp5EjQvjjZPn68k1ScvNvgAf7XTucz3Jqjow9ltPiouebTCaeFUe4oGtJ/FZ5p9kPQl2x9dxG+FzZ8A7Y2Hm4iRG6l7rSaNpv/UkXNFASagTLFlMMx5sPYkqC+PtS85vqgSyA8abvotpKHOAJQFVmF6WrSJFcwbUQ2C8ob6ujjcJOhyMN9poXNPoszreVC01GjmebzZMNIjsr9NokCM6C6creLyJUhdoMKgt59FunMaW4rUO28UW15d6HqLDXZFieUKmqXWjfryhrq3S3fl4Q/NFF3U3hrHsmt/IeIP2J+Nt2Wga6nZ4fpuPN5gAWBOZ3xbjTZvfcNPg+Y1fgA/9+P7mNzLe9pvfxIVAkIlmJET29oy3LzG/SaIofe54+0rmNxhva7iNSG8HDaXcvccbT5H5zWjab34b8eqQQt1mabyZDPeY30Zzvg3Vrjs1N99OMtbuPaxzA+oUtVAyo1lf1yRxiM3zQ2qCCzqt8MSeOkXNrdZfWDrwo1RNjar6M8o6t0uvXrCogj0XFnrSNP3tS4CSXOZXJdSFef5Woq8G5zXXXU9uiQk3Cv4lckxEhQ+xCT+HWtVxg+ORC1LVBDypAbXQJ39hXllV846q316PjCUDWpR22UppKu2puU17Uum55Sod+OSYVNWQf0grg2iiJEr7qSX8XaDmKFyutR6hS828MEq/jHC1ddTmWCjhv0CQdYHYybIuTnKJ4SzrUosvoeIQ6Tl6LBM8HyKqjXbxHS1quuiPWgDpxnMjABc0zZyHSBtpCdV6Lfo56TbUnP1JszZg3dWVKaLFgyBYU4OkVYCYM1D7wBx2DOSIeugeuofuj+Uce0Kk+1Xzod3/EDc3+y6j7dI+ybrUnssgvZvvzBYawNYgNntP+DgLgYBazlciT7iT2pVU0vkWejVHkj5gH8fyuChujcbCaCQJN1+PQwDZAx/IDGd3V/b7QSHvI56t7bt3ljNACGK7lF6O8vMqKe/y76LQcy1u3HJr6zKdh0PREnVATQy7naTzVXZ/5tXHbkPHu7S1UZpiCsuq2Lvjakn2kSqo7JNuleMjQupWOuxJblZrwWkz7csHpp5bCWVzK+R3BWuBcNWltHNhQSjE/OmNmwXXsVxo6Mp9kA7UU26vR3D630uU886/Ska3IHEu5q0prZnQPu3ytx9/pzM9VrjkPZdIFI4m3wgWM0LHlf/9tfM/y7e8lwfxSLhWbzdbvY1BygeGFi4p6dT599OJcG3jUrXQmoXfSftq7X6n4I74S0phkkxdz4+Ph8PXlcuJp33ToScvbJR6Yb/riY03U7leOH69LdzqJ2MfJgbeYelvkjNXeRIvxkpPvNcu5ZvprXiuHC07p+FJMRh6Iuf2T92ziHMcCA/fr9aFt4K1dCx/2+lWfB7PeOJ95OYwfvPxZiDrTfvHR1MXlRM/cffqk5b3nVSndqyeHHt/kPQKzosfuL2Freqw1Wv8Yzs0qObjieib40T2be9WKRl1plzOv8nfbTTzqXeKvskyMjrNRjFUb+SiuWzg/LcKfxsKv/90va706/5a58+UbP1qPFIfvB3MZLx3XO5Eeaw845k4PR1ByS/AbxSD3lupjcF4qx75dqKQUv7rlksJfvi4sxjeKreKg0AmWspGnEUNf830O2kVhbNFrRGAN5YRWo3PFii902595Eu8N3mnk28r7e3p6Y8SNwfB4TA69ucSw2ovmnA267VYrJr4qBUGvDcw4oaDx2dXlc1x+G6t2esX/pC52QtG3VvtWU+40RtMOq3qoC0kQrHjoaOPHW163f5A3rmM5VpyQPA8Cbpv5H7SDjiP9LbS6WRomMrbrtgOH/tNtB1yJaN94W4yn/J4stlc4DvxZDoY6bj+841wLRkKNwulQKDmayRC7rvN3NjXyMRmVdxGU1T0rWYq4d4u3EhuxJPhdMEpZELtwNA/vJEJeELfT98YB0NF5yebEWfgfSG2OexttyfuQONYJ/F44dLphPsH1UFz3K+1N9q3Jomi89vh85vh7FBJNQPBzneUZLoe2sqmxtVWM5GvZ11Kz+mc1d4L+Gf+JlHebWBoB2VYwU244hAduN1gm2632kWrVXbwvHWE9vcy2hWvUdjMAM3vWCkJjiPQDt64RoOWQRnt/+GrxMNu1EFBgaC01mhgORZUEqKdKbAHGtCMYVhjDw4NGDTgJStvhbNOUKPuGKmnMQANA7x50ohA40Dl7YHGDAQK9voqNAzD8ZJkp1gT8AcaudHXDBozbimGow1Gg5ExGDgTjXC2DiySZooWxYq8o6GdNTMIo11+V0s5+AO31JoZTGWY7ShPtaUYXgKFkkZggDSwImXGuGFoFgw6cAYTMO6YGDNUdR3N/fwIoFEryqxxNMNV5F24EcUD42bdIlYAGqlCcMPysmSlOMyqaeQqS+psdW6+AX10t023XQyXRGXt/BiAhGhJrJrO/bkm20MX5ibtFt9V9/XaqUna4o9bLInWGZX/0cJRFvWMkzgIoeilCnThVBL8mI+Ss+iV0+IkIF1MXAX9MTvwixm9aY3TA5uPwNydcqbWqgYyPU+j3+pvdOrV9nTcarb7fn+zNo5GO6HIZPOma+COfjZsbU89jdI7uUw5Fr2lZD2ZrD/uzd5p5W+lsrWhByUI344MesOPwvl3elqSzeqGZ9poBVM190a27i+Xa410tKR4mvFA5t1GvfBeKDau533x4cZHnTup65qxmy4vGhWs0RSsJFLr9GmJ41hRFsUu+SiDAmgGjvdp7tsS1kwqwpGcKO9oH+kXoLe0f/b8SmMeDBguXUOIQFSO2pHi0+Bmvjgc+kPFYjyvG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</script><script 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</script><script 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</script><script 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</script><script 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CwzHxoujqVEJys9e8WeIkiNdl+w4cHvFEFa1N8dgqKXctAoIWXSNEVqPnY9l95sHlwUc+TiBBK6WAR1owOXEHbgbBE0gE7Kug96ihnJ8sxnfIjZtyivmRcHebnt9kCaT54kFEyaSoSaEBxeZbUrA0txI8NZM2mX/8tS3MHIrlLswa8uxT2M2VqFSelZig8w7HXKfdGXHsRHS22HDT0P8MMYFCifn7q2FEewGUEJx1f3IB4jR9n46qU4jo1vT2003H4QV5U5rMrLD/CPOcraD414l+JxbLQscWzsO0txN29wGXIw1PtAPjz3Lt9qxL8UT/JCu8dXpB9otzHeDJeH2msfqJdkeKehJnDrQdyPJ46O+x7Ex3G3feL6g7iKUJ2YeoAfXNK/d1SSvrEUF0t0HZFK/52luE5CLT73WV9cijslU0QUCub5VzJNOSI0BkQudrbbTi2Bg8iAOLmvv3sJHEWkEuQ568UlcBKJShQdqgtL4DjWLirZPXBmCWxHpctLOthL8/aiieXqp3HXUk5QefmQZerSEpgtie2MsUrcD8AjuxJM2bkH4MRuLz7+YGzfHivqObsE5kncRGh3dGkmJYyE1PZM7HwOnsHtBE0OgcaPuMpkG26M5M8vz+IOgiaXQKNjDNXZ4T1x5dKAO2qJy92eF/lhJsxjiejf6uj/qXkfqpkF7dvSuL58AOqWmcHPbtVpUUdnQlHSMtC3u/+NXOIakUiEaT7tVjor1KY8ImNNMSdyFkbEorw7VaaZARN7pyq+IlkxpgNxw1mMhNWdbQ2zsoRCXeYjxABNVnfBIbgbOoFNQLP22JO5zKqp7FHN35R15K7EpSIEAdHVqh2u7nkI1shAaHl77+BgERQAZml3VVZfBP0xvTp6cub/LELEYFaSvLL5h3DzRCgHd+MkQVOwVOOD5BLzZr91KZ6Cg+LJtePmpXg3EhEHm03PLMUHEJ0kuo7dsRSfRtjL/avFOwr4Hhd+584dHZP+Sy3W33l9QDx43e0zbdDuzcUgif4cDQmoJWNaET87BEWPxvRLw0YRRb3dJWEBWIbwa6aB+bZTkl9HuqgV41jOUsysIO+OCTRaLFxmaE2vIveNnR47UG+uTa7Wt+Xj5ycxUHJUSqqeKYKMmLZcvkd9oQiyY/Zy287YmSJoAOGdlpHtN76mbCVqcGlL5Q58g3R/UUoVGjuT4GtfKi4SlVZ6j7huFEFudPZsmBPKKzhr4UoNm0gTheL/w6V0safykWVEgHpiDxBUi3p5pudCwLTN7ht7qxA2kKNc2ATLLDc8+SAeZfuuGcJLcS1qkkR6R15fMkZDYKA8tsf9whLYhmUk5K70Uk1kwxyHPpd1LUEdmP0IzrAtzSML2U4iKzK3l8BpyFQVO267tQTOwNmLUsyVn45MTGeOCOqZa0zqq+vAOja7QSerAj5+YQCP4tvYBvlT12sQ0NzTXFt1BIDmqtdrwOe9jeuOS9afLsmPs3bmQI6mhRoVCD41LCQPLsVtwN+uZUcfwPWouNzlHTrggUZW65TvZpXtT2xLsggNkALDhnYdqtS1b4oeyKVSFzpSK6JmDAeDrHYbCsNDTNA0SF/wgMiyT84eW4rPIGMVyAbLgaX4NKqsGNhssOdwBRHKUUqgCaPG1VnmrQ9qHPlJiUd4czQooGR3om7U7nNU1J9OvzCQVwxSwp+jqIAS0DFhHG/MWgafdRwdhf7yrufuoiiUaFswmZC8IH4At2FjQjYnUb8UT2LRMvtq5/YHcZ1orMWRr5ScGMxRUkCt8vzC9NPtW71PuxlqqB2okUT+yT9ByJk0zZCU/hKvxDdp7UvxLDJ0bsCaWTsMaSEgsAAU3onKYUwLGuAGHRhui26NP19II2PSNE1SgjMiHuJuRM6LzxkuTJyf5knzQ0VbuC5DXqrRMlRl7QftEIknIF9eHq3MUI7wMo0UtUtGYZvyI85F9CYRfyKhUsHx3Q/0IeopQ14sWVjisqhHUKfYdNRRWB/PEmNEhqSJLcy7R0mNGhMlJBM73UbejlR+2HiJFBElvTkKF9x0VgG57jQ2dGnCmfxuURE/nb1ow739RYgJm6kY7vQXQ+3Y0AWvpWRVEWTFZJUf+mqKEDtIfGeE3/1qEWQDNr+W2X+vCDIgmZs8cvh7i6CgP0qIiytuRAy3gkS0GPIj8VuzO8dai6AAMvndGdZMXkZ9BJEgQHkFKJcxc64YqWkHuJh3ftI2tW/S8ZNIVVHSEUQeYLM/mn2zCEsikUA30/NGEZRG9HfGCHcxlEUSd8K7Bw1F0BRi/Zco0f9/LYJm/0WGB4sTziKel6fxmUKsKWKUyG9fmSHzbopfBZp6OWweqApunThRlFKFWu6OQ6pXFkETd2Vg9LXifkOt/4eVGXiruEtQ9ythCCnmYpQ36Pcho8+Eiiswi3qCDihY3HU4A7l3tj9UhLAZ2XvNU3kkROBMmiieM+jU4WGYPFUYpcEcJajRjqZlKscPtZjQ6LS5ZvKcegsqrl+kUSD9lU5vKC8IMjyRoym+RsEwKaKqqK0gy5kcOUiNAZup0VZYIeuuQkiawtOEk9S4QLoeIWhKVufCEDySo2G+xoKaV2mZs7KCiEzkyE1SomMrc5+/9R4Jz3ZFTilPVd1Mn2//H4tieUhKSnykfpnqqPB17VFV1yslXS6nOS/MfmIyR16qAZCJchPbm79V+aj0WKLWvPqgClzLqXoVuL53eNmZLZgTapg9kksaKOyE8pGUlGiF2mX3Krxd7xjuLQr0k5pzTpl6szh/k0+QmM1RiBrwaHy1hXEz9fzrA89LT6K14KfyV5fGMaFR4UhHZEfL95CjzvysOUiUMGkKk5RUzJa5dJbncvjcI3aW0pnoqMC0RZ5f84ULPRwnKelAJO6VWGWcwRnKK+lhgsekKU1q3kAqhtb071au9UO3hptHN45udKn96N6hjTY19/5X/46iMA+QcAnIQr71yQ3JDfF1kuw6u8auSanScFSjW6tbG41gIxHl2oGr8u9QWST+72nIwHX/6zdnZblvuf+Q7Lyxn94zosbzU2CydxKMXQWDXg8QsvC+masuqL/XddV1Fb+CXwGhqz/b4QR37q/n9xCCnc01J5v37N599Axr9y4Wn6jXdJ7GTrB+81aFhFN/UHc1RRGKAsLVG4GkfdleF6gaBeO9Mq/Ma++190r7KrHsVaQP6UsC1HpeaLwYvjp4VXplimG86PQ6vUifzDvZ06L3oqxZr+DOmCfWYwUDkCjjGQa2PlsfSHrRW3ssXoNX7XVR0mB8Edh7FF6Wvs8OKXqynp2BHqKdAjjiK4orGTABfFe9V81Xsd+DrZ+1snuwCc9rmOiP6avdvR8LvswCanXWeyVD5SaFBrwx0N436HX3EKikytETBvGr073x3uFYbj+vbCNhQ+HGky17cFDV+g7YSQC5bn6Db3/VUD+AO0UAgINCDBug9y+K6a8sBuYs5s7v1i3emwtjD98UTJ/rgOkNlVghBVy0EbgIIJbkCRdFgecyyrliUMsbf8+m34UNv26tlXj/pzBA+ziv9PS+Al7v7eUYCDV+Y+OPy+lzsCWg8TMe4HAv98G3MHDkzUlKTxF8cPt9yT0nwWa2cQDMBVwWh4BPwwJUBPNFItDHtQILuHzuPTPSjhBgdM3omis2yMPAbLAN9iM25hQ3hlLqEu2XW+qt6CgiR2E1Q5JBd3PQGBJBhpAwRSHkpOigFXlrDFEjzTEENNXPoMAPHABwW1vRChttZbB5XP0TKRKA3ooiClQTQ3ioRA6NqECkOYnMIODt9/hsNNUw3lzeybciNgSIvIgLCawZbuoDDsQGy8DtAOQC8PsmxEARjxdlwhbEzfjUj9C0dRY9KUdlqBgFCbTv1aopdNeJ+gB9+pePYgK9Wq+2oWyGpC0MRmnkDAcdR2DJLCI6Y0OcCOGksnjl7g0lACOoHdEhXTXdcoO82QX5oeqaZleDCS8PKqjQ4z5GHJ0GCsjKDQliAIFgQOCgwgw+/dwkGBQ6wJ/+pBME+H/anwHrRHx6L+pBEwRSUHnlb77EcCCEPzKDidJIKb+K7i4/oFbpo4JpamZVkwCrhKsloEIA0F8SFYCowiTVTTAOajNQGvrtLyhFR1WGi1qBGbwVRpxQxaefgkFhWGgABAo84PtHPweA5REgpZ102QJKsln50jcOgF9nwMHPsN9/ZKMlkmpL+sQ0uNwDsIYqC2BDaSCGhhA5ACf2gx2Ng3A5wYbXCQHsASFQDVtgK9wAfiACKFoFOCNQCfITsA7+KgSxwSwyBRERwBVylGXyMmwCooqDjeC9DwHgAPTaXwyg5XcREII+Op4bAhUEq7KcGqOvN/bY4SBcgRG/KufUcnoENf+OEZW//tXPYhAaAQIA2iLQh3AQWKDPxMgQlfK1+79rDEDlWnQIAh9MQ1TD+WAfHBH8sw/+Z/fBsIBFKaW33moH+29wqOzvACOR/9nrmho3EhsbG3O6CadaOq+e7vXBV2jVpKMog/Pv/EKNDxFNbTA1aQow7PhxPtXAxFkupZ4ElHo6A78Lw1YqqY2po29vuCKRfPHFX4+0AiHgAvS4BG0jhGcAbfIXAGr0fphg2ph/PQnqLwqxPZ1nN16//32S4NNS4qFIB78qBRVB4SBFoPv/Ze/9g5u4zr3x0dkf2l39wFrrp7EcZCxjGcsgYwkLLLAAEQQIELEAASIIECBAgAABIshBBNGIRGmcN84bZ+LciG/dt8qNM3HeKFO3UabKRJ3qznXnqlPfqTrVnbpTdeI7VabqVJ3qzuvOd1crgy07aXJ//fHO6wf2nOfznD2/9zzPOdo9R+inOskg6RcePXyY6SkpKAHNdRYt+IJqK7qjjJAj5FT9ChzMgiHSIuovi3giPp8nsojq6j79tBWGVwjBL4V0X2mk+sovuTA9FwBWOA6NiB1CggCoS4jX4/WIGBEbxZ9cAy10w1f+iE+7qYpv/gXMh1upCviHCSgBLJIRMV3zx3/bwaUr/Z9vUpVHb/sXBnCQflOCeVW8lRT/P+f/Of8xx0EI6KfDJ/wvZiY5QQ5pk6gk/8WMn1ATZFY4tjjRAK7BSVH9TOWtHy0xg5NWobISzEJNNUgP9WTSjIej4JBj4mCF8XKUHBLjPsLHF+NLey0EiyDRuhqvjaCMsZDQXkkVXrE4wH+V978zLSNewqjx0ksuYh7l4is8C6oohw/i5GR9tH5R+y2QuKkpIRkTBypNo+HkCVIrxiuMmTNLkC6xvsLoOQWCNIoF34TRcmYIUi/mVRgVnsOoopgqOVBzpglSI2YtlkRwI05q6pFK3mzUtJQMiq2VYHYOj0OGxDYmb/gsRo6RQfKrmQChIci8MC5cxPhwFU4i9dlKMDcux8kimaowXkJJkCnhsPBReUxiWSXRIj6Kk4X6ZP1/PgM3k8zHNP8+jwkvY2SM9JP/CXH9d3ry+DBO5urH6xcxSdyHk8P1ngozQ4wQ5Gj13cKvySyoErSpOrQs9sQJN0E6RJrKTXJOhiBxcW4xEyGMBInxa7xDhJkg5aJCpa+MEnaqu1PWzSJmQbB5ty9Ie8EdCyRhjoFD5sVx8SLJIGUnkgJRXrgolWHCQpBKUanCTBAe6kkW6RenEyMc1PMqEn0TZpBj4pBlcbqSnXGOi0MqJKWvw8glhQqT4Hg5pEaCVDRLhGPkkAVxsiIJcfQcMicerzBjlC1KiiQz//czAY6GQ06Ko/+tTEVxu8WGCmPlIBzSKzZVzRpUThsf/MG/aaSAyvQADX4NdpIDArRBAcurhgfqpVk+XmWBn2ZR+ddjF0ZVw1Y4oFyC0xKnFLTt8r0MM9bTdgkWFYfES3FOTtMj42Rpv4WYxUlqfmJiTKGKHncLzUtwVdXs+JsBv4qDTRXWK7QwrKGSvFNorCr83ZS9MFmfqieZAbBBjVMjYHeeXEK6YHCrkdWwKlwAigSloacgRg8GCFRJa1Iu81VGEYdHaE2Gxqt6DURpFp74D7OwgJjESVgpRITfnJURUxSrFuL/DraEj1NsqT5TvxRbxuMUO1uf/QqWJZxekp3FJygWF+a/DssiEhTLE87MZwXCAsPiRIpiZcISw/KINMXKheWvw8qJLMVqhDzhf5SdIeAYrXX5Q6K/zaJyTo5SfrLql3dLaNhZ4bSQUXOYjdZzJF5VQMIQrYGarCJGnQAPrVxQlmRp1k1rG7hUHWpRKz3WYtkqCxw0C/LVMRGo6EERHaqyapoDI3NCLc3CsSWE1DCpBEYuPVBGIY10wZAH/MKleGqkwiKVgYyvnxu6JqjRhBq7NMxnd38bYCZKUXGYGcWJc5QhS40QHzGmrIUASGXEQG3VAYTqJzRPOBfy3Dke5VV4vmtJnhpF3nQR9DBiBKpqo73vxalWCwDnks/soodlvPJ0TC18HHJzHf4QXunxD6PkEv2U6j7weKX/EDHR/BagjzOY13gAHvxaPNUeQMY0CBoWfl2k0gRjnIq6olpBIeE9brtxjq8KKyWCpWCVRCSpjTbyKKFq70Dh4GLIu2rRLzbTvZVf5R59VaKEU3KfYiHmhO1zO8A8wmSwsSW/qhaztBZrvlIRwdq2qdW14aIqo3ohpoA1q3OdtZi3Q752IWaG4+qwZiFmpdR0uWEhJocV0vRyBtNT07RhSmnbKKXHoqqacbWShfi0uHIaDQtu/LGqJYHke627wjcEftnOjKs26pJ0pHEhZoN9MqucwbwcMwfDsKaKy61EaoP/bJYK9pkkrlBt9WiWZ5oWYgY4tNzyRG2VBRsVK2qbqtQYXbGoyuTyavPRxxugDdSVXy3Yb2JKNz57nTVUG4+yaaqmyQVwosneXFvNuaaJ5tq82p6Qr1yImeDoE94azAiXnkguwkwrBC218Q2usNVgLFilGK/BcNiqyLfUdo0Rhbemm1rgrGK8BkPgaLO6tRbLNrtba9PgrYzWYCpYvjKzKJx/JW9VbXzjK401mBq2tiBttfGFWvSLsPEWZ1ttXU22DLfV9h21Mr0IsymLbbVt6VeKVLXYiFJfg/HgtNK5CCsoQ4vu9beK2hdiegoztNfWS6k11F5bL+pVifba8qpXTbfX9gPjKmR1bRqeVZrVtXU6sspaxSKEi97ZvrHiMs+dFv5zpFX21DShfbDwPi2cWOVfFL+yLb8ofksb0lGLudsUHbXxjbQ5ajANnGzzL8JybUMdtekKVFOLwhlVs4uwhMqvrk13SjVYgzngjCpeg9nhgiqzKBzSXliEqdtFNcOwE7a0aztr4/O22xZhQ+3+Rdh4+1BnbRqC1eUazAbrV8vW1GL21foazASHV9trMDMcXe2twRRwfvUgg9EvcAMv4SYCQp0W8+0IPRVEwgHlSYcj2i+7Xw3iIWjy0SEsYpvhrutoVQBcBPUXJGg3LKQ/nDzJWx6G/V3Bu5N/9zh+UEkBUEnYsMjy/BN25Sy31F4beQ6yrRg+Zrtbi8vR8KUpDh6sxRWo1RvjxBaFj6H6K7NsN/NxhIcyDWhSSajM29tC/tyZFPN2cytlmIIIRyGhVL9BUnG8knmYWqKTs8PQlNJ29EU1/Ls2so8r3VKHbRGLt6BXVACcehnl7sG2kA83bUF3kBs8F4p1YTcPxJdH0LrW0Nky+OilWWBZY/XFTg5oLqkvijii3TDwQhv6f/PP7YPA1l+wAaOtfLBxTJjfa1ntb3/o/FYzAPq94O5ND/NytpsDRukTBOMVlyqCC3M2GK4N3Ux6JpgXmVsTnAjHIKHJI2H8VDA3lpBblaYO6wXeC7W1UEZ5DTm1Z08tzmPnDyeEid21uIhtXG7r0C4KL2KPLre0De2s4DKi95wev/aZF1z7rMxl/HIqu9C771raR3Yqd4sIFqLd3iw6WRuNjK1oDK+2MNHnscYLDQT64jCHV/9xUKgU8f9qljzyavmLpEqJLgMU4OLbPHnpnuO+7KbpzL/Y8YmWzzWkaUP5hoUfqjM+n2FeRZzEYT1l3sKURU65Srq/mdtkNpkts9+357KKeRwKhJlDk1GsE6GTq/FjpZNBZtDjcdwVCop1WnZR6BiQXSgxw4OAo60QV/ehpVHT5d27IHyIflM5KZ7xqeH78nOdpis+aOz/q7nPhBrPxRonXqyBjWze+ajM/8IiOH7BDGAv8tMLcBjcqQPcW+Q1/nECE9btIXWnmo/d5v7pTkt/Gw5QMMyM7AUcVhBBIU1uouJ1CXVuNAdm5eED+SOhB/rvVsMxL83ydR605MjVUxMTYGY+jCnidvpBdhB2erd9nRdNK3LbHHuLa6tdo91E3Sc2VW72o7OX8+jgEf+ujKcmXh+abrRs+tCF/7L1V5+13v7xse8AcSOQNsMyAFbUVb++eBz85khz8OzwC7Xo9HmfIhOpQW8ZV4YuGF+uRYcujSmTQ7Wo3ZuXJh/UosjV7HLHt2vQ2/FrI01T/6MWLbR4TuS+NVf2ARHHLqYpJK4yerHutqU159ILI9DIwcwVeW3Obpv99uXK2pwNBG6VeOXna9Fppfrs0Eu16MjtGF4gEoO1+HhglJML16B3JgdS9fLactyZfbYg8L1Si/KC3mV4bbx3/KuKp8pMN53GToAJ7AfwJz+AEQ7jLdbrhgWKZVPS1HOJ58LC8frxLveeauAQTpOXpD/CEluXJc+9HUXGL5YvBy/5Hn8wztflEN8FR4v+tQWQ7CKPPXhrHjSNpC+5VowMLQiFX/2DCehOC8B3Xq/7TU8PVkfW7eZ3beev4O8k6o7xAVe8Z8XRxgfNfXyYT2znY30Ywd/GVbmA3bWFy91DTQc28WGiC2voxQgUTTH1VMIdRIXoHo9IU+ptD7bt+dANO/or4gB+oavLg/2k/5wAoi5q3hwbF+sM4P4wcLVZDifOhtelu/zm1C7taq/IIknvqA52DS9RGXNy8HrAA2Ig/n5R/Mib49UKJ8W6WTQKvxwD+dO/E+ya2RPepMA9aKJXsMV/U6ARAevO1JX4acf6GY1ZHNxazR7TclH6HfiQKm6dCFbHJleFAmJKxcmk06Fx4Afnou9UhBlCzaEJF+vciE0e0JUA3JuGV7zTtGXtZ4qtemaOM0OYODRRvTyDqCUG3wdKtguMMy/MZgkNhyaRWBdCSu2FCwUGnyJU9GEfWg7lVGTODhVxQtfe0jJ+/gMH+0X5vTQnecgNEPAXHjDwPkjfMnsHT6RcZjAMj7iqQfMXh87HOxan4+wIeosPF+NJUf7exN9V02eKxhPrAkhcNvPMLMIDAz+66ARe5uXuSYwFPOxE5b0aNY/xI2LdJHzN3BZxh66b7iHM2D33DSIlNCJDDcjlX3EHYSP84+lDGzRbq1F5cZrMJBXCuFq1exiPHHWfGGPGMjWeqRBOf+FgVSFY7ojgSJaZmpQIK4cmm1g3jMokguewN+xXlNdzUPKlyOrfH/9tz8s7hxk1XSZsHJrsdEj3PvN+dF/ddsVpG5Rtc/U83PFu+90N33vLf4xpMOzV17RsOTAAB0xfC7w5flqsm4KbxyShZSWe/Lrj5PDF5HPJa2Pf/tu3ReFfyBsy+8178X69fWT9KILDuR3V25hPq0OkLoZML/fseAccs0Fo42/RTxq6xJcbPczniYrqNykTQp0Fk9Wzzhbv1uIxxCUpKQe3VHBR9VD4LKkbRXGJlutlZl84Pl6hNKkLoglp7NmfziJaYL0x7g+8PNJmbbOsjjNv5QuIQIWGhVQPCEqmSOWtvGsC+iTDZDtX7TgysS6CsJbnAsWLBy60T9QNMibjIK4kaErV6+zIiCSied+zt1bgQQxSe3fEWosHkaLUqrRsXYyPyiKrDNtr8RSCN8jV3t21+CwSbDCsNu2qxWVovsGmypkfjYl1unfcHZrz/tfnISX2rEq/efzyPCgkmMJxR+HGPCiAxkSy/WnPPGgMdYi1W9LH5kHjKE+CbLUcXwAlJbm1uTlj7hgxgX3A/9EHfB6H8bKEOhZ7FE7LileVxyZOjN5IqizbF9wfkrrXqfbPg+KoWibqCR5cAE3JBCqVeQFkazBuyB6eB02g6QZte7WeqnuxoHFHni07ugASHR/GUo4FUKBx4mDg1gIo3RjqGrbNg5IoftquLG9fAHnlInVm3zwohSbkepvJvwAKn5+Wl55aADmbxnudznlQGp2+qKwTuOZBk+jYZQ0fh7MXFoDyK7PtPssCyHM1v2L60DxI02B06tEU88yFcQVB03g9ZXdmlOO7rDcW445VZZtyblMFFkGTl/4W1duRcKXOtT+YYkzfuS86/CKdBnO3+bRumHWuVqLHMipk3fCpWtwGZhqRa5Ov1OIq1NkQPD/0QrUXRXCaAqQuijglRu7sifzxPDN3ZL6e+V5RHoOVDfMQA8q6lqqPRBZAWt8g5xoYAHexneCVugdiLWUdE8QxwH2X3IGd+g0m7QVHq3aHjehyE/39/QEO7ebo7zT8cOYJUVeke8wkYtokQVDzOYooaQRlNaTN0+7FuL8hZWwigQPNnGVGfcJWIS5VW2Zx9mjuVg1sQ+TXJ3lpxvrTEhgYIkgAN1D/p+cYpUgnAMp2QSD8TM5r8qlPqU+lzo4ylWgiBNAY2wPTpF7G+AMy3Rc81NHM2jm2B2crmr4q4J+H0NGVY3tHn5JtyDireUCpZOmTJBroy/QjlsqGDdO3ya+MhMyR7AvDz4Td2X7PU077zINFZSoGppefnqZSBsJrO3XgzjiYBDtS367WdaZCGpFuAjEtt3ZmmdHDSEzQ040k7QhEujgyJIrcHLumUU0/WXvfJDK2PKVLH6yWTHw4hze//7Pm911cxjsh1pnA8yMgIAlfi53JbprZWYpEY7WxKNjxp/OSj6hG1k8g4yDNfBypIcAoPWmMV9yiUOdDyu2GpzLWEUEUim2v1tFYhSipH8mJpr+dZAwpPTFeobKQ6rqT0uLVBhvC+58VkaOarl6k+5NdHe8LXqpmPlEhqsAjSEZq7NAz02szkayQSKTzYyKper3pYC0ewMJS0erRXYtxniyinkJ8/YslOZl6jYhRVBrOYIUoKxNh59vdDhuhGWaqiDNcobJYV0Q9QmWv4GAtXkINohBkZBblrRw4zKmchRljfIhEV0CNUsdaYhTwe4a6H2Y1eUBNPYtabFLn0v12QqPUTK7r6nfsr96PhjkEQcQqbuXmhFmOxHtGe4zMAOzgjFSIkpXQiISl5zE5UnPCFUqKdS40tDpxUMPMgJScACdE/adscgHqbRhZJlbd4Hqv787WYU4YE6zOQr7nb8ZvhG9iWwRnIm2TatQDskzFW6qfGxfEOhYqaI0cVD23GB9dFXZPvLYYN6lYDVM7anEEDba7Pf6RxXhxdfyGNrYYt4jKoam3F+MyceKa6+VaHEdZksE1yt2L8TFJoMuHag4slnikqfup7yzG9TJzq8hUi/PQnGyiWb1lMe5t0HQb+hfj5QbznHJegPuWT67NWmtxAWpp9G9wHF2MjzcO6nKHFuMKue2MgBl3RPRP0yiKBivuqFhXgCYVlq0CEwtMnp+C45DtrP7pBFNr8srR7QEOFWoYTErLwZk3q7ifQv00HkZSjaNbRd2+w7kXau8ZRDRy3l67txa3ou4TacA7X4vbUI1cYK5+mT8Pj6ImuWx72F2LT6GJM7+aurQYHpPnzcXqwkp1Gmagnk7EJNM8Pw0EZ9Rt9vYycHb0BDqTUHV5plhd2DKJdWZUKWVdUmGis6JLMxCP6Vl41TAeFOret3SIYAVjWLMINz38+WgnKNR5sGR94aTg6aFnVW9X5cyyq1+om4SMMu3ayd1V3Fch6p4sGFmu+tZt+XcfR4jBQdqJCHVmzCuK3fSeGuwrWUvhUlhzJ/Fc+rr9f9RGIkc9yz23dtzCmeemdYIDD3I0EtQooS5eyRyrluhU2BiUbhi50Tl5c0Yrg9Nd0yHZ31fHDea7cR69CIqIXcuuvyS6wvO2hHxxMHHd4JefCbZVd7Vwc2IVkkt0MUGYF98hAtX2WSBR8+XbA65aXMT2ymKbr3x63IIfXdEDX7v4WmffK/gey77LK87dkqqA/lbtHThb1Wi3ReDo7VqJgO1rnD5YZO7wcMYqpKSXTaPLBTrboWp4+szMKm6VhHrqvmcEe5xAvWG2Cfunywbo+QdXsN+gCIiAX7x4H3XrbOv7Sgh8dNMQY/cK8G2/8LNvyyEZTF0yvCpHPVr0cs60VHPV8LTBnj48ZZMzw5+guvVDmJr9sj1irWD6unW0VmJC1VIf9/4d3HNPDoY88muXZY+/Cae3qVAtN921j86DPJhveXy94sg8yMQe9bJW3qnrhbFelNChBNwLULgH24SCnfRJH1e6AdkXYWb9BdxK0GSmlzYzbTbMeFh0SH4ietx7KvxSbQg7sC+P7Emfr8VH2cOS4S1VW3ze6o8PnVqZ75hCnBv1JhZaNM3YIrbMYRvgJkEBpMOLohGY+MMmnmsxbt1VIDxnFuOeZYM71O5a3IPKlyP6NzHFRr/hH9G1mE4Frz2+9h1w6vQXnZuwhyVmMCnijLFlpWa16LhycC+3Q9P/23aWk58D4RMuxlqewS0ETSahbhrJrJLtiyABe/gkAn9cPK29EP+fVXP7oyBhFtGk51a8KpHOhRWRaJM7HLI4tk2/XQ3X8EaQwOuNwCyir3ruHE+Fn4DNINKQNA8ZUqgIkhmDp748bno+6Dlnxaz7Y7tLFyvhZPjPZNgsoCnBrXinRbqUIFAnOibi+zeq68e3fXl8dNpaeXCLkdjCbQaE2xLbCLuIV9r7QAkQ8YvVGwWVo4vrKLtsusmwRY67mFE2RzBr7HIxZQ7K2qLreSC2Tf70NLMoIapu5RGlFyWG5LM7vwsODEFgD6AeKdDQzD9bJ/JXZ1L0WyUwYOzHijddTw1Mhvrh1cOrBWq/OFgfrDcLM4xqjeCwiKhYTFqi4kvTu/gYZSP3RuHhe76+BKQF8j2DD8zfnQsuIygNpyZoN02vIKikesEYJ9RtWJ+5l/1ONRQzm0vU60aRhNT3wBbybwg7Fsgm6O1NjLLpltGttfcMoayzSaHDXsEnqsdpIUJqVh1QhjqnQfVb9gWS5Ksjl39vUw3ZFotCbRMrg/tr8Uk0rrKtcTKWdhIHBtriNxG0KxDqIpCyveBVIazjMlgL6SHlSvvqyfWsJ//y8yj0x+reXslqZDwhNfueeGMQG44txlMqGanaUounUM1q67lJZtumEZwrIKipMjVfodxZaqaLstrjJ7TXbQdyV5YOEUC9qyPcGFtzXwkPM/sbRHE1oSHURK6emt8VV854nZcHG/OC8SNVqYagiZLGUIFk2qQ8WcW1BE3T9box1C4eVWt31uLjKC7x3B+C3zvuPDnLTDpGq9J8vS6OBkSW+hXi6kL6KP4PUawIaFLxKt4spfNBsdG8LbAdeXLo5JeHcgJVU3hz1KjaqmQGwBiuJ2gq1OsM7IIk2K5lVl3GqnixXvepumNqm4CppPEqXK7XuZGULLhKy2Q2TuEGCqeqzYDlV/oaZOKCsLitKjMQNFGyNDou4V0TvLIYN+4rrg8xY3iq2oRUD8mgxVatLnhyMe5rc3TFBNWtkRZIxlWItrqssgBXrTa0q0GEl0Vs3lrpFBoU8jYUGMN2iChVaEhEPdGOtqxqxl6LlxDZcv8Rwe1afAjNOKYkKWbTsfm726EFUYoo2sqAdbA7e2IaVNXV3FoCNfwNommhI6K+IdBUp6WjFZqmFBnCEo87cMwGUpgZRacRtG3KPXT5z7a3F0wpefQcGpcP9eQYO9xLzT6ppy1HO3ZqiEeSzaINvHWjTgdjG9upqR0lj9JOZaLlEWrPac/NXJj61mM5LaWERWr+l8FzVo21J3nICNTAxxWmTuHL8joWPgsnNonYEYJl8/T3nOjoZrkEMBcWQKKh6iwSDNLm+mjFrcRlbUsYQkQKpMwjnOQh+QEB86KQoTpDpbrpEOoRZ0JORuubq3iemociXqkqLPpf1YmAr0LDtBEflTmCn9mvsHx1ueNBcOLFMHTxzp49G+yaUHeajXX6oAjommRWMmWU4U9TVKzzIqzXfJD3rWp8qJvD5XIjFXdMrBsHsVWDvRrjlFV2o/bOJOJR4TeSjHGjrm7NopXqDA2lZXo4pKyat94KBehXGSZkyTXKvbW4gW2UxYPKw8PMooefE6+QXkKVaUQ8cZscZFZ3mS3zcLZmQCmaGZ4H8djKZwfrzfMhAVtzpyV4f7EhF2t37VdDF5+/XWDMGRGeqFCO1GVRkzK2rW6Ck+MIO1HYdyzmBPIXqraHnagQ/QtZdmV8fQ5mwa5zVfvJSVSoYsi0Dx1JoUFngXlnsVyVuWjZiFgpaIxelV8x+OrSD3gN1RCPdiP0olNtEb0a5qPJJx8aDnkHagNsQ9aqthiZ591KTFaIsgYQdqhhjDN0nYXYmR94HHi5Qs56XQRVSuRX+f6Xq7oPyAgYhdUE7abqdT9J7zK2xFak92UuWLuHnVUloCJoytDDf0xZajd1O5ofDf00ZZlBPH0rA78lvFy4tLs5ce0vKSgTq1UBY2hMaL2Scybcw2D2XOvOIWZBtYRF8QqROhEqElvUd18sIbwu/InFY6J6tfvMDNP8gwQ6TfD5fB6HdmMinZIdak1oWAYBn7fLDpcOnqq+RSfieOmn2k87I2JdGg6sjFhk+8y9YeeCh2ZIrFMBR6fjhOeVxXhijdwdeaMW1wCFTHUbYcxIhOq+lHUeoB1qlkefMm05PqMp4O6WqadjL1XD+OgRKEA7Ycpkx6LCadzTUyZmnqrK/RUK049BePn4PoTZhcv5eBo3AwUk+naVqYqPVkhAv8tSENnuGMFL5OzliWsff/fWm8fHTn+IqIKdVtjOzIdd1dAieo6lWVlc4yX4oLm4WVTd6Kg6HaYzj2ZkfiTc8CjTNIWEugLQXBVJYycKbmSoVjaKJiX2vqBhavOBgZE+1dahLfFtGO+MuScFQlrneieS7A1pQ1rjesK2Ptgd7B7s2SbTJ3oTvfoefQ/t5rtb1FpWlwExrKe368lppuBxXbo33VvWlXWuLndXuCfcY6WovL68Hln/KTW32+D/+yV3lEl9tESy6nvBHy5K2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yp7FW6V2/ak52j8fj7k32ex4jsiaA4Pb3scNnn3caxWvck5P95BrVaqldoOqQ4nVsllf/rTn3Ko+1ZD5NbUrTau7BnLbb71NgwLAuXbqDmgCcwElN/4x/OpNV3tUjMaXFPWjqIW6FR/+10e24Hy5zxydgx0tY/zE/CpfkH9gnHy0bAZo2aeNJCA1fXfEOoqYAx2ykU+AjFjNSCfV/83QNM8kO5FxurRgup6nR+alCScg7dr8QTklPLOTjxXi2fhsMxzxMGNM7vU5bAATpOL1LmRtMqElw+RciCeZn5C1OBTFRLU6xDgbIvuivhq8TAiatPssT9TxbMVEtXrIkihnXdQqDnGO84fd8h4f4psoF+4ifZUPZouOExN863QGPjdRe3/VlIzsVBdVQ+HeRMwdwLzyJJsYlwwN3dFcMAitvwigRB5AeAJb7IgPfrIq152Z8uWLb/IIGpw8ybF5yS6f82u/OKLL/zo2G3NgZhCtePVV2NIDKGvg0hg4JXgDRVy+fjLBXbF8dx2fyTfnFMWOCKuu2q5OWjDzcWMQWaeiEuTW6abYWeURWGOkAV8HyKbea25ZRN4ZWPgEG8WEitxt0yLdkwydpqg+qn/FKmbAVpV/vTwK56PXB/RZ7Ii1H+rlFlTCAIHl15V0MNmZqq+VoZTc0otrqe3v8Hmjrai5pklfBanzzBREXr6FXMDAWAP4SO8zGtoVDj682N6fVxOT4+dHBcHxuifUehva5iTsXrmDs2i5nVogmulX1ABaJgcIsEwGSUBPcOrHN5Fb7ZeOXCLRkCE3vmf/jkGBqV6XEhLuEb60ACH0Cl0C71CFGZO3EoLpyjKCenMCmeFC473qkRIUUw0Lnp0VpeA3ih/ifO86Bd3xTExNiHOiSmgKEYkmEKilFRjquSKyg0BeueXaEL6f1uJclKqM/BhZpZMUHkXPuoGZKULwHA1o7QcFvIqbY8CotL6/GrjA3Q/v8ENCQFKh+9QEVaCAG6627TTnWaGqEQBdwECvQv7wXUYdnGqnTBEwPQLDz+hoqf/dW6pVCY6CsbpW5bulDt2POqWdXwAV7olDKTiL+uYFy7Uds0Jums2DtENiEmpROowPlwHt8xrLXG1pYJCgl6OgbmFR62DViudKhWf31ISMe1RV5GIK21AP2egUvlUVNg1fkMcaUdRYaA+Vo9tMQrDQiCGU3Sj72CaOCaaEFWeReqfgG6/vBiXEO/Bcvh3dNGJaus+6nwsEbeFujH3uAvy57ogfOxOA/y4CwJ+CB6Csb/ZE198cUFfBKCmM0rFTHcE4HF/rLBda5fokF+/R4Kf/nRxp4xIdWDPTqonURf6H/1HsziiFekbYOZvzx7qom8wNlTFlRB0GByp3MOEefRXke7cyaKi0IrKkuyaf0yC/zPY7dexdNaN/5Dc4Oizd2UM8o3eU1k0BwSwBlW8MAbn1BPNJavdojhSxEYvF5506WLsAmYUfhYGKmgSFIAZLvC37dzh26m8Hj1dR74UvWS6GL9aAq6BxHH/kddLcBGessWgnC14THDuMEpEVL7W8e5zbx6++eo7rv1xVxbOQ7K1Oyw7yohhu4MzczrSL+UtM/N3T0KZm28ZjqcPIWzjrQKCAKHtnNw5SZSujJ4XQD3DUB7LcCNW355fD8La08PwFJS76ETCXtblIOnZFWrJIEapa0PoWhyxLgvcKt/MPP2v2r6xoxPHE8uGodFgDJZvkgMtEUTbTiOg8+2ezgctB1qcT/36p/aLmjMudh53QR5gX6VSnR7rGgSadRN90a4pOHfY8dSeAk/TW+pVbZ0ACsgLxbleYJOE8AQwQMmdjtU8COdFVSYzct5z1QNHPaprIwed0BBign6mBUet0PCTnzvWeUXWI7bGiw4Q1kTXR0AIjIKyPrm9+6bpyfHDs7vjslfHwS8eDIOXIrpBvR48/EJmcBqtIA0uqE2CHbs/Pn3v2Kcs8LDvpUMm3hRudyZPjyOl8+f8PTKq8bbdS8M5k3pXV+87xwzAx3aax9HU+vyGCWDnZC+4saFrf2hIPmu7+GDqhm9leZlWMKXLbo8cyYCJupHNIuR+ordsuPnqfu/mEXSWmNBn1+Mbv6vdmEfSa9553dWnF4euzPjDp2LLDIgJ/lwDShC+zbkzuVWt9fM0bP8eZ3dyg4Kt7nvwB9V2w84PL9x/yQa9//KhBxagtoUOKA6YDl65tueoHLT/w52e0xfXfmrqNbCzSH96o713Gh3abg/mQBj3HfMt0/fw7jtPPvi9WS6nJu6D/HdfvvXdE++cei35tBEONyfBqJYFGY4bHFnUJhIRDv7IMs2BHfbjScA6M7bPuzv1bKAjvFxw3i6abLWueehoYe2Z6n9LtqqzfVT88Z7XfrJn28B7XujzEw90r0xaRsOOYyrBPSv4+fX3TWCDHjqrAGX0k5/89CM3Oy4JXSh4JpHgtmm1+knHKgusuqK5Hnr6CwVwqU3n8pAWDSG/EvWrVW0x9fctnfK1oTX6rrG13vVBSMAv9BUjhY4HYXB2QvlXAyoSsPYqbO/mjD58FtzdcbrEffXYu2tP//XmnZ59wttu8PafU/gslIY1m0UWx9Vg/VRrAFJ0KZplT/41e1EDnN7IodQJwZmh4+oDmUN5Z/qo6rbtaR9wwwVsUItzPnQRAdzBS7Pfdu2Y3COH0stm66YEE0LDduM+je3WhRUqGDk52zOyedCt8sWvNI3dSLhe8660hKYPffEer7V8ioW52b/4uQsZuybSG3ZYjx++zs/v1+PBS/F1jh67g1WnujG9b3x/4EkXSGwX7eh5/f5r/2fHfcMBRcgPDTr9beEOFYg35fje7jIxaR5umb4RWOF5wqh0a0oHbqfgQTRiS/R7ntYe0cMux/CZwg0tZD5nwzWn3BcE5AQ+u9+GuzksmdYyjK+YWff9v7j2jiJqVwA2yItX/JfyxDDbtm5y3XdyALlpcs4CRUdq3fey64Y2/Dy8YYNy8wz8rh7Zjeyw7PzJUP/QNRzynfhntUjDQ3QXXjWt00IGeIJ65AyYFSmzh/Gpyxl+GXGrQ5AX5DvG9pXBSwg0uz/S33Xd02l88rixLkakQRK8p+hqcq2/dd/egzhlhNvhdo2sG9UoN8ixn782w5tqMx8M2+/5njoxczMScS0bgpIB2+2i1bj3+eKNV0y35fgg276dtcWEFG8W+ifXWPT/YtqoBWnM6jEA+b7AiZnL06DIUVwtn8lv++ydyNpXXO1RoQEXXeYts97g7ZreG1yGBM2+AvGNBu3AruSmuCmITeBvB9nu+yp7EqIm0TyFcRUO/ctkrw16uf/NlGlGmRKnNtm2iw6PoEboQsshETcKGZDd3/2rFtq5A0EGiBLE7XqgAd/pOBU7ew4+9NsouE90HF5Bab6ulojMd0rgHr8SuWy6FvkW/i3k+eRqP7yi7XJzfI29q7Uz0VX+luAFlMBypHtXDLY3+rmC60Ukyw29wDr5/QSubjaeL2gzG0IXnTzXM7SSyTm8T9uwwVtfrmpc611XvVcCkjwYlXr7tedqFI/6agA6btnFs7qOTdkihAYdZMcIFzHKSeMVjWSFxs8jd+TfUsDTp4IAh6afYDSUaXeeG+XYsCX0lMeQ+fYjTTXCGe8d741tMWxPU51VcdbBc/BmTlv3xa8orsU4FjZdmXJ8iKvkMw/gr7SN2sYFKs0o511H2MlIrJ2nGuN4kSn2UGgQkp9AVjFuYKW6M4YgqB2Kgxmg3BYGfQigLnfoJzn5YNhXQOTQENe5rMjW8xY82YXjk+1uwWtn37roWBs4Eb422zO0PtbxTzNrXOt5wLcms28GNe8Pdgdliaec7AJ38EruOd8zbpA6rxciZOT0UkOCbZ2JNzcoGLyj190P5u6wNNDxefem2YxiduJD7tHzAWgQnaecBcAGIZAXRnBGR0ddBnxOS6vrho84nbneDGLbJGqd09XhMG9ZRVtbhI8GoGGb9uDY0QBiOPLVyvuPo9BPebjZpTnzuhYdJg4vUuHhNUUrbquqcT+gh7WJM6zu8pZahT69S39yTqWbe2fqXJAPpdW6r33iquvpKCfHNj+zWLnHNyKbfdt4L34ev2naPcazogKXvU5JsqA5LgINb/eKFE/bHaqLUeGSBoCxl8UZPzy213RONaC/Nwbj14w3Zl4MqDTg9yn4D/jaVM931cCPJMEtTdc3MBOm+6f3zW412qbw4IlXvdyvHL6R5RP6TG9JLTMkrlfMCgRWQCYQAWPnfxc+8/iJL/YutjY0pglDpi+C0RaHozuMTgAtNFO3eGQwtI3hrnqvffqw5aTlpIuNe33nw6CkZZHlJ+mrZ7tq2YE/NLiEWVh7uWKqOG8UnjKe1d/0umLX/f7oltiTZ6nuB+vXWpfFgL1x/Kgc1dhnjqu7xkBEaT9IWzOCs5a6ZM98i2aIU4bn2TRagUxCWzXeJ1LHWZwR94S/o7vTf9fqsnuHvrWkmWPbt2hEUzw/fSFzeN6oNr12/IYSVVwynufdfpwp9yrGQHIfEPH/OK1jBr3ZZ53dzm4HZWfloBNlIgDH+0YM2l3DLXJPimAUZ7nRtYdSnYO8caqcg6gc81poBao+7935dS2s8LH5yvYvZs5CbTtz2dA1zwTzro8jRrZ7+/DWETxOTK4K1GvrK6pYsT4EhtW/cXeMbPyBH7GblCS+bDLEqOfISqX59xrk1wUr4zr3Ri3KvW95j8kwy5XJZbTuvl/kZFGjOqX+w3vGZVGPHAxetq2zrev9Gro8asp0ZDpSKgF/mDvYEOUNP0Pr9qLPLOBdpq3F1EvWtb5lw2v0t30uvUiJ01TkVDR/STF7RAkpT+Yv3d7eF7ph2jqJ5PbE4MfmgGXz1GUDFjihdiwyCdqXtj9Th8qolSNgu7mlziRQa/4wtUxhY0H4BRnnMG2NFo+7t6c2fS3lb7W4TCLCvzfr0JyIYIojVQM2fsTCuZ0lGMPA6Uki5TPGc3TWB7dMmGnLNvQMvne+bdsgki1hOYyYjShtOyDBBGeIG63zgbMW9m0EZ20b367kV0zhYuuQ4W8Zw6Pbck8+Mof9/dNHGINYdb30DG0SC4B/2cShfH/FfjLtMz/FWFDTxy3fXsKGKqosJxBngtJubofo9EhwgTFtqS8fqJrTk89MrFKrxOQ8i3pUc5sxqad2pl6oGtX42k8f22Kzmqg0KhW12NqymJVtwWO8mfqH4ZPzzbMs+cj81mxWb6k1wFkHZg/QNrj8wPTTtBWuuFjsjLUW2dkjgSMuBw6LnvaeVSFj57xXxi9v+xI4eZWx27eUAW24T25T4SxujvxrVjj+HG3A9xfsvmPROgdnEp/zhTGl3XjUfVGA+q9pD8uODCHubkd30TErNSmG2nJNY2f77vzsN5lLBsnIaiX5jgZlHfYQebscwevG+W9+4rw5CvkHHj8eYxdkiNodP6swB7flOgaVSlv/SJtyZeHa+GXWza6uzswdO1DDgZ7yJsEZ7wkvV2BW9z1vv2S/hJ9hPc3YBytG2maaspvCotf/pO0KsUNsXKPW+04IIJtzXJGSLzX5mD3tOYWv8fGCvTksviHTbuvyaINngmcSvcPbVC0CzNwm6BJ0JeSZdiUS3TUEjSJxeRkaecIe9D+bkcdEbnaarTLjHDfqQ3lQELVeMXsdveNGG5K+EHlV2/UFIe928eRcDXfpVeRODd6IAUwKmpoxmCusozB+ZSkHFQIU3vlegBckN5BwXQcA3d1SuLFdyBcSwg4uvbzFbwVF+iWY658Myb5OqPFlzVidsG6PEHA1ALvZiZE7uumk1KARgzFpczMGdvTWZAHsfG8E7Zau6BC+0QpIFlz3i33CpoLIJOaiMCyAe0mUTnRDtxS8dPlxqvMSdct0IvB6GLzz+uvvUH+v0380R/2vcq+/o9qUrw8rQ0r3uSlPoi3bnaqflqdhhzJ3azo4sS+9W31A/pR7/c9KSNKQ3XH6RQOYPFjUBzlTfclNab3rhMdtPmY/nL1kBTNoFsrfdqhGofG2YX1yT2G1Bpi5gjZRc0CZuTJ9LdEX1w8p5asEV02XtYqzF64j7ZMNP7I0UhdvQ2CfbT8ToetE9KbnaUtj8Ub2Gu1LN8zPnVIQ3WTE3xyCNQB/St3uaqEz6+wwHzMdnMswnRfVFYE/C83cVrer2ukcZQ2LczO2Se4bxpI3mTwNX1tU0Nndw/qJzdEVwlH+BBjZmITpclvNKXOLZyNrg9yqfk7znFhcueZQy51A4LDtAytPxJVT3c1Z7W7ARvc34GA6nLH6s4VLpvMJ1I3m2zKHnlRsGNQOBidvDOtqXi4RPHq5RNzUpIZ223gGcu2mHk+9SeaSPfIK6ropcb8HTiEXOzf1fFfJNsh0ShDeGN6YXINsntmb8874SvfxK8hmb1+u33qK5rMPHP9Lwy1zPMu+NM1eTAbBZIJr+P/Zex/gtI5rcXjYu/cv9yJAgEARilGEIhQhC1nIxhGyUYRjXOMYx9jGMa6xg2sc4xjH2EYxrkmDa1LLL8ov5IvyhUzIhEyUCZ0qDflKpnRKpmSeOo9O1Smd0qk6pRNlosxTJ3RKJ7x5ZL57QfJ/u01/v/e+md/3uztc7j139+zZs2fPnt29e674nECPQp9cePXKSyeQYS0Ck0gSKfOt2DkbCu2YHfNwzihiLa+X5LGWWIur2b49cbD2lPaQUseF2Gr7ducests2UHsq5SG7dVbjwF+Vg16WjBKd5psab6tc+e0kn1t70SDGluVX4xmSIaVsWFmCaczLQ7A8tw2urrZAATevTXCT2rA+pw04z2bLM6vrKAlF+1C92CAGZrFV3JiXxibFUXF9Vrt+tzwTu5ykMeFK3TA/yx7cNDDwSLyS+hT/8qoD4KaBQX0aGJVyxBH1B5KrSxH1NY/lmd9GuhsPGJcl68+Ksnlu6pjHfVsVqLiPiNTneJcJgxAbZksSlIvE/9sUJUcArn4bKxD1pQMC1BdYIKanTBTkJvRZvQZZnBKGr+K3sZXr4RMYIBL8FB9YWRLYR7APtEJOFvoa6yeCAeGzHnCWTe0Ay+JjIMPsAzH8aIVQQZ0KbmP19u0NcQKbN68I1FWJYvnWWCq5UaqwFbHKIFYWe6MmMCCEjVUSTMAJJ0WJZZCSNGS2gZOySzwSChAQE85KFFKMvWwnYGdFqpKB9THuE8FsSlrUomuBOijGugBGbAJD1FyjVrazv2lpSlpfOwGAYVks+YCBn7NMwho164Y3SgVPisFOWAC3lw1ISK6KBiRoAQEp+OprdxYRcPnyDUKyIiVwRUquiQkrJ3Cg/y6S8ncFBQIBVl8h5ATFhQGleCgHXuOO4wrQ+B1/bfngrrLyrPz4cQ7eiFGHKsDxldjcfeOoJ/E9uHRfqMXXa+HbsQQ5MkkzzCKY5xsFBtIKeWQSn2FtQjss4fN4iq9sMhNpLEJoUHvzm3omIdDhDKwSGeILKyRhCsSQHJ4XV0UFkYFxE04YJpS4iCARUpjC3n9pggo2W6kYFZVN8B1YhZpleE0kdmkJ9SBp/jSZoZ24A1TY0XEKZzyq1ui2whOek3ai8rT2rJbcW7iovGgUTgCH4Cc1ytwz3/WxrYknZgeOdFwcQcykAxiIBcjQIdk7os06e4mJ4GnScZ/1ngA59R3LaotGqxVHBTnT4lDsmVk8BSZBfGB+TV6f7Il6i0+oMCutfCbyVOnw5GGGv/jI9EMaWIUME0O0RJZOjdS2FHA35UTjSIA23uvqmXi6rFjaUea7ERFiE4SbPKhNaKHD8K9ewRSoUFqRq6mG8JrCVJypUSY6D4xNNjIMFAIXoYbZbZWdblgBprWi1ZFjU2SVPyVzUyEsR1kQDaZGvzqaolIoNkFXGTuRJgPfUuxJrE1vUR7nHdAwn9j800/5TihO2vkmfo6v2WlzWinnLv+2Rg3GEQs9yXfxX9KQrqYJOkNeq0+26TONGq1RNcpKSjEptlKzBui6UPmO7X5r+wLhFJiJEB2i3XvZPnZLRBoABdqNOs4s+r2sAFb5S7gJC1NXpYBlCzZF6fD1U4iDXzvG7K8yDtISyj7n4utpB58TDyWfFF5O85NClmGUknQwDiaF+mmFJMMP4Xn4nobMC20Cm2ACcwlKtIY2Elyo8qWMF02DMjFBr8jVDAhTPrTITCMMe6iaFHiYmBB6yRJeJBKCGpMlPVQBhpoqQi3BI7ky+y4kj6ZGyqMeSgTzlAFNYXlW8rYv4CSmJVWCAjmDN8I8QobSz/BILjBknkLRIuEEBdxP26EJONEgPkXUmAy/hgVou5A1m8gorWUzVgim+UWCm1s0MFwwAjNtE6KCJMgyNVFNzgmL4ttqt9qNCvaX8HBTiNZhSTIPs8yEUMovkFayTHDtIsg3UTN0mFlpHXnKQ+pRl8jBnyGzVJTV+lqyBrXAQ/HwRoPRi4uUm5uBFWTpCmYl3TQnbJN0lszgNX6SiWCT/DLDfcqiyqbOS/6QP5o6n2OlZvLx3KNaVEGejFGGJxa9IajDs3SIsPBLOA9PCHzHnCEdWaQm+CVyDlfijbY3I7JSRVjFqphD4BAUaS40mqJbUG5K4Rosy/DEBtQLMvw0G6JMmJrCFgitKMF48QrlFHjJKlVmGejF3fQE4WC7E4ZiKCPuFDgFyqayaJJewirCJOLDpxm2FLhNOts822zAq5RONEHXGMkEW72lJhXCNfUlvvCTHJucJ2l14B6BXlJomj8rOh8ipwkDaUbzMEQm+FZ+kBBRPnxSwIaQ+xmlM7yp0Vo1SJrVZTe02El6Qrhlkl9kZSxC6YksHpH6BSXmi4b4owGTwE7U+DV+mJ5AHfdNqxxYUJxDowRD1fCp78yHJ4Q+1mhTUlm7bee1pjIFtVwMtmKmmQIa6J29x8KvIJw2CNC/dLGjsYSgzBZGDUwUpxhC6GZGMkU6iDhjE9aYGmPSLPYnCS/KFeo08wR50AK5YMA4xVHGC9AjUDVZmSTwwmnCTVWIPD4yh34/RwWEWsYytjhEns6SnOBWUJLVV1r+FM7NuUcoKc3VdwnPkCR/CebIGv+atqkMcnP0YdpCFClFU0KgwJXHpQfnUAs/S1rZWlOgGsbZPEHHiBvV0RxV288pJCs1fUBn5bytlmgzYSZEyIye07ZkL8qfRb10CNgpMyHlq5lpgoQFnGmKn5s/2fA75qbyIEQb+Q7+JH8WE9ElQZRE+WXw1iIawGPMfk5B6psYqoJVMBt/iV/EXPxF2t7kxbJ0gfxRqnmJ7yIW6QTlv+A5HsfV/AQzj4wZENsB24EY286y/CrbhFkdxsZmqCwtIs1IhPKi8aaA0EN7aHdTCM4jB9EmtIlsnZGWmqbwDI1KXU1sGxfExR4ywk+SE8QEUbToNyg4b31wgVhqarjPElGTdF7IaTguMOiRIJGh81SFitAROkWbkTC/1LRAi6gjR7KoA6AYillRKzqP51GOTyhSJD8sCZWkkSx8Fz0T4kfxClJB8miaDPGnBLlv5Y+naS1VwD2iNLJ9DjoxpyDqnzq7IC5TOpYHEXo+GLrS6ALc+AQdus848AfQbR6cN1T6I6R3eWxjJeUCQAvWd9LyAiXidw4KZvlp8YCcNafaMs0iaWt7WFqTbt3bHmu5LZgUbO6k9/3rswXKRLbSVzFJ+Z1DrKoOcVHfLoFPw9LkTal5sq372n0tQyHkdSeiBK9fvJh7UKSaG588axoNiqctZsyPmMfj5z3fM10un5/1hM06YaFz8YruYurc1FrbA5XjAczxnNKZp2d2p7dl9hvu92rmxlVH9Q+F7eXzoqevx2I72kgdGeemy62HEmc834s+lzjDhekzZl3BmlyTGG+bHgfOc6ZzQqwc9J+Prfm6L3Lq+/NYBmjIPiO11y++6QXea2/09lWIOmTvchWUiAjJBb94KIZGZFZx6pQfkcKh9DvT76WCS4OaDX9JrlHSIcXyDrtfexlui91ny7s2+mzkQH8r0SFsr1FpPjh4vGOSmRXv39klAZvlw0WprgW7dLYnqbgVFhIebCXsXKIDv+NQDK5g6DSg77FRYxI23ntqpJ7uwHKy071hxZADCYEQeO9K41e/1iOTiPO+yLjnDHNPonNyEO3Tj20ZFrrbPvYDN6F5Yro5jr+XVLnWBTfF9gE1M2tBV+uRRWaeiMoNO207BZHdkfHyWY0yfs/fQaAecH/zoOYAe/K62HShb7H44vuCj1yPseg073gv+WisX926fyRsjhz3nCADo+u2eZuLCD3sg9zZ8OMwO9rW3u1Vxz4pSWtIO9klyJBmClqpGYog5qgwH+seZUcs7MiMVTRmcatfPCcedTRHJBGJQ0rQQemCjNi8qxFjQi78uzGc5A4j262fmgUZ0sZqzDlqbxCwJkWKIj64Ne+uRt4wh/goezOoyt62yznEIekHKdgaELukRAzcITPowdhhw89Tcl/LG9xxQg0a/yfecLL2v6/F3et+XOd/TYp4NnnGPCeKgbkTzIGsUt1bc809NulwIgF3FOgfsPa+Pbc/4/AM+keWAr7VS0pnh7rdwNdgvHGHxOtahLlzqmNacgEX7WJ2uR9f8q8kdx58zQGjoIKa1Nbe59pXkBhPNxKo+b7Vhe5G3tVjtu8UgizigSiYO4Ee0D+mdOa2pZ0JirUvlFlltb8wkBzOr/egEWTqHrdUb/Q+VBiI9cZPBb4dfpIL+kMGvrnLPPAJrRxkNnzJ01f51cZmhNdI2qX4fnl5dwdrewCSNtGY2E0rJXkk34LKMYlLfu06IOBiVMlGPALDxGmce8ZbjkFhmEQvH/rkffLBsFBz9k9vK78bul+lip5Rnrz+TjMe7NJhejQutm8mcQ8TGCoOk3iRNUhnJ5j/R7rhy6D+zpM/fVpSTsiobQIvVaJGXaxdxY5dZWM+OiAGg4JuySWwKi9JSONSfQtLDugf88rv9ETNcMmPVsDeOrI/cHi334CXReyi9S0viNBXG4n1yK2oIOwfM3Gl/sLK7axYPqxItNv5SIzUIg5H2VP2WLf8NLlLNTLxoH6LeZPtAcMm9ARpCzfZ9rkeJu8RHc3uWtg5NRBabe6z6PMgD+axtzSEfot6c3JbfqvtAdsDE75rCTRW3ZHE4Zuwx7ZN36dTl56cPVY+SB5u/Fc9BXVBXVEu3JMzFB4sDHrWqkbsh6B6w1+Ym6WgsszeBRIskgzdrqXnm1kGlJqLLW1q+bVrt6D+XAca0Wbw5QckXIlRbRn68r3aA6JDmsNVr+5I6F7Pw+onljyvacejTieYx3++sNsjKYqvPdd1THm4GEue5JEbIpUUvl1TsNBUOtr4z3Zv3rwZ/bGeEdE84Z33h/RFSbBrG1wFaG4OYyePtjSD57n5ilfo9bAVyjHwQrXlVliBOd0GwF/fgS+fFn5yPQI/wUX8ZAQDYcQNaA349SozcnPqfMvQF++/f+nSpSB436WdVnjk5rUTGyLAf0h16LLBu8d7TOmfOql4INcT3uFy6vemHr0UA4ozojNeb4aceHLW5dk507Hf2c0cjx91nasEL13O+0KPveSR3IhqJQ3vSbPb6Gbxzh9dTqY+UcMDwHXOe+7GjGrOWVdpbeWS51xmvEs5uEiESDV5Z+YZl3ciaJqHgshSb3x1FrgPan+o/mGVmGKHZv9QwjAy25LcMLnXNKAf4JEJ0vWPJpuSLw7H9nDJUDaZ+y7J+iZIrOMNHt/YTG20AqCRrVzw/w3reFPDByVAcPc82ZAVvGpc73+QUQTPRlQ8PLI5eMl8RWEI6VFDWs7Dy48Ez3r/B/O+60JkPDAuBEBIt9lZ+zDVP0suNYwTFSlIknK5vEbS7D9LaXXkXF6a2Kx6VP+94NuZNYIubCI4+nWdNSkNldVJTIFMk4Ia2Vq5s60k0DcgrVfJma2HinhIg4u63XodO46P4aan0z+cOV8b1JF5Mv2PcTyKzLYaNmidHMfnlzeqzTUUrwpZYBVvFs0v6wURLdiXoUstdLFFWD/P8gXzfLrQss7Qmnx4fXWHISSHQI5RWDo4E1wMloKOQW53G7et7p9AyexZQEQbVKE2FqUnaA8S6WAyuBRcYLGy4xV+6Z8h1I6jj5nWayY0IRns0AWBJggwUGWxOgZzLM6FfwanA6+ZtffxvicNcbOWqygAZ4PZoHVwjkW29M8gdOLWM1M7RJHiBRZfTyQYDkIAHaw85noZWn1tlbIftvbuXd929MokExQP78N6N7+9yHZHL7yeVNx4n2/qfe9oHry53gHa+sFyogi2eQq8kIZWsCj13hA9pBj6lOvJnvGB99/3AR/4wg+mOrU+Jb96j5tQQTCBYr+BxkPunvzOJbMGoUkg8Iymh5x9Vu2evyqHgqo3MzrFwZ2yojWzZmnQdu+J80v3co9E5pm1b0FL9+1QaXuvJkO112OdGVog9GY31Os/7vzYjbAnP4CEffDrtjReLzNQU7e2tlb5nW66V3PzMOLauKJT3YD0LvNaxDA0FzSKoTihVrjQGM1SYUKE9fMvGD1v7eR33p2IZ7AMdtX/hx6tCjksHJALoc748NygczDKn+UnBJznk3rEHCEVMyuuNUmSIWVtcoJoLLtwyxAKKkgREI5015dGxIJTPlQnNrCBae6WCCHNgjGamxbXSZYkEm7vyfEd3LoOrMnQFqxjVbSFc9/5tRLkCHmbXExzM/OsXcNl3sMlgl8RFMTKZIAPBHAacHRidySzDGyknsuySwI5r3AY3N/Ia2dj2YkdMMQQoZggys1zMgjn2bwBUYH/MJVBbn98GX7xjgH54trRuFsEz9pk5a7gvb5tqe3V0YpJs1FLpR4JbaganecjTzs6fV2L52zjWXUZ8DrtnWVci5oEuvvS3fou3jfIHbUL9nU+g/Rpnb5Eab9hOeXfTD5iGlePeB4kL3uR4L4onhUFR3irM8PekbDRL8oDtUq1KgUY1AXcXaaQMVTAXQFXwB2wXmQ8ZuUCuUhWn9Nuzo8GnwutVcDSNlPIdsZ8sdzFk6vRkqCysbJROeDqVqNx+maKVQ9O7ZjfbApVI/qxwIMF3C1xng89oKI0w/pQ+blrJQm3FfBJke0+rjyLbL/GTMxoZ7SlgdJArPP6kqnPMB7/EwaTdVP221wJi4ZqX6h/5umVUqb8E2sLfUW8iBtD+QnycuDb3P/UJa7U1Rb7GaUvOJIaM4XIp4PepXPajRwHyCEub+1m34gpFLlS1OXBVD9XTtdAAf8FxxhSYwo5/kUx4AK1Dn1w8l903RlRtcd2RnuSK3xBoN2B/lD77W5MOzjDX+RL77Lq2y8loYK0kIIesYBa1StbpeB7+fU1IxmGneVGoLRDnBa3bV8lF67b1z4qkqVl2KxsQcaKjaOFpsMt4r8fpUDItrLYbZSX86byl+dX9UJhFFyXb8+N+ZaAj+y/wmKblKQ5Zyh+hAdG9+ZkukZO7Y2cVt2Sk4tzoKBmBfY98/Uy3LhLIZ8rWni96vvdD9S0Lj2qy4/qH+I9Utg+PYgOGTd40KLI0rvJ1Fp6cAKfRueUqeY5VcTo3BCxOUlRS/TA0h7v3imTf0NQp354gdGhmQ2ejdXRrMGh9z1U+p5ydVwRM3kvFzsNgHdQtEu1N/e96GVer3NP1prVuR8wankaLiwpHXqt6XbZTz089fhMTwOTS8aSEgwZvxU96r1cfk6v5UiqDRnA5I5rZKUecWxaMvOc15MWX5MbX2CSl4LfCX4n+xBHYHVUtEtv1p/Wn46J7W3S1ajWdSDhzX3P8rZu4D9YASmNzPY6ydu720gRnNMp7tmQntA1o09697gfdWyNruPeJZi++ZWGWxPNgkpr4HjWu/BEOWLkjCFDtj9DFpenBz3UrraxGX5G8sb6cW9L/S9It51kgTZq/e/ZO3PL0KvPfzQNnv8o0RbXFYdSV4IX8xt1VJ6Ze6xxPzduOy1NqAcx9dfuu2qrZzASseNuoBK44bz4puZxtb24gYZsgNxwmfKVb2uUuG9ruO+LP4XFgf9E6tQbiUT8g1RoYTDBn2cttLuMtj2kWPjhXizDL4u7ZEkA32QbydXLCfoPYgH71EFBHbIMc7YMKRHpg9IHg0hUaTJFNjCbEtt5D1mMzsH0/TWH/1ADFnowfFYT0a+Z2jH3w9lvC2WWwTA/ww8Lbl9T/SK2czSTAz2cu73BYSikYf2Vg9aLnHcVozgp3sctggtocPIo0dHKdlWsNdZvbRHf7WHnNNnAt7G9gW2jxAhun80sWCDczTuWsZwcbuA426OHd0Kv4/ooEvnzdYfjwYAheo/zkOfR2baybukp9EDtW3E0AANQeil8v0Wj7k+xA3+vXrTa1BfpKT4Q7FVqs73z+JSOXPdLO/LHAFJEPbDSq9j04zc7jVZ7cOlc4rH4E8XeuDyKibxOdhBgmeD1RxBjf5rNehIpgxTIjpgE83tEksubTJbovkVGh7jOW0CIsXeZO8PkRPdUrwZxmKvyuc4kcAMHa++pgRR8ljUzlt/8/vOfZDuKtAYtGHhr3yoNlddMDS5smBhxHsp8S712rmO2rdCHblQ99PeKEul5O9hblmslN5aGZ1ZvWCmPdQu6Jb9vsun2hTqPrr5dqYp7ZscubwruYYljNNF9nqPlNfMq0+EbizgJlVqukE5QG3WY7fuLB9GR2xY1Zp8fmG4PPeDbaH5Q2u895vUvbIjtn3mvfL4wPjuOySDN6qBJfo4/dQch5V5LEpFEBy1sEwACUnrKTbWvlwnr9tzr3HtGRrFks7xtvRzSUGiXpCWjh/s76u+HsBGWZNzrO3ePkWNtwxvRH6wjn7oZvKORaZQ1xMBNCD9cQVeANz15+WpOc7BhYH1xg4l19brcu+CfOmvy2KHqyYUDCwfiT82dsJ7IfNttzJOLW3XD4fXSvveUPb6hv37+Rm5YaTYOzrkz49mw/dlC1yTnjxz8XrWmbJ89lTulWBfCS5YYyI/Y1ilwh5N3r67FhUyxwhMn/t0C9Gyh1fc7NHFZHq/oC8Oh9TxrYbt1N9rx4S81nQv+6nd5xrj2zpQk19q3ax9doca9wWC6E0GOgYD7Gkku88IOLjhtKMYRlx9RnrktefHhlPp2BAYe9elm1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PSp84+zhr6xwHLnn5qeKzSALWYt3764+YfSyyBz6BtZtuW1t0e2ZVxL3a6Hrs2nZZx6QDa9In0bXYtGLI7WLbZ2zp/T+dfyWnvKYuvGYmu7U0+en+bMv6/OP7Q47Xs92mPx9JQuQvXFqWV19/YsG8nnRI/70GSUPjCgC59c8wLpAZ1Hp+WTlnq/m26fdvp+qQffYKEL0TrtFixausf15Wd8u0P8VX35+sY27Wux6JEHDX6P0RhAazUjZF0YkRDe0H/8uNdcISR+9FwwaZEQ12ZNydNE28aqVJtix7UVeGnSrDVprr/GmM0+SNvENOXXbldn2Jc6bpoLGu+yoLrP4462pbpEbikWSVktI5Pn14uxte13OzLjXWPruiK7tUOmfTpJ91y3owcxxqtay4CT5frvC6P7HrB+aPbZpwll84ZPOJiPmnoZ6vbkgcyckK0J22G+vWX+UBoxBdDFf49gvdvY/cjIkUv0Ws9+0q/2WSO341UxQ7YMEAuXSkKmda0RaV3k04e0U2kfBSxapHF7d0G5s9sptt10k/Htv8Xp8KQr7e3/DDfKU/QMx/vnKTpPFr3E8i2Yl7RHDuPs4dHJ/6l1C2Sxn9T0o1S762waXug/ZTQeV0z2a9/aHoyPm2W0XdeztYyJkKlXGbf7tftQnwBkj+3ckeL8RJo07TTnfyYD9hMm/xkbfafwMyZsJj7Q+WyGsnts18+YykjFyw6H9B2mvGZa2dT9epzp2vTGeX3OVO19PfXgt+XU+tYn08jzWXrabYwWftaG7zFdf9JGx95OnzDR/kQaLKKpDZghZoUewnMfn7qNPME5HuZMUSlf530W4OD1pPDQ6/N0TrVNfzJkimrUo4LvhqhU1Zif50B4h/HAR9/ZaRcnobDtscce+yhxjyH30ecfcj904vTp2uOXlzz00EMSz/O5eblSrj/Pz4HzixznFTnseM50YQnzxGk+z3m9Xt4PvkgheVxuLsTl5uZCjNdLs3F6wOy8qZOyc94FZ553vlwxVwTnFUUOVV/iqBRAVhwRB77i8sQ8EISYK6GABD98wMlbnCjKublyLiClXCQ4UfRjCpKECvNzkiRzSNpeJH5SCj4Nj/q4ZOybKwac2tN4LZFHyahGuaR5TKk8TpCkFNmspWM6ZhJejOQNKOUbyOp/k9nlcQ11OeshB6RWYwPJE7q8/pcUIlqlhNiQOMnSnlQE5pqiP6LOv2hmhtLhLVGYCm9wqrPGmw7OXD1T/jxwRlW1EkSjbJJg5cIuE1FPoMxJ1kpbMhnZOHNvNuqvJ0imQg1h81KyzExy0mkSZnjOELhVZg4ODIahR1jlZa9skizpFegKJ0IvtCRKnG6YSGbSd4iAtVRLTlMSKc/izPUTeaI95lqIejUtteNJV8UyMoQrUmeRfq6prGTpODQzb8GbrAESM68pcArt0K8kIisdw1tRBid2oIHTaPNg9Q1TQeCOkjTUT8fpVbCJEK5zOd1Q2qilql3KWkti1qdIc2JbRK54TZEdi0g2r6k4SpKJAzGiUGKS6tjEn7qRSWMYvUhrDBhOkF0USSmkpTijdU00ApzE41QRRjDo6jzhCTdQLorKpYIRtd6hNWTKRtC7v9FBHYSo2UFnpUXO603iltJOQdJiTTKJTm9wkxbajaLEp6qkhDoAT+WZJFbnaicVoRt+bfi119eiE0Z0CrFydHATxSTJps6RvinnEamVba9DOuW1RYop+Ehn5JzQaFZKtBgPCJxpnEi2VA5OJLMTK2mvziCZY4nE+JIpjqbyvDHXSGKMzhpFq92nYwVFGApup2Cz2LZSsraRBGxtI69mIHg63XRuAKsSSdrIiM22yJt6FUqxzDG5NK2VuouSFtAWF3agBSpyybMeo8om9bRYCCLSlJYDI7IYX02OFzPhRSNW55bOUUUNmkZBDZsl8RJmXiYNx5s7s1Y5IyaQxCkvirTmuCX1eQoZu0TSjzB7UJLOFUm1CcuLayXhkqSkDmCeAHn1rpmba9JB2hB4cuRscfVVm7NsHFY95kymsZQWl1rEEi0EWQ5EVTs5WjmRtiDydesSkLSaSwZK1C2ySSgaKYM06jx4bko506wghVlNuVfkNajdOOBhXzMfKaunUzKLyvhLT94Gs/pJ8JTknP5aWbF2BhvZ5EKdijVIpGPahNF6tTmeNwNS8OvEtxXpJI9kKjZ2nKvBa7w6lZzqdBaZc5mO3Fv6hSii+Qfp+0SFqW9fJJD1fy7E55JMJEAqAJegljiBajtHy8EWzGbWDUXH6ZKlY1u6Np/KUvC6/LRq8GaWzXR4DUdMhblSWreV9K6daTVrSTYKoNR5b3ITeLVVAu3smrDJRIoyT64kDcGZb2fQWN0ZKbnYNhWJs+46PufrX5+cevnQy/v2/eT7d//zN45+hX1i4KeJJxI/TfQkega6Eh9JdCV+OdDN/j9Rtmfwp6M/FbrZ7sHuxB+xXey/JlyJf0m42H9K/DxxNnGG/Td2R6J74q/4SUWZVQy33Hzx9jm2II6PHytxLZjqwJAscDcOy/F2tFq3EVxK/cKUCORusgaXYoQpcnralGyKv37uDbO7V7lXya8kxzpl3Y0/N/7c+PMe/TPtv0u5S7n7/P8+luxmqX/+s3lt+/bta24Oe/eQQ9ijB8Mf1IJ/JfyVkH7C4Dxz4DaFDReFs0vYEt5HgmHd00JRyxX+GxXMNJHv5vUZFL9k04XgotlBi/GdzioLQjUnO+EPF87FIc0tnMQ1OiyHaVw++4fNVMDTFumwqAkeMVrP0mxG61oBXYJZObaAJnR1CZsu7LNTeftc1ORSqLP2rI9ebdF1MYMjoLDmCUuy7C3X5OhawXFp5zy/T75dY3GcbVZPZcGbF1mpFpJOrDlwkmV+G5TnHLLx/JKkGjxiaRXhETjCw2GzpTEHw9EuHQvKuLULmSesqLp7BMEuCMiSCSmOlAk02blodBG1JVywKWxXWi01SSeNEFNdg7C2dGnFuM04j2cLjiHWVot1u1Ee9BdldnvcvMftBh/+urktQ124PzuybW863PVJsVugAbpwAP54tgxBAJoBjRKkJaKYNy1bVxgR3kQEhlsM+HFjluAP4hjYcpIBqIVA1UNI1npT5CNEZUwHDyLYgisFnCAOt4SNRrVZOLuLCptwNawDHaootoVbNNkjmUMDuLFgqXyELY6tT0S5xdCPrVG7xN1IqpgqT5QZtTPlw+CkizQWxA914eyozXnCAmSIovQu2jG6uoYgQkDSRcLegurAubcMQdwWBCCNjw7oQcgfErB6DUFT4jKHunQXFh65QAo2hE1C2I8m9184unDXEBxE4dDJzA2A5Yt5Bl6GsEzhUlPUKBEbqG+YSAhf81grCY8eLBdUZZCBwJN2Q/kFLC8kri1DiBCmSxySBKmxAJ0DXQ0JWk+7Fmc3Dvbr1JGL4nATmboPEj1pCCx9Y562BOkn6eJdVP0ELGPcn5FQ3W6nXmqzEUhDaWMhYUOTNTd3CWTQIipEjAHSRKSE0FO3aDYV+mUUNy9mAmuIoVRDSF+RqmrU6UmKQRmnIecSbglSy7aweONY2PHxtJfvmeMCuRH5+3HB+XCYDNrHEOuBO5F+7fV4PPj0or8Q9D4WHh8fwjvtzCbfeSjIei71HnDkLn+66SF5zqc9A11ACdoeiGtyUmZIUsHkb1auis/5zz9/+bsv7/v6f373h1dz2XNCR+JjbA/bk3hioNvTwX4k0TPYPdgldCe6o2wHyw90sXzin9iziX9N/FtvH/9FpfUJcAX4r921+Vshpa2t7Ql8vOedX5ldNnvsn/aZXf7frFu3rr/4LrW46r1+zLcWO5+7plpfY/bkY/Vz7y75ZH18+3R+/q8uFia70WHiFEVqevzxx+vqZLGVHHyrHpTvN8Xy7EJcTLY5PiY/bo9L5yzFusnfPHeOTj6g1CU7Pma6xyOjy2RaFpeXBfPAOQ9RfKu4IElcq0uSZAZ5uTO4BVFfDAcT1P0Lzmlzi8nXIrtsmeOtzYC0TMlEmdYdsPi00IhpVAktpyNlAk2+BrcwK5Glc8dSFRObb8FYarEs2dalwmv9BAewNWDNErXS0lrGJNGsudQq5FixmLkMe/vlGSVqSpB9ozorAE9L1FXLST64nNTVMZFKpqJldcc0rlPzTOJ5q2jM2K4kYTtRNWk74RxMorP286Y2p7k0sSaZTWsfchJH5k7GW3FWDeJN9TUkbukXMa2uersZymoC81aWzNmv2Qq8O5zdNMas0rMroC6DnJhV6Fl1WqNvGIoBsyo+OdVoHVO7dplYdm4AXufKZPbR3/2yzNIAxApNN47f9UM2lMjhcOfk2KaC7+/i0xwovUu/duhnAqilMq99eJnS7VtNnZ3p7kmY93z9i5/f95VvzCTOCR3s/8X+EZwdiTOejv4EL3Qn+Ch7OnF242aRnyxI5fx+dPoL8PHed4pyU+U6k7uv7sG6OiUQu3HcOBZ6nFhRZ9tjsWTH00/fuc6Fzcid2qpMu3QxKV0F9cPFrqedETQzy3DIxuCYdQ6uomJdhUFOy6O7KupVVamuVCVl5RzqgmlnmoRQbEVy9iyciUCqZMfSFsmxbHIcrUgFOGsCx5CpTqTqDrXYFXZp6AqMtTjG5eDSchJOn5zkIsXwp4rD4W2riosxf+BUfDBt3CqubZUaflQtLuaSqYO2cAwoDMfBn6pVjxZXVd0RLi6GWhGaVWoFUYhwVVhVmTDHAUWTiJBkTBUiQXNdWQ50Ry0Gyi67GCmFqiqdmVXFLqRqUPI2Jgz1QJwUu6rM+Cosoju0moSBa46RqyC+itMpqRz0tkehZKgdBMPFYRXIyaq6KuxqU7kwtJn6KPRHpk1FJTxaDN4d0KiRRx8FqttU5BC3YZfRihV6v8D1KrYoelKzhotVpuqOO+6ogkCVSvjmqoATVBsQN0SIYaQ76h2ID7UYgNA+VSIEUenQLsDGo6vAv6OKY95mBzWs0AK4XqQuYRfILxx2yVXAuQvUqmqVas9axUH9MPtqxbpilM+FjoqKcBUTpn1DRvIoZqq0jrRqlfpoMZJLMaibClk5GTWnXFHReMO9LY5hkg1R8sKuUnalOVC6rF/rCgC02ZL8z31HVOJP9P/YLfzXn7FX/tK963XxhS+4/2Vz9K9d//At8bs3uQfCO3/u+83DSoz/p0OHDn3ktY+89ji41w49jt1r9Ezl0qVl5T610+RWqz9T3+vu16t3R59++ul168zzEG1i0p1/p0Mv14ZM0rlZprq6yy0zdA7BkmQWHZUkjmWCigLZPC86zUZqatbVKEolayKOToVqhQuTa9y8eXN1Ra97ATaJkfGsq9IUwxImmxBt2TY7w4xD8ovzLwioKqzpSneKiQ9UBE6SWSidxRnM2XSuqQwJAYdZBeTCxSj69bBeiXzq5ee7aGsRAk0otqm6unmzq5G0HoilZj6zDdr2rNbIQ7TwRtOoBXMq2SjTLg9S4WoBNSqh1lxdLSgM+kAU0yjITZDS1Ix+zUI1JDVDdDUlTGkgbYA/1U1N8AcOqM9mVzU4Jti4GacLLjT6sEpzPlBhmhvlpmaT3PJBPpWVurRIsNLk2CCU2LwZkcVDjWyTf2UFlEX1HQlThiuoUaPcyMgC4g7YMVe8GkuomqViamzOB3QTtEHT5sbNLiLVRuAQatLogvxNjBysDjYLQbzFvAlVojG/0dW8uWlzPsRsxg68ahAk4kQmW8/zQWmrUauDg1qgN3m0GiInDGlTD5nMRs3zKJmpbtZYhxJQI7iYxkaXUF0NTDdVNwHzm4FBproJuK+GmGYXahyIhCBymzcDn9WUOyaT89h8Q5WycjK0IdZyMlUkzQ0kQB02M0K1DFwD20GoVLM9a7WAuQRkc8W6zS6g8SKZaTRWK00gZdBtmWWBgtAIWo8LAV0EOaNMSNWg4s0y0/TikJLvym5fx3vIfc4h9A4wwTDr7c7UX5OdUkmjWVADMJeyHJPZDPfP7LfTst0fVMJ/4/Onf/n5ffu/v4/9aeLiwFOJi+wv2CfZ7eyTg08ltieeGtjOcgkhIXxH6BiO8udheN2yY8sO1Ed2PE3eEtlBz1QuXVpW7vHH/7Rj9PHHD8KUpeO1nTvf2rn4MwdHkmnK2XdNpb20rwJNIsjwwTgvtA1bRlw0lgKkRUcp3j4JIKM0HqhTFROgXiBQl46VjM4hbyANfJFvV1xfR5lPvuvCoz91sVggoFUeSz5pYZHmblEKl06WDi4aQ3l4EgaGdN7wwdTx8Kuri8YgCeKjtsYDZeAZ0Aeehz8BXJ9ANBaLsVFCM1BHZnVMNBCtq2OiPA8UTeKx6TUJmusfhRKjgTog66z/bEzX+CgSJoLHUBV4UPUAchaW8QWOImKqCyA0aoMAH9AkBxxCHXiICwC/0WgsWhdFwqnjcSUgPorR0TpcAOKuDhWLOInirUWoXlHadqg6sjEXxA/6LFqNo6xNUkdZj9UFUCMAY1A09G0IgKxRe8FFlEXcs6BFSOQ8EnhdDJWOctZBENPgmbfZaXNf0piy1r+jLJQNrQccgiSjqFJ2VpBgUQ1BcXhFCZDciAAL4tT7BRIsE9DUHqoH6lVHVA3Vn8fikeWkGf0NtyiOYf5/9q4DMIpi/c/M7t7uXXLJ7pX0cknuIKF5aUiVCySYoGhCiBQBQVGKiCCgoIJZIECoAUVDCU1AQgkgggQIRUUJJYiKhhIQFB8BQpEWQkL+M3u3twmEEuE9fe/P3N7db7+Znfmm7Dffznwze6dQctZgTXPcTinmDEWB7ffUQPzovOPnF+Tu34N1ir7wHfGM2B+eSR+K9QoEVfiD4LEpNhWdXYMN37/dTRjeZ9xrwye89s7wd17rgzvl+g/Vpf8D3NFgvtZahTX8PlqFVRYFtdcq9I4/vT7yUWsV+nsE/9/UKqSH3cjwcL1ezvyj0iruVZY1OCsZfNI7pncwQ07epANEUpFkns4ajr0w3Xpb5UmjOLg94GfRSKiX8qO3kicdqz1OfaSjm7HqrZGRwIofiCOrj8bcR6uw4hSt+kgc7V20inBni7eSwiTBw0kWyFO3NNhQjWXpRCLZiylST0KTOtBTernkMIc4DxSm6Sny7B1un5OMjKSkTGC6VQptjbQPZ0SSO4JcAqVQ2JF8We+uVYTfW6vAhe1gPTxSTyoBM4aTxvc2BrisSX3hEysk3EPcikiRU6TAIyUTAXJlJIZSHLWcaau9u4tWYYU4bVx7mENcklaSqdtZIQVLcogbDiUIeqBoFbg4nfcFKVigl5s9zh5uXpH2pkbyT0nFc79p28furzrwV7WKJOeuEzCF8dFP/MkNpWey435iK59MbZK2kUsvVE3wGufHjiGTJv2w1pD5sPMff8W943B1cYdb7+/u8R/Sfd4ARZKbjMhwXg8FSZg7h+mlHx7ygjQ+zlPSTSMIUVGOEA41w6EYSJFgfYDnsc5OZh7uaq0hT1/wpF0I9sh46d9G8WQyw9amTZsoK5lHqEHnuLdzTo8425xgZzKmJrHG26dOSNYAEUqSTnNbGEGekuAVioNUo0okHUosuPx4hbGarqiNUwoEOlG16RF7XUl1F0N+bFFRsW2oGAp7CLiLBeF3jjfy+jsdJc3H8FIvxEuVSpKG9siBTc9DOfs8KTVYnUsc3l4C9jzDKIMgxLSxMx0bJZ0RjxgDOYSYWPKJNURhL2JdFFW9NGNwY8A/UfjREP+0Iflpo4/CTjDY2uAAMW0MeiGcBI7V41iE2BgcY5Vyvu/0CDBEAT62DY5WtsWoVktYoYhysAQBKUwhCv/TuHhxJgyEuzaUk2WIa5icxFBRPIjRS/zH6qMM0KaP0ce0iWnjqKyYWHIfxRJaGxJNFBloECB5AiaZIKFjpdCxsW0kh/9IshIn9hVOFEWK6q7TI3RViyX5aU/JVFQsLbGuj8IpGAQ+Ro+f5vV0VBQGMVExUn3hxKII91FCTBT5iyVEDInDV8bGRjm4q+HOeqSupukRcu/i5tAGGqJgVJTNRkEDrp3brdMEXLCESxwy1hrZhkyPUFCaHrHhXOltUqySTDPEkIK01w1uiNJFpKnhjMcCGEOuopjH7t/iQA1zttWa7u2eskmZEgoAP3rrqlvLK/e6w7Pin/AsM1zsDweoh8PhkIV94LuQEo9biM7wsHMRf23+4rXX+tfUHdbKvXaf87sT/1r81d2ed2o/uHCfKQsTsEnWeI+nLP5D7vGUxeMpizsHFx5PWTjy+QinLP7uxR//qw4/tAbd7pyPs3f4EM8gB9lZz7hBeNFbt8yvLHfHKsJlcbh4VhyA/1lxoKQqDCZqQtu/YT5iKMnD6L9pKOBRuey/MgdB7Odqco9gDsJhu5WcnBzJPGI14V5mYf+baoJ9nD86OjlZzvyjUhPub2JXzVmJDWKyPAdBjAZrnIOIxl5kDuK25kXMAgFuDxSFf5Kl/CRbo6OjGas9zmTnHETyX52DYPC1kcRysMb2z4Q7W7yVFCYJHi3PQUgWh9VYlk4kkr2YIpNJaFIHyZTTOJHMQeDcYlqyNAcR7ZyDkDKB6VYptDXSbnAZSe4IcglTbQ6CuauacL85iOhIB+vRkcmkEjBjOGl8b2OAy5rUFz6xMoR7BrciUuQUKfDIaJI6uTISQymOv20OgpGMZBnMIS5JK8nUHXMQuGBJDnHDoQQhGVSZg2CA874gBQuSeWUOAjevSHtTI/mnpOJ5xAPvj53TgYe3bIBkSGHzlvnLiZ5wVhwCR4h94Rvi0LSh6UMhB4eJ72J94VeiK8T/DbrCR1Jn+18+/7Dnsa4gsfoQSf3t7rGu8G/WFWAVXaHxHbrCK6/cT1cYougKr/zzdYUhj3WFx7rCf9aBR6IrmOk5W+cvP1y2t1Ij9hWHim/Cc+Ib4mWiLaRdFt9Mvyxy4jCRFX/FmsNQi41+5m9QGr6ZRXrdH/7ubv/h3K3blAaV6h53rvMGezClYdCgmpQG1hOyOJ27pFFVabgHK/d1NVz7P6s09HT8YVfd406lQfX/UGmQSoVVGgQrrRQmG0azjjcKVlEaamz/7JOK0tDkDqVhzJj7KQ2fKkrDmEenNAwaRJLq2XMQPoCKZXs6Gz1LstbY2TDk7FbL2t2Vhk//gUpDz1RHZkimCbSv9q6l0uAhKQ2DpAhUqlorDT17/of70v83DjwSpaH6eokA2iV7ZXbZ3q81WHe4nHYODky7DM9hzeEcVIsj4HtYf7hMxhsS/gbVweAj9YV/y2sdH5k7KpDdeuw7AZnI/z22kDHJt9nd1kfI19pVB9WgQTXoKoiti/B9fxflo9r6iIfZzaaG+O9l0296iKT+dmey/zm2b6niOPLTpMr6iJ4MqaQ7liXV9EaYeyf5D1sfYbK3vZrXR5hIqbBKg2CldkWMrBD+kL/UVAhSvSaQ9RFMDQ2nJ/vkP3F9hKQ6wETToMTEQYBBbKLz/mMZhmXSpB13ZOcwKqtaJf9N6yMSf3VkRlIdEp2qQ+3WR1iCSembpAgY5s71EXKzj6x5fcQLLzzg25Qeu1o6AO4USs4arGkhpSzFXpaXIKjQayovevaCsrLyvWnnxHNMiXhOHAhLRDXk4GF4Qhwx7EkV3elvMHRMy34mOLh1bKyZ6Az4PyjoHjpFa/JDWqCtRm+zXCaOVo5qGg0wmYJNgnCXVOTHeixn/lr3alcbWt8WbTXT6jvdv31fun+Dc6pIOsefTlc9172lH1yQjiJFj6hvraUwjXR8gVSpDuXLSpEDdxTkI3WulHNER3bWSNJPUva+FwfD+YiUyCZHb0qRq3CvZI10XsMLZBPdoCBn4dhhVeui2LZtY3u/1jiyZlUSRVBVkpe4lLYUpDCb1fiTrNopR2ngXJBwFGZJzjVFIqCkTpOKdPadlFQdJEuOTjIyUgrrOCNFbxXsZlOYVUEX5MwGcaqqLfXOmsJxVS1LUnT4T0oac2aVmJQKEjhTp5xM/Hsdj6tFaqf2UkeyTohLwoqr1W4fficbkVZH1QcHk3UAUgs2mXA25DZN6p5CSIq6ys7JpEWEkyKqybzssXt4Z5c31Z0ikGpwuParh4ppLUDcIS5fvX+5O1MCS9LwF74plkCN+J54OO0EPJzd6G+y6cts5mxI+mrbcdfgcBMMttboI8sRk/MeEIS7xOEIgh8+/9rNJdzW/OX0/xu7tXu4O8wDqmc5WfrBhWj660nU8lITsn8JdA5TyBsWB6Ngov9gD6eP4sgWxFgTMkneOBhAUjxyCwiW9yiu0iTuOkYSnoyznpJyl9bj3OiWxCidIkn+4mSrXkByTvoTewlglsiuxZgPRxgTyVQwJkjbECPpWrsuR1g3kXDyAIoUFjgwALo7+L3b2IqDSak8yKUmSbcmGx6TrwmXkJyQCXuTArQn4kj4HrE+EudoftUe/jFDmEeTXeO/8/41IQeDJl6+kFSCHIw0VSlWxR46mBQeMXy+a23/l7twvUDEfs7+Sk1aiVjCnBdLxDfheVEjcvAIPCn+jWJf4xQl/H3EPpHtdxH7zqqv0mzuEokjyKMV+5iDx2K/tq6Wlz4W+4/F/mOxXyuHxb6Bnr3q4spK5jyW9vgLXeD74hHxJDxCJH7c3yDxe49XP5b4/0R3H4kfIv38f5T4ITjrwXdrPf88iX+vZvlY4v/vS3w3uqRyJcDC/oI4XHSBavGIur6K+rTj/atAXTPZdNcLUsmPbcZDrFX+L7TOI/PnM8y1skPg7h/EBMmBi9SMa4EsSEekOhIy6IQZpoQZ1QrKNgPEjzbFjzYn6MxqnlyVINHVM8xAR9t0d08k1QQyzAm3EXnH/FECvl0ygA3QAJkTnMmlSlelSgGwbypQ2+Ofgdkw2XQ0GE3jwLYZZm6G2ZZqwr4JM8wJuElgnjMkAKo1D1tNfOEc4bwk6IjwjOHNHMCHCepwHmmcSgIwAxKnOUb6vX9Z/iXHzQAxqXQMoKu3ZxNJNMPsqMEMwNlLJoOWKCYps+aE0WZ7Ef1znZ1PnUltoM/vrzyqxdLhAnQV34fDxOHwd3KGpQQd0bF2lrnCvb0f4O52BLlzO7GHdI84un+4k0qRdIIPIU9reSnZ2czxghTFzpw0CILJJmqCfRc3cEddYBpPXtwueeNgAErxyC2AkKUt7x6oSRALQ+EurUd5SQ6JUeKMmBdKG7FVvYB3xGMvAYFchgtSkF//QnZ4w3kB5CKet6+MI5njJdZ5Es7R+0L723kcuKZGeK8sSbvWOfbEk9a+QIEwzUt74zkTknb7c2pLjoQfoKAeuSNb3UHMGJTevXFHDfDQwaDSrkglyMGcTbXKYwdv34Jw0H+E/f+cS5XzB3EV0iVnL5aLRPhegxdFV1ENfyPq2dVZZtx9q1NJT6qWZDUBuHNPxQoA0QE4YGsn9afYK36GFC/uMUeDeJ5LQCAed4up0lUZZqiTekn8u4iO15mnmy24t3oQPqUezaweLfUUiPR68COzo4Ob4SCq7exl0ERXrOKlBvb+xX5q7/rN8Pb4Tc4eE+oIS/LSlNq4jKrcOolmkIFjpuNn0GiGOd2cIOoAl+pUdUxKMKyoYCYRbcNFB0CMlNnWqZLuAegYVC1aHCBe0jdsqfHSmQmzjyQVJoMoaDYdUUmkIM4CRlIiJo5obXQCGhsPkF0js43G1UvDjLvv82QLDlWbEzpUV3JsBkkrz4idgbiExWZ8A6WChA725FIBxDlbEBpvwmxjZkyCyTZa8krF5WHmMmiYaorBJT2d1KpasOtTJPqgdJwCARZYXSQlVq1uWZOcvthG2h1tSk2N5Q1qhNS4xaXSOI8wwxyvA2qp6SVIdR5WrcE8xCGlLJ+mmkebY/nguCQ+aHq1ZhWfQRpdmAZXJQ5mBq1pSWV1qOfxjshMYTELTLfrvf8kt33DG0fw8fGAEJ7enKPeD6+JWDzAw1hIaOFIiAXEKMbePqWmZqqmVKc6/s3IvnIYcKgqXfqTHivsjrRwezyp5LEaJug4+6PHg7sZJJJ4slmW6Z7hsC+5N+Lt/IwmP/HIDHmJ+TuFUtW7D98qd3lYeFBX7QFNTitVkgVYTNzlkcxOlpoKCUgYyLAb/NQkQkkS9oaaSpMDXy4LAzXxMMcQGW12yAwHA+RBSz3aJIlR/MhEk9ZKfIhYx2V6r2Y6mnQPt1VVokMgks4jERHFhcswJ1VlcRHgJUZx64HIHC+RcZXgzgM/uWFpGINZmmGKn2GDo7Gv487HAWx2EVBdQNfYUOy9RQLgONxGP8KPkfiJkY63Pw2ONsMM+41IO/qGR+zsVWaKRwzUxUIDSKj6AEy6TyykQ+1nNmSy2YHOJPnKvdcMjv9nj+YW2gXErjd4+ubyG65YOlzH0uGIeE3UQk1FPRW1njynk7pNBdKtXeVaRwWmxkr9L0Yx1ejSX4bSrBz3XSoxiLYBE+7xIKjdQzfu8HAkuJMA3L0VD+mmSXU0eZvECBb1dkEB7mgptqqtL4Nk5AHGVe7OZNWTVBnw0s2LW+ldBKJENkmylHYwoKPpqjHclkSqvQQy7IoLJIMLJChR7HDzI4M40oiMMyc8IOMdMTzRLNRYTGVInbkUEW7YamS6yyCdlB7v0FeqOo39dkjFYhe0k0ZH4QyzpgqLNgNoLQWIByYsjuzxJ2A2eBOuQqwh4e4hQYdTD7Vhtc9+yyBSZ/ESqC5nTTXxZcKVShRH/LiQapqA9RF8ZAA1ziMy4ewDx5iRqarO8eicvSbphAVYOQpNRUSDUxzRGrEK45gljQeOfiEe2bsoh3yI0cHWj5yvR+qOSPLBN1eroy9sujEXYPFwEYuHE/jfTRwpnngsIv6Cs1U9SZXBYxHxWESA/0IRcVwWETyds7zSlTxepJ1IPyEOFN1EWYXYLsmH7YBsJ5Ba5VpFPljvLh+iqsqHnvZ4EjGwmhJG11o++JJItBRu9vcekVbZ5UN7+1WEkdSE7WbwtXT+wx3RgtTb5INrrdi6PbYqLlUGXg8iHxZUkw++95YP9hJ4YPng9R+RDy5VWMTyoQ14EPnQ4JHIh13/YfmQWk0+bK9RPsy4v3z4t7/+4eGcg1Gbzo1eXrkfSI8XA2Ef6A5HEemw8rH2UDtnq3qSKoPH2sNj7QH8F2oPjgeMNVh7mF25XyM9W/QRL4ru0CXtxGP58BecrepJqgz+9+RDxGP5QNz/F/ngQ2dnz19eVg7EE2knxOv4AeMivILx9fTrkBdHwStYWNDZBkHPRxliyb0fHiWE8zFCeGSU9Na2cEDebWelhDZ6KNj3zzS1psgbvARaL0TG2BwvxQM22FgQrICnICLmwHwMWSPPk1ecRQJKiIE8FHCsAuDxZbj8bAKMCgoOxqInptb2ao51r/pwnte3iSXRgjZRdLhAmcj72SLts7t6vfTOtMhwIETyOB98ZHgkFKDELU/CxeoFIapNLAkEgBATQ16iRcXECrEGfRSZFdSTl75F1nTf2+y3Mk8uJQe0Sbe8Y07iYffZULZtsd3hZyCsWnHZU3xMJIV4QR8eHBwMdcSKgg/XK8xWWaatjwH4Cp6HsVF6zJxgk94bSAu8EB4bIyBoxVmQOIdU+B3rz6VXvfD6WLtJA8VLxq521mSrVckoWLINDpYMfBV71qoZkYxYiYErstt9IhOOi7dbzwK77Sgilq+m4AeY+wpHEXpiDxvZWH+HucXYEMf9LAwJjgBIML+sN0nGtaZ3gp2y0IqlAAnWOsJKI+kherQJ8UHELrmuI4hk2ouQiVjjomDpL4hYEeOvGZBsyBa5wbwg5VfCAqxB5Jki8U0QThok/iVNpsoGKEHBOpPDbNoGkDXEZDIjjjdJFsf440gISQbSwGk1KzmdHjfA8Eg9eYceeQecfQ8ayehUIuul5PT2V+xhFgT5F98ienIJOcFffST+1dsNzAldopH7Ry7tSPuLD8P1FC9ghswma3CQGZr5oDvNkO28mYJbE7lNkQSDEEDExJfIFmI/7AjndCi4NaQj+EdtcPa3uxflvUV6pTBedHZlWcVKtXg97Tp+iLuSfl28gqUwL7qIGBEJPN6+lYK0joK86s9G7kOq+lyfdGtKJFMEDsTbYsh+AFHOO9bqsHeSu+Cer70mvQhVIG9KIqKZvEaTBCBbI+D7HgIK15a0M0Ktc+ewEJKSjZQ4s+opLCVMt8uPKo6veqOScCS3lHPjCsdr8fA52XTCwdIdWwU5r66ekNV+waPe46jnbee4h3D84+Zq5e1mDeTelQAP72L5ZSUvOMXlH2mX0FbJUo8iVnWRVkdlOTiv4S6wZ9S5wkaWwNZaSWBrTRJYiqcGCVzlOgirvAmNtmedJ29rRTobudWJkdzt926I2XGT06ZgHc5eSGvgkMDBwSFVA5JgWB21b3IjLXYwEQksp1+DBDY5JHBIdQlsX0piP8Nah4m3CbGQlrmyCYagmFjJkk95ka3CsjkYyRKYVIbJZAohyz4eSALXekFALd10e4OIMcQIvbFCJWBdiccMheCqM4eAEMc6nGpOlsARRGUlL7QVnBIY3E0CR5A64B9QAvM1G1/U3tkeLBj8qz1DV1kCgxTGja6s3A/IABqWvFexSPzg8UPyX3C2qiepMvjfe0h+PIgm/f5/eUjG0mH+fkAG0OBV8aooQNfH0uEvOFvVk1QZPJYOj6UD+O+WDvM1+7XSuNlVqBM/kMbMHkuH2jpb1ZNUGfzvSYfHA+zS7/8X6WCgL8yq2O8OyYDOFfILh4k60VW8kl1PRb9N8skwKYCstooD9t2eb9sDRtkA2tSBljzJV9kmXAY0QGRI3doxJaXK4yvxpe1B8GWJSNo2GT8CdsQn99pspkZntT912iNOkeJOlHaklrbnvn3rkJrGjUg4klsmMUWmJMrRpTDOnbtT4u54jbXjahLaua8ubU/9rhvR187FKunc8aAtpUDLTCDCARkQiCCEqLtZisg1k8JUOZVwirzP9905t4eWS8kmD+sk1mpYJ7E2wzrOEq/pFYN2R5ORDxxNm6hqu7pILo0M60hxkCQRsCBlWMdSNSDJeQcEGGVYx3yfYR2zY1jHUn1YxxZbZViHAqY72A2KjIxy7ogSGxsZWWW40KQM6yTah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</script><script 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010seqxegw6mvZDd/slg91hZlnbuhMi/+ulVpKfurcryo+nk7TPxHY0lkCwE2e5+03TZ/qasCYMwU4c/qdmLVFLIMgJgp04/M9MkovkwomDZTn8AyYivj3NnmZYlsP/3EzMn5i/OWvOoOM66w/aj6fWrDVD1BSX4JC51dhqtGVtGYQuwWETSRcRHxZCz9V+xFwevzz+efY8QyfOaf+oifn0rqwrg8zhHzMRmKK7BGQO/7jdv36RvWjLXK2HTNjWvcxeZhB6Wv/CRBJERE9BBZfWCXPt2lfZqwzBVZxGvjSbJzZPRJAUyDzL+sp8/vkhbAhDHBVH5WsT5y0iokDmUfnGRJJHhDlB2BRH6VsTL3/xIg1hUFyrddJ8I+6NuAlsAkO0E8/SvrMHi5PYJIYKLq1Tps/v809lUxlinjjNnDbv5b6XezabzWZJuBS+N2fMmM/mM4Qq8TRyxkSCy4VsIUMFl84P5nvvLWaLGUQu9lkzU8/Ul7FlDELPws7ZEWARygQVXFo/msfEMYFQJsiF7RKcN8eN+4B9wFZKuNgXTMRPQSiT1RLOFv5kx7P9mH3M1ku4FC7a82CIWQKhS/CziY7SVraVbZZwCS6ZSBG6nW1nELoEv5iYBUCYE4Q7cdr+1X7IIczJDgmHf9nswXqwbIk9Ep498pvZv/+n7FO2T8JR+d2ENQQimhyUCPNTTkcHW+QPExZTx9gxdkTCtXJ/mqeMU8YX7AsGoaexK+Zr/DWOQCMIaOI0d9X80P+hHwE5EMjD4V+zF/Yn+5Mh0IbDzzE7G52N6+w6uyYR5h+4HX5PpjHyl/mu9a51g91gtyUcxesmTDRvsVsMkTUc/g37ZQIiatyRcPg3TQTVQT5oRNBwbeYtc4Q+QqecYraUezbztp1MTHCBoKte4R1zQtEJReN4HE+UCAsZuWvGd4jvkMATOCJqRNYgV3VG/jaL8WJ2ZXjGOuv2j9mjUo9KiMkBLYd/z0RGejyZkyWiDdw31yetT8rgGTy/hFP9XxMvKfPwPDxVwuE/MDvn65wvL8/LoePwH5o1RA2RyTM5dBy+Rrt2LcQL8QISDlenOE+K8qK8sITDJ7RePYT1gCTC1Rkx6CeflOQlOSYjnMom3Zm0M6kML8MhC/M7WKmID8AIpaP0UXo5Xo6jRlQqe0l0xYoKvAIvL+EsjNM11hqrMq/MIfMuTFBktcUIGjW8UotingkGstUkwtKkvKn6wkGM+CjewdTldTkCgXiEfjo4MDhQn9fnqOARBigeCgjTgQrOqsZRdGkb88Yc4T0cfjzFSLEpb8ohc/gJFDM7LXlLjjAenkZy0YvGRaMNb8NRwSNMpD5kaubteFsJZ4lJFKZFHXlHDplHKZkidWNn3pl3knCUctNvv0Vsji4SDjeFnj7dg/fgiNzhcFNpnIgTL/GXOGSeBtLo8uW9eW8OsUeUTvGyqS/vy1HBI8ygxb4r9t1jQiEsNFv+bKTTV/YveMFc8AIjeeizBZ4t0FA0FI0knBXKS0uIEuIpCQT7cPj56Ne+r32o+6REhI8oF4zkp4jl1Fg0tvUcnUyKSwQZ5ZpKuE7zAhQuM2BCKSJQoTIYKUgrZlbMfFo8LZ6RcBZXiK611lrNRXPRTMLhF6YBf8CPutBx+EUonoAtRAsBnQh/tZA3g6L0RuaNzJaipWgr4agUozDvbiVaCag5/OIU91IEWIFOhC+vsRK0foH6BeAGAqGjUJK+Xvf1uu1EO/GshMMvRa/5r/nbi/YCModfmi5OXpzcQSg4/DL0Ed8jPgQ5ho7DL0t9vsgvAynEGCn3X1Z5Go03ceoBI4/gJwx1UnohRRnASAUaE5OCkYp2raOfW6srImFwupFnVK8A6RVgpJK3amUv41EwotEVbEeTKpFG6TQ7/5P6MFI1wt9XGAlKAEaqxejr0K/ubgMTzjW8jdb0Mmp5GbW9jDrehT7mrVHXy3jcy6jnXcYT3hr13Yzi7zKSRT1BQxhp4FVq6GU86WU85WJYr+y/M4aRRvbODJtNNGmsqw8jjZ2q90rJ302869zUu/BmXsbTXkZzL+MZL6OFt5WWLka4h9IqcvjhdQQPI/gYtY5sRpuymvZRO4CRNpHzMeUI8mQAjLS1mZP7LOpaFrkHAUaedZqhaXJr29mV5vdZtOMRTevfBWCkvVOpen1GOkTqwGwUVqKwE+0YWXr7YUj7BTDSyWYe7rNo9RNIcQkw8lykZpUKyKkJMNLZaeJEkJEutHTphwMG9O4dCROA8CqcPE91+TdkyKuvsqa6FJyKa3JB0+a9qNsxVlJgZqONGKZVQJwTTrrSj/SP9GHDBg2KXh/wz2/wFCfd6Pr1Y8YMH+5cOJy8QBv6G/rHjXvjDVd1TrpTzB4tXTpnDuu+8aL17q41hqZ9MVIvcVc2eR823jO1f8tXeT27xN0SdznpQXVTNz/6aMWK8KrPKaCHQxxo+e9pnLxIMaG7Zs1777HufyfAYvfSJk1rsfCLnqiXsmSpP3uDVqjbpQynxElPusvaZa1du2pVJPYCJy/ZC9qyZe1aVySDVfV1Tl6msH3ZuXPz5pgt6UVhp/jNN8ePR4M6QKVyUU560x07Tp368kvXkpKCckmv0FF8FMdUYwmJ8AHCsvrQggUf0R/REa8gevpB0JcO8w3zVdQr6ghJED2VIHqV9nikxyMIvzBSgj0+ZIOmNR+qx4Qg8O/8yzaG0aIZo9VfwNI2RHJuLwmUa92/RYP0lIxycy6Mmb711gmlq2vx/z/a86JazZKhw0k/2imhU0JQD+oDJdjjS3dr2udchz/q0t1Ld3PSn/YSvcRQfaid4FlVuOeIB9APCn1QaJg+zM5JrbbnYHW1PU7bBQpo4W27F/Zn1c7bP0eef1jgP37uVwMJAn6d2TN/+0j+/M13yNej8ohGVwb8m7vcy1j9Yg2+zGVtt9a8XK/cnO5fP0qqdIFz59SdkfSD9x+OfD67wJsXrVDOKNuRNTB/7x9yKf97GbfmuBfByUA6/KiE3By824VpQk/9F3+69r//Cgrt4f/XX0xFFz/7ofF/49x/NeFNSQ9v17AXyvWLyzf/ou1zO3rt/65/VztvyI1/cF6qKIWuP6v6nAyiJ7ad2DZWH6tvk5Ab17mnPFKP1D57NWVryta1lWu0q9C555ANnAymsF6boE/Qx0uoA7u5qDpP5UFMwFk2Q7NyPnTaPaEp79vVA/ZNLTenfmUCG4ZApOI/Lmn/sZwMoUPbDm07TZ+mw+1CNTD3jN3AtZH3R8oddH569swNk9+ZWWOQOmQpGe27bknOGbnuKvvIODi17MvazHVag3QtTfI3J3Pymn1nnC4xSUJuW8fVWNsC9+ElnX3u7rKrvkvDP06uMSijUf+xVbr0SBrc5t9xOXUbXZt7BtuM6E81pn0dfK5ox9WcvE6RQ36GPkNfL6FWL+8htf1GDsfxy5m30CIZjd5P0zj08x7iJEgzMnbpu/TtEkrniV9sHYJv/HMylK5du1tXUHVCD1QdfOOfk2F0pb5Sz5b4VELVOrLdriWvLZSObOdkOH1Lf0s/KIHRotzgRknqYP6Gg1nMkgezURIWN4LC0RPetagM/2Ha8kN5H36DJr6d+HZID+mwmmL2LXUkLdyhcAc4IIOveKNoKCOUcU4/p5+RULzRtFJ6pXR40AGKN4Ze8V3xXdQv6rD+UryxdGr5qeV/1n/WYXGmeOPotfhr8XCc+lVC8cbT9hntMxBOBga5ijfBfuMMi6XfJBRvIi1jlbGu6ld11FW8SfTgroO7runX7ATsijeZfnLgkwM5eo4Ov2nFm0IfZD7IhCE99BVvKm1UsVFFWEtBX/Gm0YX5Fua7od/Qoa940+nZp84+hdyDqKt4b9LP4z+Px/sY1FW8GXRUzVE1kbIadRVvJi1SsEhBWJTBSEnx3qIvF3i5AIyZoK94s+iNXDdywVAZ+or3Nl2ZujL1nn5Ph77izaZ7iu8pDl9w6CveO/Tao9ceRbhq6CveHAp3RQz5oK94c+nCwgsLy2G+nWFU01ZebyjS9e//Fhr+edbS5zIO5SI2nSYs+ZklSsgPa2o/RXvfEP+rpGl6n0w9XZcdt4mCzKPLlsGeBSZu7jqhoO1JLon8cDKfflP3m7rIrYQ8U6z7ZB9CNx1Yo2mzTX1Ke/3RPJLIDycLKLxqkyVgTRcdZVzJ94d8bi+kyEUAW1y83o92DhcncbKI7rH2WJhXhhVkpCvJyWKKKOLI3gR3bIe/BCnjisECD/7YDn8pPW2cNnANQcfhL5MjbfhKQyPac+VkOc0Xny8evsdweHaqv0uRQxbOx3Btdvjv0e/073RsIpyTXQtaQeGnibEl/JAdhfdpF4lBZBDpJ+FSWElHiVECOe7hX+oorKI4HnizYvuXRvkf0Hnl5pUbToYTmAM4/NVUPn+tMWQMGSrh7qQtbyE7aZ3S0tEzkx2z8BcnH9KpU+GKiTbCy7m4SdZL1FVG9w3axy01Q1aXt52PKFJSwZsVLYdrr6dYbGXbYP/jlhVUzTX0LeMtYwqZQrAuLEse+FvFlKPnCGuExclaumgRHDJhnhVe0OKkVH3XFU7WUYQfRv506Ee74Dgv1tML+gV9FplFkLM+2hGHaAPNNDNNhL6F2G7x27lyBFpdt100b+iytztKS/i24PHVoyTrVjFOPqZ4gi0hSwjcQJ2duJG+9tpyspwgB7vD3US7FOlSBFnD4ccZHYyg7c30Gf0ZHXFXl0o4KlvoU8lPJcP+EIsL889sc+UK52Qrxe0Afo/vSoTrtNwPFw24PWonls3ULpDfSuitONlG+1frX+1D8qGd6lfTPvvCjk/xENEZX+VZ+QuvSlpLiPr6xueTn1O+WvJjLzVMlHNUevpEi2y359XwtgmZrqIzBZ3SONlBYdG0m+wmmyQi84KT/2j8Sqo+cgInOynScu4lewn8LlmWVB28VNPKKSdJWIWf0J7rFvjmniVPhl3UzvNG9pGdEpHT5g09Zj/sps1SmqV8Sj4l8LsMV/r1eTh1yw3UAnIDyR4KJyWkGs+WcPbzXvrll3CphHaY2ykNs2O/3ePkE1pML6aHSIgcknCUsumGDfClhJ+mw91H4eSNjN/w03T4+ylS/H1PvidfSUQbSdXvvcTJpzSFpNgJupEu3FH6jCLq2nlynpyRcPgH6L/+f/3whoQjpsP/nH700SVyiUDD4R60zSQuk8sEvpWupj/vIu8ch2i+0vlKI+c2coo6WoftbDO/k9/JLxIO/wi9aF20kF8bS4zO1GB/cXKUwib0OrlOoMi661Lr2qLE+vDL7JSWWD+xPifHKFK73iA3yB8S/7vOcYpp0tvkNkGi7uh4G9dKiMIi8iF5SO5KREfdEH1By1plLWyGBmhTGkZOpmytwdMBpK7lWUfx7jKdmWkB+dEe+uXHvtjfXx/+ko+038qkTyQnaGEJZOG2JCLDv0xOvqQwu4bDH9Jru27CX1H0P+HKB8dNZ5d9TTMSMxILG4XtzNQO/xv6gnhBFDGKGEij6fC/pY0TGyfCZgZueg7/JK2VWCsReQHw/t/hf0d7p/ZORQxT5Jl2+Kdovbh6cRWMCgb88xz+aQpHmEpGJQO5pB3+9xRWKcgJjaxnDv8MTSNppKpR1YCOw/+BtsnXJl81Q8Hhn6Ua0Uhto7adY9rhn6NIe1HHqGPUknD4P9LbEshyCh2Hf54ipXQ9o54BHYd/gdasUbMGvO+QVt7h/0QxsdrQaGjUlQjzl9pZWXESjNKOj+DkIn3uuaeMpwws1lH9mV6Ovxzf2Ghs1Jdw+JdoUVKUwLcwSyLM39IkZom/0E0FNxWEmxv0Hd1faQO9gd7GaGM0l3D4l6kgguCNHODwf6N4OdXV6Gp0kIhep5z8TtFXgovb8xKOwh/2frZfw0s4/D9pNV8130vGSwZ86Rz+FfqT/pOO5NVwpXP4Vyl63q8YrxjQcfjX7OX3MfoYcLFz+Dm0e2b3TLjHzZRw+H/RZ/I9kw8Ri5Dh2rUB1+n2stvLjjJGGUg0rWkf/OYkSkeEiD7zeNbCWVNLsTW34jQSLY2K/5jgf0L8Uo5/92Povw+k9HQ93iI36CefjDPGGfCRi04XYx1u0oMHxxvjDXi9Ra/0bX1120ktYSQeldlyLNvgaW3kV+t1+dS5RWGKji2cJBGdLZXbeZviLe8sY5YxVSK8ne0b6ZGk7lqOdqlztjb+hfEvcHKHDvQP9L9jvGPMltC0aSOcJ9zoKjzrl+8Fkf/vdImXn9nN8XG2TjY3kdylNfWa+kJjoTFHwtndf9MNfAOHbxoScbt29z8U779WGisNOJ05Cvcoxv6rjdUGZA7/Pi0QVyBujbHGgLWww/+XokO51lhrfCjh8B9QmJ0gXD6WFean1nW7AXDy0O5PrTfWG/Bkc5Q1hmjEG4wNBhp0+DqrE18n/mPjYwM6Dp+wqvFV4zcbm42NEg7fYKdLnC6xzdhmIDe1wzcZ7MiPGEeM/RKup92SmpxQtkXfop8zzhnfSrj6jQ1GcsLYW/63/LD9goMby5L9xo8nhX3VJJEfvLpu3twyLRPznE6bgiEjWpwZpyzHIqcKjoXFCuoF9TQzzUyQCKsggXaqnv9xuUAfaxXXKi6PmcdEHWeRftZddBdwAITM4QcYMpkWlsDuDfMbvxOz6+NY6dJtjeJmcROeceE6E1a2y5T68axUbgmzlIls2q6nWgI7Xv54+dJmabOMhNNgLhafKz5XJbOSWVnC4Scy5CmqYlYxy0u4zr4k5kv1pcI3DkJHIZk1aQIPuGoSDjc3O53vdL66Zl3bc861PiksYAUsOLXBdS4qgBMBJ6msvl5ff8F8wUR0NmdpaewT4xMDnkzIzW13K2/VgcMRuie/D/t9GCfprI3eRocPEdSjLwrQf8hgT+hP6MiPDbchZ6l52DPxz8QPMAeYcBty+HnZ+PTx6QPNgSbchhx+Pradb+eDzEEm3IYcfn7W2GpsDTYHm5A5/Ew2XowXI8wRJhyIHH4BVqLESHOkOVTC4RZkP2f8nDHaHG1C5vALsfS86XnhHjRGwuEXZgjrO8mcZI6TcPhFGOKrTDWn2g4ZDr8oQ0ca/TjoOPxiDIE2ZpgzTOg4/OLsWJ5jed423zZxv3T4JRimzRE2BeY3rgvxq22clGST+WS+3FxuInt4TJ+7T3NOSjH4VSNrNvRduvEZ8popzXBfQrpspPJ2WizDENQNbyzQ13b4ZRmibcHBBgm0HX459rz+vI7uJBxzHH551sXqYiFXNhxzXOfkIwyBuBAKC0mtXYIKbPBgOM4gJ7TnVK3IECYNHjKwhfAIKzHkGITDC/I3O2tQmeFNARxYkHc5zMecx6Nshm+G72fzZxOeL45CFXal7JWyv5i/mH9IOPyqDPOISMR8VcK1oGoMMyA3zBtmjoRLUJ0hDBfcVODdEhXAGIeTGqxnT5hLImuy00hNdtO6acE4Fp4sHpVabGPSxiQf9cG2x6VUm2UnZycHaIBC5vDrMFP+wY0lTsLhP8Y+/RTuJki07HDrMrhD5JGAk4un6cdZv37IpYx+vKNSj+HsKEFLUHikRJ8BnDzBEMUMeYyR9zh6q8bSHjaRp1199s038PtAlmNncVn2ZQT/Dmh61qABa5TYKBE5i5HT2CNsyODL1Zw2p00kPMInGde5Dh8NVHCae4qho/ksfZbC58Oj1Ii99lo72o4iwbGj0pitXo28aZA43Cbs8887084UEofblM2bB+tuSBxuM/lAORSHVMqYfgrzp1f4o6iUPc1+479xOHVAz7NCzdl+vp8jdzI8QjzCZxhOejhpIG1uzP6+TTlpwR6KhwLeGvDxcD2rB5XhpCX7+mu4bMDNI0az5UROWrFGtJHtuQF/D0+rrVn//kgYi4Syzha2YQesAxZcLeCi4boc2rKuXeFpgTyzTvVnGWwckY8WHhqeFtqx48eRfHaZhEfUnmFkinSw8K2IWfEl6F50YAigiFSscIjwKHdkn5PP5SDtewrvIY+wE8MEHAzskVvUWdPn2PDE4YmwW7ft3bXEmjBvVnHueJaVdZPIf1q1gvwYqfh4Op+d2SsSth07Y8y1Y7qw7GyYmSO1p9Pc8wx3OaT0RGpPh9+VNfA38GewDAYrdNdiurEKegUdhuYQOgovME3XdOT0hHm6Z2O7syX6Er0wK8xgpe5aWg/WrVtxVpxB5NF5ka1bh9SeEDvN9GQYEiElJ1J2upb0EosX8QI5OStIuAQvs6ZNYUEOy3NnOb3krQYJMGFH7nB7sylTkCcS+SId7isMxwIZHrFrPavZh02ahLSNAyU8or4MHpNIrThUwiN8lSF05HQ2ncG+2LW+/dhD46GB/IewL3YJ+jN03JAAEVouwQCGlx+wOEZGRZdgIMOrbSRBhEmySzCIHT4M+901Ei72YPaCBIxoYZXrWeEhrIneREdywGwJj/A1hofFUXaUIVOga5GvMzPVTEVqvxMSLkGQDRKDBHLFYfLXs7ihLCcHlq+wjHXpDGN4M3WT3WTIJxc5QPLWM1ze7+7EwbQVZlxhQZ5P7PvdCCnrZN5ldxkUw7IX/bbsDSlLpkhAB5PZsGzEp7ZsJMNrpnvsHoOuay1GscWLkWsOIhd7NBs+XOMaR4o6F3sMm5g0MQkZ5PwSzkk1lh1NOpqUxJM4Ms85/HEMcySwbIUJbYSfyMl4VipvqbywYYWSozCBtdfb6/l4Po6UdA5/Irt2DbaqkDjcSax7d1iqwr41zA1bf3IymU3j0ziMcWHn6pVOYXjngZR0qOGVTmWY8kUCOhiqeqXTGOKJNOQNOfK+RW+jsGbk8hrYa+w1kNwNFTzCNxneKyBjGzK6eYQz2Ae+D3xItwazT49wJhsrxgrYaMK80yN8i2EWphvvxjFv6RHOYhifI5saKniEbzNYI/cLw/3S7NSxPpn6JCvy0mw2a926pqgpakuw7qsFXnbdGq9p93pf9utn8ksiP5y8w7rM4/JTRyiEmys65GY6Nfp/V3QIKTqEkzlsU2BTAJaZsOh0DudcO0slzCVhhRnhy8XOY68kv5IM40cYOzoK81lxq7gFm0VMvTn8BSyzRmYN5H6DLWKYv8zkZCGLzVfGySJwsib3WTR6uGYHH9T+5mSxU63SJU6W4Kf9Mmp14YpL7MiO6sPJUltdjuIalUTURoCTZTZTDuBH9FQBqe6HOFluM8NvGn5/TFcfTt6NVK6x1I7ZkG4cT6lTYykZBOF7tlAO6N9vhQgNACcrnLWrnCQrva9WLw6rV26xHatSfThZ6d5evPlYFVkLvZFmR4Mgszj5gMWYxHGy2mFcH8nJhyzGQo6Tj7wKa7yMtV7GOi9jvZexwdvKx17GRq/KJi9js1dli5ex1cvY5l3Gdnt3Oqe4Orft03uHvffm91lUrCECXwGc7LTr4z1CXXN4V4QjAjjZFalcaLkdzUd9ONlt80/3WTT5FXhpAJzssZm/9Vm0ozfCsAGc7GXw6xg7dtgwjxWdIJ+w2UVnF4WlEIZqbFTH1XJF8+u26Qld8pt//nsDp4a/BMlmWf4sP1wgYDHFsh/UaNd1kaaNH6YfrK5LBb70bNdF7792/MV9e5ySIPvY5gdEfkbro3Uo24rF9mjaq781Hwo9/WGxPVsG2USQ/WxZrmW5xuhjdCRFitatENDDlWcU25MxwSaCfMq+ML4wxunjdHgDsFGd5YUy6mDnnr/4O/fs3FOQz9h8a74FEyA0LjuOqw/JRXQZ/v0Gf87RhRZp1LXr1n6de64+1ChJkAOsVGKpxIn6RB2ts+whGzYX1bQdRfTNRaVS/PU3rQ9Kb1optGhBkM9Z45TGKXhfApukiEqz8kqF9R5gfTnry1nhL0EOsjdzv5kbr1uxypHqD3fbtR/oD27QT37XljWa16Zx11O2Vdd/OYIcYohih/ScWFW1zWWe121LqFoPdq1dW/nSpJQN+2Y1S+nRyfNTkMMsMyEzYao+VYdtlFJeUEUp092Ljdqht0qHvwQ5wpBh7E0JtKYq7//Urmt07ul/FWVQQY6yPFYeC17CCJOFDct7SNP6PKnnxf5muiwZ5fIeinwLcox1q9itIux/kJBZHpga02TFujgw3bXHz8y59KBql36qeo1pghxnddPrpqPqLAk2qlGSpvlfte2F/k2v1RLFFQ0j1ReXviMUL8oQJMTaz2w/c4G+QEenO7KGWBmYLuFbrdgX7Da/zRfqC/V3JOSK1WoJky7jvnH26L0zMEzKX6rFe6NTL03CLj1hBGq1NMp9kaiPLaajmRPsUeNRY6m+VJ8voXbZrYZq/xpm555GOfkr8i3Il6xeSr2UZfoyHS2q7copr9sbxsa+ZhVrFLc5/CXIV+zy5eX6ch0boap2zB2ueuZdYVeLfAvyNUP0pPf09/TFEpHtrbjW3l4D21pxraKCfMNwA1ghsU4iUnfUWHX0yPZ9++K620SQb9nkpMlJsO4C1Fpc94XXQrdLRzZFvgU5ybqRbgQmaB9IqOq9fle18X1kk6KCfMe6lupaCoFEP5ZQO27KCew3dSWfYq+Xer3UVn2rjjpKnmekIz/NRqSMSNmh79AxN67kXeY68u/ZqNyjciOjF5ah5M8Nd+RnWP1A/cAefY+OZWAfhB5o2unToQeLA6EHoQeC/MBwnPZKwEQuUqN1po4q6eTPUjN6jLSJIGfZVt9W3z59n44FouqR7XLUX/rIdtS0v+W/IOfss2W/vl//RCJS7343VQ/f+BfkR/sAwUoONnWRejWf0VXFD/N/0KOTTQQ5z7B/EBwKzUeqlugUrro+cV2PTjYR5AK7a921kDgEaxCpKs/lcNVLk2RVEEF+Yif1k/oXEsghAkssQS6yeyn3Ur7Wv7b5ivcz25BvQ75v9G905AdRvEusdKvSraD/rYTi/cKupV5LPa2f1lFX8X5lbWu2rQlLPvAV7zIr0bxEc1jtwcRI8X5jmxM2J/yg/6BjmYr3O9uSb0u+s/pZHelHFO8PtjF1Yyos+cBXvD8Z3v9isAxrQMW7wvbQPRRBEmFVA568MK+yaZOmTcLACgJV8Rq7UPhCYZj8YQGKl2P7M+PFI8wGFe8vBpM4mPzBbBA8S5Dr7JfkX5JhPwf7PVXxBjtyBJ6EsGZz95nTdfloucnwtgJGbnjPGisW5BZDQOv4MNjPk48o47NGYzRtwLLZpt4p7dE86Q/72zMkccs0vxYsuuWZ31Kq99N+uWNqltaisiC3GfJpFyQFST4Jd19lsXwc3mEwAYMpD8LGh7s2anL7M59chbv2nAfMdWBu5JrZmvy8IH8zTFmuJCsJDIuiyql631uC/MPwxh4Tju9JhIU5rezAnXiDmXNeO1y6fyFB7rFVSauSYOWDuOyR3pUg9xmMQRHDHFZF7i51pzRB/mVjx8JeBxZC7v4sZA/Y6dPbyXayXiLa37YtegR5yCZOhGkOIrBHxmpKovGOekcd1jbQjfa+sUCdw18XU1qfSDirSPjxQscLwdYGFj/RHSCIwfH4hr0aIm549oxpJ2GHbc0RCY+Qckxc4LgflfAIGccLJhjYfCsRHYmgRc5h/oFo5DDccel93kUeRsFhnAfrGMQy90otjkwyMHGBRY6zeT6OcI93yB0CExiH7+cr8qzI8zf5m/wr4fAD/Hri9cR/yD8EOrLr963r9bHICuXpPVAjNr3pN+Tnqj9BfsKzeNpp9xvyeT4SxxvGNYwz5B+RcFqJ5127ItYU7Gqib8clP4HjbScMYCAN12+XKUgunmwlWzCngv2Ks6BEXtJX0oebM+xOHH4Sx+n8mPGYUUMizD/cTI9GxLY3hyTzO4XvFIYNBuwmIjMvPd2vzAXJzQ3d0BsZjQzYjMRcX1ZruetTOMJi42RBYGhnHVI5bBNgjAEbkWhnH5dsGsebZ8RTxmIdlXR+NnA2gIy9CNQc09Q38vTO4CnFU4ojqC/Cymvah0kxa5r1T8G8lID0/yJOft7cho/r2OCWNI/k4fB1H2oMNQZIRIc3WK+8fFH8ovg3jDcMBAyMDmlxcubjnQKdAqON0QYMK5xVzs9hfzzBmGDnjmKf2Qdz12C/be3QKU0S+REkk9sdYWOiMVLCUS/A2/nb+RGXF9F8HX5Bjsk1WCBgBiXMv1IivLk52trRghTi06cj5u7bEo5mYY4pKMSxhxWE6zq5V0quRxF+u+XtloikCwsH1+VelK9YgcC4CK3lLKwYx1tP2CMgcG70hMTrNEGK8+3bYSUA0wRHpQSHewBi5uIYO/yS/E7cnbjtxnZjk4TDL8X3Ju9N3mHsMGB14PBL82ZXml3Zaew04s140+GX4UesIxai296ScA9EcQTL8vz5fabP1CRc236jl9z2cvz14q8Xz20qOEssz+HgjJC2GRIO/xHeqWynsgXMAmZeCdfVWIGPihsVV9IsaVsGRMe8aL8ihzUa3ulD7Cyrkn2aYAoY7/wdfmU+KW1SWgWzgllWwtXGozw7u6pZ1cTD1alehaNvglsaZJ7jUZXjjV13s7v5nETs1bNRkGq8Xz8E7UToQldD1fmUKa+Zr5l4se40VINjoIpX4XiBHp2vwZlSkyOX0XBzuAm16GwNRLU4oq3ghTjE0VkGQWpz9NjHmmNNBNV0mqnDb93C+3C8X3e4j3E8rSebk01ouA5jzjpB6nLYjiJmJSq4zuDHefe47nEzzZkmomW6tConyTWoxxHBB2Esp0tEp4Sg+ASHgQnikELZWY36PMef459rzjXxut21y7I4rDkQLegdCZegAT9ED1HE2MC7ds/hachx/0QgSQSs9Aif5HX1uvqv5q8mYik66/AUR9SMy+ZlE7EUHX4jfifPnTy/mQoOvzFHdG28ZP5TIjqTLUgTPmGCSU0Ke5aY+XpBmvI+8X3iEczIjrgUXVYz3lZvq+O9MEIgOvyn+YYNuWguirfJDrc5R54pOJIgMKKrm5VX7v1nOIynMmmm/fLYtVoteEu9pV6cFqeFJFxa1esL0pLDuLgurUsRMNCz1q04nhOtaCuKMH0eYWuepqfpiK2HmHweYRuOzjcC7OHFrkfYlsOAAC9eEZ3PI3yW40UJQu0hRJ9H2I4jcfMCuoC+I+ERtuewDMA7SlTwCDvw++Z9E+G3EM7LtXc6cngDwlzzuoRL0IkPpAPpPxIQugTP8aFD8eYQPXXn2HTmb72VzJLtoFeetrvwVr5WvnSWzlDBI3yew/ElP8vPUMEj7Mphi16alWYIU+URduPoP+FlXlkJ1wq+wNPS6rP6rI6E63D/0F2eJd15pUoNWAOGsFGe5fXgP5OfCV5wdZbwCF/k6C7gdRjeE7sa68nL6mV1xID5XCI6CYkb9UscT7tL7BK7IOHSeZn/8APCsiB+i4vdi1eIrxCP4CTpEpFutxww9eaYOijIC3JEI4kK7HcngrzCU/9N/bc/V2DHJl1J3HuFVZlxqbamTZwWCs600o1QMBREGVSQPhxh+wZwhViNfs30UDCYnm4s+tVY9uXLigrSl8MCamAYsSp3ToaCp3KrRlAGFeRVXtVf1T+IK8RqvNs/FGyVqDRQBhWkH6+Yp2KewVwhVqN3A7laKwrYq3XieA9FBenPj8UdixvCFWJVfmsRCu4PbzvKoIIM4AuthRai8ACxGuUqyEb6+uxGcsp1VFSQgfxMwpmE17mCZ3eRUNASqhGUQQUZxM/nO58vyBViNaoNDwW1/HYbMxfYRJDB/LPGnzUeyhVi66//NxQ8kVe1gDKoIHJj5cU0jCvEahBsxqYEu4nsjI6KCvIaR1Ka4VwhVuXmq1JlcUFb5XziMEUFeZ33z90/9wiuEKsyf4JUKa2OyIYeExQVJMjfFm+LN7hCrMrJRlKlp60xir6kqCBD+apiq4qN5AqxGrRtKLguU208yqCCDOPT/dP98OUGYjXefy0UfCxFaaAMKshwDjuf0VwhVuNBXrlWPxZRq5XRQlFBRnArYAXGcIVYlXHPhYLv6KoRlEEFeYN3T++ePpYrxGr8NScUXFBIaaAMKshIPjZubNw4ruDRMORq7VcX4obEBooKMoojsdh4rhCrcvas3Ft+1QjKoIKM5oi7PoErxGoEjoaCVZKVBsqggozh9zLvZU7kCrEaKe3lan0Up66R5a8qKshY3tfX1zeJK8Sq+E2p0pqpazd/A0UFGccRzg5Wg4DnlnI5FBTh444yqJBbDVexKVzBc4NIlo08SsI3iKaKCjKBI+r/VK4Qq9JYLrY3VZfJEzYRZCJfn74+Ha+5gdj697hsommyaiLlSUUFmWT3u6dzhViVt5qGgk8kqO1AGVSQyfYY9E2uEKshRoSCjTLU7TdkE0Gm8HfzvJtnBleIrb+moDwVw+c7yqCCTOXV81TPM5MrxGp0yCU342i82u4GTRQVZBrfm3tv7re4QqzKzGx58yygGkEZVJDpfGfZnWVncYVYDR+OeRF1mmTbxzwbx/xNfsI6Yb3NFWJVav8VCg4OX1Qogwoyg2NGbjZXiNVo00E2UjyXOhfr9VNUkJl8UcFFBd/hCrEqBX+UTzeiGkEZVJC3OPKTzOEKsRr5W8lGHhiqkfdfUVSQWfx6jes15nIFz93051AwpaBqBGVQQd7mS/IsyTOPK8RqfBTE401d7CeujFRUkNl8ceLixPlcwXOXfzYUrG+oRlAGFeQd3iuhV8ICruC5RCrJRv5UJ/yJZp0UFWQO32HuMBdyhViVza+GggfCxwRlUEHm8ru+u75FXCFW41DHULCFqTRQBhVkHu9qdbUWc4VYjbKHQ8H8eZQGyqCCzOdw0ljCFWI16vwaCv6SS2mgDCrIAn7dum4t5QqxGqsbhYI1w/cTlEEFWcgRV3wZV4jVeOVJefcMa6AMKsgi/rf/b/9yrhCrseBluXvH6uqUv/SaooIs5veMe8a7XCFWZep4qbIofGc8O15RQZZwJOp5jyvEqsyW1/i34b01u6CigizlC1IXpK7gCrEa5/fJrfUpDZRBBVnGv7O+s97nCrEaZS7Kk5EpDZRBBVnOMfm9kivEarT+JhTck09poAwqyLv89Vyv51rFFTxPHrlP2/Dwk+dJRQV5jyNW+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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>
|