817 lines
2.4 MiB
817 lines
2.4 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 : $$), 0)\n .getDownloadTime(),\n },\n {\n type: 'number',\n a: $a.chunk.modules.size(),\n b: $b.chunk.modules.size(),\n plural: { words: ['module', 'modules'] }\n }\n ].[a != b],\n })\n .[diff.size()]\n};\n",S="\n$getEntryChunksSizes: => (\n files.[not name.shouldExcludeResource()].[].(getAssetSize($$, $useCompressedSize))\n);\n\n$addedEntrypoints: $statB.compilation.entrypoints.[\n $name: name;\n not $statA.compilation.entrypoints.[name=$name].pick()\n].({\n entry: $,\n hash: $statB.compilation.hash\n});\n$removedEntrypoints: $statA.compilation.entrypoints.[\n $name: name;\n not $statB.compilation.entrypoints.[name=$name].pick()\n].({\n entry: $,\n hash: $statA.compilation.hash\n});\n$intersectedEntrypoints: $statA.compilation.entrypoints.({\n $entryA: $;\n $entryB: $statB.compilation.entrypoints.[name=$entryA.name].pick();\n a: {entry: $entryA, hash: $statA.compilation.hash},\n b: {entry: $entryB, hash: $statB.compilation.hash},\n}).[b.entry];\n\n$entryDiff: {\n added: $addedEntrypoints\n .({\n $chunksAll: entry.data.chunks + entry.data.chunks..children;\n $chunksInitial: $chunksAll.[initial];\n $chunksAsync: $chunksAll.[not initial];\n\n $assetsAllSize: $chunksAll.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n $assetsInitialSizes: $chunksInitial.$getEntryChunksSizes(hash);\n $assetsInitialSize: $assetsInitialSizes.reduce(=> size + $$, 0);\n $assetsAsyncSize: $chunksAsync.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n\n $downloadTime: $assetsInitialSizes\n .reduce(=> settingAssetsInjectType() = 'sync' ? 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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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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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iSMH8dwBbscgTP3/u80Pm/FWWCfGXyuk/mztgQvuk0zuTM07g/Ad9ztghcZF495k+xAHLcC9yxITpopgTwfQ0GzUMRR6Hk7H2x4be8bHP2ZWyGOkfGIhi9jESDoQHrhLFLgDSwO555ocAf+Xcb3TCYmQNMKzx9rAKcKa+SSHx7hAXsyMRSMx3NwjZg5K2RMJuJRezIRD+Ye5eD8FtwpcBNNJsJTwVyTiTHo8xyBJn2IdB94DWf2ZOLlyGc6mQgsiGcyEWa6PZmYiLsmE+M56NDhwAVBk4mx8s7JxDh0K6PAbBzBPRRwcg/yM5m7hCYTHwFrEXsTBEUSf4W98s5xGXpGrslEeDwkKjNwYXyTibFTePxkfM9kIvDWPn+TiQa11mRi4KVfRzOisXLZL9IHd+uTQPKT4E+e8+4wmYj9vZpMzP2r8ycTgXUOw7N7T1EMQ5jCDezIN5mYyG1PJubgeZSoL5+IRGkXrWhBG3DuGsjdalwp441GOAdCdS4MOfomXFkcAu5W4otfPAp/61vYlQ+Au3Ulhn2I3K3EG298Pay+FL5cxo6EEPUe3QhjF6MC6Be+qxDY32KS8DYRIrBvJL51CRfUd95TXrHdLUk/y32Ifzt09Aj0yCPYt0HLgDXGWI6P/jmGtvHhF6PBqI43QN/7W4kgDcqJR8ORX0x3a7fMJf0Bz+tuvQjTyl4KPht3a//n2CLYtrsVuYSFErGjcPBbcFgj9FU0wY6RWOCdkBC6tG90qwGihiMgBTxwAujbh5eDIXt0KxQuJ2EM4I+Ec/boVjBsj24Fo+UzkAn0ZHLGgnw42OIe3UrAU1YvJ8vYEg54YIlG+cwe3ToKfaajW8GQd3QLz+0a3WokXaNbSciuEF6+aYxuAXdr1+hWEp06DNyty3DnbSIBEwewcu4iGt26mQxjsZ9AFuem2HeJK6DjFbzkGt0KhszRrWDZP7qVuAksI/zOzM7RLVCFn7/RrXIcc41uhYC7Bdd4JA7u1qcLyU+C/zC6ZcHnxt36mY1uIXfrvNEtYLpjubKxvD+KfqHtuOwb3QJKvD26ZRxmbO+QtsE8/Nk6PtkMM49JPq+QsV8/5/X5O9+9cZwzfa1t/s7PCcjmGahfdO+/f8v5bvgEJwo8F9bnYdAngk8vA9/JCzsQ28Xak6lzaEHs5Qt+zvoP/z4XxbMi4IYcm/v9sO1TFE4MaTf/23/mmdzG3iJjG5J5CrdxkIBrb5F9Erdx1rdzJLZxaLl9zrp5arvnoPITY5OTvfvQjc84Yd7ZmGif9+26mid7ewtg/jfO1rYPKDeOKncdLm6lNMMRkeZBCdZWLAehRYQ7I8w6+vuCef+yw4aYeVK5s3ELs7dgWadDOAekYzFzi5adi63zrn1dJ/YJ8pib+c6mLwO9RaKx0cvilfnCTmOVxc0Ec9cYZteImcyM6qm0C26sVo5WRVoHt29Hc0TmZYuNMf/Ll1/2y/YL6q7fnH8msMesfqZG9mPgPy/JxyP3PHu5L8IzMTxPfFcuzyqV52sO5+dqH9xinte/FfFkx73nrBjr2JrngtiF5zX9dnYnO9oq83sXLgoMa2SaKsz81Ib5cQr76wsXTuzPIFjtibn/1MnUsKUOdmQ0/ub5SneAAxzgAAc4wAEOcICPB2js68x8SPpe+s9rM74U8oyTAcvWjXW+Bvp+n50cxTjzpKDcLzFsbqKA5/5cclCelT2JbBQRI/WzyDrA5xxyP8sZjxH6DTlHm9iifWY/hlyL4c/cicuewLLvs9PnwJnv2Sf45oeOttO5PpgUufhpybVfmZM7Yzk5lzH7aJxnwdmOMPdHn8reV3aJIthznjNa3huxvBVyhnm/HHXu57E8pduZQ2THy8g+AXimafR9eWsbzqyY2OHAyQP83YXwZzh//QKw3eiEsFMsB+cpk/DpKGaoYtIT59S4oDdHxuzh0U3vO3hEWNI8otSdXzVbeNBl7s3n2h2imJ7KfY5M8Xxd/Wiur7r8ILMeKPVBP5vqV4bU7XpHVK+unnKL5dV1XpZvT7L90mpMF+9yt2bEA/GhmG7OVkKdyWpPdL0pXSXp5kbLPmRuDIbrTr93K1sQ8l1tvtFqrUqpvxBLxV6+ShTZxfrGosjfqi/54bXKnVnrTqvSqVfq0tUNNRfn61nx7pwa8ffmUppNt8lapXaDvkUu+FnmVlN6MJRL9+4O6Iy8UjJToTqkmOGcWDPLFpsaEzy9INMi3xIkUSB0eqnRAsWtFFkn4emmBC2Tmqy/+3VJl/MiW1/VaSF7lU4vRDVN9tXUShJFjiOzU5ZlVIUgeWJ4R1nKMilM2fRmoOpySpRJStbXJEGzCvF1lmflb1Q1VlcJnZdI9lWFpt798OsKSaiEqIuvfF0miCs8J36RJZvi29+g3/v6d38ssB+O2rVbG6rLNZmSNpObtK7J6TpPs21WpLlOmqY4bkCKfYrTtZWgE4wo6O//T4SmyvpIqpSYmUoTKlPhmzrHDLgsS6wyPemWtCLnwoqXhBkxYVt1Ia0qzSFzd9KjaVDjbSbb5lZcnWJ4ocoLBEnPWIoeZUc9faZlyTo7FetNqi9U0kRB4jWFVwiZ0SSFW7DynBBZUSlVOgTX7q3GUmeu9TPyiOfnc6L3Iz2j8bSucJKymevFDDthxabQZGWFIjlWZxiZoXSGatMS3xW6qkiRlRv0pDtlZtqc4VoljpyRrdJUu88M+VReIhWNo3lZUliRUas9heNkUqY0oqp9W5B04S7ZIrWaWp8QisLrZJ0RVAowRuDIh3SvUKgXxzzPM2ptwLDUMF15uqhOV8p16VZqOt7coQaVdWqitrtK5kmbfbKaV+9PycK69GAONaIvNR9vunc33VqPqRZvM93ZPN+m71RrDwd0HigGXxgod9hCa5nqzDeVWokuXR/emUzGM2kpFfL52p3RKFV4QjTr9UGFZ6brJv1YmVaABhUr47HcWiiZqwXpandD9YalzDzVm9dqrQf97JNlZdjrSpV+6cGKuDfhH3MLblWrFB4PR7Kq9SdcurfRO1n2o2L22lDtcneqV6eT7Eez3ubGYEQ/TVcL6WaPGejXNz25/7A36tBXudlksRqxK2pGp7QnD4bivc6oMy10atUHq4cz6cmsfW1Kjcbyg2mtVV/qk5LW7nYeLCezjZYpzTb54kPxei11dT6l8tfq1THTo9vkvb50dS7cmC21/vV1at692p3lr+nTp7PuptNJFSoPxvk5l1puRnO1cpurdWrd+rg+705J/Zb0mFjUFsVZgVim2635Q+HxaJ6urfmsMNx0dfaxfm3yZCFUViAov1rXakKtLTUL7c7DPt1Ljeb8rDDTevN558lcaN/tdjupdmcNImRHtaHW2Sz0bKG7nD0dZtOpwao/7w+vAjaBxNNFel3s1J8O29XpqKa18vVOPTXttx5em1W1q9N+b5ptP7g1mvbVwqLbXc6XqyaR158OySd0Yc4/raR7mfW13pAfk5n2w3GPTLeG8rSV6Y6UMSCkN72zvN2bT6Ubzbb6OJuey5l1namMW/kRfyvbfVxvZVK1/LXNsJPtc4NCrQOMU/eGfqeYv7Xsdon1sF8pNvn8mP6osqwv8607i9Jc4bILIjOmqgRZzQhZ8i7fE9KKqhSHjDaiJY6iFJ2o64QksFld4wWS4ylF4QRd+67wgaaPXea8slQ1Kt2h1Kqgq5ROabxMKkSaZ3lK5BlZYAoSp4iSTDDcWyX1ikioKk2/pemEQtAk+w3+fflLX/vxK+JPZIlk5sLbivxF/jv011TtffEVTVOId6m3f3Llg5do6e0vviooX/+QeJ9k1WOg6krJMqvXiQXT6tBUupUac8qNz8jI6kSlR69Evt3XeV1TxktNZWY8q6VMM7t5d7ednYn1wVpjVqpGdxi6p/X0Cc8Mvs1nmRE5owh2vSa78nokDpRiRinxnDJVxcyGq44knhHlDrBg1EATR5rIkzpNa+xGurZgKv2ixpeEFsF1RIrLKGm2uKG0lNrSmsPpZogs9ZJj2tJqKgMuSoQ6EpGtXnBFUWGebAiy0ORrG2ZJZcniui8Lqf6YGIqaSOtk2mWvlzzHUpvemkMGW6jqWbnGk6m2qteoDamqMykzJ9r/IyAZmu5COstKyqDe5rOlj1qLGaMW2DE34CV9OlVTnXNteWrdVKqZVIbNaMyMaY02ogriZosFMVNPZ4iRxnUX+pSeFLUNM9VaTX08IOh6d8wo1XW3W5V6cmojUxzRFIqm2W9ToAXpKS1R5RRJoIcS/a6k0f2+OCBrem8psgtuo6WnfZrQVX4qM0K+DlqAFSWxyylPrwiukCHqm7k017LyUyJfeaDxbKuo9nm+sOIXU6Fdr5Nak81Wx7N+q1pqL3qjZXbapdZ8upBn6uTdRV0db9bFaprOF67NlrX1olQvdtftWd+IwcoET9Vvi81atrXQpjy74UCTRS0GK6D+TzbrvFAodplaJZ0v9ElGSpPSkz/gT+2Dn8853NS3tA6Hi4fdHbYQOrAZ7b4Cl0gYuxwNof3M4QRcoNhA/iB4HYpiYbimNI4FglgU7oVOAK8w10jAHVvwW0OhHBbH4FHbxqngcA0buA/kkolyvIHBbU0gLkQHkkPkkUgkUEaL0+I5uOo9B9fxJ3LAK8XhNnNjZxUWCVyM7y+cb21fDItG4SeRbGjkcuUYRIklAcZkDjvLoaPJsQbstOLwKHPo1GLlBtZAC2UD8QR4DMZAceGBzCG48BrH4ceco6AAgG50WrnB1SgoVDgUDcFDmUEO4SDkHigiiBAswxOO4XnJ8EhsuM4zDNf/hkJweTaGB6OAYXgcyyUenbfKf6vqGt6qi4ZR1cENEMEQFgpjl8LoHHW0FjAGz11HFYxFoljUrjp4AHWycRN+68CoOnAbgYuPG0bVhQ2uNlDVNZJJtC4ZUIqVc3uq7jJMGAkZR8RhcP8HXOIcAAy53GggUSKwJGQfFBBYzw0kdpeiDSRgcCcI3P93FG4YvY4I3A/YOANZw88NYbl/FS9jp6DqGvBsbfNghsug8JDrNzFAYM6uugasumjwC3+MHUUuoqqDX2WE0h1BVdcwuRqCK8RDocuAM4EkPE8CCsV21eER7NEpIBlwCnA3ZFQdPAQ0hjUAUaEwFKWbUUyDHaSwIQWQgcnkac4QMFDdUZD3xTNQdWjBKmQRqKvLkVAUh6yOXkT1Bg9fR1UHv1wFqqqMJO7irqp71IiewW807a26MqgmUDmPnlF1IA/s8lEZHuSQs6qujAXg0nEQ9IOYsRQCfVHnxPwQT8xaTndifqzIWvWEvtCDGesmLpgLKcw7tMbPOITb+CiQtfbMWP1nLeeyllzZy7PMX2NliWtRmHGC94m1pg8tz8CsxVfWYd6YvW4v9vIFO6a1nuvlv9/LMaB5860sh2YOBoUuX7qMrAJ6Dz/8EL1srhpHffryTdea9Ab26AzLgWcouWasy2gG4xTentkRy+b1DFgB95cO3Dk7z+FLYRuXudnJWqt8ZO2dupkzl3dbm6GOrDjJTj5dyrB5triadic8cI7UWUpqsplZu9+dzJS+RtU2wvVsZdOppzebTrbAsF1hXhKmV/Vas9nJ11rNdrPUKVTYZoouptOTGdNjU2pFnmqlHr8gi1xxVcs0m49J6s6QTN3QM9fmj7ub+aTyYD1OcdUH6zXPpTfcfX2ldVDOzAO5kOUmxEPt/ny5WM+EVY9g5it1OJXk63SFLa6VbKGTH9YW8816uGDodnXM8pn2ZiDOmAfr5XSgPNgstBZXr7avvPFT5f1vvFQhmg//MNQ0v1bsG5iNY58OfLYnoh/gAAc4wAFeCA5H7X3W8ItXA2a/Au3axcyNaq6dcyZYb9FDPGZ+0XUXGP1ae7+bZxNeLBHzRUV4DGSgr4w+PYGfuzU+ZkTF4beafURYT2fnpf84gFy0uGtjH24fKuHtxceMzX2eUKs0uOvXjBz3vYFnrZj/4y6WxyEOFDeAMAccDDYBDt5t7sUsouGJM2bcgDP+4Nsb6TA1boQEECXmJs0YyjMWM/ZgoghugTGxGZUUs7E4uyLLVsgWRPcQ7pI7F5UuquOYyTknu2dBwJIiU/LNvdQmetwhGMc92bnI8FCLW+TG/G88gMfchdpVXod7/vwMkpytsviO5TChLQQe9tlU+qI4Uc3Unp2szsfKzfCgLQxGbN98sdU7dNMe23Xv3vRrZrFr9653c3BsG+FO2FlKj/JZL5/P4uOeGxzbToe7cNqFwrfixXY9BtxI3chjrueYNwhpITzLBKaHV0Mt4dtdfb+wu/CxHaU2UIGaPduR+hkQNQjDfcXD3eOZDStji0rMulgagcedlJYd2rOfH3dJg812+23DZhuODJVX02K7hWdLw91PdoN3ujOtsx/bXVMuxLi7rbINCh53Z7KjSXVaGVPnXAbAQ5phswJ2fjFL8gxLbfPczQt/6+mh3KgAO4oLs1+AXc/WbbJh2k44c/CCEDCzx43SuGvFPGVlP9imdZ9Ou7DFHEPnvL75otR+LgBZ3D1FDvibZm+D5tz52OY0vd4wPOB7gVsi5kYa96TD3cLl0mr4HI0h9woNQFrOSdybOOYKcV5tK7FZrB0t4JZmWabf+wIqlxct7mWVx0Mw83M5OXGnELbKbTkuuINgi/r9rRrucr/OAdxwPa1YMdtBtDPc+egE7vGocccj8PLASm37M/vNA+5xi+PbEXz88pDidBMcOT2vEwLhdCskum2aHVd+pz001MVtFS2j4WpDcacFip13YIg9bv5M78UhwkYdsQhwSNkR3b7b5flseyw7YSd1u31Sn0uyI71XwbYCverhSulWrh2A72itcUvz4764ZrDtErocXC/BZ/uyQ9DwU2Q0tHaD6rOB3ngGeR7eoeCknThmmg3M6p64WO4UKm7FM4oRMEsSNwoed2ixbgMBt9QaWmr6ExZ1cehAGgeLmmjNc0kxPIKXd6xXPxfKZayB+Y7J+7Ta1c/2QxgHOMABDnCAF4JznbQD/BzgF68G4IAU/IzNc01qBNFDIoHhe8/FTaJfeG4q5qRA1wQ8V9QdFTzg8D36gX1btH4SP3cDZsKIioeCVjobrKfT89J/HEAuWtLMG0P5mnnFPOXBDL816CmlVRojhUu+EpZHG7R+0YGthvuNcjNZjhb6obgh5Anb/Ik5BDh4t/cdGlGMjnbCzC9kF8bthTuVYZYYfbkIM06pRQnMSY0EfBM0klgoXdhiBrE2FqP2IcCeQXyLQhR9u9qdbq6non2DMkn0l3M9PRNClhQhxAn0D3fVLsrwEbhEcDNvIzsXGR5qTbUwuyR7s0W6lbASbJfX5LEjPf4hkVjCfhncNamROHdSw6AyZtG6BUErtS2qhi2wUZiCCoXBNRTh2xZr9WfcVZbYdW/d2AYn6CmvM2jijp/whu2FmOt3G6Wrk/ucFh/33AR3pPNOaphKgW/F8w/6YBY+e7jGPbwYcz27RhCQvfZNagQNtYSRd21UDrvq4/xJjdMdqZ8BYYOwoE+uPLMrUEFjCfTpNPRs0hN0NCKYtCPbxn23hTetjv2T8L5tWCYJHuUNbnyTGrtk3xrRiHrCXDJomsXTnWldJw4HMb9yJRAiV1sVtELhp1Ecsnc0qSGbYqibCY8B8JBmNKMhOz/UdgSNpPBqSYabF77WE/dQblSAHcU1qeHL3/1s3SZRBYDEH2OWIGxmjwdDDkrTcsWfkdY2rcHzItj8j/njfZz5vM8BIJbtKXLI9cJiD24/OMEu++6J6wZkjAK+F0HkEoSdGBCSnnRBbP+kRjiOpBy13pZz4kkNGxsnJO6j2pfNjiYUyZJ/ltd0FnCvCsBJDS9a3NX2u25w215bCZL2T8wUffONJwO72dhhocM7y2SntNyv8xUqFES5WqWI2Q6iXdCdj07gHo8at11Um0FOTGtSI+SgcsAzqeF6l7QjeP0BJ38PKYZ9s2TUcrf2d0IQ5q2Q6LZpNk5G387QNakR9FjFXZMaCUui4N2jvQRteTTPhlDCih3yovh7Oanhqhy3cu0AfMsft5LHtvxix9yb762as1LbuZzuyw5Bzk9RDKW13Xjch80TD33OzUOvgapsJ44ZEghDQz4bhjuFQl3EoGmWcCxkKmYSRU8mrRRBmwmBkCG1VtYhzPQnLPRwk5lhOIKm84IWI6CCBeGkxul+luyCZBkg9BncF3cDdsNhUuMABzjAAf4OwS/ekPrnDX7xauAwqfFMOExqHCY1MB8Zh0kNzER3mNQwX8RcGZpKcZjUsMEcEzhMahwmNc6Dw6TGC8NhUsPK5jCpcZjUcLLeCjlMauyJ7YGd1DmBh0kNC2LYYVJjG9CkBtq9HTCphl972NspitklNPlgku0dBogZLgjC4u3gur3EuI/5McufC1u/xk3O9KFxF5NdUotjTicOOHbxuIEmZ73b0oCkxe24edRgA4t6Pf+Y98ffhXVljWOYs3Mbt4Q1Zkf/osMrb6t2zlYu33COebiCO/vY1gX3I/FDbDtCzLn6+bQXcCep14yg0JittTGL7h2J3dkHMKtz59lKF7Pdj0T8DXD95fesVHEfUvghbPzF/VYkIr6N1O4zDIAg/bLj+EDayjbN/uI4dY7bdxCAVu78CknZysGO5wcTQyAYB9IcB7KMow1aOOJX3BM/4K7GuCGKCd+YjfOUBHhi0V1m1zdyE3BhiGNe+QpgjthH4vB9xMwDPcBzQS1EcRcOdAJtDLO6OnvgdCsk6tGN45ivSCZBMZefnLDDIcdAmSHL3X10P2wPoOK+mLt9gO3QbUyWHdluTf0DP7GtCK5jY5IYZvYoccRD+CqOPcd2xZh7LOTtbfJdh8AEoB28/MEHoPquKIEfozBkIE0DbJEIqjsR9dDvt7GK9E40iZ52+Xw6PHg49lVw9zoWy20hcHteu79Mk/NE9WeOG+Pjhoa5NFDbwmP4Wb66jmFv5r6mgJL/6t7jE8vu7J4HYtHdwe52tmw9XIYF9FgOu5Tb7bJfUH1vY46Z3QvO0UKmAjvxk1t5YUbpfaOhVvy4Oycn0JUe97+FcBmzCoKbVO/SpJ/D8VM4RAy9l3Mbw7gRNQB713s2yz+vYFhygaPW5g3f27L0I4tNF02scSvBixw/ZcSMmC6IxwJZTY31BjU0VosM7k22xJzjp+Kehj/uELCnn+CqaO/xU87+ZL875zpXADPbmzj2cY6fwuNOQMDKpoyhZqaBkjimBC7u2a72uF2ebRPlUB1DMeOYF/YJQRL+/AMTc8CU/I9x/JRzCyzeBStLGM3lyqBPxGGW1xu5aPumPgUzx4Qeuf1eX34GSZ6m7JE7G4TmcPyUN5Evmrf5327yzwHcc+Nv+YywmK9wuPV/mzDf4+H4KcNu2pFt477bwmMvdvyUB0n8XH9yT34/o+On0H/b0dxRJyaG5zx+yjHq+4+fsjOJHvnK6qEcxzzHT11ARMaxrRbvGcdPNex3PqelbJtBlz10rGfAOhoo7uJD7BSwGX4FYBfAGnhkxd2n0646jrl7vdbrm6Z7mQPFco9n49Zw9HMgdrWsJrzwR+0ch9ViTsATUHbXpOlZ7KHMfd6YrWcOxV7avfZxp+nCL8A6cbsVu46fcsmE6dx4a9qp7l3HT5mp4+jhAnx8ZM0axI1XoV19L7NYO1rAn/3xUzGTYMwYI/mFPH7K0Ne95uFw/NTh+KmtQK96uFK6lWsH4Dtaa9zrDdgQ8AS77L7byUJwti87BA0/RUjVMDzujbZNsyMbHt7FTKRoEAiZOev4KQOli+WIaCQBp8gsmmYJt06chBFAuDnr76QGjeLloFtqDRLi3uOnYnAk13v8FOyJwmYngp+iD5sauhmPu5AYkDAusMUqw5vwnyXh8VOotbcmNRqAsXu/coxibK+BjGC4exQmYTgQIeOVG0JW9ghXw/MuZvWs7KkN4xG5J8Y4acMV1wL3ijPAQTjmG8ZckxqeqSkj37JdmAakL4fcbX9zGjNLYqLZNYdtrusKmXHsmovZ0b+IZscQeP0KazWIuxS+W/Nq1H3QVWJftyphxz3HwO7QQFfzf56z5AGX55DYSmO7u2hO/7kmNczxR49755nUyBmTGqqVyt9ioUmNR89Duhcg/31rjtzjr0B6aGc6Hs4glo1bFzizrNYCo6B9BwFo1s4Fvw0rBxNOt2IkjUsomkyisYgGjpbUoiWrcBrSBc5y14Q5Au1af+tFB0kCr2IRFHeLZ2H7B8PQh8Dcyd0mOIQ5Yg/9e2cVL3pAn4YzddjGEochAZRxcPdItwnb9jjq0Y3jhK9ImNH9NCrB4KrFkRAsTgj2XZI7mg8X4L7rtn+3u2nbDt3GZBmT7dbU5/babq4TGHJeljFjigJ91M3sJ8Cw052EWQDYEbO5B7C8u02+a710CK6lvKgwcFJDMyc1ytBAQlmJOBRDAfKu6vF7GZryTriMnnb1ptQwLIkE7t7HEkYBPIP+jq+657NMTrvhXxOHjFIUw+y1Va7mR8X8YEyx+xY2JrD3GyQgLvmjvZMasa2bZ0Byz6SG2z6UrYeLsN62VmEjpmxz8/lWV537dauGrb9QTdGNlXvSi80kFDtnUsP1YguJp7LcGC5hn5OdGkHYwCTgdPI+1Db6IIgUwvatK9vfrfCCPakhwZIKvrdlibHk95JJbNJK8CI7NYyYEdOtcymr3QCGrHio7TCaX5SbyfKEs1MDtcB2qeMOAQ5ez3Gmror27tRwlvL43TmHqQkDQRA5uC++U8NYh2wkC7l3apxhZoNqkwCV7uJ2tcftknmXZHmphoiTWye/7tNLlOfFpIE0YPoMH2OnhnMLxOgLVpYwmkszIPuhEBkH04Yu2r6pz800JfGRf5mpf0jEu1PDlnOrlsOHnRreRL5o3uZ/u8k/B3DPTRDbTnfYqYEFP+FODSexbdx3W3jsxXZqeArrX85nwRn6/fnu1EA52I7mJ96p4Rj1/Ts17CJFj3wrkz2UG6u2baK/YH1W6gV3apTtd75TtstImm2xtoYpLesZAqlR3kmLGvgaTWqUsZ0AxeuRFXefB+GSk4Rj6Jyy3DQzzIFiRV0lQh9Ifk7EQZ/jhu0f0NkHTqttqUbIE5BErbnJ0bDBsj2UBXcg842omKLhxeFppUxAxuiCz9HcuVPDJRPmCnNvTTvVvWunhpk6jh6+AB/PDAUrGx4Bym7byTOr1deEIv3/me/UsKoFUG2K/i/eTg0UEPebB5t5h50aWx7Ns+GwU2M34C6/yZs8tqVG1o4/2yX8dHdqmN0cG7ZpNmmN+YbDEyZS16SGafyMLasOIhwVCvVGz1DXyTRLQHbNvmPC2NuP0mFOaoD9ctiQWnePI+7dqZGA2+S9OzVgTxQ2O3BS45GFbdekhmlJjU4OgOg0B3dq/Ba8PwHIzeVeF062uGJlj2KcmBExK94JduKLdWK93YHqxIplofGkciUxbmIvX7BvLzhx3ZFOnGAY+8QdY4sAd64+PDtinB94svPh2VFf8O1unDuzeXH4GGhgkmcT5I/xzDLuyek8OHmeSM8H55P3KTF7B75zMbsl/sQX5H18HgJRHJ8qfQrw7Ir15nZO/Oeq749D/ccRvheHTzeX58D2YozYEdtvwU4su23ERW1B7IJH0VzWdgcSM/TEG9ebp2U/QBPw8jkk7WuI9hfaJeCe+/NSnfjf+Vu3F8j/k4DTmPoLfk5jukW8961VGefl60oO20831/Y2hD6ETvyTXYE7YnowWOUzk5+4c3DiWW+Nh5cvnLy4l4IE7mVfXSM8JxZu9H4/ahs9cHlgLF/Mcxm3A2zSkHk/Rz0t9bPLZLtcPg0y2okTT6jlVvncK5cLZr9BIa7/JltsM2Bidrs6VlYO3m2vyKwRi79mje915zye1IlFgEktzA9gQX6eTZ5XUDCb2At2gO3fmsbHYJRH+HdUu6MO+wrloPS3xPuEwEXaiVkGmBjk76pdm+CTEy8PfURYd3ar7lNPR7cMZLbrduL6cy4Wj3eadkM/7HK62ecSZB8CD/vcvscu9pxYlecSSFtyHWpPTlzs3m4mtm3HHq/fXVNmFn67tBXPenimiu8spbc9eh7zvJ3Uxwx3DJeFcHTHH2+nA+lB6kZu8cbV0lhBSAtPTkwDCsBQS2zLLJrkuQv/8o623UC12yl4FpgqcuIr3olfBlDGZgaO6FsaceIkto37bgvviCrmqkpHYmwrZ5h2DxJfG+Shb29+tnnaI3helfVGMpXIZ6FRKGKZrTA76sQuj6lzLgPgIc1qRh3f7sSSkgum4TCzcFjobz09lBsVcOKlzaxCb/auZ1tTjWbmxP3SrwYvexxEh7l2c+lkab9Gzc45NeAxrfsiuZvzHUSZImW+c9uIZyM24/opfD4LszOBrRr+3LYs5Z5MTvYh87afW6XzeKKuMMNGeJo4a9DHhdTrUljK7G/OTRWwTYClto6hO7HNql0tFtJtMTCLtaMF3NIsC433BVQur3SfeFnl8RDM/F52GhpXIWyV87fgZvl3q/r+Vu3E5X6dAyeGg2jFMpy1C+4Mdz46gXs86hPHI3jZwwMLh12y/ebh5GSXqXBF8ImchxSnm+DI6U6X0Z31Lgnxm2aXRdxlD20JdCGwjJGtBSdOC+R2AbbA1ZqcR7cnia9x8zUie3PY6fn4k+zh3k7qdvukPpdkR3qvgl3wB3rVw2s2zpP2XQMcJ15vwIfKCnbZfVsJ/Pq9G7ZaP7Oh9ZVqG4kjGx7evWySe+L8nDhG0cNyh2hkByyzZFs2U0wcY+T4R4aAOybbdAocoTYxorATEy1yM5A5ODHacr9u+srmWC8UP3bhhefxD3CAAxzgAAc4wAEOcIADHOAABzjAAQ5wgAMc4AAHOMABPgsIPzvKAQ5wgAMc4AAHOMABDnCAAxzgAAc4wAEOcIADHOAABzjAZw+8JKeVjzZ8tjam+PlUamf1AiFkuwzLiRxTVYcEnxbGEiH0ltpIoe/Sw39CFjLEnL6jdIl6KyPeozM1YczUWLLHK6zUKm0ypJBSZ1xabNKEWuuv6HF3JsmtVm9JTCs0P1eIUo/YiCLBCx3mQ/E1ghYXqVR2QaaEWjYjsWKWVNVCXySXjMTVOaq4lprZ9LxT5Dlq1WWWGV2SqZY+1Lg6U12k0u3N13lxOclPB08ooVnb9Bd8aUjc4PObElMgFFLXyaWkLqrylFuqT7nCnJxvhqz2JNtstkdzjqAKVwVpycxZtihUNhLdJe71qNl4qErTFVFntJWq1gcDZiEqsqZ0qOWSljW2XqlSs9Ewz+c7WUoi80NxIm3ExeiWJI6eMiNNpa8JGX4hKM2xRg/nqqgLlE7pxQpDluZ0m9CoHjejJnNRSq+mACvZIRhRGDAZmiJk/klPa687bGbSVTuc+FFTIgdDIqXK4ljsa3f43nSUb41YgKCyUaqAixup2eKmgkgBJGtpynNNkifyPbbLiXx2MCFnQl1cauwDQamzG36xFrsrWRCoQa8ptukS1RakKauIGXqlTGlixTHSmCMr2obgUxKpihTFCZJc1fXlnJwM2Jk+nI34TGYiDeX5jNA1VaWn854iVpcLbiRNNKIiS3NCTHFVna2R2qSv8beZgZoRByIhszxfnIpSfkGN6XSRya/4wpgqKSlRFkitQPY1jitWxHqTz5KFkkZrtYJWVDNCaUT3tBLVZ1pcpbLY9DWVf0CxI6F0S5AZUqDznKxwmirRHK9JFNudyKJKMjJ15U1dZqX3PxAkTWZeEyiCp7K03F4MVmtlIXFsS0ttJKLHEnKJaqZ0ajhcSqNSVs1q5Erc9AY9qdqVCI6XlxrJDcQ0VVXaG/kpyKvUUiWtyDAMP9NbRHoqSzwxknuS1N8o/YkqMNSrQApYmpVUiZd5nhHe/tuedrfH6v1Om9K0layrfF5jCGo2YziK6kuiznMbuUsrItu6Op8tGa7NTBiy0ldbJWk4mbPte0pPKapcZ05kGboqArVS8hzBjAltQFRHYptlyPFAIjo8yfCkTHGg6iW5TxKcLG/oSq+nkKUJkU4JY1bUSUID7NVYXlHqbWrC3hP7PEF22H43S+tykxenAqPx/FzqTNR857tNgqE+vDpnFlIlQxVpKsPQGUoopkfU1Z7e1gZUf7ZZpVPX+fxApSd8pUCq7EYcE9zqOt+fsTK5alermWpB5lRJkRVVZftcn6QZmpfEGsvrCrGRKF7iNfY9VlIohQI1XB9oE67a1hhhQdXq96iWWlvNBH2+pFRe1RVWllKdeoXtavkq02SLBTY/YBkpLZSU9VDUZnNlzIm3KK6uyQM1qwozpcuzS0XlilKeUMdsgVEJMtPWCW1B0uR7a0JdrPgl12GXUpUfz8RCaUVKdJpX+pqspSuCIpDUu2wJiLBMbyYjcsBwPCkJRVIhKEbKFkSmwxDKkyHD0oImyStlAPQnJdNjqkD3ya6aB4UvjKvMjJYYkhcpHRRUXglyb90BxmMuLwShnuZ4NaVlhdZAGrBZjRPF+UbTUmthtSFLeaCezeyKEboi2y2QFUJkKIUTBIklNYGiZZ4kBorwti4rAtWnavO5OCCymp7iJWY0SVemjDidspoqTscDRU/J9zTAq7pQFbhKXn8w17OVf1ujyD5zbT4GVoWtcXfl6ZLl67UVJdWWq4W01DKaVAfWm9Q7XXlFCSqZvVrqMmuFrWeAYt9m173Jf6hmBtRQHoHY+pxVRxqt6qUUTQ+BueD12nygsHcK0mS1ISqkQLI83ao1a/wUNAYFaqMuNKFZLwnSIr9haOIDBVgpVZRkjiUJGfBrtiJ5liDIMUVm2SYnNjlWL+kqPSJmqryhCq3CjJpydFfhOPaWokoZZjglmtmr6bxON4WO3ElpwmqwaOq3xhO+3kwRQmuk03ylOVWzjNiXOzP9yVQfv/VUEZksKbMsO9PkV0WhK7xNkrLEEos8qRVLGgtKSurSgqG6nKS9T6T0NavXRWYisgzNild+kgGiLQg6EOg7gJlEnpdaVUaUObEzJPocxfL5NqUwdF7ndJ6i0os1yWcKyjWK65L32ZQOzDdHUoU2X0kNudREKY03XaGjdHjux++xClASSRTapKSu2J7aYzM9lh9SCtshZXmmAb0Q59TTlZSpr+XajJI0USRXU+Y7DKfStCzRIqERzIagOXU91ZRNhmtpPcAVgIxcczUSVBzg7SA7HzADghnSolDV61SLWvLpAc8xHSqVIRY6v5AUYib2pLoqpmRmPSRu61xW1+X1hhu3R5JQmElToGP6hpAlrUqmpVaXlgrrKVEqdKp5gkkr3H9RyQeEXGxpknqXyENPJD/udFYF4E70CZm4PWRaUn+utpUeMHVVRSwC9nWU9LJNpV/QS+mI0v32dDite10VCfoqpRZ0VrLKetkqpqfNGs0LlQyviURRYYF1Z0VafS0FzKTOkDLQgRV/VXn8eMOIhbbHv6msQH61dqHyKzLH8++9/9Xv/OiYot9k3hVe/dar36Hot74LmiPlPZngfsS8864gFvkNJ/Ck1vxrmbmrP9XkhS4pG1ZQm6pWpIa9X70laqJQERdNPpUlPlJaoK5AE71khYySrqldlVuP5n4v6k5TqQ174mit8/O6xv4INFfEYiW0FmnkXuVrVHGhN4vvifQ0c11XmV5/nEYuV4ZbLdpiQVmyxek0u2kr3XRbB07aA7ZUuKfTq5lcGj9YDShV3ch6n6/S1GYuMcONCNqfrKgI93VVYzhNqXVEriNIgiCzeifDqEN1TrB0Qa6sJHFZn5Br6epmKJCta3vcuVYm3R6Q0KEbTCimOhjRGX2xmnLFG09YmsoO89NF5VqPAiXK6FqRuEf0dTlbJSfAAMwJfjkS0ht+vtDqzfwSMHMurfI6kb1OcVNk0u708uoiy44zQlNfd1l6zivAatL8pP1ETTHySqYrSooVpNRsqSkPoBvZbvbUThH4kcBB0nmizukZ6Eh2U/mOzACfie92hE4/tdLyrNbkR3Pzum7RnEDSC1FqydmCNFjxdFshJfZhiVKW9TH87TOZbFEgViP1hrBq12biSCwK7Wy7xIgT0/DmnzCUy/hWh2RnyoGY0mIDvJSFoAmM/mA0bjZ5ZcBNi9WqIK9dkYYkpbWpan846BfmNJPaqMDhlYdSCrhZ8zz4qzKd9IKTbhGcWqhyy8G4uM+06+OCWLq1rF5PC+xkJJF3xHaXywrt6XzS05ajFTnbsOn72ojhqXQvJVFZscjOgDNX14hUt8NVmFq6rq7JYnYpuBzqjObyqB/3xxJTTN+mK2pvJWZZAZjCgnZNapa04rUqxz2pIre6+UAgMgu9LQLPmtKnygT41jKpW871DXVB88C9rjAVDfjXQl/UJkw2s5GZ1pomWGreM1zs5moNfewsP6In05WalbX8/IbMKal0l9E5qZBZK1oG2EXgaRcV6GprPW1KL2RqTav1tV5gobutgUZJXAtUWySbwIOQhqzlcjcLTGbNCcDnbqepDad21BrwvG6xHYrQDb97qfJ0laSe0tJ49kzfu67pi3WfU1p5tk13C5kRnycz6SrVkooZBfiWOvGUAo3AnB1TnVRtKvZkagBY/0STQAvYF0YaP+MEvVrRR+lR1+WID9PQE88IreF0zOSZjD4SBxTHtIFro4GMN5xCpSS90uRaM1BmLtPu88UsM5HS/c04PcpXn2gd4ENWCsVmdrAozlGzzz3d0e632sCLL2rUmm0xrWU9M+Opvgq8ZSo1niJnvnQPuGPsbbEuvrhD/1iR5PZG7Y6kTVZvy5ZTn+67vPppVRiNF+RThVy3sktRvSPwTEkrPdUqE1GhCdCTqo7zGZKbLsQJ10nx7aygqtQ1iRfU/LhreP3VrCxuRrwslWYrHrQMwJVvDXv0dChIwFZ9JLc7yPkfrzilMBSpSbu23AhjssV1KVlgeHXG07PRqCft6hmMkC/UrO1xhmpV1HOQsirxVYqmJIaXNIllCUXjRa69tp2iPNOTyTrwiiZAvnQmDXqewC1ay9SThSzIfEfj9eyELVFTQSUeK9k5R9rNUF+kSYEpZkRRECqcpotqVe4qBM/NxkBHV61JoVJZkzNfO7XM1DNivTSl1dbV7rKjazL404tNkU8VgO86VVt1mbrd7crFGSXXaiWpBVoxVe0U0ik+tWABz/rUkGLoWo3muEpLowYiSYhpQa+3ifo1UhiJGZ6sXZfaQkZbEcK9mVahlgO7f7OZ8cDVzhNCVZYXBQlIFacV55uJxj2QsjcK2c1C+aoyYdm7UxBRym6kBVkkQKc3VVmKk6bQI8egm0DSispUiad1mSipTWYuFcbpfIseUoUZ6M8tJgwttmbL2XzTl24sZapNsxqliwzHqm+pHzDk29pYWbR6wlpvqr2hRpfyUhG0FrfZyXyii6kpqQt6XtIHRH8kimqvDrou6oRfcal6akQQU0UgpPYfZ5Yj/aqWvw3br7V4mwE2U2unVWbMZ0q1znMhbrE6r6dX8z6TJghg5IT5d+dEqTUXNODCQSnjRVbihDxNkz9mX5W4Kwr/1lDQmDTJChpwDakvvS3IqqReV8XFfEywnfxQF+VSupVuKlWepOiVvKamEnkvs9baXY0eM1N9rnQ7BX0gtaWpDtxbhadEluXf+wbFviLIaT1dubGFrCh1aHVFTzRWUJisvK4QNa47AtauKdXUVrtNUbS0gf67v85aMle8rUujzF3Hsb8vgD5iN6MLabItZ7Q+CzoJ+kSk5gLokq015q6cncjZQZcqaddoLi80vdV9vad0iyWh23wXmP81v1SboHdcqK0Unlgy6Xu6kh112/RmOYQR+oOpQmv5mXBvyI+3OhS1aqu16ld6BDFWRgNd6fXp4oZgpY6cpaQCq/GEIOtABVWSHjAU7HCX8vmMOJfYmkK2l0uu1+1P1xtFWGl9nZ3rGUpsZ9UZO6+TQLLSbH81If6cXvLUh/l6BXRN0rX+XOiuOVWYMlqzRZXGapYVR3OK4UvZDDUFDXer92BnV4L86MX7Eh9tpM58zNYEiec40KCK74qsriiSxlACcIOzisCC2n0wVEF/YiYysEcxm4EuRRf2KQpWp2KyYqqFQqXV0zOqvBD7M1Fo9UcbbkP+/+y9Wa/jWHogSEmINindRZmFwGRljruVVS+VNsZWuoBGlY35D3UxLw2M29PAvAwGPW6/DsYL0wnDJLUxq4CxRGphVT2YFHUllgs9Q1LbbQ8GoyUi49p+GC0RGbd6UICWWO6MX7TEMuc7h6QoXcWWmVVO2/fEDUkkD8/5zne+7WzfVysVO5PiE7WV1LruoOMUaQ6uPTQr1UaiN0VyVl4tO2RyoV5ypxe680/l9jSLtDqXFD7r6p0JZ7bqVlVIZItSBSFI7pmClmlmOqsmGpLX6+V2TXsoF8kAZdbNFWQ7Y5bL6yoZoozGyBhedDn/IOW0tRrPuFMLNbzS1wt6uqmjTmrnfXMZOS1vchlnMqM4t/fMZjQE+259bMqnaT2RUeejaa92dyrkx+Z0KpXSfLs2GyAOcCY20o1Eu5ZfqfqoY6Y6/aFw2rCLwG/FYiN3mp/XtLYz1ZFfrjuJblkuJoXhXM5mZGGZNSU0cq3WpU8EIfluNmuWJd78NKfOl1Mzh2DNm7qdzpaFilZ+T+iYeslaS4JVkHgrm3v3u/OsySHLsa7ZtdV8YOalrtZP6u1ZX67ZtV6/iwbm0nOz2sjxGVmfak1vLqU5n03GJpeuFwfVgSB/R8vL2XoxIy9KS5mvpW/b+ZU940dZPK1S0FL8vLNnYiWJZ1ZGdrerCrMcdyqonLYa5IRpIpHhzE+Xm+mVcbs7URvDSdlUHwsV3lLzBS7fzxaK5aF2T8i1VCHDy9qq3s+VC2hsOjNnk37u+XCdKA3LZq1VmltCupbqODMujU6/X+7P5aValE5nc7WV/3TsDN1Ph0LOHslk7D7KWflnXVXvq9WpziXQQEy36praGHBSuyUgqZ3JqoPZcGxWELFV6q2lVM4tavxnanuRW83Ta3XQzvBCHtGxXjKnA37NZZsC3y7IL5/PWa2E6ujeXOtznybselOQH8hC7mHrQY9rmAMN9WcnkSjY5XWqoXHpnFCZ5JA1vpqP5mPTqif1ZKeqV9L2pAzzPb2lLozzFho1mCWuPpH5FHw8SM7qn2VKg/FAklvaY6mdVZGRnlPvDkrdXuVxbzVSLXnW1u48wj/tZ9ytNSITvnVnrRUXWr8/GAtyT18mrHZ2XlWFcr+i9mu9CRrPVBtooGw1k7MHaGg4bWduo57V57mlxE0y5WRrLbXX07vmZ8Kg/jT7SFpWVxOpgkaKcmPUnaTN2VDXpXVqIV2ZFxhqudU6Me7A0PB0hIyl+TKRW1vtv33vb+51/83vf/yvf3P2fRyMNHIUDFM0zbAUDtJBsZcxlroQWeqIonHII/o4SFNHDH0BjxSKvbiAT1akjo/Ru+hRxM1wLl6Cj6ubN8kn+GDddXfF4o8z/ClSh5HDYrsgVVMl+Kw2R4PpWJLsrlTR9Ifcd3+9WRceDt5Jp1Kdbl/6jb9pNe8I929DOCf2tFlt5Wf9YeQyRd1JDFrJ5MN+B3+tU8//9f/w9z/6DY2lztiLn7Niz39pGKN9Ty24vPy5wQ5R9ctDFgB4eigmP/sLutn+HzGyUEsgBgsdMahIWDQoJcaS4ONXk0hF8AOajl9QONCJIVJHBktFGCqMcOVE1t1NDCoUfV0oVMipLMJcUBEavQyViS+v7CiMKqOp47BxjiA0FIqJ4PjJRy+sDMKunKPKIiJ1EUd04FbG4gjyL6wMDvscReJn2Mka7mbi9Rx8Rr7AB6njpBHyfT7/Z4YTU+8SfV9SzBF1DC3bn9cBHKhZ6lnLHl+oldBHerKypsNuF+nQVFnO6WhkiPS7INdlLcHJ8tgq5iuynahluuWCeZ+fN4rF9P9JaGVT9kvD8P6TTK8fZuo6/VNPr4xyKlJMMApBqsKRyNkri4PwjbGoE46Pwa/TIOYC5FYQCVDRCTkVQ3kZMYYeQliroBMpM4RqYnxhM3GIqWCcCsT81eBghYGYS8iRQDAQjVI0agwSxcEQdRBmQgBzMBAHYIJUiIawbTTScgEW0X/QjdmtoCxnSB1CRLVYLOpWQqISsgr+FdyEgnNDau+gDaK5BvCzLQyRGFgQowsCJUdY35nKOI5XiTKgKoNGlDJA/+7B56bVURJxN3Ql9hmCLbwvoPsLU5hG5Yi4n6DAEIlQi8P6EhADYRIWzQn8ShqNLIoYa2Bs4Khh0WgUAEZKLAj/g3QQwwK6JEbFcALMo7IBqyBkjTjkRsUFYg4m4YkHuuIKJkBWOIChwnWRn+6/QAD+w5MY/hHE1CZCLDSiPMIMzohvM6EgE355aESn6tcODv4myVFbwZ3bL41O+DmSG3VzX7n0lTubGJv+a+qqWohuPfY3IugL6vfisIb7EosLRJ8QLRrXQIJ/OhfUywk5vE9exQiNwN8WazihAJ1AdFFk/tBuWEIgEB9r7UuBPY8DTn0Y2Bi1jTrnOoAokaFDkbDT90wgGCS9wHrxTKktObFLHf/007X9cZ3c9Er7w6DoIxYi2CP74+KVxYkQ8DLuqFIYX4igaMH+UOAO4sCwO+5gUT5GVNADZKFQQYczI6imY5LZAwAektCbbmKwMmZdeYPsD9DL2P4IU0GGOmQYBmB27A/asT8YpP+Q/RHf2B9IcwYusP6mRYWNu5WQeJssS2I8hzzDwZPm2+OkCEhQ/OxsG3UULocyIGjnseELYo4GngrOgKqkkWI2YoYT6HwHn96vODYWqEh81/5AsIXfaATIhFE5qGo2Ci8jRG3sDwO3NERDvXFkmuC4p0StIYHKKiLGBrp3gHoaD8RR04IITzRKGBEMsT9YllVYwG6IwvmAzAwD2Zyu/YGxJbI+pRl1BZOBctOvYX+wOMJ6EFObAaFWyUgyHIHIqThSKmpcMPLP2/64yt+ECF/D/iAYcecsviL2x9UMxmvaH2dU5Mu0P+LUXvsj6NofzrQGje0P4CoFPl1+9lHbtf1xnf75pmv749r+uLY/qGv749r+2EqBPY+/RPvjEpUSpyLQF4h3g3h+FeQk45sgVlBXKfT7QO4smdn9LeqMTOzGooC/YIyKe/O6DPUD6m13KtedP97M4/7YBVXBnxEkc2kQW8EgBoJIL0RJeI7zR9Q3aAaY+W2KeivmzF6G0O24QwfvUzCZpGDOjBJcY97EH29Fo7hDYoEAYkrUqCARTxK6iSgniASdCH2JOy5KRUSPcI14BCTu9jIdnlzeEnCMez8EeeEfVghRAgoLy2lu8mbMkAoAzL56otiR0b9gnn0Jy7JX7sS8Xy7B7bDqa81UXrwBeAAgXhlGPBV1isSLAy+XksoL5icD8GpocyvqdjEDpLU7m45KwUqfCn4j+A1YGnXWX8K0QV1Nom9VwQC+2l1/QfQlOioOa3OXvaJGlGKQCSFi2yOoOM3G6y+KrwLWMTfgz2Xfw1/I+ks0FnNu766/uF3q4fBLWH8RKfZia/0l7rQ24jMINv0dc9dfYtR2orH9EcUiMRB+yXqyQUO5CnWwtf4SpK+uvxyD5fVPYv0FmUP/vO2P6/UXB84r6y8U5GfIW1vYCEKZx3sG6UGnvtdafzkSqQOWOo546y+G3/4wLkAAMKDsQPZgpafgrTC+ARp6QQy/j7g6xJKR1fepczKwcuwP1rE/YFzFUBb1tjuUcqvZjKMSLqhEhjMHBmIUGGrQEQAuRGiHJmMMjuJoYOTIb1HUty+c0UOE+lNAFSYoHoGJ5OPL7Q82EGAMqNCxxWwYVyArALHaJUUW2SE/0iou4YoGA+Jvmwjw4O5g5w5pWwS2I+GtSgiqUBwPzUIG7ePlgNtJ0JzwPwr74yrhsd6vF9gfrzVSuHgT+D63/bF3fBCAV7fsDwfLDOS/OprFfILsD44WgG2d+Y8wvU/WsFuj+kv2yvxHxMD2h0jq27BXXETsz8L+uBDUxjrNxvMf4lYFFLaK4c81gA5/IfMfcZZ1bu/Of7jk4hkQX8L8h0gpF1vzHyJ5sGV/bDDOuvMfsZ0OQGSHGBysDwNmLl7MYgoNvYBGG1vzH3T46vzHkaj8E5n/iFDX8x876Xr+Y8f+YK/aH3Hq8FX2xyvnP1jqyKCOGG/+A+/1dQXbOWyxveHG+D7xoh2f4I21XshvHGLYCdt94kRNPiFR6J2duTiq+4kb45gUuYk9TiIV48joO2GfT9yA875o4yS+PcnsRlLeBLw/cYInO4WQArZiOHuFu9lOnFDNm/YQ6G+4QZtxkzfhmkmLd0J1n1wJXX+yuU+Rf9SJE4yZvL4Vv9vNfUL5anpxOtn62r39ZaWTnW9felFIbX/2nTzb8cGvhJJ/UbkvB9CJcx69ecOLo/2qQnaCfm8K246ZvgnQ7RBQAB8wcHaTu/U4PQYkTYjkZO9OdH+fOqR+88YGIfjVqBsBfIu9nG3uJKi5G2MdV7bVTPKQvOaLfn7iZ7OTE4dPMUniffOE3JwKyA3Cp6RJG+hPPKYlONhA7rDeycnVrn0Ri2xhaBMDHoc738bUiYcsDONNB2kO4v2dv0HDVqO3Ksec7DTkah+5OUk2RwY4kuVkuzoijIjEOjnxBXM/cWTTyV6KIfh1pEGUnFe5Seoib+EOdzDqBaf3ZJuLJwdhHlRO/W7zPGo8caF1SJTyibETfIcQ4cnJC6h2O0VfyVmfL/1yZNnLhNmee64yuJJjFwOvJ9V2yfHlifQ8JrcTH97di1egZi91k96n3HI3mT32I19EzjgwE2LzBMGuwtrk3ameolyq3BKpDu064u3EITv3tycJNxVdvBxN1+k6XafrdJ2u03W6Tl96EjeTSy+c8tmdkaP3La06c1+X/ldo6tWTUr5acRGvPAUsXr31qilD2il0N5TiORTmAcD4H7xx1MWr2NsDqJOP2f/oOv3yk7fFZ0N3rPvjzP1B5sipA6eP99PGNhG+YQ/v5z3mi0yG7+XSXT7dSi7Tnr0x+G+UrraV+KwgP30rN/4l+zPqy07sLn6u7hCgDnyQuYnZA7/740pudt/9N0Huax0o3mrKXuo8xFtArtM/y8Tizwv3UvnlzDpcuhx1BiTJkIVaQqc+TlMSUrtjldIDoT4TpEItrwmJ4Wg01bJa6UG/JyRMPVtUE1X9ObdKPbfWS12vNDPrmlXI57N5cz1JpFeJRr/eS6ft5mmmM5CL9lNLH3L5UTnbWdvFrMwv5foT00qMpH65Opo2NInjJO3j0RM5q9pcZqQ3bml8I3naGvO6WhjakparP9RX45WaG1YmjbSZbOUfjRYDNWebv60mf9DSesm1Zc7rlmw9lLuNsdBpy2l+YJ4mzMrdXDbXs0pTq5ut3eYnk/IgLf99up5ZDu1FPbV+RxK+zT8103y7IgzrS7la1wr1aYmfVlfl1ig31tacWc5J6/VI7TbNYdW2eLlcRmBKNnd6mkil5qrO17OSLKl1M7cWZN2s5ZOJu5rZ1O4JE83s8HarN1QzOa0iNLO5X53rOsdn9dwtvb7KJcpq+UGikru9bs3NtCnLOi/JCVvlylrOznF8uSzZpsAXEkLi40TKXNtZKTtfzgSZy8mqZPd0M1es5Xl+jl6RTEmooLtcoqTylpyzW3w9Z//4tyUJgfJT8zuCWTa1b1nv/un7Fvd1WbC1H8rvcNoHlvT1D95JmG+9XX7vXf47OSuVnSa4qswl26eyLJlyJsHpvYRaV61J7pnUrcv13Gqogh+ZBC9ZLT2TNcuosFm3LjzkVLN72ubaZVMuNxYcZ9vLVblc5hpSTqvWOflubpTqTBJmVtWyVYFXm9mElshpS4mbWrwllbNcvZzgcpamJuxcQqibvPxx+bs/ldSVKf9Y0k1bk81cSe7bBbsor6ZCJSudaqelUabbtaWytS7JVq9eMxM8eMyU7Zz8nRyPcPSb/7M5zAmFsfWIt7QyrwlaOWFbcnnFPS+P2hV7VlenXclqp2ultZ0/VfmMJSSFfp8ryZVsZzYaz3V7PZdTk3mfz2Yzw1Si9LAot5aJprpM5NdqsVnlHn/rm+9nv/7WJx/+999874OPcj/86V+9NRFq6iNOk1TZzA7U+biqDru63MuVzexE14S53byL+Eot6y2ubld97FXtLzOZ2Uou8qXqxE5yVe7HZb1afTDRG7JQqmumkK3r0o/4lSUXHi8bI31iclZTlcsqJz/PZR+Va6u+c/l0rd5flOp5wqXF51IRs+nAzLQmartTb+hVj09bI22eKw4ciu9bxabLtKN1h7vCt4gh8i1zqPOCJWmJrlzmOTX32+r4KovcafN8WU7bkpnQLI23E7JVMy1h3euanVSiaqZHPkwt9PZcXS3yUmeduD1bq+P5QrYfJjTJXGinqdNWL6frKy3bKSGi4su8aucFqSbrSb6wLqU4SU3oiNiyudyPEr/+YKlXqkvb6mUH1vPZUl9/oH6X/1/e/bVv/Jn+8V998N2338l+/BH/wXt/xQ9O9XKnMy+fDgSuJBRR15SFZCNd81VXK98FYfRwUs6rcz2fWiGpUiaiqfWIyKbTT/dQTKVdarTzHJ9EQmuZvWcuhp3ZMNuaSqVq6v7QkWB/N5Nnk0SuayZHSIz1EYvNp3J38JOWLWQ5S+o2bL1kqUJ5VD9FfIlE2yI9trl+r8Cf5nr5uTy1pumlWnxq8ekHIN/+bpasP0xkptIQhNytfpKIuVRmnp2kOv1ytiknk8nag3p6ztUtS1ItS00IqiRpMp9Vy2UtoSOUqeZ3zAF3ava5QaJctcqJ7KmVyOZq9Zakqjm+Lqu8VLJMrW5bWV6zEwnrJ9rvmG+9o/7oI/2jxAfv/jQhfCD81buJd77133IflXPvcZ9ktbfsn3KILu2XyLK1hkDhda1jZ34xwmyMKFBKFKe1XANpDK2UslHRSCblqj1pbJq5LZl2OsNCLZ9Y6EJd6yUyndeVasP6LJEtylnE6ryp21w2h+BUZYTWhGx+V5W+rfPlTP27ZUvQZZuXl5ZVGWtzSytVO4K2tGtSShqttKd2DwmnoaZrUv25ldMba6GezdarCSQLLf4HObUhrL//53JBK1yVb7PEolYuNoVFv6ynsYybLueLlVWb63U7kevJiZWQK8/Lfz1KjoaCtMjqi5XdX6qdpbro8yk1OWzwA+7x0kzX9QLfKiaKK6nbbFYSTVNK1G3E40LW4jlLy6ZKrZStTWX0zlIddGUutShm5mZ9lJvMrYlWyzVTlfvzejvTaNea7UWmdlstVpulWk5uVyR+tJy1pMTkYw5RoLzIvnU1vf3WW++jf3uSc/PDzU/0/fb+InbTz5yq3v2X8PnDX908mTu5u/uqfNO08H39zU/tb7T+em69193j6Y/6FWQalqqtP53Ofj1fbf0tstKqaBCYGBSr6YfT2dYX8eTHgye/s67CXpJL0RDP0T/0Ofw5MivZs/me+walsGP/66x44b8U2e1Lg/3ldcl/euf7iU/eET4pf5L6pPLwh+++88FS/donH6e+jp/+8Gf4a7TJ/5PfIN+f/Jcv6YDXTR/9K99X8n3rHf6H8ie/8+7wne7oX9rvfvTJ9zO//dZHH8tN6u/+nPE5SoRE9juJl0aUZaOseGYYyqV4GWNZKhKm4fAoCzv6IuB38oy84eyiYg6ZQDgcoJlD+jhyQAdpOqQoLHUMFjoTxq4UKfpwq5JzMaooqJJz9tI4Y2NwWhZ2oKJBrAi7E8GNInvBRmkmEhlEL4wgg8qlA/DHHEQizHH4GNVioEpgTySD8p+L1OFhhAl/JBqXRjhwLBiX7IXiVaKcif5KFFQNdcicX4iXZHeB4/xyTyJPfLtAPodDRAQnmS/EJ0AO0YDlgKbcyRTaN4QOk4H2Qfio1Fh0utNOslCbP5uuhv3BsLted7qzaWfdWUyrEz5TOH2ysrgnncFQLaZm3WEi+kfqxVrHZJ+jwjDLQB8Y6OP3oj9HtRgGn8xNs7kH8teFZu//jrTa7Uu9lv4T7dJ5ZxpVot+LnqFP5SZiMMMYLs//KOeWODSoS0P5ucEuL//IPndvKgjHF2fKhQI+MC+Vm+hFSqSMs85CXSOL5g/58+3XRWXG/nH5bPsmy66MP0JgJP6P//XW+r8ZvPt/TUdHjdVq8heRRvvdB2d6bf7H04sJEhn/HlMrHWHJltS4ocBpJ9S5CmvADbgfCgOBUpGjMKJFN6OCSJCmjAskYwwqxJCMiFjiOGOYjsRFJ6OioIzKOcqIu9olC2ezx76eV5zvC1wWBW49KUqqLNedeivZ6PZHo0WmMp12xrPzv2RK6YcDIvWmVCBMI3CA9qnDqGKAW1cmyCDCD4QjxkVMjCESPT4Dx1LHVCQYYeAgIXpAGTFWoX7XR7AXfnAil0g2HsNO3aOwUul2uvZk3V8h2ml+s/HN8V+E057cnWJeDCNsIapjYTdtBDUC7tFhOHAZicNBBuYF9+C02sHm3cMI7IBE94638p2R3Vd494y7n3ELXA+J9BmU4s45Mahc0UQGarqdHKsFrjDPppPtZs9MfMLXh/AxtZ7wnf9ACCJMzsnB+SkM11GEbFy/gL4BT3xwAgRRCHVx09nN6HYknok7RDn4tMmN9KrQ7wyuKLU/6DQfze4sUthf7a0FqZRM8W5NujnTqoSdL8lWjCN/Nmtc1+3hIMv/xLa0Jf5CQ4Q/D7f5h3/2Hx2+PYYZtaOwCG4VY6gVR3B9HDmHDeRxhLvt63MiMY7CF+BpIIZbjZ9fshQcebsgu6ycjWrRG7u4Zz2QyW52xXqyVuvTxXTYNuf1caddsufFP+QuN9wXFjFvIUINR8IGawCHXSIxYLBIxxogXxk4mBOmjyJIeNMRxJugLUTjnEUErRgKhW6G4CBw5GCThb24QXbIkZ1de3kNwWooF5cYVLzZ/mBSby0SydPCHeGJfjpfIWJX/pyuZB4OiGUwpMJ0CNFtDFEXE6bpA5a9RMolEqTZc0URzxHHHzNhxE5IOYXDzPGajSPOCgfD7AWyMtjLiPf4ALX2d6MuaPjHz3egY1x0HsHGf0U0M/lm6XQ16ueKjWI7eYos9p/VO3k+kUj/sX7WGxTTxKNzGG9mx9uZEZUEDpVz0JFhxAmws50mZz3P9rCML73Sy4U/Jx0MhMJBRDnAsbQRFw0kHhUjGlcQbgIBxM3BeJTCjgVoJBmDSMaib9I6GvU5ugijXg5EnA5ybAByoiUARygp99RYgOwfV1hUWdSI7SCMhb3WzGEYv3fVTc1mtzeuwfWQgS9i+KwACB/s+hhBFwni05VBzGpMJB4DzRCgyd7xMBW9AGhicDCMMaCLnDnwl3vH2bNJ/MU52Vg0jriSQj1HRRAZhcJIoDJ0JACMEo0j6RijIoEYUjDHCqtcIODDrHMihRaRqcWyBtI+ShyBSBLpVRbLECNKXeJVpSA+CQ6HSClw9XkIjlu3GwGaLhhF9g7eyB67CuvmpBDUEHen9gMEH3AaF0QmHP1CkIioj8IgWYDhgBSCB3E4yIoJFmULHAE0QSQTRJw/TKTgnmr96Y0JFqmXc9DgVFhBdGog7jSiWJgEQoyCj/gGw2GEITp8RIMKpx2CRV2AGD+CCDYcukKwCFzUI6g7qD0EG1D2E2z4gHlNghV9FzF8pNEjWAQJg/oIXQax4EVKOHYJBBsiBMvA0eTwIZwnPofeOETUxSKmVeBkDmJaRQxHtzg1y4T1cJn+GYIZkRs5KcJi7MXIEbMYOZAMKAgfGlRgjmx7RLAKuk9f4LYhoQy+BpgbSDww4WgU1ROjQoEYQvIhiwysGECJDVn0Cotwjy4QvbLRqwQbwIcw4vjGLsGiuncI1qD+BSJY8VwhJy9EdyLfIcig7zRWEKN5+zkcFvII9lw5QxihRXw6GVEvIoUg81KCZYID1AOIdoBp6bBOfbjFqWVWzCrl+OER4lH20k854LidgBQM4BsKJpqDSPiIECyMegjBQpeL3/ulE2zk3/kJ1tsf4BBk3KdVYq8k2CPmCGFkQ7C0GDsnG6md3bFkuzTeGU322DvX+D/ZoX4SdTdzo2zfc7abe5u7fbt3nY277v5t50XXOKCcDf17hmlkS/5NJ7dzAUX7jIudffhetWQnv3vW5IZ7cObE2ajuS8SYxRU45wx8xZ1snXDxdubuPHeOTGzgvOFB8XnGl9fpdZLx0qfuph2sDs/9t/HchXhIFukhG/NaC+giNgfP3UK8VXdma/0dXbHnXk2H3ljhHFnNsJMInolvvGFj28eM8/qbF7OTGABLvEC/Ih4uIb5DtqPO5jx3b51NzU2+eTofLLhaslqbrpMjufxUX3z2YD0t3xYmrUq/katm1JZVvb0u926dtgacVKkki8vSsHQq3R4VU+mcrvML0xqYP25V1VJGlxZS7f7cljJcIll6vB6OpoPRQp/qj2+3ardHFe5RX2hMOkNtuCx2W7fkfPUJN5Pno0atfOvuLJEaTgelU7t1u9ubpuSVNtDvVT4bdYbTx3P++dzO161ktv6jib/adKNqrZZmma8tV9W7c3vUg6pnUPeqWm7qXNbO2ZYtWHbulqCuK/X0k9Td9TLXbCcXNasnJ771d/V6ybYTq/v1gsppFUHXcsPEmE+ktp+PzGf368LpfKbqXfvxaqoWV8t2I9OYJ0459VHt6Xj1ySfv2j/84XvWu7n/tPn5N8N/8z+Rce+mZ97Uy+PZF6SE63Sd/mHS6w8dfpnpFwEV9hUUoxzfRDgRvyjYQIt7PE+OWEf9w1XnBDSM5WLurRguCNnLUc+xk/MwQA49h7bCX7yREcJ6MMZ8Q048lAmS0qNwn7QCtQm7PooR3ybEl1EQsm9cQUWJOyYYQgTdw+NkzIURAK9G46T8mNfYAHkdXon6tgORhgcCceI3xXU/hRPtDFHcFKTcZ0EHocRPAZzyDpC8UQe9Qcp1z7JnuAto9pVLWkqRbiJFxcg7AdQdpLUOZAH81OuhQNQx9aNuF0eJSx1c5BmOyBLwcnrA+ejRrTrqNY1y68KVRb1sXo7oBuAN5UU373iQehmiLvIcN3Vuo/EFuKjCnRCMEoIEkoDMfo8GrjOFAB7y4QJ3zRXDmWGiXAPKwMOUoONfAI/rAm5fEFcSW631weXeorH7LBfH7rA+uP0GJoGgMzMtOmiKOpkDpKOjW2QUJSQYCLrcCW0KUYRInfEVaWhsu4nuZdDts5hza8NXQacGAkkgEN10ToByfGk4xBDFXsSiTudEdzwoeCmI2BF1jX+napQgOuB4Kft8UbSMTUugII/4ok4nEojhOuQQbtSlQmhrIOq8hEf4MYAoEPPYIOY6c8AF+Oa5MM7JlMP27Bfu6qDzFyVUSEoCAUQolKCN2goF5BECAQf7r4o5BWFAgzE3O/wKOq/FHOkddDov5gAXhB+owihxnUck1vaU0l5sixvmdQVB1IVuq52xbREQ8MR8zMEPbp9vCBJ2M8Y2dBQlFBBw63Oa7/yIuiX7HvukQ9SXafOa207/qxTxNkIqirlPYuS9GKa+IOWoA1cjRZxSSa8HtmFxgAi4bM56AZU8UiIoiW4UBuVUQboCFAsAwGxmTx38YRETcOS3o9IoNoYLDRD1BYUx4OFmw+xszBUBZAqaYMThrijpjmCA+DgJuBh2VGeM9EPUaSVkCQYc9gnEHObHLcR+c0iJuJooUREBB9IAHXCd9uFs5Bl+7vz2FMCVpPh7i6Q4+Ldm0YONy6PX21PuS7E3zH+drtNXI/0ijP0vnn4RUAF7h2KUq20hERmChaqyWUaHD/CGvDEw4uQ3iEvWvcXinDSSP6wnasjDEPoOgN9m9zbIzzcyOvBsW4iU6Dm6J8onDKWDiRFnncWvEPoBQpTFayMhJMtYcCNHYSe3YbcBWKzDOiI4RSMAh2gH5DgLKxwiLp9WnMaGQI7SuNU0YMPb2BMnGAyI0SiBwD8EgVw+24t2XsA+qPGPEDhro2CFAPuRjBCXmnHilpEs7+wdgoTivnKJ90aKKEwaO5feDEHY3SFIKLDpSljQZbeGIKSjo3FipENQBAetccqxTOJ7hyBxr2mUW9dLhiBxat8QJES5te0bgpAG7hmCxHeGIKj1GDl+reUgyz8EudxBqohBwPWTwQuQHaCZ+NIDJNMhl+DBxZ6vtT4PjW6UA7hFY0+/cYxj3EdBD5bNGDyCdbjDEYaDSEAy9i4aihOvZv5BO4sAiRKCJYxI49jCUGcoECc5wPMhvUs57AYbjp9E51YML6NtEBV/nSFIHP0T/UOQXYySxIQCITq+NW0dJ4hGbUPPqDe3LzaNIS0JwWSC2x3g9RX/CJFuiWImA8eCCFpCSvBqyD8EicT8QxDSYSEXGVGf0CGdEYL+CcW32isCBonDWpoUy+LaWApvBcB/ACLmLN8RYo904hjOA6ABFkoJOoDSrEu98It2msY62yZop/NYBzjsjRNVGI/jUohraUx7HgHt1SbGxkKMO39Rx9bd9useIyLABTu0MwShyaqKb/jvMbKxMwQJ/TKGIDSm2hDlgBlymxMFZ6chMgTBzXE1EkOehkivE3baFEhsf9AZhM+ApDaVB1wRBmW7CgN/xMlQDJpuYGqKUB5VOfiLA2lgh6WBEO4zIChkiMMFlE5jlNO08o91CHJO7Uvs3iGIKBoG2VfgpOshyHX655GuhyDXQ5DrIcj1EATfuB6CXA9BqOshyPUQ5HoI8g8zBIE+ITZG+Ci26Wan1zfvBQnA3iaHGEaqJ3EcQRDb6KcoPqQBiRGR3MeIJ+W9Dx+/TuG4ErSHF4DhW5gBDcIqLs1C8wMepUYda4qskhJGib6FtxM4S35veR1HbWDBZEH5l4kcRvHV4uYIeiBRRA4HPM3q5YabgK6Au/IZDeA/MPeCQfQZwkT+NqypXu2X9wgeyV0jDno1SlAZfWuDcg/WqMeT9IcumUMIQp99EjWob4mApeD7MXwX0+z7qJZvUrgyQ/xQcySmm0B3xbCwCUDkCwUg/zX8xIzDOzER03bAFURn1JXkLexiQQ/94NtKEHT7AEdIAYDeDTrbVvD9tyj302eIeDtiHCvE2ynk2VeQ4oSBqcDXPnRiGBqQJ+LlQKwVg4bApaFEDfIaE4ajZgHjCKKJYCMaqMc5BqmQl6HeCAOo9eseMBpIrBdlg3NEHEcECwEC4Ttgz0RJQAURk2g0am4V5K1XR6iPSPXoDZlV4CjjgYgLf9kaPl7VDfpX8GOsk83d0A/3g8FoAI5gUhFgb4yJ2M4QJErQ+Lk2YkFoNf9WKYoi1klwdyPWFbETwSuyLPkJxIOXwWPU1yk4hBp12h3bsxGLyNmouzMpAEvW0FuYzhFeYjF8ZiMGeQMYHuOSYA/ue7tZKGdNnqUu4NW9G7HI67CtBE5jwhXeyoylfCx2dSOW1+YA4ch/QdrgYJ7ImRdsxEK8dcOl9HNCHdgAUeDGsb9DRPYy6mI16m3EAgmigPKJ7Q5BrjdikQJ3NeJrbMQKeAT/OTdi4Xyh7TdeuRGL8OWrNmI5m24IVDGKNNQHIvCW2+QrG7Gi7pj1C23EilGuuRomyjEAEvQYdmLFXFWBbegltbMRKxyGM0AfwhExTKHRIOWz0yPURqgEFLASFOoH5IBWwDmL5bM/r27Ewo3zb8TCCN3aiIUk4lHAHYK4lgQRG9Hv4eNILGlbEE6WvdlGrCgSQIRCo9TLhTj1eTdikdA+1xuxfFmd9OKNWLB19+UbsaIeB/nq8LUAhiAxp8k3XFIipkLMURjQ+ANS52YjVhSOKzrooMDtAA6d62zEIkot4EgcERfkyggoIbx/I9YxnCh19PcXGIKAbvscQ5AQgR7dpo9eOAS5xMB5B3OxQGDCor+3SIq7G7GI5cJCrxxduE/JiC7kn/cJE4Bdq9eZDw1v3sCdym7OSkVJKEkAQERyX8QmHIbjY/j4gGJFOOUYiLt9jooT8GFKkbCKS7NgRQRcQGB2gSVyjzzBqvRreC7PGQZ9m3RcyCeYCTPFKf8MnsMovlpcsqfdrsJfUYyFOMnl5SZ1U1eGIEzMGYLgGKLeEORyG/tfJ5gjd0WDpcLxOEFl/NsblHuwxkPuJf0J4NQLW+rzEmxQnAFYoj9mcUksZP+YJtimYcD5AwFa4oMkTMXwBBmengvAJA5Nc/iJiStBY8QgJoPjDcZ2kjergid3oh9S/mFRMOBMITJ4QkckQ5CwZ8p8gSEIomgG09PvfOiEMRWprSEIS2aPstB3V4cgx9jrB6BC2QxBIH+ISB0aBy/1Wy8iQXjEfxdJiegB+YFnG0PUd5whCJx3ZfEsWjye2CrIaylN/dCBWqEsMgQ5JAf/XjaBFj9D3xH/9JnjCSDkDUGwfyA6HmIB4fgk8Je+ChJCkjQe2+SDRJPxzPYqyJV5zwgerimkYTtDkDNnWWD/KkgczzrG3WUBWB8AIRpno/iKZfGUFGoaGuKSVQl3CAKrICHaJd8QkW0GdQnReveugoQwJmFOlzqm8dVmCAK6YHcVJOJKQWdG9WCD0NgrVkFCVORX3FWQS/K2gkNqwo1jf4cYynmcurIKcolrCl6vgpD05ayCIBJhSebPuQqCW4OV8BusglBRx2WHm/augtC4jTurIH7BrGzEzZVVkKg7YfGFVkFYyj1rvBmCiNQBHQiFWNf0AM9KMATZWgU5AAZgAj9FmUCjoUbTfhQhCeKxPSrph1DLD4xLB8v0K1dBcOP8qyA41OvWKojoH4LE3VUQLDbif0BBQFqDzDEFKeb8DVdB4iBv2V/oKkic4P16FeRKC1+8ChJnX7UKEsdWzlaBV1ZB2O0hiCPC8Jo8KAzsvY3yLGJouoHXUw8dctgMQZxVEPR20FkFiWN3I+4qCNZPFPj6+Ec6BDnHqPaGIPgHzewfgpBVkN+lNiEJvfB2ngOMnch6m1iiTvhaX+xLJ9SlL6atFyVwJ66ge+kLukkqdFyIbHyJbNJOQMKT3RsvD9X44ofbIf1eGe/xaoaT7R8nVx+8YXphwMbXaehLkxtL9GU1vTZIviLfpPovKb1OWT5K9IWIdUMjn3ixc93HG7J0su5WcjWe5BXEuD5w8NfJdon73vBxnBMUl9oE93UebFG604d7g16Se+5/cgNfOS+6rHtju6ANICdRX0xqFy/+2M0e13sueqgNvghUW/xwBUbXt9CmPTc93PsjWUd9pZ9QlOeTKOq67XEd/DjxpR2PPBTlxoElvo0oN2KsF0uUAEiCwd4kIXYd10FuY93XHfehbthfJwC35zjIJSUPyZvmbrjVRegGCCevS3bEF5OHA0fueoGRT/zxSW+6dOGGCffedBxFbkSQizIX625kU1Lc5o9E672xCbnrksqmLzZ97LV4h5xPNlLUpZ+oVyzlIcujqA2mTvahjKL81OWEQyYdHfVi+kZvuAS3HYOWcjvEi4K+y8QEKB9UTgRhh0QcH1Jee7YiBZ/sFLMFrodVf+l+deCRpsdaPodVLvdv4dwlQQczbmB1hzYJb2yHVt90wQa9pIFOtT6wfR194olBJ3A7uU0YlERtvnmD8gh3w0teuTfc8LZeDxCCPtmwKuU6NXWll8tpe9KJB5xLFCeu1PZkqmc6OMTjBKh2O8MBC0uMqBe5nHL8QXu95Qp1JxC1x7CO27Pd2Npu4GoHSx5GNvW+Uoh7Maw9RHgqiWT2Nc3tBQ9EFxtOHW4kczfzjvy9krbsM08mbJtlXkYfOW7E50ba+yvzMbKPjhz69oiN8mkcF5ItBUT5pIOnErZec6veaeFJ4AZ14uHSL6o2ccijN3z94NEM4fhtWDbUSTrf6fSo9+EA6TjI2ygAB2Mnrrh2I51vOOfE0WEnlBvO3A347uoqIjdONt2K/cw5peCg9Q5qTlzucgWiw1lurxBdebJp4olHPW58e0JrnibwPD5Hb7jaxXH154B2somh7vrSI9zt/N6IB48cfM3ZSaRa9Nq157zrdJ2u03W6TtfpOl2n63SdrtMvMfm96J2/MJeTjK2tt+IXrPpqdczrAPEPkozXzLdvRPeqFhkvfPNKOtzG+Rsc8EOVtOF7d2PCF0seWi5eL//nOpG4J4m+kl4W0RvnEq903jE8cVG5p3uuFnn+iorepKwNZDiJBIuXr4Wcq3S406EbD3cXbt5j6sXpdeqMbNXxhbh+q7qdtlx8kYL3pPOXQWrs4O0FPLonzP3nT9uU8FKpgEHfrtvYw7l4p7wCv75ctv6Fp8irs+ymizd/5bVViY8SCSLfiMgPv7gq/PK0nvFmtPB6eu0FJW56UXwdzxNvzEwIODdy5+dOWw0UXy7wLn3ZXyQ0v3BQCpz20P8bcfDW+y+T7zvJh42LN6nvjdOXKTdfJzGvrvLz8+jeLn8Na4CK+LpGeROUH9IvJIfPITpfnS5f1759YQHeL4PaQ8uR/cg/h3qPObs1Wi/1VLe/vj/VeD5rt5e5TGdpt3vV0352mJXSw4Sqj7V8fzXsW4PpcNGX6+vF6tS+kxlklh27YQmVVV5qW/p0ORv3O3ouITQai+GoOSiu6q1aV3pS6PDNUltL8Wl+zWfvyvn2SlJT98ySfXp6q7fS75Uy3DShyZUhX3vI35ELd8vNXs3SuHKy2Bnl9GdmRuIqQ93Mdh4K0mmiX++Y6Xvy2swWi/OROqml2hn7wXKgJ7L6UzU36U4H5dZY5aSqlK/zueRjId/va7W8VBtKxVyyOq+YWlJOFNNDfVrWVV5raMtyYpyoaHW1upiV27lEf2AWshWt05uriWYyma+veFsrNrKFxKSeMacSX0gUtFF/nqkmsx3NbjRq7cG8nnwmSc1VvvRUble1RmKtDe/U69WMWikLjSyv1rW6tNYk9Zk6ysjZZS45MvNSt9hKSqn+JMsN5cy4mCkPcjZnFvryhB9ruYEwGZpNuT9NJMrF9rifKHUWpiWZq0fr8rSstU2zM7Fy0qzYs5/nW1x+ms3wVrI8WWblR8IjS7vd0TvFEtccr9cz6ylfWvGCZEmLfqcsVPiWXivfyVZP86ls6nS67C/Np9LEtAerhNVBRZQnGtfoS3azkF0nTNnWNbU+S3fUvGZbuqUKutaRBlqyb+vqo6HNp5erumzz2qeCldXWslZdZkaWnpSWS6sn8M971nhkj4qt/81ecA2unplpxSzXkzRu2td4W0oLekOzW9WF1uekLs9PuURf4EdrqV7U6kMueyqMhdR6KJtq2ran60IB9cSSG9ef9sxxWbAXOUs+NXN6185JpaXUeKTf5hsrOTPLtof5RT+jrWZCubCeLdd8Pp9ctUv11lKq1fsj7kH2eXfQs1adej5Tf6w1K+ogo9XSOncqy1XdLKoIVfK6WSwn53LrVG7bumBnm1a+3u/qLU0qjxLWUuLt+nOtPe9NZuu11S2ssuV+u5YyW4WGZpr5sSxlT+tZqStkOH7+sS0/rj+U00LauiNU+tlFemnVsg9Wjzq5JybfurNal+/wpqYjlK/16lJIlArpjJ3gn7bH3P0Fx6WfjoTOmrf62cysXErnGi2zn37MF9rDhnavn7GTaXOtNSrVVZ7Lt3ONkbBS5zriv1Q92+WmWl9qDLKNJ6uO3CoUilKWQ31VWnL52lp/MLKTuZQ2zTY5276t3lYR0/PNfKJQ2uL6Zro2m+lTSS8iGiotrS5vc9XRZ6OkNb/NuRKh0JiPbdlazVe23JXkrNAuW3pJ6Gm3y/P1kNdzt1HvPJ50y/ytsXRbSw4H2nA9t4gUmY83YiQ1GSeafKVbH7SsR/OpgGWKuWg1S5X1Kr0eceO1dG89m4271c6orX7G9wq9+mmpVepM19lBni+sMu2n+ig7yZolblpqdpf6c74gP1+vV7P5etUuTAbVpz31kZlJTCtCM70u23d4vS88nljzLjdLIynzaXeUtgdyQTgdF0a9pCex5JHGD8qV9JQfcui/VUo0+NVQSMxmHc1Cv/hP5fr9rN4u2dNpofJQKiyk2tKun45KQHb3E8NEP1NLfdrB9LdIDFV5uXo4PG1Kd83kaFValG6vG5m03pu0R/1leoQINLUujmqIQlvDbr4h3e12663moJa61Srf1p9IsqD2JnpnZFuzkV5vqXxHagoJPomEZsEyG4nknHtoWW0r25pZpZE6WHdyIDmfZJYDSQDZ2X6Q5YuN2WBYbprj6pYAnWQb+crjjraUWuVprjuxPxXkHgjRCoekaN0WpEE5KUvPNUeOfiq0h4nJqgWytJ0a811JeNLtC3bH7Hc6GRCny3y6mxjyfa61LlhyNbcoI6l7ioRq4llnXSZi9dZabU+GE3mWXoxqI3XYXxWmiWe5h3WrtVo1U/pgaFtTW5jzQqVsWqddtWG219nKsFXJ1NfDNciqcieR42y5gkRvtsyPxuXyqP2ZyedKGSJ+J/3c3WkjaaW5YdJsLwZzMy2M5lga9+eP+CeqUNAS3Nhq8BUQyMnTrIkgGtatp0vLVJF8qT2d9VS+Zra0iXB/bC/Nhl2qj2uyzuuVellNDOW+VT+VG7NU+5FdXmqjxFK6LyOJcaekts1CTUq3S6tJ+tPEA03NS6tEooFF+mheLowqdvFUaxeBYVrJVOFO9rPx7P4sk0RsMyjlJ5adfC41dU7NCJyVNK16etKfr9HP8oK3T82u3phWB/zKnllduTfvWZWRPucaqMykzjWkeRbxYHuZLqZQcdXOWhiNBKnVaD1CCnayyFZmiCsnw85w2J2M+oWZVDjFwq2JSDZXmtrdzIPpclq9KxVXMzPZLDaTk4GQWNuJuppKailzLY9LVW15+nDAJ4sS/7TVeoB0aXE2sKyH6P4wXYC7OcmclTnZXJuTTLFgr7TustTIlIZ3EnnEje1H2RlvVnNmIfHM+mxUUh9peknKP++uF8mCZKmtpLWWl7mq/KBXfdCRyuPsvdkykc/37FLuLnd7VbvTKRZLn+l31alWq3V481k99aCNWK3Hr+RcwXqaX2hNc9nUJlNtMpTrd2Qk/0aJTEd+jOT3YjbO3hoTjamlhaRQHiCFNDHH65K6KmSrg15dWgjZFFebZEvDpdS+ZRer9v2XC/FUY7BMZbhBwhPjba26slsdvsSnkfIVMuMMEeqlRdXsZe9kE6jRk+58trbzApHy2hO1P+Hmy+7ISs7ak6zQybXMJ7nZVG8Usn1eF+paimhrOZmuJPz6OtvjqqCxn5UK4zpflR7M24Om1pDtJK+lJzk1m8jZ7dwICfteavSUN/WGLi1zptmol7h+z74n8Wt50aoXlrOh2mpqS3lLsWVa43knV57qo6T+cDqZys3MOq8naln+LmeOkVToqsVsjR9p3e5QmGjp/qmk6lOuZI6QNkZW5jzNlT4t9LmZfEuTsnn+kWkmhWn54VSoWfOcLae4tFRUV/XTZGqdT8kpzQZzYPmkvDYLwwJoVLlprfSO0F/0E3yxJtxa9GrFZmugl/PZNXfX7psD4Ml8zioOK8lGO4HY5dNyso4sB6FqYtsh0U3J6WHzkZQaPypM61W9PZlJz9T6LW5ag49Sppleyo2V9GS4Kgz5zKJastVbOTBeVKuAfg7V1P3xcppYDhL6YobsHF4u5oHiKoNar7Po9lJyPte6KyxK6G5taicfrLr5TrJVRAbN83rWWp9WG9NyclEvpYbPs7eFx/qnnQ5ohPaTbCZV5R9UJnLNTA3sylwtTEeZcmXUG6STz8rzSp7LtNsZradV1VHHygvdSiGd7Q+7fLWfaxRzKbNZ4Lh2qVBY36unS1b7CRj6WvWzUS3b1e/muj17eVpYjZZWMc/1l/n27elILT6zzGZ3WqnUigs5v8pObSlZlQvr4bSjpdufzluV1tPpurd6Vi/2EtxTuaufqklka2SLdqWrZxrTsYaE3HOzXOemOZ1X1ZzJZ9O5MjLtV6OOlkomBqpU137nm9/4rYrNDVNlS7YHcKFW0+nUzwYDLt+oTN9+OF5XFvcOfmVSHg7V1aBaSj0USiMcvD0HKykHLPVvLyhaFNKb8p6WE9l7cJH4r7/xjY8LpT/WL4aDVv4/kGjqcHaHIesqBhzhNOAoj0JR/xY2ieElAXzKs84v+PrRuJNbOKEU8cEWBQfvpo7PHc9FCsmORoiXeMvbJ2RSRiFP+PsLJMTOzI+S7wnCnkZ1Jjd//tH/h0BLPXyv8Le4URYUd6RAo8KGkHyvw6FX83f+93Az+XAwwVn4GK7j7AuMHfceGdtJChw3ClE0E6HYi81tQ4kbBhVV4CxUOESH4eRrKEiO+kbAR49CEWcdUZaNnZMzYixFKzEDBuNhmhxaipI2BGIii4/Rivh8YphigqGg42ouEKDhbD0+40fTCJII4814GSIqHQdGheNZdFyMUUfGRZQ1UBH4YHIcnAsEFOpCiYqkrjODODFFr4VCDBOmWZQhhmGLKYoIJ+CpsOjzDCNCtxpUiA6EKdEQFXKKTkQ3QwycdXOmpWJvgved9DrdAMfKUOPDDEMpF77bimGI0EzU3EiIoRkWjmQHMFXgeO8s7gnwvaewF6zbDWJMhCyo24inAQUXFooZLJ7NMdA7cEQ2QkfwwU58WhZdOt3A0MFjhEVvikUx4qxCAkCjzqDPUCnHxkUcgsCTbjDATUQIdQPrdQMqBboB4fFl3bCZ2xQJe9I0IgeFBTjhOCfUEAqjnglcXHfDV6EbLi8xeGeiSP3Yz/UR+i2CY8xYSKIwiEPFGOLyaIA2xNgFNUZcS9MGXo5VFCI5QFSEwGELQi57yRrKhYEP4hoXPqEkYjwx4GbyEgklJYauQgxqEA33GKgS8BoGb8lnIsiw1xZKcTzF6xdKxMHKrlAKokYfHqJ+hEjyZ65QOocO2yOUsCvGFwmlyOGLu+EISRvUXvT6hSeUGEpkRXIQ2SeUUCtRgcYlelL3kxsT/jYhMUxOiJSBXg0WkVc8RJ9D3Po1kAvN4m4QcfdGCY0i8omhdrGXiqhcREk3nPm44RJC15NuOEfcgLIqQAp0iIlgzYh0AnADA91wYQDzvDY3YP28xQ0M6YYdbkDYjhwfUZEwAoK9cLkB42oPNyjiS7jhZd1wQIVERPzo/5nHDRFUHMDJbnMD2aDunvqKukf03EMsJ+6RAHLg5uTEOUNGNt+fOIeu3DMmXuT3m2ST/E3/QTJ3m/7NG+4RVy+SvfPM2TbvHqNwd9OTYyQ3feDddLbbO9A5573cUyibs0sn7qGjE3IegRyVOnFqo9yzct4pOco5w+ednCNHJG7ecM5E3CTHzUhoexcvJ/7DM5szd96pAeec0Ilbtdsm96AEAOIT1NfpHy6JRJHsLFOcXVlXOY7srqvBPgjaWQxyXnWXTcils0SPnTScORmPvSXZA/8LziMvGc515JI6Yx2QWD94exdo3GWbFywWuQqT7PE6oJ177Jlrr/tqIPjYQsJuqfDQ23izb0HnHAnDQ+fZuS+T30ZxkzhdVFaN8WI01+7PculeTl2pw8ZTtZFe9U8TZT3f1jtWfb1ItT41rUGnmLrXWbS604VQWq66Vip9q87fHlmdkVpNJafldI/LdUrWarJc9Ier4WzcWdrNx6nif15qSznfahZrq0Z/JD/LrlLtIteqfrYarxfz2UrL10atZrXR6Mq1ailTFyqFRLqabCWn884EF93rDHzgdWyoqZmutO/aqt1b1oV8vZ65P0mU7X7JmmVXyXUqk0gViqmGJdiJZqqwKMnNltrnJ/NZMVXs3ztNniafpVpNPt2bdSb9jtDm0yNTR6Ou3nShLrrdLmpe4XGmaa5yvdViLt9b6L3RYN4d8EvJWi3t00rpv0oM9HateJqupZczqTRXm2O7dm8yXsw7rccpvj8sSe3heL7sZntrqdqQJx+00Xi73V+uV4mu+bi6HKwz2qeFViGXKb/3lpO+Rr7kTxJT797b5OsnX7c47dYfmpf9QTr1+3gAehiLUWEWqR46hCyKyDEbpyIKon/mELTdIaLdiEhdOIekjrZJTB7PrQICfDi0+dlf0i1vLDnF9MgcgccrOowsmghxSRFGpmwkEKaZIDYYmDATPoZfIrAIMjwU5UJBmhrxsCgqohhFWjGGCZxFtiE8Qu8A9aNiwuEj9GbowEA6FhkMuFDMJjTS5wcMqvX/ZRHpglHJxhTE0bAH4QLpaFIoXJ2jh5eicqZEj8NH8GIYFYosvWNwznwUoZxCaVj+RbbY7xHd4SlL5+i1qxZvbvToz/ew1AsStJ4+g+bjdiLrAg8AlTPX586Zg2/KGFduJf542Xlgq3zmdq/T6EqNwvNV7TP7/nA+kpKNu4uJrc5at6RHVpb/ST+hpX4ymv8F4+sVbBkx4CBGjFJHaFARPndvxcGj8hGDMH929dYFzk97Lyp4rxv6FfZyIRAvyEFF93wgEMwecaHsXIORU5n0R407Qko/XaAf7TvlivCTd37yE+FfJd56T+/85uQHAy3X4v/6Lw/a/MM/+4+kLRuxRYcjoWPU0dQheAtBwBrsOdINaETgWwwPH4ToI9hAeBgg/kEVGABQhwwYy6/OdIE4Auw7ZA0ehJE9eBAxqINNdcgyRIQD5jF4xDuiwscHyHY/DiuQyS0JLMYIdXbzpt/iIdaIc7I36ppXe/C2B5O+jWRExZ1v9jIYQEbI+jR6y0WzskiNhFtysdFuN9LJVCZzvy/cV087jVltoD/XS6Msn879Se6yM2glf9+ZzmKw/Y20AHiewZMWDPQwmctSgDhlnre4X/vPv/aNUuHnuE+0XQiJ2oq+TmN+iSmKsBWglDjMvUDa3W6i+C/efJMQft3nepWkV2ztoXeVNOv+eCH2Ar7nm6mG3ezYZ49vJgJPNlIhPLQIR8CDJ/yKwbA7SO/uXI5t1fSVSQHlTAQfi46vwCtd5I+k8jn2L8HrLho9dL5iUxdL7Xaxh7QXbfOJ+jL6em0HXgU7g9p+K0zhaDE0ElRHkQi+Ad6fYuwVID1P0V+pFEWClqFYA6Z7IH0lGdBD2gs3VO1nwF14w/sZUCGzMxcwyMcTEZgBtzARxiCFQwxxUHoVE9D1Mffi1QS6ncM7LhL04HqhFIluE6HIXOD5LQTZfsC+EgzoNfBF4usFDBjYzbWfAcFGVAyk0QHaCCh5Kub4Ut0CCZG5u9N0FxOYsryVgVcT6FYODyTWu36xFNkhQg4VdXzNgMCAYN+BNYt9PQbp/87/pjPL5E5MXfHDs/HRsffplbSdY49zk73+Tsib24+c2bOXAvbqUl+Y/O163fa5bpH21PsiAPxOUPa7KCK5TrYek4qi7lSl45eHuB55k5HXdfoqpv3COvxV869Cn/1DQ/DVSCzlnXckSp+V5XEuodZ5U89muz0tm7fm8/xsOsy2pYRVykqWnNC1MpfNLyXOnJsl20qZa5vX7Uw2VdY1PstLk4RtSrpg/0gwBZ3TNM2WOVnnC10hWeQkKFnQ1G55mDmVeMuShOUjW5BUXrpnrdsVXRVkrlwvVxKNhS4JUiIn8xyvV3sLblTKDyS7nKi3y5+N84UCQLbaD9jY34zl1FILvJXVrFydy0h215LVumQK/4Vlm2adF+qanBX0hMyXTVm3eF2QutCupMYteFR95jXb9zhX6Uyy+xrYrbesDM936/bY/s7Xvvn+krdNW+NsqUJaPkrf0+vP+7ZQNnnV1nvqnrZ/tpTdxtfyQrdZOh1muW671Xra59c5vdNfjBZWtlr4V++8K3D4I7/MzgbvpFOpTrcv/cbftJp3hPu3/4CtyoUHi+TDwXqQfrYmswV41sE3j0xUML57gT+xAavgu8RB+0c//CG32Hx88qvvltPm4i/CyeTD/sSZTDj73FTpCRFiQxiKIuJFPVjyRFDE4jGIwcJQNM1EY+h2PBYXScw1WIgN4TW3uGIo2AN+iAmJohFVwAntBWlYADeQpsMGZYhslFUMUcRGvJNiuxYV+OtmaAXWb0mUQggBEwowLDI5mGCQpoJoII5MkQuYsglEDmH1j0LWJazTH/vDCr1Z2hiEBCMMHY7gQGiRMzx6oJkwrJNSLMJPAA0imQiN6g/jIAYibg6D8kfwa6IIc2oROgCrmGTLjBjHRh2E74R1UyZEozE544RaxSl8sQMRLA8rFMIbXmTG7vYpEdVFs6wI07QsOK8/CEcODBH1Cwx/oEAG5ocvv8BmjB2CEFGPgVkZN8hGLVZUYG6TgRV31NFx0QDwFEBAIIB9b6PuQHY8vIZ6iGFQhiiL4SJ4DWHTlYaFbpQtzoLRj9risYSyeygcdk5EwhAGkMZLxNghNwMEgWiSDobR2EKhzhTjDKLZBZhjRAywVI9nv4/CDMyci4phxEVMm2H0ZEogwaQJ0zrh7+Big9TXGPr71LHKRBHtdxG9GhC4Inz464jo6ONwGAfLCzJoTH4MLqWDUViNhtgP4PSaCQVoBsfnARf1lyKQEA1bF6gjhY2j/mdgOh/gIqH0opjwoXpENwwdiADxoPzeho/gueIhBfYxiLD4HYeIFCwOOAL++SnwF0+jwVQ8BjNTwAJ05Ah1SNRAjQsjkgyH2QvUIag3gHIR0dJMDmjzI+gSP2lCj7CAX1SS+An6eaZI1M8oyj6gMKUeK2fij1AhZ9CzCo6CcgijNSCIkOgQhIjeNWCh3yOII5pSFOhC2OeBsrySIBDWDdjAcLYhiEPamxgKX1L0HAiCMfYSBF4u2UsQiF2OGOr3yOq4M3vsLErc2NoS4Lp89ZLr489d8T5x/PmduD+cRX/XrSfxoXfiZCAr8Y6nUW8e+6abyV1xd/z3OdX73veNDba88J4Qt5U3b2z8BRI3x946i7c1ATfRGQU5Tm0vqOuEE+0YY2fOQgLeVro1vD5nkVLePvi49qYqL0FhHZNpAfp4M5tztDWv409uVAp8CpAiJmH40uH0Q6Lz/eN/qN65d7h7AFM5u9hTw46/jE1J8EEC61wSGLx0QSnp7rI3nCQKlepp84mUb2U+zbXuTuUer6nLuVXiOKGUusWrj7W5PR0nVvn+wno2GXd7cqL1UCpKTataXXQn09GDwaQLZQnl3jqRudcr64NhupRflYtyJdVaLDvr9XQ+GAjLu/pUeKAmc3c0obfqzFbt9rCbqFWayVp3uu70UO3LtpbPClK72M+R6q3qVBvO1v35aiFNkgP92bRltTi1U249bs9Kj+R5ghMqq2p5npzoqfRERUCVTot2VU7PLTXT6Y4zD7nCA7t6+95g0X7Wad0X0o2uWmpZcNzwwZxL5ht2pzNdSea3in9SPxsNqiV3y/KLu/IrmF5vFvtVuZhIyBfyE8c6iOKAZ1GI/BNyIjoiYzAWxXrPp7fpIDwAHRCCADIQsCCIlCSDVUIQaZhAyDVRohQEB4rh8HJg6gVgejAcxHEQ0CuhYBiDYJCApFE8jQtRfCHcAs4FgQuRheoEVIUdhs4uQoACm6oMMIQSE0E9IUCRtkIKxWNpmuxRwSr1EE7tRuElpLsDEKmBhhgS4QCJQXaA1DZqFcR5QH8QvQyAQoZDiOAHQQQRDdkoDuWEWoMgQeYy0VIIZxBpFXbpIav6bB/GDYyHQADHScaRt2IkEjYToKNGzInMHSRxYqFlxIyOxll4L0QHkWEQw43H0WJwSEcF2ZwErSH4i+HQLXQAY5BxUUUomYWNmKjM2AWFd1tTJOh4EHcPxAJCuTEmLlyAI7g3SPBkghLKnZOOAl1gKOgY9DCUgGFDkLAQwCIGwULoUACjGcYWLBFI9P5Z1Njeu1+F9Hprfq/IhYdFF84FG8cxj0Kw9kiFaIgMD2FRcNAuhDIw/842r4o47gnYSNBpNEQsQgXAuCyKA9+EIUqPI8EgPBds18fBWmj4QP8UCJ4GZiuyk2M4G+z2x0RM0dg2R59xNopDNoXQwExhSS5cnhOVD0/oo/GQiFVjmGZCEQj1hagf9eu5q2uccww4Yt8l2fyMXlIUHP4JNktEQpAXmPYMLsIMKiMYR7IFmYcIdNjfixoWR7AgiICwIZZ9HGoPQtSmiGtWijhgjAI4CzP03oUV2CEcB+5mceykCKqIAYqHAWyQoSFAUhQ+QI6FYKRHuAR2p6IxH4zkIhRNtn6FMGYOID4ZskEBrQZLMIzMUTaON8+iXCRikCN30QMFn504QqOLMNwGDEJkWTqKQ+oFULuhZ101I+LeQJkCcbz5GcesUQhtIaqgUSNg6IGaG8LhciCyEcAfDoEcM+KIwQBKGKWhd0lAIeUFa06fexz9i05fjmqLwNjd1VcIcSEcICyC8QUbu0mkMAhGFAf68mt6BvCORRUDB5kgwhAqAA39QgFEDqhL0esKyYr6nYXFklAAmBiHF6PJHmvQFzSDjycA58TiRLWx0MNwgAH1JsR9D2H+DDuB+qA8T7WhezDGYvCaKIuGTSwwH4NV26E7XCK7FIgrsGPIHIeXwmEItwWh29H1IY4UCttD8bgNDhOFLkBqAOgBmsZbvREsCCJQpyB6ILoeiGsks5zZDTSIgwh+sMlMEdm98hsagvAcUIDpcBhHpI+hUWhQDEeQIBZTAD6CiHgVT8CJIpI1yGhAo0Mky4gFG8fxzM5gsgrmU+DVCI0xHFOwOIAwXkwcQoxRrtxVcJy0OMifGN7I4ag26J4Agh1pchKe7MzrZ9wbEHgM3Q84oaUc1caCgMWqDTUXwEHYYikMiQLB0lgkuQJ0BEEJc0MgCciAInzpdB9iVDCnYmCYBJDWDhFjKfse9TXqfSOCg70hJBvBr/OxQJwxXYueJbYKifdoYEuFpaJvofpphILAB98IGtTb33gXqdPgNxGlRjHlRD9++0OBQ2LrLSC3M6c7BAo26cMGg9CHbweDLjOACRKkScRfSjmiTSVKnSthBet9hP+vBy2Ylgi8jcR3giIh0w5IHGdsnwXex2dIogIVQ8IKB6S/RGQW3zScREsPkKbHkUmAZxNjcBUIxry1WQNmOvokVjiwZwzbVMhYiMGEG7QbAAW04R7GYdkg0nCMhEKGUpFGjeEYWqjOeFw5Q7Qm0geBEAmlB3mgdPHfYQsW26hUUIw5VBO6gYDEwlER8XQocMkRPlPEIHqMQcw2UG1nXt8QzEagc85x0FiAl4UzFgEgCSQGFNK60BlYdMEQseCCQF0BCG0fI5GuoVdjGCkMSIVYDBuTVIgBnYMs0HMcyTkOR3SQeXwQDn+IIAt+kwjyyFuh8NvhY8ADZMN2NbLzKGJQKwhtgQgYl8GT6CUSPATtXpBIZEICqpA5HfL1KQnWDJotiC3aGImrhsiEJRHRRDc2r8M9cEAJhy49QpLWp9oC2K4NEmsSMLGhOgg0CcIN3w/iPoWjgIEbZOQQwGHTQmBsQAk4cj0aixxAaOIAi56xOChaEMejpA9RJ0QMn4T/NnBXmMj3sEmMJaUeMgJxWgaOBVVMC+JP6d+mcqwXY3SCPy0KmyoMtlRo6ts/UKg6MjJYg+MQiX6sInnDxWGD0d/j7DnhLZ4zDSX+/xA6wnzPIpELOj6gGNHE+4qDJrLBFKEGJBBFLRQjgqTXEUc1MR6OKePHBg0WuRKijmNg3yEBdOkTg9+OY5OD+jFN/YiivoO1/dFLVFsEps9xGE3UiaDqQu6GhohChcUjCHHpqja8WTUEug0BGQhj1RZkyDwt9GacmDUBErwVlcRsVFuIiUSO0PPsGRiyWLXFnamWyAENR7m2VFucMv4AkRSRkaBJI2eg2i5gkvHLVG24TJ9qo2nKVW0ByonMStM4cieotggDHHgYwuokTB0hWX+GbOUIxSgiIQ02/lM2loOjWPQV1YZtdaLaQrH4r4SOIuEgvU+1RYB2Xq7a0Ij1c6o2lP9Fqg2G9j7VxiCG+h6oNsAOgisCk/MADgtfCAjxAlQbNDWAyBSpNhasAZa9xAs64fNNDKfveVFuNpHXnHTinqy6Eglmey+Dc5hq3yNSzO6dneTfgeHPu/l94gQQ8kIgUW4olK2K3NhGTpOcaEgnbkggL1YS5Z4Oc8IkkWlWN+icMwm7iYrji6ziRi7zZm2dmVsvTNeJe86LRADaHFNzv9yDWScedk/caEhuNCfnda9J3gkzL5KLW4ATXcypzOsND+vOUTM3CplTpdu6k01j3XNiJy4q3NY5WKLc2DjunLQLDeUW7J7Nc7rEiS3jhqJxj9q5AWvIjHp0c8zghhOCyunuzbT7pk+d2feTE/cA300PJifWkhvNyqUoL9Cce8rOPbvnzsU70bX89O3Oynvk5obzOXErvumeoLvhu/Y3xVlK8HDyVdvkcZ2u0z/ZpOwd0e6usjgTKcxmV6W488gpDT6MvY8ghV/iFR0X6ANmvzvOc+ZwCJnP/Y/dt0TvkOIVoC7c+nHCFsn+qdiXeBU9f/nj102+esVX7op+pQN9lOF4B6cbEHffxO2/eFkTXlrXlRTGeFV2zintcwv8wp17iv8CjvZd7M22r+49xOStZe2W4ieXF+D8NXrWw87r+Ir11xfGlRrU/Tk3z9XLdbuSmQ+FyrMhbyVXXK1R5yuFnFUsPJoll9nFaJlN1pezpTabPeumHw9LZpFvlKtmpT7kE5ZpVdNyq2eZlVJDahdTJetTU80kVzrXKXbr9oS7W9bNgp4a6ZmZmtJktdl/yHUKhdr9Vlm3BTNbl7PldLl0p8e3qn0pXTIrD2brPle2BVstl+9YS8E0K0+s0253oaVapbbdXKQXmdxyWcrznU9XUr9X7ufsZHl2WhbGmZbd4yejqjY3k8PcNPMgW19pjfZkuVjytUenleSwNOaauXtew++YxdPO6P6aNL2drkitiqCtBvVBY9UqqEWhlZNsk9fuLbiUVK0mGnJnlMvNH+vDBv9gLj3mK9Xik1yt/en/z96b/jpyXPmCSRLVnQvJS1ZBwK0q281rf7GsN68p+4tkd+P9C74DDDDdbdkPM18GmH7zPN9tKUtGw8xMLnllYMzkmiUD4+SepcaMuZN+7wsXlYp6/sJFUtHdaAwX3RL1BjPDpSRNnMhMLvfyVt3S4pa7K+oWmcyMjOVExIkTEeecXyjywNuPKYVGw+PJt5rtZnu1Grea1QfBiKeneN4SSm9JWb+vvMgn31Rip33ufiG/aC8XPaDuOBxccr5I5l4v4v3Ic1oqxzP+ST98P5m+1+2Vwt5EMzdd1dreaKXUbKxWwcCiVyx6F4lRqTdd9lbeZqX2QfG9Jef1VSJ620Si+aAQXhWm+XEqW8jXls3UYhqM+uKpUS/qS+TbnD/7SVCKf9JrBrnRpJFMV9seb2+eGvG+xrih+DLZUjoajVXKQiVbq/ml/GCZSHlXnwQHk/7Sv2wFK5U3R0LmfmteanYnvI/z9paFePrNyGDC9ybvlErJFt8T3u/xtWqw0S7XaoVR0DdoequjRmuy9CZa4Uj2fmKRzQT8D96bKG8V3pUq7WS72Sulk55+sMgts73GqhyPen2r5labTpPvewupeL/ZiJZrnkQ/Eu0/CE8DtSWXi7/XUlALe+7djSWLrSLvFQolLrEMKv7Mwlsqe1PLxbyQbSvjeTKZ9+bmXSEXHcXuNRrJXCoVub/udf5lJBjKgWvKbD7vXa4K3VCj6eklm3fR32iSayrNXDY2b7WmUuJhcTFqjYrv9KRau1/MVB8WK7nqabKcHvWmDdQDGpOJrxvuSXc93vSvSZ//dNzSHHqpsKSe4T90UceKImgmkFvJZQOFu9uROZaos/UmWqkeviacHPInyRPvUeGQux0++d6Nwk88s1E3lv1bzXUXWkzb0D+Gir5kRyOdLHtP/Cef/Ib0b7LW9R1dezbvzQ7t1PJRz+uPfw67E2jpfGH6j3zeuUKcvLSBjt4JsJx7nDq9/Jjn6jRonRY+GExjg5Hk4UP5YipRquXzUuxXpQ9Si3Y7fPPQ6XS+cP3oRAnePOFPqoVb6Petv/+acWPyl738h78kvWuSJgx/OkZwrU8hHfruAWyVmnAkSncQtF1pPZh0kpjw7h0B22FPkPABHE9Z8B4D7F6gGenihMHbD+zzEQQ+MoM56uKEUWscoyaBoGOdbm0YGCpdulrVcD/R94cnmbnUMGJ99dDDQjIyKJ2Oi5NRqJoph0IehRsg1rxA99vLUsw3jWVT/oPIK8JwMyooqBDWIMVVM5tgR2zPPftF98wWd/3su2fu/Qhqf/KSodWGl9375Ix9dQ7XlGDlQBjcm+bLHt7zsfTBqPCV66Gi0/ln+DPyClffqo2mkQgnU/jbqn/bLPIQvhn9O/qStsRe71EaJYiMG1I154++dtV54vQcHb1+R/PEcOvku99wOp89uup0Pn/ifO55NAiczqu3807n0a0b0ddufs15ctt3ePXrN9qPjO/5KvpUPkz8RTD4X+b5O6+/9XMysOE+0D9lrAQid/DnkIVPfNItD3uwxtdGuIw/RTUflOY870wfvv298Z0PdziZm6AsP3YTVtjbjbw0BDUJUR1Fr1/PR9D/TOyVbdZIWSjLn1qsJElGEGskCSb+1ZNv3nr+m6UPndzVw5+9cXN0Y/5LyreduugmUPLg9gBx4B6waBXE/cTg2l98uMOgRVXsoH/os/dP4MSJHUwmL+/wZRKVMmJF7Pl050WCotQZwdhAOfYHjiaqwZCVrImb2ZuByWK7rvocILLi7RuHzy5up5yHz45f3u4WehYUw3/X+eJcueZ8Yf5TbrZRrSLNF+pRnTUvFFVQT5dV1SE7wN2Y6HLg4whWdjhYt+qaqSKc9Dgc4LzCRJotFspE0TSadZC4zdAMukWaKIahrewQNRFjOiAoRpZlFc1wrgvKcHYyMDF2mqZJmmEstIVGKVNmcIVFmWnaZCEZ2nxAMRaUMfqzMW7WNWNVtyiLHVZUh+Crzs2yolusq2iMWkyiqLpn4B2CYcgD2nbhqftZQqhDVGpwfOeW3aBQL7rcbpYQXbLscLOq7JqhdN1uEf11wFOZ+QANPoqmbKid7dgHBEmibmdlrCY3+N0CnxCMSVXZGSqYKKMkTCaGMVNOx7UT6lcqbWoSZnaGyGulHKpIdUE0IG12hkGURbQwMQRtQZS4AkdMKDMK1HoY8wGDLkwWk4myUw5UOrfoQGVjVfHfD+WhrDrA9xe0aJ0g7SyLCg3JItraSCvQl7oODuVEt+UX32mydMldNyEGZzNbe6hGFN8xoxLL9dlQFlVWBgVr0PJl1R+DKgtKS91LCNAkRo1E0SRjP6CsQAjUigYhSFQXgxAz3UvJ940dUZj5v39surLGwdYVbzeqvpcK2x5QzoUrxhalnuyXYZMPDQ1RX9QdaKzaBlcM3ufAWwzoGWw3oCUtc7B/DaktdtHrtq3He1fRM31jhNpEYezUAecto0n1Tc9q3G2+O6pVve8l/XfHHxd6kUqt5J/Og4HyaFlQfKcfr0aLxmqwXHXn3f6k1Wo32v3yctLqlVYt76pX7jY/6naVh9PJKroao9ci0Vz6NBCIlQOnkdioGo9mqrls5EHOjzJshiLZSvZeHiX7XmswWVz/3fV/jCqJlwvDDfOCFnJgDzQkyXZQD0TCMCiAYB8jDoIFl0A0elxHHZwlbLSmL7H3gQ0xho6KWBgkJRJaUgfgVw9Hm3VEeAPYLX6DIugfOs70G2N3+8J+g5f+qjrDJ21DNJWpwOXRnBMdTXu9+XTSzPsjo0Fv3GtOW6HMJOKLRz8ovNwcbnk7AXb+QzuZOHilUF92/RXNNy9jYlh8SE4NHSqo0HRQWewazpvgi0/Fd37DZAOn3YHmYtehothD+IOLDnYDBKWZdHudn3o657JjUrbFz0nf2uJJ6rAqodZFlujAxxAsErA3yuEzhnK7WEf35OlkUlT+h3/4DbmxlmqKckeFvyGB/TnizNFFZ7Jsyj9Znc+cTFjRnJfxnS4Xa98tj1L9BW5NUyYXQZE24LMU4lEyYi8MmPyAx1x3HTUuYtoyKqMI9iMU/AQlPRY8GSLuZ3u0viNMSqyIRGZUD/SGCEejJG2S0fSo4iNRBvE0O8qMJBkb4qkkA2qADMOAx0Q0AcpsHbrAo5S8oBIkVIKh0bINJcUiPusgaIZGrJkBfcW6OkQ5s6zaATFJhQNiFVw0GJWwMuDGE/1jEiqrqlBzxFlpM3pfRtMm0emIch0qwaJ5HEVjQVeAMbEQGVs8kRYr4tQkeoNCIwRNWSKoFYLDS70SQxW8mSKqSiqFyhWGmpMHKbCPIopQlIMDhrRDJWg0a4N9DSqZeq4SaDyh4g/VvZX40ZatiHZYpB/SGE4fn9k83rbqMFwqnp8BruiHPlf0iH8AO2yKmMn4YgYXB7ryJQGC6YF+oA6oegfy5pUD8M2NIq/9Qu34JICbxpvAq4dyu5DxxXzlB6N4uhpYvt/2tCqnq/FqMJfuNqac5E2vfOlaZMDHA6OIr1zJjbvtNxtKFEWO36t6lfS8XYy/15iPV9NVuz8YdPl4c9SEN2vteX9RiqfTttBPpc6iG6tqHIfeGoKg2QHqIFinCBePBGNDgqJdddcmmuZzAny36XIdhYhBMSZQCz/YGgwk9l8NOhGErohCI0EC/Jy6NHKYwN5Jx5rUrnFyDNgYkSZRRlLiVhLW88mpHZycY/iMvm49Ng5Zjzc2/MdGF7lyWUlAMxTUp9bta1xZlrBq7hAJJRZXlLYn944nm0xvXVemUmKeyE3bk1GykvlYuuqZOm/lP3mZP2cKUb9cgc6FbUkWazjRJqwoi5UbwJpTDzSsPEw0WKwxLtCDsFC411mwho+MaO0iSLOJMiP+YDFTFtDDpRkzmNEBD0R8QUbyNYleM1tMFjOp+YHGXQa9iSR1kwnNohToDKJu4dAULVBK5gMkwTM03mQAVTNQyAL7MigYQ7pUULDA3Uin66fUk91ZVZjAPbQDDTDsPFe33dMCcDwZfFuj7gyaySxWy6eQqI81MWmIICPuCe4A3S4RvAiDQR4Sh2FKQIL9kGDAxhJWCA4UoY7fxmMf9GBU0PymQf8ENFNp0oLEkqEI5qVDJDu7RG1jBtSvzNjkgoY3oSRg2qip4GhswfXpyHCuOzCkaYZ1x0ANaKs7oAkSrTFosPsDRVqGBK0y1MEpM/QbGY9kGnUH8HWIugMDys3oGjU/mrfQGoCwq6CjSlJad6Cwv3ut7KBXztAWC3QHsK1E2cPSnbBTYF1qR93BTJ3pDjJ+E5UEK+RhlXZR68QM+LlBPYx1mZ5FcppIdpFcg7rlHTTjCASdYomm7KKPHCbn1a8TDjPUT0AvdKATsrRphuYcyk4y/1XG6t3QHVyES9PJZ1ByMwLsqMEAV61Dnqw2cuB90Bek0Qgxs6g7uFDeqLXd2Kuj6mIdMJfRDGkG/5WoF7FadwA7TOaArIOB5wy1L1aiQ92BxYIiWjxjPXbZ5XbNYEkln+0O2FJDZcGVNfjYsiIJxIY7sYhtXlDfpK+K0CQciwgWRISVUGtY0R+pHtCvOsxOx9GRmTiCZERwLG0zo/cKbuLATCLhTnTZN92BRLlAfwNbYOoAGgv1fNTGVsKwA2Xx+5foDuhlu4pdUdN6d7BQ6gxwJVDNrW40cDbdAepidAeSulx3QGN5penOGEo8jitrnRVCV0rRbEWJtUnn2ieM5j/ZoQv1hpBwxbAkNWw9N+vQjR2rLnHo72/yPed0cy2mnHtuCCgbh8/aDqpuNXvFsRt5vf4l9Pro0pGuU3M5fO9/+UGXobYxpbFAdoD/4xl1ZsTcyFlYvmI1G9MZocE3I6keu6A/2E4XUpltnzBsstkb1sIg/jBe22Q8Wyeuy3gHm4zWaeMnunSo7s1z8xJIHXbUF0pKoNYLzqfNmj+1UNKBtya1TK06HwVS3MP2eLXsj/LRRSOTmQYCUaESDX+yiOdzDSEc8sQihXy6EqpEln0+Wo30p/PGJO7LjITlPOzjctmwr/IgryiDZNYXyQ1WwUw29k7Ym/VNlIA3nq3kw4tEKlMJ1WLFVj4UmCQD6XQa8i5Xa4E4yj5bi1QD6Wp/NFrMk/FFslILpH3ZSsCbjkXSuWmzkeqPem2uPEnGK7kqyqEQjY64Mdeb9vm0r+gPxOIZvzfgi1Uj7UYplhlMBq3FnFsV0qNEJZ/gavHxatyVhEG71+VXYv83dJU7/bv/h6mtFt3FX2sS7R8aPvbLEWD5cP7EbX+QjQvT7iuP6e8b/3az3bu7+TqMtIlzO67b7tP0H1sxzh45Oi6HTswaiZuMozfSRWh126xtZEO4wnr4+BTMbEIRsJo287TLPC7IxsXn0mVMZzzsPaLL2Lbz/0N3GaOjbncZO15WnHPw/68jPO0yn6HLaHK3HnZWvI8pAbu+Oti9u+Vs90yrGD9Nmx/bMcxnaHYpAdMoxjkSbDUUrRcKVx0b19vOF+7CIBsXTycmtg7mKAbaCA6fvcs4DFLt6zLGbgm9efaH6jJGL9W7jP184S4MsnHxlMvAIRRN/JC4yBjoMcY+G32s4927Wx5fz+hsbbtTXRvlbGd4gXvWyxTDsC/R9ZGOt1M+3mRp2HmcL9xjc9hN8/Hvr4u/E/FMIhsDF+JchY+3YxwTZ2I4rpxN6LPS63g7kpGrYWGkb05c+ZIckD8Nf1ThibTSn4Z/xUE7P0NzOtd7ITQRuL4gSUkhGyzMSyUeHOeGCrmxEBLCXJfj8p4XT17/meS5nQ8FSwmlcIsLhfnfetrhcErKexL+vpAqesJFJZkvtVJKzzMvCeFwpBeWOP+czyhSXiikkkkpv/D4PMV8oTiWFK444LPBUjNV4BK+YqHAhQqlcnbhfVDkKzzKNhFMSe91hUJSSaFMQgXO4ymEhXAomU+WpDfC+WQghdJNJEs/O/VU35MUweePZ/zVgtdTiQiRVPtNbhVJthOKR1CSfC5VDCS5XmHApcqZ6Kqd8wRQrUOloiIkw0I+zMX5QtgTPDk8uvN6IsV5bvLPhq9eveF0nqTyt05+b1CnnJvwklArpZQ8pySlVaiqFPKSJxr0CMFrz343yB3yKa4Q5kM3g0ohcejNlwuFECcEJ0olnxTyCSHJl1Jlvp9vFUohvsgnPAku2PV5aqV8oSlVJGnkyXX5EFcKlpLJEBcOdD2KEE6FY1xIKWVGqIzlUDjYV8LhsCKV2tPQvVE21U1BIfhCaJH4jPRatBLFCM/nPcnkvJhcKaFgtBTNt8KebrtfqD3ku0K2VUhGeO9Xrh5df955ePW69PVvP++8/our30Qtfee5Q0QxUOJ2Fu+8du1QOXzV6Ty6dnh0dNWJ/h05nVe/rmmwHh5dvYp+YSQyuP/80ZHz6LdHztec124dnZw8+/Vr106ef/bWG5J0WPq2c3HbeftDp/PWnzlPbj734q1b/BHK49u3IDX0Gk5jT7o62Bm6PvqwcOj/WvGO561zLoy1IfBj7YuNjH7Wu/XbUrr5s8bJ292c9vUOfib3tC/f6bjRjb3bDZz2fB894UUmkNGOmJEwaKejVpLUdYvA5y8c1NrRRR0u4DRo1ruiaTLjcUqHFt67mm4RoLt2mqw43P4ps7Ptn6LaeUTkM0/P/FTl4d6fLGj9EB04VyTBZwgRewmrndPgoCdU+l+2q8ZQWtXArQD9Izsd/EI6TOok7Pz9q4mihN76mvNm4MRTDPq5r3h+dvLirdsvONM3ha8Jt9AQLvw+73y78ML9L6yDGSW5EbrudP6D886Hh5wijIONWy8cStcO+Wu/Ld4Z3TlEiUrP4qIc/tfcRL03k3+aqIe7P/zv/2dN14620FbKYv8T9N9GWawMaTn4m5OXsBDI2Ak6ZYtkI3zh+s3DGP9CFX3Fn1tOf81U1zhoiccuPv8AQZc/6M7ubdOZbyOwhuGD2QE+/UzgPmcGPlyMha725dJePZOoHtQ99+AFB6G7wdFSIhxbpUAE1eY/y87iXbPSwJ5z8JIPrfbcOAVs9WrZm/0fMjwhdR2YOEDdDmCffCrq7lvvq8RjqGvVF8wXU1ckDOqaYck+e0rddfj8qasShjaZ+YJsSfxIH4RX7aTDqASUHhyo7C3++ZEHrjL1fTOHoTXjwMBWBm/64+EM2Ps5piMLu1EmrX6uM5zBDppGdqP2eoJngkkjsNZNLk3d832D2UtdKI6x6/XH03eBuiKmowgZbKi703cPCPXKGWc4+xCOdEcpmvrJuZ2fJw+b93WtRT2nM+ken/neel33U6NhshtQ5UbBdH8zuk7M/sLuu6t751lvs2l7U5tSHG/sAo1dLMMrC6FviGmvr93oDC9BjKfh0wb5nzd7dpvvftkDST+ZXw00q43S1VLJUw2Xikl/iPMI4/CqlAyFlHCxIATD04RULkoxpZhuedLNZiJ+qjRS8alSLSYKrVygyPHtfEMSiisuEcorCS5ZLBSjHvR6qVcTcqGikucLqXxKKQU9/nkosOyvlnxKavRTzWSSC5bmi2mLi/srWgm8D/hkKqkMlGI+n0BrbH9qokiefLBaqKWSCa6YCJc8hUIs1EyFx6HYulCR5eTN8dTPf2QUbLJcLT1FbrJIFKPt/Ny3r3xT6aNld55MCKFEKljiS3xR4LoZfy69UnJRiYv6cjkPFFSYSLiognAvUYn6o63EcuzJZbOtfDq5lIK1QYpfJdP+guSJet+a5CN9fHea7JeT+Zi/Mlz8ms55T8cGYDTm6ID3Ac7j6jJm1OgKFOvXT1gRuxaBvw4BOpyPeGIDE1o9NW2iVocyHjI2sKjS35HxE3EGwOOGby/C0ADUFAwfYWGgva3ZZ4Hy+FC/3SFEpfXvyr502edPPvzHZb7bSCT76K8x6nFO59tO523v6jfUpvo9QsRuog8YNMVB4Rg3aKUSjIYFbQHVTHhgAzV0rHMGHlHwA6jJD9egzmeAsCmjnGiKVVOTfLtbTPq85WkpmXo1wX8tlXIGk93MzedTJ9HMd373aya9VSIZz7ZoxU1if9MMmlsx3o4I3qZBFRrUpTXkGQpgYbEuKWkjrKDbpgLADjQFoYLe3XYkhiB/SKzJrPkM20djBrWscUIhaza6nmXowSgZqlRDPsWbG+eyNT4V9gnp8CeN/4/aIHb39jQVaQZseIsZS6qsWxZFViZMJGMGJCGGps1mswX9M1tFF2A0udygBe6QVfTJulwquudwseiRS3XVRRHuuVAqLpeouraCG0UQ4RF6LsouGdxEqqJbRJQALBkoyHB/4RgAk8cubEQVlGyhcKCAy1AMKiQUjjKTdpGFwmFDJdUBsVQWEIBY0cEC1jyrumZggcO6WFmEJ+DkG/3QArqP7qDCgcGOCKA3IrZ+RW1J6hJ8/ctcOETP10P5fDL1rQZR+tULUvDVcNBqNCvzC+Vb48s1K+ICm2YVO6hZCdGl1ln10zWr1f4a8ZxNZtVgqIiY4XMjopAq5iUlFLIblKOKCt+8HOXAd+aacmoHjBXRNyrcp6Oc1f46wR2oW8A3xrHu99cmVfBrW635SWxuP33AKtlQnH0D4ksT5KHuBQp9DitEvCNOZALf0LmTvB0bs6tdsJMhsfbeP9yXemdLKtHXQdtySkf7LW9SkOV1Ruy48D81k2/E/I3eKlSpvfJ/tgt3q/FoNBb11QLR/y391f/cWzUmk1Ey6y8HvJkseub1luPRSiDiK99rTBrd3qTb6k16jUZvjKKiO43JqtebrCaTXq/fnYznKGV0ie43xujepLGa9xq9xgrdXE1Wy0mjN580pqsVpNBGT9rzUeIjT3mZHPiyoXCuMA78JNnZ7EHaoCaUCu4DwH7AxuAakSqaGw7QuBVZMDezwgqYEWWw1kDxrGbElSjGDgY8aKCg0YDoeUACgh0Nc6EWiR6qG+V7Tc9+n9kXIqWNAppSBmUJqTftjmLdyVKqZKt+X8T/XuJQuPM2+v/73E9Ks03hSTuDCkNbzZQd1pl/g8/P0XyXj0bng/TL3HArKjUDM0i7mWKGLiQYHBA0g6ZrGF9QJhbyX+VHvcKqXb7Nnf6cqfhPl7pHCDCvQ+MYjJPq2uf2Hezf85823UStN4Vy8KMw/zv+/64oP01uGVeDzacdcW0r+k9bSStpp+0/0k/9KeaAScUyMY83+orQ2bxjbKiP7YOfk9m1ye74HCEdZy4pk011YaNPFwBAIG7I1t1yB3EiFhAtwF2wmWBQkSxW2oQoCbU5v3Iw7V6CdwdUCbA1Rd3lAMABSZuFtjLgggAJFeDTHlFAlt1Dh0NF8h813LOXcLaojOUAc0r88gyQ9tiOW66r2LLlAHUmnJuVpi12k4mxU+C2HNi11ULTUAs7qsQBYzXRtI2iZ7IJdQET2XPIBPiFwFBrlAlshuEFFIMBkAEHPoBRO2j2qcsOgJQDQ28tZxmspjqoEjOxg4oDhkIHTrUD0IFWixUxfBmMonaLCmXfX1TLD9ds3fB3um05S2zMYjYxdsxrHdt+cTVG/UWBHWvSqe63T2ebwGntss7hDE/fOl/dwL/ujmwZf4IsT9br6nLV6LUG03bYH0muxj1Pt7ecDpKNcjr1Xq9fak0HtUp3vppOu/1lZhlFz/r4hXbj/Wmvl66kytXauJGoFuIxH1rXZPhyM1KuBHOLvsR9M5Ev/zQ8PDdemKJt8GsyjcYL99/pJ1MUGEOR0CfJGZjyo6oEoz35J1L93NtU8aD1aya3Hm0SnIzN/klk32dfDs7OD86RbSQ8zIKkTmeXc+H9mu90vGBqi3mipUVMlGsHSFwnaZ/v992uJ1JOj6+eDlbp+bvaNu2f4s9G8IP/cOQsJR7+7ZGzqX0S8wFBPCBaS4K4v1oJXX/GfzqedP0+72nXe7/rvzv3nbl4WP34bzfArCweYeAoBINHOWALc9NUhu9x1rGtfYciojHL4M1Yi6mOW9Okqyy61rG+tFhhxPnNz88zURE7RNcwvEykvAccZGcTGru/MBGquJYhYCMXQBnAbQCgDgDSjwsM9ZGcS1DGdi8eQgD/oGdOAlqRmQY7bABAMLkI7GIfA+S4XVhNEYRq3NzwKuJWbtjwBWwyAi90dGBaQGPRsjAhpgX7rvJGvjGZSZQY7iUmi4XAYASIecqwCw1llrW+ou89wyXicIyJZmhKdICvG3RhpSg3LFtobIRMEy6MJwqWzVaIi/g14CXAxGTf8UMr47IP9V+olDNI3+TStpPNFsIOVo+qXufthoH3APcIgsvtXm/Lg22zqJl+mrR7ZiTrmwHRwo14uugGB//grcJCnj04AKhePRXNwt3h2CifQmQX68AjAi0XUFO4XLuvmxHRTNDwcB8/M0ROrT1d2PUZa6BMaHFcmP0CAIiOqezABUGsFbDgAE2A3pjHGF0caFRf30UREQFJBwxPxtIx9vwdO158v7xYSMQXO3RhwwJwkOHasnfosts/RDBWtwCGq3EHEAjAeJlmAFTPAhsvpAss1tGSD5ipa5MKbVkPXVoGDzKkiaGhH0Kz0/rQBQGb0JxM6UMXXgW/UapWQgKDcGLRgsDuGPTxQeKha1HlDbOxkDTgpu0bum5Y0rAa1pHO/EUHhlpCkp+VZPCciBbBNhPFuCEHE4YLJDdDl7bDKAGjejR0QVB73NB1qHjodrAZgj50MWt65NBlzwxdDFr1uKE7I3YDvTt05fNDV8RDl7JYUG0ojFO0FSza0KUAulEDkjg7dF3gpwaoTOg3jKGLOKlG36dD9/NO9OnQfTp0iS946No0CmwEZtQt6p9VYNYA0gDF0LqzDaUjfWuFQ+ICDRVCIqB4GTEPuhSkhspIr+U7yJBhgD4Wo5gOcLUBbjvA8ROIZbBVZSYpB1qcs3WMMeRCBBGJA9DpcxgLc8yvyI3EiBuUOUDVMoFbMUQFg5mRoBto3iuiyWhpZEKjS56dEZhd2qsqaBGq0CLMcJswKnixOScwY+cw2wKzjKmFBeaOtlKVCdzjjKHLXIqSuwIzUOcSArO4ZetktqAKgfNg8zmBGWoqa+P1CkDMUszsMwjMqBkJ2+coMIs/3iMwi5AqUJO0PmrokiSJJygLGN9i6FNUiTXX1P0enx26KrbEIs2WRwrMHVmndv0zCcyoDrPPOuvWcSsDqpidIbYCzayHrkXzusKCPx84Ynn8XAFDF3jjASKlNknobAeGrptYJ+1m0UCQh+DBzYp5O7hi0YeujPoS3iwzhi4aB8bQrWspGtOOCDWiDwhMPPXs0DWRe/m8SthsFHhNqp+ZdYfaqzAZ60N3Q0kCO1Jizs+6svvMrItiGbPujDCgQKGPGUOXuhQld2ddGVr+8bOuuJETLCQ4YQIYxnND1w0frIag9qcWlD5NdT7DrCvLjx+6TzLrboYue2boAjUfO3RnuFXhcBj7haPPDN09sy6Lhy74JnvUrAtDFz87O3QfOev+ELfslbUm1xpAbAvZTP/eAI7hu8drfC5iC6NKh6e6osU/3tUl2/ppuADaUtY61i33DM0yAw1tg1OlA71pbpAIA0cLb9JutNY0ILMtn0Raddb5rOHIDAdIV9a1M/DBCMLQ4zpeg6sdb2ufHet5Elu4XcQGZ+uZZzQouGMdYmzbK5NRqV2Lyw1Ql3HnylbBdWQxA8DryqaY63YjNjldgpKGYpu2u71N0J3qa1fP6GBkG3PRYwPNTXfVpJ9dPqP7nwLcP42aa9w5A39t28Gxho6ngb8Rm014447eN64YOHMbumyU9QyPVxe1xnbf276nvbTdrXVn9nqD6QRck00vt2PdqlpvPN4ivVa2DcbeugwGgt2Ziug92XCEpZsVP7NlNKsD2jk2o8iAhtMiPrVWfRqehj/KsG8fCYmVTxZ28b3otbIdWvk98j3tJPFCDBOxQ2xpcWzyoK2a+dkj2A64wNagt4id5I3U4Bzz/FHldnG1ly7UC7sgW0gT5Q2no/V1BnR9O1G9CHXicuFMJeVHFoe+4NkuJa07FIFr2rDnW4dHZLJVlN2w9x2tSBAX1QQUPKDZaPt2ZrtV3EFxky/p1eTxBTx/TKn7G6lf9Dq572Yd6yvrhTqTJrs3Or4L7omte55vkrno4cVhooTD2Wm4NOc8lWkzlMjkonxw5AnH70cSrTAvva3kV6na+0IxPG9JsWTmo1KC/26+V5AqjfCgVSi/GUhV0oH0eCz0xv10lPdw7bt8t/lc4/C57OLG/eXy5ou/U254QqHga996sT3glWnptdHrwf+R97x5I/We0Kjwg1az1RvE5+HMO+Pkx/NXS4mQ8JYnGBrV7vR6/KqXPC2UB9PJIMxV+HeKxXArnLwrtZuHN7mPhK//ItxTAvclbroolCdB/vfXk4lCoNWtcuVy3MsFfB8oq9rK/+fKdMVFFpFyrfK9024mMcnX4rFCNF6YJBeZgvC9vFIZC31/KLJQit23gsnKi0l/ZZAoFv0Pn/1t9J2+941cr+GZBL0n16XD/zZVikdyDwrVh/lp93ulN5Xgu6Pg3y2VgrPZrVWLmcCoVV4FIlVvtxcqv+q98w+h3O1oPMOnw99SmoPb1Uzlz16fvtUv1U6+40veUhLcs4nXftVsR2PVwryc8RSrz3H/ln/xf/c00ieDtCeb9n3cL1b604rnnXAz6EPUWnrDqODe/ECojJYC54nfD5XyPxP64aqSbVyGklOlJ3VTjUyqlChzg+U8FH1LI+hqU/3M4Ha29s1vFyTfch6V8rH4Kt9I+ROHsduh0ErxTbvVRIaPvZtMf3KUmk7f4kIPe6mHg8RkMprnF5LU8yue9z28Z36vMniTL+QGJX/Af2/VDC492cDd0ie81jLxq+80Mw/a31y9WqzGG9K95mIxKP3O/67giSb9qxU/nTb4aCaabQiJXqKQvBH0NL2ejJLv+ZuH0gl39H8UV81FMcxd0BqVMMdnBY577ru3gtGi0iqhuk6z8/D4bhd1WL6rjJJFYdxKJN+pStlVV6h4RnxYELzZiN9f9HPcvD/iljFf9X2u3yuky74RbtVxsRB+0EooybdC0Yo3nRdSCb7k5RV+kP941RAC0wUvxWrJ3iQ5/8Q/UBZS+H4ilx5V/Q+moXAwV8oEOSnk8cRyNV/cl459wOcWEymdrASF6HiQkubVYPjdUrXczHeT09Wy2ghlA++VQtNybLqK8MnWNK6ksvcjq6Lu6J0wkYRVRoxKVMHrL95hBZW7NTcAcHpwOKz9RAtylQDVUfCALWpHIeA5GnZZNIaEVdVhC0RjojYw6wK2AzpqFOyzUOBxG7t41zKgYFeToXVW2cHQS1iDkmJEXbVb1fTZrHDTBo/BjbKhIARq8WR9KwMG561lAL6caZwBpZ9x1K/o4NPGupXQzaSu7Cxm14uXJ2b+ojafkZpXVqDbUCedlpwdTUfD7blnFS4/DN8rVSRPZl7mMhUh8KbH+4lQk/jyO/hmKJ32DbjKafj/WpaaieqbusG1iSLdhInep/xy9vjLRNIkSbLgVRnDObGqQwbfz3QHq8mBGhkrE7TNRNBwwkC7XR04tgIAIhf2aY2iwsYk6EqgmpncLpdDVsFFNGWRXaIqyg6RYBwdkbA4QEvzXHCc/S2zoItNmUgLSZosNEXSFoCRQhITQ9qhahDkmYOQHUOMV2e2kZQogj6cGfY58QYb3lykaDgnIc3gkppkRdkNzswpmjSjTmGyUYhE1n0S5jkS0SQqhAjEYR1uoIi7A4YKVAc0Uh0i1qYm6AOdRBbW1YGDo10SgYxDwsYiYWJd4Doe3LnTFhmlJ7MomhUAVSyg8b7dFCgd9LwOIHMH4HUUk1+e1UVonAPwCE4D6hPJmGhUN+xPHnV5oBlJyx2dRDJhMdsADmWXRPYDcUiQVjdK3oJIRDMUam0XwZhRwWkThdLHJEKDbbspaHA1TloJlDx4KdTJf0AzKMfZGRLBwSXxBCTqEIyd7RAW6kAjkQrYUGbVDVqhKNqPNv62dzXCta0swwH2jgriTiAMGJC1auMzumNvxxZ+iLH941h72t7edNlOdbin8/zzBlpfHW0tkoasJqsOz2Ahw0KAwMZBRrBjf9GErqSuy8JnAZQNqCjsoxoOF8l6HX7CLjxjcF7MxPB6hc2UYtFKhouPWq2Gf75a9fvN1bzVzFTak3nOt+IbwXhhEQr0V/M3W/NYOPt+KpD2vu+p1XKZaDmQi/Tzb5Y+Lmaz8344no51PxhNqr6K8LASDecWSiVw781gOp3N5OKTfG+wbC/LmbutVC7Wbuajucq42WhH2v1wJVupztvtXmMyLfOaQxA7YjMEecCAeU8HdXJGHbpEULlGD9CkZTdTZgrV1YqmOFRjF0wgUHPGjsYHSdfX+5ca3NI6gB9xBkBcQau0FfJG0kK1lo6Xa/d1zkypQzTcRbDZAIwNxJaIAxo0xMGuA41PML6YAcQOCxYzgCEEO+AUYyNRedAgUwHXDk9eW1HIHzq2evp+0zMSTLLsB7iR0CSL5tLqVKg1uv1FulHrF7Nxb+Rv9Xkf2hDMw34ECsxEKK+jMlGEjfqRnZZ0RVUHS5iuIPZiIh0zUJlHpRKqI72aMCcDgtnsyhA0Gqpdo/ooZZH40ZBgZE7HNcErYRPgJIHoQNKAqSHLGOQA8S8RpvMZC7M0hWd4HJmmKHymS6oigPxhGWCmdmRw/wInkIizUgyNK22zo7iUERnxUsP//zO6W36Ncvuncu2ECFDDcB8Hd/AMaSWbhUgj35pMEw9Sb+Vb03J0sOwlWv2j551O3S/Li07nLc0Py3Vw1gKOWdDDI+xT5uiqU3E6b+t+WtDVjee/c/X60dEb3zCctxw576DYJ7cPrzqv3gQXLzeNJzdxBtefd54JJ9rXjZvOm7mix5mIfC9ZOqp8I3LjndZhNPa1q9e0rJxHJ9ec00eXrO+8oRfC6Uw6v/OLP9tftJHz6A5Afd4xntzBWZw4r50t23X8efuO886HSeHw1pmytWvhU/7/TVjjvtO295M10BdxxmWcbas9UMfUmMxWNLFUKSXDvshhKhwOxdBnO9H8DekLnPLxvu42CJCJQF6Fc3sKZlAH7MIwaEDjiVl1oZ8/0GYHg+dpaZN1gGYrNbhs9if5zrybnSf0McDCGprsXLGzRGLeG79cGG49xV2KYlwOFY4aGVaHwSFdDvbCGy4HzRysX0GTq8vBoLFvxHATL63xq7RDmvOgshT8YUh3mcCsvLRcZuK18nKyGi173cBKKk5L934y7yy71bef1V09yZhno4rIRKoh/0TYrqUNjfwZ2GwfINmiA1IrkjWIzjPPiHbNkAm1SqFWYdtdwV9pBEa/JH2+00blY60t8cDBQh5UysXWVbEjI1lHdiAuCGCiokuFI2MkWlgYC8XogFAgg5kYJFRQBxRjpWyAKAKWeQwa+maGwEgrbsQKVU1zxcgAMdCZqNbFDgDzIJqp5zOwIpnCQtF2MH9ArJegrQwFQIAkbUIs1nIuA5SKjDE6Oyw7Q3ODlgGSjC/K4EdnbSP2BWIjpTyxjQQFGL8EGOhYaTuIYuhqvdtDEtQZ+5ih2Oj3Vq1GcN6cNnsjtM5szMet9mrV6w0WrVGz2W/Pe8txIvNJuJwLlLOx3EHip1yn2/W/M9Udg1EMYNHRiDSIPHbtywo8FpBeABSO0ittNwqBeiBt82Sz5UDZdxBa/pzK+U4XgU8usAp6Gr6E4QtRlPxDBYc+V1AAzfQ5pqtqmhiUkYumbAe+gDA6kxFMDhRJ/dRwbY8OMkrb9URvmHBbrreM9+4d7wnbS3OXnshOOO/V9Wwc12V1gR0ubRtk/5mMCxFeBkU0t7YhDYo5NExxKti47X+HPrjoyd5wpuRYvUwjgAmAp3AZscqaCbS7LK6LkiEpByDFEQcG9VTtZUMRkzR+QAdlRFC/swF8FrFR+tHbh8XFILXf/zohR/7YwtnNrD+uYCJ0azxK/lwN52gkYrvchrqdRVfXQuMKtovWsdDgAl29L6inMy73pfmeVhzclqzxU77se9t8xOx2n3t+PqFznQZrhl8qLzPmU+eT1JIBUEPYvT/QdFUpBiO1gokxecGJHtt5oj58JqqKy6KxSgAt1MoIyoAOB+KhFzaAA63bwd0a01lTj9Fe1kVZdv2DxJ4AsCq7CrSlDRZv1IeEYrAaTeqXr8nT8M8X/kUImqS4pUnxOQQZzIDMFl3Cgq5uCJqwGb+OpguanX1JfOaAZGcL+0RvnBE0Lyt+7QqalvMuV88n9IUJmuKQhQPGmW4hgI8OwQYEZqr9/Iu0PVEfPhMVmpV+hKDJXpQMjQVNlbA9TtCEFGhd0GQswBrl7Si6Yjv8wNY6tDY3f2NrNWO6Cv6KLl/FyweZuPpE1oIOqCJr/LrkhL7dvcznlzHi2RvnpsCzdiAXZmSW4euirpWkyQvmamOlcYS/HVBG59EZR7qbYMo/Fq7oSYJslMmEnbTR4dkTuYg8Qyx4c6YJkjs9Ec/enAuvduyU5pgLpvnPExmEJk3s9x1Ge5o2gibGDN4UWBM0vxjfELTL8WT2r2cETfaieGfDjqDpOC+1Pb5bf36CJhw3o25kZmZYG4MmISZDo38XvCN/5j7GPkrQvKABHJrVJ5zlPU7QxLj3mqAJVn3o9xlmgyVRVnsFjyBUjDueTVYO1xc2LzOuJ5uWnfBhFF++5Etb3cu1Zxnz+BnZfMlRcPTIriUm1Av4vLHScJjxtxNa32nG0Ox7gkNmPldLAEovE1DmgJRZ+jMLATZtwG73RGCgsqitduqq1pkofBT9+QU4B6P/9KmgeVFCX5igyXawoInkSjDc7CAe8mUVNLHO3GcSNPXAEluCpgY8uPEZjsMlQeyePJxFy/viw/G5mnyeJcBpXUir83kbDy5wFX9B7M+5zIZhl248uWsp+fjXr5z7uWXetw7HRlaaGpf2/Pjz7ViGJtg6R70wuk3juoTHOxaRn2/Q0n6CoJubbkwnL5vRmUzPpfv4O2e73cV5HROPgObUrQB1xTxdJZfYMtY8Hz7HPnZ8bKAY6BpEVy7sVJqmoma2aZR9G8ZzC9NTMybF5dfqtBtFj6DbmQ4vXZGn4Wl4Gp6Gp+HJjv3+GAPz+CifPtTh4yKwltWFeT8ZvAtzsBcU69OG7fUxKC5+trQvs9r+onYT/0hQcr6I8Hl2iL0BWuzCtmX0h6DND82g9fMD5uCLGWyfdkdHheLNMODLk4ZzjtS3a8YueMUXeyj57wlJJcHFi0JR6S6yzUK0OFYEIfSNX+RL/UQxVQqnElIilOJSKUEpVVPhalDiU/liIqYo4VBK4YoJTzGc4JSCJxHi0DP0EBCXC0IiVJQSUgFFDSrJTDPaTgT5RpAvKPlQqBAUgp6wJ5nPS2FF4VIospLni6kwxxfyXF7KVhUlUuKDoVKqmFSKSjgS5MMDPr/ghZTiURQpLEnoSTCc50OpEAAfC0qiEC9JpRJfLJSSnsJiLtRKxUyhNpJKo0QKvSZUUvk0Kk1SKHqUYDCohPMxiRdaRSUudMPJeTHEldKeUHFSSCUSje9IfLroiXt6yWJK6Hl+5VEWr0uZRF4JB0rJWjJSKHGLbjA3GXiUVCgcTBZQ7VJJrlAqRhbzKZ9qFMKpYCFRDKaKpWLhWVRevuAZLMs9RUgK/WakwEuJxAOuzD/s+2uptJQqeTIhhc+3hFVQ8SV5IRSeLFEThbl+MpTMFxWFTyR59A+lhlol5ZFKSkkJegSlmOK4RJJLJUqhoCeUKCSlfKpULHpSUjiUz3OJoiTkFQG1YzQQ5htFRVqE29VINLzwe0vB+6VaKCVwvJJM56VQqKgkikkPSokvlMZFfz4U7pZSIZRdyVN5lw+gPhI85P7y+tVvf/vZqmfEpVelUrBaiArBxXM3w8FiuJhfTPLh0Sie7rUKv28MJgul0PpZbiTk2nlJySQTfErgk8FkUkGtmgqjcqJGLghFgefyniSqQDAZyoegRoqEGpYrFVG3y4cKCU5ANA4XPEIxXyosWwulHK35NtXJaJ05nollygofCs0TJUXwN8IR1KE/UsL+Yl558dtcKRVF5CsVQiEpWQjlEY2K01JxLEiJPJ8KTzi+mCjwISXMKyUp5AkJwaTkkRKoYwIotlQKJhNhKSQJqTDPJfuhWnQa4hMebyIo8GiMCAUPl+cUXggXOB4lHkxyfEopFSUlKOAuHfdBn457Eqh/pvik71GdWkGtCHDnnlBoENr06l4wUJuXUoPQSogVhFixiMZM4Xy3rqAKKWlhWfBUEnwuJY0KXl5JpGKlUIj/i18kGklhzgUziBRB3wu8J/TnoV6IF4qLfKrVU1pSKRwM+BbJqs9TTBa4RCjMJ/LJULCUmoYWjV7BG80sVl1fLpFojkbddCKxmE77Yz5Vi5RQnw4nhUKylAqH35AkRJi89zP3scy9sK+oFGutdvMjKRWU+pNRrJHKZqvx0/AnxVaoUBS6SS7pSZXzAa6vJPNKIZGtxu72sp5+KDdIfrP0akBQFq1qSRiHBwWPVHvjDhcxumpXiSey3VUzlInc9MfD4VF4kkoXhNDN39VaoZJSeP7dRF/y13x+IaAM+FTq2RuKcsczLoZev8XfEIJv/pqpeE8bvvfX8FJmxspQVhPdASAsggRrBPjFznZ+DVUCo3DgXyJi8Tb0BGNHoGfbrqHOGA/AVEXZ9ElKHE65cjabDuRquWijnS9VSg/z7dFvyIjvdLwxtWGNYxE4AcDF2ErwiVRzHAQL3iK1WYUWAX8IbFr3xgVPstjyWgWbWIvLgUgDByAm0ky6WcLEOvAJCy4LWIiJrAia1wTF0KooqjOCoU0UWBg6iOHaC5w2c8EutUwApsdWYAiLjZBVwgxW7QaMKLZNNw6gScYCmCOU5kZwt9QW2BwXiY11A5aKtzf2n5hQbt2lImioi7IoihcQSgYPvKhQIqCMkBQ4NyRBnrWQZkrVCWXTK6EC6qtOKJIB1T9xSJipiwg1xK/sJZS8SyhS1B4ZhJqB+1P807K7uKLJ4VNCXY5QnT1Dj2bQaKBKN8YMwViTBPFfRMJBzVSby3jtkND69vZJJuO2EUuxw7pQomhYUSabDKeF6PKA2Xf2NAJkXoZEwxOGntm9GXoEbQw9hqFt4At3SNiLsy9k6GH8KnpNqDogUOCf5GWGHnZFTYauI0KR1i5BzFXCzcxcG32GEaE12VlCtcQhWN7bWUwoQAGCHmUj90n1Y+xKgiKw3TxJoi5i9CiCMXoU2OcCoerEQWL4hfSooUysebLeo7TSkmd71OzK5vjM2EQ/Nk4JdO+T+rPjnVOAvZi+uim87tbwyto0fk/Q3GZoNm2GJ8Njw5+f7pBRN3tbH5IY2/dbZvrEBjZ425em4T9zE3Sng1c2bjgJ42Ri7eFRPybQfuyU9stot/8lDfuW4CT467KiT9tGdcsmXkZrv64pOHTqBOZ4iAN0DBDUiwPKbFtDDGLX9YJYSSu2BQJj9rWuNwk/RBzxcUmfC+wjtlt0bwcX7HexSa5XqCiJhBQOl0MNrtVPjioxoZ1t13JNrycQ8KY5/0DiarFF1BuVxoVfBJ2hKFfw/OMoFaiEwy9yLyoe54BLKR9US5PcctkoZpKrQbFc4ZqJZq3fWoVztUmQC0tovZtPhovhkEfKJwTuQa46lqpxvt+YNgqN/HyV5j4Jt6NS8uPVpDgo5vqrailzzxMPVK7+N28Ho3drjW65+9zbVz9qFaq5vncar3rT1Wygqyw8jWaq+sGNv39PkmLf467fburFm45qW+VbLUet0qCdqMSzFaUwWC2UfL6Qfbdf4ooZtM5XUoNAJNNsdVfVeN5TXMbSUiEnBLuclCxJ+XDAOz1ZnHCveDq9buyt+X/c2EnvhLWWhtqRXQ40MZgoMwPgaOA1wURRSFqcYccAVoaVZ6o4A1/spOqoIz49k0G3wo09GpvRJAcui8B/PErTQqOp+HwLr3MTOyoLuVkYM02ZSBIwNC0MAw5MsFLGAZpeZy5Wy010DBGrBnW3dW6gI0GxW7nRezSOvsjcDkwUy5pIOkWcCKosHgCU54yypYAqsgqUpAjKTNNrSpJuTEkVIMcMSlLg1WlDSZH4E8iNYetASVGrAaYkmtxYFRWcJ/4+JbMqzs3B2F5D5ZTRJAtuf7AzmXXdaBHXDeUMfru1uqHcALXMqJueGwmjnt3KjQbLfMcVHTdeO1x16A55z2GQrv0LX9lMYusYDt1jzBVtsjGOXnF6DsMJ7R/YZyyt4XViNaCh2jH4HdxbK3FiXmanh1ssWdPFgjs6GKiunCUTF6tpoXYLR6LtUS7rbyX6d6fjubcRux9sZvzvTYV+a9RvN3uFSDTnLedyufJk3kykc+lJMzjuL1ftojezGs8by6bn/WQ2cn81WKF3lh5PU1pJgaZURsvgf8zXfid81J13R4LHn/GWPQLn4+bN5l9dNNa/LOEPYYSylQerz2raLeosXVTNRTlomrkIPFsCZISIJzuTCmp6ZpMO90DoPMUBgCMuWcRvmiyUBZzpq5CG1mXMJhf2mO5Q0QADUGK4SWL/5oTFZHLhrFwEdqJOkYibwmLGxFgowobnRQoDF1BunJOWNVo/rEEn9GLg+miAFIDkR1iwcqaZNGE/ay7CQlFmN5b7XfobaAWyW3ck/oLOtvkyJyrguILF2cqgb4crIYJuG/ZAj5grqoPZge+TuKZo8Qh6omYCowQi9qRq2u9mklIp4D8WRJgDmkBc0r1enhG0CVQUMWqHCeNW4OQ1JBJoCkxYiraAD3mLjULXDpfo1ghl6ugsn1xPPeC7htXIhhYMZtRS8Eh0sJrfDvTcvW5WVGKHW1d11Va+rseZ6JkxxAq4/5ChjcDn/pfYCfY/08DTVpnM2T7GaqMFOouLwAPPshl4IoYMMm20Go1mAi1OEfNqE8WQDuwLDzWDxpVJC4AiEhbUiqg7ujD6A1rp49cpk4nFubLawGNIGg08BnVDCg28AxmLsXhIg8+mzcDTXoIADasaVdTgJAAUB83zUEM7Y5GB58PAY0i31s/0gpP0mYFHo7rKGqjQYwMo+MuYjDKAU8Alq24GHo0YCCDZsDotRSAlys59AL8BgMPuwJVAq1hGxAOPQQRAywr0plted1eTCVw6PnbgMQTe3UEDj3Gw2sBD6/PZ3oGn7z8gyefswHMgCuwOPFb9TAMPqPLlPcB9OvCeDrx/wQNP255g8R1EhRdh7SMzW4KOWxNzUL9k3SDkzKAhoMtZcKNqWv46ZBOqgYdEUozmjcOlvgqJIJHhWbRIep2St+kE5TbtkOl7IHwNkfgkOlwUdrWNiE5TxHmJCZCAaK3B0O07a+aB5Q/wg7VHhCDNLjduNlE0xAcSu5BHWWCBpq7vHuoV0ugKowByM7tnu6ImqQlgZ0RNYwCoM72ZkHip6qKmmd6ImjIm+Z+YHS5D1DR9H8lj0OWssBPKfmpR0xg8jxA1cWdBjaSCWGuImugDbM1wMpaN1xZsoIby0kVNO4X9CuCfR7urJ9kFXRp1VPmcqOmQt0RNM4VFTfiBFtMQ9Q8saiLqPLmoyWgYlTpdtkRNzIB//IQDD7ucY3DnwrZxwI0LMPBUZovfujVuq2oD7wAgp4ADYqit3YEHr1hTiFNZCI1/qWBgxyLO9VydJXiKffTAK6F3THXUmdAoh4FnA7/G9F7GLWuudkTMcf5+zYgxG2TODjyH3lK7A8+B4fgOOniHCvhqRx942iejpQm0gdzM4CDXeOrSvsnzM56oTzebgce4RX3GI8nNjKcR10q6XcaMZ/kxag0A1bKDX1f2U894UEhtPr1wxsONhWY8EWZXY8YjaTM+44ZMGcZl0I9mtbf1Gc+qDzz4+bNd9XYRDzwVo2FAv9qa8dzs1oxnofCMB8zBxmCToz/wjCcCMJreOy4941EirqxOl60Z79MNPGiXlwx0pY1lzbFhIqHjZB0bPswNqxSMKaUbYWnHJDvQY8aHcetYh0Az7m/st3RLCQPGSt+a0wHHjtcYZw7jjMZAkNKA0XRUNNPGWuLY8Mm8KQ6xsb94xkB30tI0QLy2arepyvHmh2aSoUN0bRVHL4F+0KTjmW1DTekVeuaKYW6y9gO/qfczV4i1u2hju1G37dhqAYcBk2V4otZIaIB8rfNdH33tlnRDuO1PA4FNv0Tpf399/GccnB3rldYirkHMjgl933MTdOS3Kwa4mW6asoZuM5LSqHDFyMehk8Pxfb1nrAHd4Or7hu/8NZTXmabedKg1ubZ61LF+4qc58dZsb4gtrLC9/URrDb2rrPvKjhnUsfGAMPJ/jLXQBqzNMAL6Mm+uPA1Pw7/gcE69Ze8CeqaJUPoz6lzEzTG2LtWcT4C8lOG7uCkEYEnt92yyW0Rx+0cHq5tcKgCksV3XS59d4DQE54Tlxr2PLwodcffnpV+cEYzm14XZuanqxSA3hYIgnkt9N9+9YZt4hqilwqUmTZ0rEHHRgf3l4872x2cO9qpHzHZuzrQ4B+dNkC5N1e3DQBzky765Dp+HxYJ13Ti4e/DTUZJLTQrjZXESy4feVVaxWqnsTy3L+fy7iZ7Q7af8NX839EkoNuFr0/iiESqk+Vi4t6iEPblEapAoKZ587MbR1CP1OC6WL3NlX+FuyFMtlRujVJgXyvF3q42BNCpnA4nYPFUr3u/WKsl4lxdqUsGvtFIx7werBh/jY+n0W/PBPLCY5H2VWj43kmqVSCss5eeh1riRCZf4nieVn2d8mVE/VY6WPfdXUiboqw1WL6Y4Xmols638vFf2p70RLqm89m9Cxb8el5RAb56UguFYudFN1NKlF+815nyi1Jjky1EumOsn4tlaT/gkn+vnU/1S+EFpWVB6oUS8H/b0hFI+HSqnu+1wfNTLVweKIAGxQkqonU4I8bAwCnoLSjSfWy2Lff6DUnSS4CVPIjEaDeCzkQ/5fK3ltFksCv5cJFL9mPO1B4tYu6AMQjffEnLVebfhyVdW+dpboXm5P+m3R1wg3gxNVlx1uwX4AW6DySo3TtSyNdQKYyGLmqGVHBWk6P0SNw8Vi9GiwHumi3KoxCecb/iD+whXRi2UzhZRpaLe9HxerpYXXCxbzTT4QCY7n+YayipfGGSq42oyIaRKvOBbxBRFeKuYqfU83vtcxh8uvRvWfj6M5iMhnk8pvus3guHnpovK+6nYNOEdJ5ZNoZTMVlqD5qLyppT8ZNSd8BUpVoKkvIHIpOgfBNshLu7NDZINYV6J9/jevAk95h3PR+HoctwvFRP5KOo3RdwykwlXLkvRdOXueLrT1NsdqrLkMvl5fqdHVaKjZmviDZR9nwQDk8agm5+uhHa43GtxP7z+N38t+fb1k3FT8EZbUgW6Srev9xX/qBBXCsooIa0UJeUdrZrBSUFYLjk+OfWXlkoxVhAkjvco4XDJw0u9vPCGhzv5xtdfePavUuPk9/yliVKLzadhX1PyNBeLFZfPV4OSU+GvfcPpvOZ89tXD55+//eo1QGU40pEnANAB/m58w3n4i+vOMIA73LnpfA7HgCe3nM5vHX37qpO7fdsT80vXb32Pv9a+iqKdfN3jvHbtWy8AjMRXnVcPv4KxIeC1219Ff9sp3vlayXnn6lWIAKkeOm9f/fo3nCcelGQgd/2wFmx2D/0+X6PZDv3bt6uVe/z9u2hFy0bjxWgt+oCYEr7Tuf+jrv8D7ym6eqv7Hr78jxuYkbiVYR71k6LynycdqpwU/lX7t89+AfQwkg48+KUt4z/9ux+0sd69JBJ18BHt2uaxpq0rgCoXQVVGFeEcHHBQVBb002FbAtRHGdpKuByiG1BsTAxjodyyKqqyLKssAP2IhN19UdoWJGWwsjpEqcKECqgoQ1EVtbQBHBQABlwO1u2GtGnGQrtlFL+uqmznC0y7rtME1YKlYDtmBMdEdojNEigueYDSRhUWRTQF2SiZuARNREKU6+KGJihtEafdAqULSFt1o7TBHx1NAe6YOIO0WeIy5SZkeYiS7uj7HMZiV9ssWGvDbpas27pImgbsBnWd2FaE3cTZNe/4fIMMH6i2oiFaaLg/RrBisB64qrP6rTpbX4uSmjywJY/B2xoUz5AV1UFxlTxNlu/744t8TGnFWi1uMfZxLd97gXkql70fKb2fbE6X2VUgGuuNF9nYKndvWZHS1Vgj+b50D8WuBlBsfzswT6Rzvlo5+g4SFEbjxXLSuvXV0S+puO80FJnrdjUMBWdgAGdGiuhiWDcuWNSYKosuRNiUh4sZNEEPNdmatKhb0FCbmdxP5z5i+Wx/csP5jZPrN4OHN1LXYFCf5JzPX5Xu3OJu3/kuHuGFTD6d+0moM+/GFiEdQgX29FgCvkjY48NfAGaC6ELjMwAi+pJjC7EF1i7okqk9bGdbydhJ4XoIc6ZrV68dOd9AzOzmSeim8/Vbt25HTqbh29cR33nb+fzhv3neefWo9BVn/44zUXDeydy69WGi+0p+OOrGRryG4GRnZDQOSYaxYzRFmqE3F3ZVe8QcsNqdH2h7gVsISHhPFzZmC1GhWg2Xa/HQ87+/fg2DwmyqSwNnQtQlwACVpolODyOtw5YvGSkuO7+h4gHE5d81ED/cAKIiiwDFOAS+gNHoRDR4Zzu/hiJbR2OK0GKiwT0Ecw7tWWcH9G2405nRa4BABmBNqDxyszEaNdqNRrMxT/qC11vX+TTX+iUV3SnSvrB7KL5vD1YmbCSgD5CEwwFGDRRFWyysAzEjN0YjkLUhYjgJE7X1gyw6wNWgycRYHA43qPhoUrmZdsGWNUWaUSAZGnSWaYvJRJkYmzxT2eGeElyqmKgPMgDAR6NiiuChkSEtjIyKqYJZFuBz4mFvLC/wVj1BYJQhKCZJud2YhevHhTQLBwcYe5FGf7D6oRnQMmNs7EwUL1gkfdmKWQeYMVV1W0SJ/QViERJKXJYcNgYsKxwmhgaaD+Xd1mHIr5v/E5oeABdu3ego/m6jq2iiMBnsUAbzPtY0fJJGJ4l1o8voF+JobkaV1BJJq0VEXjnsPqDgTNdtQcVElZmxu9WmSA/ZJ8DhO0Cm6tSkqTPUxMU0Vs4orw6hUvUnoSZJrKnZMbaytRnP2LHWNniJjbLt8XojXot37DCAFY395J05T59ON1u6Dn2ufGa9a+44k6yB/ri2MtlSBf5C59DPMahrxO6hzOp2DRqeLr6NjaM0drDm1DK+lvVfa40aOGgfgla1lsZQu7vHFMy+c387WeMZEnpII3VcAIJtZO9Kjd40HZr3hXSuOu4lIsIncz4reCv3lGr5vWh7MFg1u/fm2QWfyBeigdWiUCl7/Qsh4HvYKuUyqSZaaVekiLcSTy8X/UW/sRrPR8WG0uDeK/hqzTzHF4vSoB1BMkT1fne0io+iOV/5XmMybW0n2wsNJuVyrebPxMvpWLRV8KazscBpFwowLXmuXvd98+S3NxeJ4CueYbPr/3il4RiuNTr0oEk/+O6QWtNRIyquO3sLyfHzk6/eSPrz8Wm91a0+aGhJgZktJcqIJYASNmDLmUw0YiYEKYoOhzwcQkYUbQLGYtysb9BGN8cGcHw300SFhRIUav1Ad9VvT/ifcNvZ2QkHnrQR91CRmHpAOODkFMmtrFiHUbvzk3LVZ0Zk1I1otjMznqIqv2QMPMc5CEvcJXDPou2A6ikTyVWjsRI4b3bVnUz6Kz4/99wYpcev8J2twiH2QJG0naSt+OIHuHqo3sFK1Bp+ubhdD9KMBLE/MdeRwGSaQeao9vlAT44Vpr8mff5TLtvYP0U7sKCP3TyjClpMiJGaGERcWuvDJMmAxbHInp810ZtuAgsqJkQkColApAmMLvQ37TQsWgCJ99O/OYOpBpXpdQdzRybzDDUi6JmMt3QfWVoCtJVIEqXscVC3WHuIZlqATwhvMo/KU0WtY5yM6Se6x8YyxDgIJLZ4IrExuPssTFFccwo4mMcgsXYWLxG2ehHqPMRazrXLGtasXIrlpkt/cZCOTlZKJeBvFqu+frcUQ8N7VTxFT8p3lWileo8P8EEhFsrlqu/OR43mpB/q/JIJbDpGD0phtmPQWdCpwZoLM60wNN6qFzEKHmTLYtZ14BrC8LKCoIFudggTOBzSHv+AWJ8xwpxztgcYDBiqhH6o44FnHp3Pm5PleNDgWx4vEr53BinuNWtZBxCMKQoWKICuDEDHsLTUnq1d0aOlOwAOqoQNNAzMNGL2pIbyt50UGliAMsh0HGhF6wItN9TXh3jqp2grQzKvsmC5g+Z7DKDKkDTEJzHMMk2h+Z8dIlHABakfMKg/URS5m9SWEY2OjHzGsmZnnfCogLWKQF5ALBIaBmMQYyERuyYAAYQ+IEqB6PjBuNkLtHqcL5rNV2pl311vLDIOtJof93rdMT8dNxdiNNF8BfAIq/d1izEkhlnJH9mZoG3wa3JLpucAO1btoD8RRJ467uZoVchOuw21Pf4rHc8SU1UFmHqWsKiwjgEJBzUvdlYASOPanGAiMcwY6CWhqChBuM+4AY/W6N4OMMZlMGw9JEMxAF8ESyzwCY3YLoxtux2wrjH6PGnFONjoJunG62qAr0E9Va4DuKaIoWvqu8mglDv6JoEhAOls+/uGxgBw8ku0CosbAK2HjbMOK9URtcMemPeGMKPkhUAkuBinKr5qS6iNSqMc99Afic5jQbRGLxQD5bZnEJIy0vh1oej1/b7b9UTK6fHV08EqPX/X+qdzrjeOPOz6P+iiRnm/+47WKjrq70tDgpKbWamZkZqDneVhov4YbRfWIbOs4YBY07FxAKA8XFhMGCYB1cNdx6ctLHBsmCgZou56bMKsfDZh1Atw+5PbCTvwFZ4KbIB++oUlPIS39PWUSYOFsADb1+pGWToOjP3+RKSwmUjUxbYTZrSCaAnDu7Rl6IBFwhOW2EThVflaDwMUPQhdGwNUPnAqa6xa4wnusnpEQyvIgfuzYYl3vIcRf26BfXyE+hMmCRhbNKHOx2+Gcq2l0Evxf19Lj7hSKe0rlyLhQeX9IM9X89NRvIWjeHwlJVcLVpIvrKZCRovoi1cgaig1bkJ0ZR6urkptj//jJN/jbkcO0x/lk7cHP2diW5sYDhkAalHToRlEnGlf9XodMRmV7XRE2Cvdme8Rn0dSqVovfTwvvLUaqe+MV1xxjF3CGLtpY5hy0IyApFWA00XTlnsGt1RV7rAAeQu3Zp3zt1TEcdF0hGQhNJ/hF+tolVgXhyiWip3BQKzZM+fCHlkEzZKzoTyEiVJjUSil/qS1mA6Wi0lv0Vr1Vo1JcyD2f02nA6c9n0aOHuj5qYSjo2rfM/17WMeoAEj41r7RRNeDRaaRsWy04rItDhaDcf/5pJJ3JgXnnbfx1aB46LyZzk+bf61tsNkQQwPODnMZ6D3b9W8bkv1h1UXaSLwt9tLJS3hRbDBn4xQ4Yasleq1wKF4K374lBW/eEDx3irecN1POO9u3+JuHd+5803kn94tqJV/7T+fOVH7Mvjud/Lvv+VH9P+rG/tL7lwaAOwlTDJJXAHsdzWv1K3jTERb/iVBmUChdvxHkCrfveA5TkMMN5zS6J9cH7Z8zuQ1tObfq/rF7iD7rvX8Ca41ht3Trt8ubh743pr9kthqhACvPThP1wNRJ2Pl7/PEy11l2Y+92/4MxfZvRLOgi7OiiDhdo9jXPeloxtbUZHVp4776aKEpO59GfB5O34bv9GzpzPh9Rdf6vzt++nKxv54CmZzpqpcnDZ97f6SH6S6gnHnKKEDjxFPM/Xe15E03Br+xLkWJ4zseN9hUEyQe3XjiUrh3y1z5cX7xcGp5PhKETN4XMTeH9HQLryaAxd+fw0OmUbn5FuOV0nkhXP/o5nd2KhnowTeFT+AMSTlmI2EuYVdIAHhAq+W860d9Hv2Gy55MW2cILceFo8HMqtnEBNcbsn1Y7SJKRDfLbkGQKu0I2eaZpLBO6cjlDoYj0gTa5QEQbCZgvpI3FgKxYklDraJqhSXYn4o/0vaKNP5ILvFlT4AtU30809ibEdmOc8C8Xq24k1k8Jr034WrjAX5MOCx8K+PO0K91Oj35OB7ynNyL/mfR+3G/8hvTCj398DOS06cw3iNlIbkPcygVYBrB6gw1x2mSGaRPVknW5CDPY2Zpps6YuZLLDVji90f09GxxnvkHgR+OTopFgDj6LVNUNMLasW4Z9ciA+g9bIsChkZVcd4oPpLkUh5n2x3si+igwJvLNOgFshhrGA7RMJ0oSFRo0J5yIkbAeQtBkvNcwmExx4kXYaicZmWHmC6yKKehZXzKxSxNDhAtEZMViNDGbmH1D5VaseH3Y4IAVZiwZ+av5/9t78yZHrPBBMAFFWJrIKhSJD4W7SlsFmaKdJWhZIRmzwkDT/gtr7w1JSH47YiA3PmJTk2IgJ2+uhsrujVomjUNlkWMZRKCTZoRWOKlSSjFnhqipICmtxNLshOezB0QdkhWZwdLOLmlgPju7mvu8diUwUqrpbpmV7zNddifzy3d/73nvfe+/7vsdbrSicXXCpLtymmrMNisDqnkoLBsYHEBlrPwRfiQuh0RSX0GFxEDSghcmCKHFdY0WwabD7V2TxtC4RS03gcPQHL5KZKQC6E6lvRLJDujkWjMmszrGtR44KlEK0X8v2Imj0kE0Zx6RXwG8bv6H+3WZB8RaGXQ9PwqjMV1czcbBvupfUqPrXQ/7uuNRJ5cul7KWXssnch6sf+eIBf7rvXdlM7256b0Y2h6VmcGVtFGmy8BG/fyNdyEVIsHSnlSztNMKx6qi8mtr0b7yZSj6+kR537vri6cB88nVPu1RP/+BFuly2wCXOiFcGCXrRbhcXhQX4BDtc0p6mLtrRMnaRdwir8MmwRNUXPBLMuLDlyYVjG9XhsNsrl5XQ6C/5tdVbufUmmbx07BzqoOtoLg3WGk5FklCnI46+uCd/5IumtNGa3u1yO92Sc9ohvggRq3TAycjMnPEBNMoZLeFJRm6aswKZoT+J5uxWpKKiutySgvitfTmj9YFWxDds/dPkrKAWdXqOLy05nZZnLUtnl5w2i+VZp9sFJwyR8+ojjyw9YTnHO0SH2AdsI+R9DNhWlSJqOAXlnFx61Om0PW9ZemvJKVosZ0nOi5mEhHN+m58X5sU1qLOifhx1BvGF2mTAOKErLzgZtVqoGP/UQcfH4v7pjje0fRO43inRHMKGJqz3xx1+dYXRT+Lw6cUBcUAUA4UpbFUapdVYv7fr/ygbuDHKRXdWo/7BKLbjj+3cWI/eKK2v3Yj6V9cvtzYLN+q9YaNRKjUa6yud3i5+6WdLjd1Lo2a9Ox6E/SWU0LhbbdQ7ja5/e3fYqH6QrAw7nXGlMm4NG63SMO1fv9rtjK91lV1PPPWtVK1eTzc9ZDtqAS1TeE5clMBUld1BfxRQ/xLnpSJAp8j0wrZEsciF4K9fkVc8scc+/a1s0ZAcYgtEXlzkxQX8chqPdXZO3E7vzv9Zvm3MmEekLMJ/WLCLZ2hITvYHwtEPBtk73+ZXJjxQAi1rpfYvNKUrve4t9uvpQejVyYaYyfFWnreKNqsdn0O5qfSRC42LaMmnulzQC10uJ/ygHol6sOJEgzjqJy6XBh3UJYG/5gLjeuibCyXhcimay+BQb3OBFRLU8V2oc6koGhow3Si8OkuhApVI5GFLE68QYDEJa0zUgWFVqeESKSgbCUqkwvShofEChKGgzJICuzHIX3PtSSCH4AJJBFgju9ETNmUlEg59QSWC8R95oxRhOa0oQHP7bZH8U5fIbn066fGlcslz+YsvhILnIsF51mrim/Gnuw/QanihzlpNqaFW4xQXWsRrD99q7bbruMD7EglfNpM5l0/lMqF4OOxgOBJycW/5AXCE1pUTHGk1sBuFflGJHh5HxbbLd3Ji+Y+8Ob9sPBD5mEfi+7u5f4aqQiK+d7CG1n21TW69pjTIAhCWcjAwTJ+UmoT0a3BvncHT5NAgV5uObY5fI7BigjjOtxn6f1YijdH3VxKBzdcKJfk/726lA5vpnZ1YYDn2bxuN3rg0HsOjW0Lvg16j12iMx6XGuNeo9hrdTg9B40a9BE802I976AOK1WtWe/UBitEo9SD2CH1Enn30jj70eujZReFReoMSxB3XUaDGoJFfn08EX/fuGdhWO5xAnHbw8cWOeYzFx0USd7qNlkVe5OkwyKllNXxtJJyVzYvYlMQZsssJd40O86HFP0u0h/V0P/EaPSY1oKr4EC36sbrDt7n3e4MAnEsl77wFtNPRJ8EgKcjDZaIuzgJ9HUuluZ2czQIq9WjBaFWxaq8Na+za0JrbanFJaPFtB5VqO2dHHd0N52Y8Z7dpcJyHJlmVlAGsMxD5GiwIhnhvp1OFfXg0zHJowCNWoNADDBfYLWxAF+HqQ5eClhz44kILR4wvwHKfl/DFum4X58JrfnxPoohWvhLKDN+diz7bnHDRqWDl4ADPTQ3UqrAGnYe9D1jPCzYVDNgKWPfZKljRBOkEwSE3R0ySMAPHxLkesGE+dvcrtTTt1YLNJrolovqvV0bQsFSERYFRHS7QVdwI3ZwbDPvxPIzlnI0HDXUUHRoUkQ1vscNxmh2FJS0NHiJslvB7qKXdOF07mAgmdpyL8FA5t7vNaU6QEkQ05XKSHSeJc4Mol003ogF2e1U4qIMNAzhcU7DRCJBqQmXgoVE4OJ5D7W6zWWAZingRnsd0gD6LbgBEnoPzUiyVjRCg4pZ24fwkVA9JwYKzEIUXrJLmxhObQiV3OPsnLf2vpKWp6W0JDS0Wq4SN7AlOfLisui1gc/sJbIbgKVQZRUD4sEtwzbRFUGDpjhgf3AguGNPyaFABqw9uQjBWUkYYmZ7k7C4YjKzcG26rZmNjj+utsE1E4w0aXf4OLPJbsSSBIFqwoQYwWeAkY5NWRCtcDbOyLmjSc/zC/tEbjqiJNKtg4cV5Nnq74cRjevRGnCAZvcGiKBpEbQ83emOUYRFPw+iN0IKWFy599EaLLbtlUXXWuCMu7lN09EYsI5gsdcwcvRHHe/jojajswUdv7Q8Q+WhuhAA4nbJwPO3TqPURkascNhgCdm0QKSg2DVXvPCegBvNJaI0kgmCGgltaVLQ2J+1JhNRVoPQg4AT1JWK+ieOL5GZxRK8e2OCEHWEuo/GKwCjS9VbQhgBIvg7RrNjksSjYwJYJB8Y83A5CsTW3E/bvESsOxMu9jUhiX5+2k21G3PR2wcH6tMZJ+/s0LOxwn4aWRl1LfLg+TQTrpvo0ygYtklx6n4ZltW1Rche5lyVukfZpVVXbEtEt2d+n3bAJfFiftgsP0aeVNurTCsgaS7ilhVN0EUH0OObolaD0DlJyAk4sA1CbAlQWi6PWBpjJAfMuNEmS2Ho4oVt5YM50GSrxsXya2ZYgx+fM/MYJaq+CLDROnGAl0m8WpRHYlbTMkASzZkAM5mL7C2xHnG2FT35YAnSjnKP74VTJhRhvmAgD6MZBsGQw2WunBWQ2HLClB2aw99PUAC83ses7d4JUjqM2PmiOBmHgE2wvngnDMPsWTPqYGpM4cYJhSDdrTy2VTLbk5ui9wf/8lmmfuH8cZ+K9ldlhakSfHzvKY/BkvbonGcM9lL15hWM26lgeOjBJR9D9mB66xhF7BNz0kntiOGDBBO13k2X97NNExkbxhtJQI2Iz3cFnkvsd1EK7fzBahBma6wYF++mtBOMHU/1JAZPr8XDIkyn1KpHCzpZvvVmIbVe2dwODbKC7dXOU8zS9dxuleK5aGTa21sOxrdLNnm9jpVKvtFKtajfVy8gr4cTmViJ+xesJ74bL5abcDIVz2WgyHPF9kMvtVpq+za1yN7y5kfN+sC7fkNfinlzLV8lX/TcK1zzJdDJR2Co1QoWdtZ18WI6uN9L5lVxkmEmsxmOVXDie64xb3fLwamjzSrbTr4dzN9ZXwqXEoOdJhkKyb2Nnq1DujxOZQifRTaQiwZXN6M7lcTmY6aaujvvZK1U51t8tjyrprUi9mqrHVvyVj0blfGC3MSyPdzPpdGwNxd/dXIttbQUSq6iKflzH2K5/fbe5u53b6oc3UhWvrx4PbUNNY4mwN99J5VOeeiPVCW3GG/XmsNqNlMuVutwMJhKRaqTZ72U2AqvVXidarufS/kLucqOSq34wLo17GX8uUvZERnJsK5tNYxyNmp3maDwOR7vxQnR97Uq0MVrz7axupiu5UGdQ37ieWfcPtrcT40FvWGYYzOT90RDGUKkR39rtV5ueZCy53RjntwrVTmTc81VGg4FcacY9a961xUjTk/P+fFqsyeSIViccVQFDIwo8+rULFptgt1ntVsRBwb4uqJdOH6M5Md+ngpw5BwbPgKHiRZsg2EWe50XRDhdgIWZw31H9A0eUwNK+Xciggpxz4Cse25Kq7cEWKES0s6LyIimqIEIoVFIVTDryYgalF4e09tS9tqbUJAXnKPAsR5QZzhFELUCLFpQiJ3o75n3RicEqsyOhfuXDJwVfykq6Ob5qU2Ndew8L01G7GQaHxwKEBe9WP9WNhXe3V/ujbCR4NX9ta6Nfzt3t9bNN79p22ncNeW/vrvpRiK2Vtc01CHWnWm9Jqa1RrVFPl+npiShKAt92oP/45dQJBVuM4yJR+VumM2pg/Isc355zqFy+rv75rJ1AMTvfiVz1r97yxv4W6G3Nk07P8+Li4Hu8YQcwwU0GKbbduTdHzrmgwlohFxgpW3VjMYEVsYh2C28VobnA7B96F+YXDO8C+M7jMPhdmCffzxgazMjSwOjIYx6Y5+SNQO5SLoCf6a4xZ3twT7wtCVf+YlHhQjfDjqihIgqfbi962qeGiCmvpAc1474l6OifcgjJPw/tNeqB96nQtp3qFwvcGbQgELlwZvPDx659T0B9tM5uo1O4mrL3C1Vp7H0r2DbEFZxoITLnbINELKJVByDOtzPo9f7jIVnwXN/n/8mRhjkLKox8po0K7lmPjhPD1WKwMNxvsID7FCfd+mX5czvNv+svnGnV/qa+HvDfqo/rge3VW9893a+f/uqpr9F80ZraTYxPooJZFkDrw8LZFyRY4RKLqtysI6R97iFMMltg2W6x2a2IkERYkmluRcPKiE43iGCixTta6ILpQRGW2XZetKogIUNWXqAHaUeAHY0mFpGSBt334Yl1VQsRKnZhFRi0wodxUJVQZk7NZS6KACJ8FmHBjuNZuWnn1t9wDnChlw64sIVFWHuCTCHgSrRiLSdixFkQ3S4wyGvhsUlGFAyIAKy0arDDToRcaiSh+7r7bHtNBZVcTncNhDolfM2AHe48QdOECBoadqcbDcQutB52oQX6IlpRtsGyKCzRwfFo0QjHUWitqrpRQYkjjSvhJbbmROMcbHeAVBm2LIlVIvgFJ5oYzBhEjcZZnWpRgQScM6o5uS8NcnAz1gdnB6Z8rcTYLVo+t7FRTQtaL7vweAoEYZ13g5w3Jl4UzOKA0lg50aHg8HbK/+1v1X3u4Yl3QeTgkBxNdiqiWbTQBrkbfDONTVA5K0KS1W4HUUK7g4eNE54SL1xPh+YvRLx22z7iRYWGfYpFqLNrmngt6mzitc8LD0i8igEA4nVNiNcBxr+dsP9B7tywC5JrD4jXRohX4Jw12AF2ggISDwZX4UgTlcdexOUQ7YId9HZ5F2ezuOCaHDRzq5iKJGcbFVzAKrgcsRAL2bsx0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</script><script 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M45DnTh9uUzj8YScgJtplxWQZWqqG7g+qLUJ3NFhd5Y+lmzmyzfby6jlvEUOUW5H47lfFb4cVnvWNsJRy1f/XbC9FG2N1OfiQgVEI507XZKPpnYuwotQ5Mw78UFcbNILCpqfjCLsvZH5DbkL9qDs8qB6XLLGeEZwXkxpsX6XyY5TFd1YPWsemeX8Dacrc82iT5oe/NHIT+tL7vxbsanr3ViItB9I/ODIvTtTGtrpO0BnoQjU7B42Dueah+bSqfDk3szlvd9s1Ji3o/vt5YtQN+tVUzk9tXQIXXhUhG9yCj74v0bj1IVkLOCVykHr1OVkuof/i5TuXv0VH6/1kaHQ7D6VACyQb7dGaqiCeRTBZguuyeAxLANmhhZGHcauBAYHJ0qoFmKptDyrzB1QUSyvtty1AtRdZzhFaURlVCmkqSUpW7RoJW8enFeL28rk2VGdmPIHnR0QFVwbZZiG13D+cA8GMnoD+QaDmmw4s5EH5xKu8NMaGTS4quTmfUJzE6iidZNa2e3sWvZzJttI5WMSgrDeV469DCeVsyop8Hotfiq+BKG/LermW+rdsqyuyBEMOXQDCcYLimBbbxV7RTenxQ+BEXVquwM3p5vlut80YF37P6UbaaCX/e67sBUeW+oVlxrqM0dKc1m1U0/b3xe0/Bt7huZr1/IuL/WLNKRdBOtwmPrzSao6FXrMW171hl+d7OgWAZpgbRZYnpdAzmgaEBRMPS5tzDfV9xxWQcFStlzSLY9H51/bg2nn58Z+CkyjIwZcRgGLuYUdlPeLScHIEna4jUQDSDFcTgtTAtR+ay1nSywnDW3aw6q/PzWQp40bhX2gPcl8TxwXafiHxpfhgSDI+d6FvpXB8wXF0yo39BSdjdwRmxOyJuhRax5M4TpHHthyIQabfilu7M3VLou0J1YZW4VYyQ6Y7pQICkq9e3/igN8vzGezAtIJXt9e8WQBlormSjtVEVHFS5SHnVxRcp0RoCMmjKBKjOFL/w9J5sl+vx1PjQnDhWoC2hllEwmg1cqlj3UU6bPc6CZIfeY2+4dDY16ABoZV981xg+IqOvU0Ohdvp326rxT+X9lD5uuydmMagZKc/UojQSNUg1o8UkNbEri1djSBmwsvo0CCKImaBL0M2qIUNIsgt+/Ky8WlHgs+p6sbxdtjrj18fgQUpR2zz/CshmAhmXPoAtagvHzcd6uCPUGg8FuiKe00aG5eA7mG19h4gLXLnM2sluZWxHOv1q0vKe0KtG1j7/PKVPJ0jB3WZG7bBGErn0ls1dTk7Rb/Jhx/7JCUsGv8h+cOFRccbekmqpwoBNtVIaV07sC1Q6nseHm2od3vqz7LHGAktZZ2EEwE+pGGN2MvvgB5oWEURqT2cE3Sfqnzs5JsSIOBNexgBGWIzl/qT2hqKVI6ouB42AC7+onEU9KQusaZmlxNid3l+d97Dq7ji4O1WSlJZQnX/dekV1JkW39TpPJoNJq06eHRReqUD71CzWInFxp6+qQo5xO3wW43WIv/iZyagVMk5ELvPjZbUT5742wAX7gypHCAHbIxqeAH54/YK4u+6xXX8OqDaishzMdh9X1pPqFBkHVetwMbNnP3288wEWqWxIiB22HHg5JVKy65jRz3Xr9bD0sb/ijHHxkAgSFelSiw8ItnNaPEuUaVHJNb+mdySwh7ZJku3erBIZu3OTaiQA/MEJ0yFywVvy6riCYp4DUUee4HQHU8uUDwgOsyq/UB1NZ1X4lkRpRVfzEWFFm8gY9Js9xYzrnMjx/bflaBETsEvsfWMzGJbbALmOyCEpS7blRNjwJU1Ka4+sGE/8wmHRrbnDakgTXVAIGpR4Yz/OHEkAV1t72PdxMqyAq4YoFxw1KalqBXqvVhpsDzb6WT6vupbRRqJAqhQ/mq7AUIgU21rd569OwhLJ17Vx0HGNkDdRlVTdmdrViSHvtTdXxyRMDuZcVHQmwr5ORNODrmutOA1gThdkHBi5cBm9x+4T9AGPUpbJbaK206N91ShPbFS8/Ycj17VbsbvIVWApoa2WDLtlUdTcGUNkhSy2vllpXl59ys6N/IKu/cFKzdiRr9khAexdeaHYeHS+8U59wzilc7ul27ORnD2vBOAm+uQp94kMixXC8YP+roONm9cMf6j/XV5pv+HeogCpbkkvKje8SV/7Bl79aENmzIr05KsmepjU0vf5ajRyXUXTngyMK4Cw1AE7Z2gE6+PKHz7hg5BUJ+OLt9DdnQZaw0X10pdnYklMdNnSZdV3DdIv9LGmYT/b+Fr8oo84NlxqcWo9X+MmSUIoFUW2JqVhc6gCkUlLN32eA97D4yOW0vI/T2VliKDmr592C4ao7WQO04ZxE/SlHXEpnXtelD7lgBjZPRnZ9JIPVexpKdKUq2bwG1tYncxuQhkRMdqQl13NE0ZZ2+Xb21fV224mvBouGks8kuDsXTlHaMxsTGBfuDzFEfZa+ZmG3iKarNylI9VLE2ErXuBrTl3q83Z3qM05zCfUofnKqRASW4O+1gJVw9fPUio722zPHpPpwG6c94w008b4YZOoAzQIuf0jJqMqiOCEcfNcUj2E9xDkKFcDYYE9xb0dCY+3M1YUBVuc0OJN6Z2acdcnJCtBsL7qA+8L1EnYPi6XKfGSDZBkymoK1ssuI3J/JCVCE4w/lEGX6ctZiolegImQvwpUk8CrVFrz0beCSkIlA8MTOnPVdwh1BMi2Qp85byZflN6VLZJNSdfWDlAt/mFct19a1ff7J4PTzqsbX0hzqirTQkHyoZskWhu6vjyb3alnxhp0zmVZUfSgch8AyVAhbjqt3GCkfBAtNxQtSSrZAViWUMYTyN0dlYLoiUpleVp773deqQ/C86kfuYYpoQnqvgO3Jr0WX89mCwqiPCNo69fsmy6QVboIP6OQ11JHFhe5rIXtuBtORj6Z98iMxKQntJe21FfeWyva9SSWQ3omeFqb8/Kfm8x3OEdIIUIz+KLRHHKbfrQi6bbuY+ZkuiW/PSklF55lX+pt1yKRi9nk5JUTWtIug5AIuZkohbBlJHV0iLpjIZYknYW2BrHBWEtjbsbZXXrxSMHlDPO55SX7+u3XBgpAPPr7dK8zFxbeVW0RADVbkAoUNlAggd1UQwpiG/VzIJUcU+EEZnpaWUpfteMHZNwutwHw753e/mNGZS1qFAfOZWR0dtFTSoiqTHMhdL5+uqBcqpg7KwO2PaCTgVBlQx+5wbjxrjyefNi2ZAcV4kVeqliLFJyaLC9GQjA7chdHsxn85LxS5KduS8gbV2Re+L965kJnDUOV4dwUJI/7+NF5814CzqP97zRVJ61XUvLI8ywWhVb3l52mjtfMGXEedAf/9yaNob4+rWE8nkGSwGaf84xySK351gJdwPwDML9rs7tEFsgqdjlvcQic8XTZ0vsdLpspsxXPRJmi+3l4agvj1i/XOek3DewVfZmhBeseQ7mjo/ybvfYDSuvL+//HcP9x75SIgGCFixYoVI0aMGDFixAQrNtiQBhtsMCGRVEywYkIiSTDBBBPSkIQ0ZEMbuqFP7Yad2qk7a2fZWTrrztJv2V/tLJ26v7Wz7iw7a+dxpz5Td5aduvO48+OiJiYx/bPPPs/3O78vR+H+OfffOeee8/nc83rfs59/nPlLZlu/HCJO5w4Usy8BIuek/XDo8M+I9kLOsby22x60aC+ajwoGnOUugEWqXfIF2Z5RdbQ+it8J7hvV5VnQ8cxw9gjRc6RV0zNrseBT2d++a4vbHmCMO0mnY+hvMmC9WObxiD3j1zxX7dmTJa6y6Q3jb452gz19cBFc2lkKFxQVlhWVAFBUsre1B80vArmA3wUOgEKQX5wHCkAlvLMYgIJCkIrTGW1MiO9EoHdHqnJjik9A0eWP3/nNbZvCggc4SmKhzw38IGmV0n6oP6I6IGAgqiNvddbo1E7Nz9/UAkCvdWgjz70HdhElMV3i+VeJtwHePtJ+re4NpRaGw2QE6TTLq3/13gc3EiDYQBSjKlVguwBGyId66vxM3k0ENb086/131etrdtoJgQ2fz6Y67jLo0xJkI+eDkS2/UtRZt3+ynQu0wNZsf2ZaZcXj9G/XqzeJewAMu+R3NGVjwmSmYaP1Vee/hTOHz/1deV5+MXRhUH/1xzbQN+2YEZfnceYq7hZ2zABVqqJ1XrZACwBuKbord0QRNFxs7A/yxC+RxWv1EuqrxXekjhn4xo9ny32yiwYZq+4Qr85UH1WwlMXvOqFPG46Fa3UMd5Nquwn20t/ak9Oea3BHLuivqD3B68nTwZJHehm/MGLHfxs7kbQNn46ccNGa938uy1Q1zWPTsJoW71D2JfFEjwqMnJk8OTyADGJ8/0X/ZTNduRUIoBEc3xIlBWr7Di/rRrnkOvcHbPNGJbjrF/joFoMKjnawaEFazCI+pMzsbVEYF+AgKj2GHFV0XfbbM04knTpo7FyVOnNiV3iHBZ/OJunpDk8ZpEPdJ373V0qKzB0wnEtCGa6cIvZe8bUB77Up9kLxPVcD6VfcXvi3h7tHbbD6++/8SeSYErPxTTGo76wHuqUCPLAIHf9CCHXMbZ+pnaqvFTbKkTYDEDfrNNtPDl70gJrBor7Sa/1v91n2eNonDA767MvMjg/cUPxN98b9akggeXiJpHJVP6wG0qI3zLiFrSTOIifS/bEOxyJ+v0e2YvRC9HzsysTlYca/qGvWDFvwMLmqe1atyG3RrOqgDbUskijDyF2kJRDjZhIJ7Jp8NrqP1ZGqx7cgzR3v8CCzPFi/iKuwNARgwIxZqp12TeU4hjpLO/b8YfCN6XJjph2fRO539KqelWVOkJPAgjpwC3e5w9d7fKnQ+sR2em9trvbClMt/2QjeD3p89MYB4yFHr4HU2gzAD+ntC2e4F0boklx35lvyzcot/toSgmyQbHVv4+w8JEKqPoirZZrIsw7CfmbOkTwrBFHnn+gS78T3H+pS9gR5NW8G67RAvqXalmrQL3/IatA0/vzWdLUEb719XHVknMbtmzs5dXTZdpyD1/BEvwwFLEe8G5VKFiTBCzV1y5Wpv3Ot07ZfRnqqQ+Bkjdicl2G5eb67cE9F16Gy8+8U/snWa8VIy3SPmqYix5sdz76+Zx7cKJhyss5yXWIkA3p3/uU29/V82w8YDeXxio8kUHuGjE7WjdWO1Qnr0PI8z/bQNg/8UB+582TU9EAvebF3dTe5PVXHr9VRbmkXbXiwqzxQZ4cFjUplfHu4UbHjSgQu2f1Rxa7Pbn/w+e9qlLumaX+aOpyApnt8NiHkPBqjTz6vhP17o8Um2LmRjuWEZPuNspL5WpAXrtXXyWofs8IuUxP+8kjxJASK0QIeJAQtZ28E9oT1tRV/cL7gNVw5Jts3sd+/X3SgfqDYfXCyM9w5a2rm37S/GOgq7S6l3y5uK/UeXkTCMLY/d2ZLuxvg9Ubglp/3ylYv0rPCmT8RWidPCG8gQ96XyVuqrNlsH9DCMhjEKz3VyaolLGCYlTBqGDFMYKJyxtdNPXHwMLz4Y2iBkUIL7uHMZ91egQbWfDgxcsqC/9QIOs8zTqZu3296TiF+NWInQr3mGx9NX8nwfjz2gxEJligjpBvnyitGpArwxuBE1Uy32BRrs7UV+fWVYf38C8MvVPEMX+SVXq/8ZM+AfP84KZbpK5MN/vpWo2/0guByXwBIQT8OnGcEQIRLgPKp+1FU4N5zER36zYeOI3LI2RyFdpXs+VnwuSReGjAjXTv8tuhR3Wm3w/jqQp8/k5SE0eLR43ob51UTkPhm/FQyylnjxGqcIuR/cOOkO4QVNUoOq8z6vmAvj1w954adVQno+GJ9UmlV6rYngKNp5OkoeKNK1OJDS4s1sva3UnV5zbTcIJ/d0i2ChsHY5qVTcdSOwv/aRz0VEeVDz3q4NCueIyEoOkSPPOZ8ItJ7STLK+HobygtPYPOnxu3Ri/Ihw0XlxV0Kzx+UHlPx4mZMVh/cNOVRD1E16Be/Z9Hn6bklU+fTNAoPBLzfmUeJFEczKx5EUsisuTSU4j+VPHsfS7EHEd+3A1N0u/N8L3wtmxLsTJKPoVMm8mfgEFhgzJD3KZVyNYWpyCFZ5mNAlZkrLvJHP5Yh7utfC6uoRSL6o7iK+yre4+uVk5eq1SkTXsfwg65ZIL5NcSt03mpwpYxPkStTcuoEFXtX8SupUM5ek2BRtb9XX62gGBZmjvE+xRKrkDqWOZa7bSscy9QVDpsfoEgWZsbaKAtPTijrH6ZZdo30PMqzaC5FLwuA7PujFx5lWqqKKagFqXLQV7CWSTuJBGl75GdFA9XvDjS8JWSLbn47vGUeeMipIePQ6bom7bXwVWd2uGRXjvYRysVQWl809gDn8q6aOcHNqXSVxyXNFOoyW/U5/WHYRdY8Qqdwl8YDlfeBl5ycipyaXD6FvDgUjfeYFyy6DL0UoEV8LKg36NHHgS/xIwb4YfTlIwexmn0Z0nG/Bn5hMX8lu3pZftXMXdyQZmBqSrDagkcwmB0xemMJgy/c8kdZXRVDnYZhTCoVWMJh1HL9lv8mIEZtw4kVJIZ3SXiNgmLkP8h/lIoplPaGe4wMCozZLlomY4w35jNlF9J4jNmduPpNgMysmQehSJ2nFmdQlEy5AM4nMRP9AVJGeIXp5ZbIJc6ynPjGMcCtIBnNheX+l12XVNnj0Ao3s9gih/9pcsa4xV7/LdgZwT47gj2Az5hgXvYDAI2aNUtfRmiut8vpI7TtyxiNBEvbg6mlk4QbWhunSb4YwlorUwkrpifI3IIunOJqpCxTO0XWOPTWboqtedWZGSdl55yDTaOXemWXhq9JryY5acpGl40z0pzNexVydIquahKjPHXGngCcaA/u53bYcS3sRMpSloSWNml19FlxNRxGPzTdVL0hpa8CcshLNlwD84zKQ3bczJ0NzAaszH5baqUKHsM9sBkXsR7qi9BkDl98/7t0RzjtKauHGfz+feancDuj7kHsR6RcRG031d4Yw1c/3mBmaI8rjxetMEA5klUQEGOuWlW9d7JWVIvUrwECCZst1MOjPzpwA3c0c4UIipBTzDdiHAs95coY/qe4IPXgNK33j/wrK2jQzDUr851dEVx9aKzzPf6BWVQNlgihFunjESHkeSvuMX07TMhsiKHbPze8RJFCtXEgv42/RT3JlgyIiEu3j6shOx5n+UHGplBlUVimkVVgmlohGJfYyceARJqjEVqg7y1Nnw0pirIVWezCmv7CvV15SsYyVeTC3lDVRyUa9lhP/GAlPwrdHtJdjrzsu774Vq29fJepvG6m0lC50geVuGS5Kau8xyGprEnEU7kWixTcPd72CI0UMqoKHssjefZISNVJikmyuOOXV6ik2ev7jduXwSSR2vQM71kNMw0nlY/RNXvSfJLFgOwrLH3H0DmCVqkqtVKzLFzVshanFGq04tJsDfNkb5pXMnKpzrSGTqo3jUWz4yHOTFbRNDPdqVbmYtrJ3/z6ZkCrAoN9tufmd7/B3PEzgF18/53u9z9ydoT33Xo7f7v1wEin/qANp8I4Od737eknK391h138jP+aaEhx5V/ZaSdPnZePqRQ9Slk1fafePCb367rzrHsS9HsdeoZsC7GqS09+Uu58uFNvrMRf+kC/3pdIVt2rBoR6evb18JdarUVDpqX+P3ePFVA9gPNeG7bSB7jYZ8eLJXjqy0co4crYRR3QI8lXH/OAMfTid0HJ4hed2BJM9mf78VU0WfAVS6qKsuOsntjxhx5Yjh+cpc/voUAzw743rfh0tiPbm+2C4kXf+immQ+ciVLtnWq34FGsJUdNcNOPjLDHD5FlB1SKFptSS66Eassa5RSOWYXeK3ynIKzfDK1MZkI1+Z5KWxNsP9bKAmmarEssbiNxifrBRscWCB5j34DZJJrpCt6lgKy5kJAv8JW33ILeS3TM0Cz6bbfGIB45k4POW/MJAt9iyP6egm9NRTOwosvXardN91HiuZnyM9QgNN/q8rD3Nw6lfgKtkBpGBs0TEKfZRzZOC/gtVzhIaZylXYEbI//TX43GymxbcwfYQFCQnc6aOSE4gdR0dq2g5YoDC5aLNZjyarQX2kt2hEoZb8sNxCZNjZE0Y9S/+I+qgQDrFORVqwUmmad9qoG5qv/rAWkydz2zBvUzezofJOkc7vjcN12UY13zuPINHhMYnlQ2JGta2qOb45QKdVdObQJUM617kkOqlhcOXbNh4d4jz3pestqjeolfuVYO/MQ5VDe9nSg7svRPpykDlZeEN4xKfpKW0RCc7/lf9Zlbtf5C1bE/jbdW2nLBm5hmM1/oG8iwGrFqxdpQ2Sw5nT5M/1RrNHQf+FrIv9HOzBJl3dwntzhNlE1fOWi/3Bq5EYd0PFKUWcR42AgnwgeI7TbcNF2JD58/j11XecJYNadjJZo5XGcsXEVfT26xW7+43Tl/R6saP/Hj8uNinoPuPKcvtqVsuiYsQnK5zfYEJhxyXXCDwcugKDux3pq9GgBgRXjxtv3bSl7Ib5kpYwEh21fIGf2sfNF9Exy4suMXuuau871E1qAUXMGwDyImxM83G02rGqBpp0mniQITczmibeb6143rz5aaGH+663H65vvps7UBZRVc11o3m1Zyvb8wr5gS7Mrr7y/xGUWY9r9vZhRy++YnabqCzjsX6Km4WJwcjzktBWtGdQudRkXXekXB5v0ffPvey8yo6fqUo4f0h4J21l3DFFXe1pXNlurKx8jkJwYhWDUPWzdHNbaIadgXRNFWvYMF8XCNuLRkcyLsm0hZJd3+pauE28nbcfrf3khRMDv4nck7BCGVWuZ0e8Pm7f2YhERAH08EovYh0us/kfkJdFu/pgNixkblYZaxiyDf/aOdZdY1uqwO6TO/nQl2YranC/4zimbBGAHTPOrVKLTxKm4NixP1nsmL04Uee4n+7nxv1BvS7JLsM+59PIR94OH1YZDp5SOK7pYzsVpD9EfPAx++w4VaU8cXu3JZdO+nX9n9GgEYMheswrI4avaCZ3tgO6gC9CrR8ChouHtsBX5w9gwJQjdYDDJSigHovVk1NOQAVAHTDcHUlqAKlMFwr3jABaco/UgKQs1iR3GTZlJCNyCQ1Q4PjwLMlXherc9f/Xto4TRR82sixn3adqrKQNpP+BU1fpFd9iucaa/BAVfPbsBF1Qfvx9jj484Ed48+qdzd9JtwtfZEFOYCgm/+O/GQQeE+JcQOtyFLh3TjNsEpNm5z9X7D65dDdiWtdd1h388Zlb4erCH3NpbEabb8elgHWURM2ccXfNQaHeMrMCdytazzggL7zzSI+7nEpTxCOzP/CZWacM9UoQNeCYqGhtf0Pp+Ug3rTGdbN2llAXju/gYQ9fugpZdcdOWWcamgVA0RRrebOS+8zMTuHORe2sVqwbbKrJu9KYV3l2zLAa9dFv+o71IpfuxjP6FqAJeBxi8BwO/Ber5udP1BQZsG8BDw23r8ou21aSns6wEXKWuUaW6ZB4LQ46TA26p9vf2ZMBmo5UXS4+HXwmWp6E/r2zT10X3MoDd996VYq4IB6wAcGzILCrZFDbIiZOR5836prl6MqUD/6GWl3kH6V/+3pdXDgN/Nfmr2i6lgpVA/dJpNwANOBnJ6VQBpIhz2tKAMmWhfpj+s0WPMG4j4lH21zse6B4ElhBbIOylE7KQlVxWe/dVyPADw06lU56on/xeMwROYHQIwesNByPYMbzay1dPLv0kH7h5gOHFSiHlXP1I02LT4cYg6Jrt4//STLwHwaYW14uq84oGiFmTOGD7/Mb5PA/RXLNmoeZD7Fc9iem8B6P5UGcix1b4rlUdZ6tX090Te6ZJ0qFp1lnLLhV/y3o+fhlP9b/M2vPAwS9km0tdn3PggtZ0z3RF3P2UzB9tIfTlxyiJ86VVl4avkofuzJ6rZ/11vwG/wZnRQz9VC6x4z+37qX4eskxM85lBLakKfvCkW3ObRlN90H7xWdQR+s91n56pwUXs2x00RDF3AvdC5fT1L2dq0k1FzkdyYF79P3t3BLhEn/vKpnBtS+uMPjRHpM9TeEbL1pwSbb+MsXiT5wd+rCvUsBNiKeOPQTkJy/ZcC5TRm++x+XTG0iui/TsXzS0VgR6Jo/ciZ5YcJGZuuOzfVY7OO4EwyADk12y4l6Oj3G66HJezwyaMjnYY64VlF9YbsVjrBGsosVlHz9xXnkhec5G/xdxXxOEGU9m/p/FfkkzlZ0P0F+TUKrA6v9lBJhyiKIdKApMAVS3R9/SZ91jwVx0G+5nGnEJ0DsfYsJihVZ8lnGPCxOVWnGc+QAb5n0ylYlZj+fD9EUW3MheFmSMnkwOWc5/rsVS2zDnGSvSjIJq5qL0JjBWMkqF8plyGz7BUmYVFBTwOJ4Naa1G6EkTruLaGe2UZKNPdsHtylHSqPKBE0vSjclzwZSzqaI/wKKVJRoeA6MpD46Sa+Jo0/k2XMoSXjE5zxe9L7tOSUF84lL+KPterfRpyhdiZ5xfUx5SJSIotyfjlceqRMzb7KkbilKKfExxb7OahH6JfBP2hOg8VwR8uAimLyQ8n6mgEYc/L5VM9O9AxEUhKy4gH4vFCRRUHyeFxn1M1fvfio4zWw+thcdpfHY8mLWMyOUxHmTkfFtwxmMoOU9FqHINTo5Xj2B2XE3/drTcXDOVSbYst3d+GBfHShY3yDeEMi24naO9J7sR+FyuyRNlC+e152o8lzWv8TIvrahvdp6tbSrKz+AsEr17zLg682ukOCC0Sotj7lVaH5bjTB3HTzCQE5ET31aUExhO4qVasKTMEdAVN7HbSndB/s4ldY5XvH9JnqOpdtSsCHTEKtkzlETHpxwDlEhHiLnoI8Tu3Q5ikqW/gF/gU3Id4xWXd5VgZz7ldi1kOrdGtsVUadnO1LPFczq9bnzPI8qduZR3H8v2YfEX7yl4xMdKUsWL1ppXOpBBU6GUlqdQgi1y6UlxVLxQel/Uk6gx1kcU2wuq8r3kCuMcWU/1EQ9nBV6lpD7WK3mU1me2VLExrfYxPJnAZyGq643LFGatqfyRls3AYrfulu02pQASvcVRQgafyiV5eUkGxBjl1mcwZlNRhK+59+p21f5W2qfF/kVMtWO/6MAyVj1s1qofBKuxPCwXq/0XotUOB3UZ0tc0g/GjPOfCQJEfMsE70tqmyQt3Ge7rfNewjM46LgAzx/2nlcDpcJ8TD+bVxAhK6+SokW4RAVadfSuld1pssG+7p3hyNc8D/bad/m0y1WNkT9HdsbbHCp/Mkwz7pXG3+vKK/EleYtmQFkA5K8jKZQ3UcAWOcLfIgaOumEm3Kjtz74411vDD9+VQUk3Jkh5qFuZdfEgRFbyF3LF6x7jS8uNJCWtzI6+6qlixVVDPLqekUXTuI9oo+tCC1rZr+Lmqs/0+Ha7/ThIp87HfYWuJpOabkJazH0af0bXOa+w7V0mldHqOau9aailjfSWb0kv5twmephRTGWoZCGz7OtVUUI+jy7opY9nIRko5VSaTB2tUtdN1psz8qSNLEirfGTcUl3Xoqrdzau7rqNwqYqFlSUrleC5OXxJTTTiQoa+RU5EVCt2yoMqgj7QfwWbbeYaem6WyfZH994RVI0cSBGfEMXV6xil0xlyy83syKInVATN3DvqgJFBjquFo64JbSujR+2or7XZR81/mmk8Hpcd2zm5erKUkV5I6hlU51eBuXEN2pX2GusudpL9XdNjdvyK/irobVVzJxnsaLPWW2QZKhaXSX3pTmrIyZ84KXEtaLNHlEjMagKdKHys+KFCsUh84n7fuWUuAMLNfeKAtd8Cwf85jGJKzZqS6KsKweUXkFa2xF32TNMG1jboQZbapelkQ5pQX1bOYEnp3n68jYJgmNJygFNig2rPHhdWuGmnNTH1MkagP1VdJlTylr/HD1r0msOPH8mYG65ndvp1JmuoAadzxFr/6CzR0Rnhax/TVU7KyxDNidBqbMs10Hpf1Sl8q+1n4pPXkvJM87aN3pGVmZjDr0acuwSm9LzfjtFR+RMkmJssb1tBNuBvs9EuXLSkfsa200HJVBBTXotkLJS1M/n9dmKa5EWdHuffEadZCH5pEAq+sFqglrlm5zCWNmqeczqRUaoubr2vJkbMrUrUocGH47inVBKnrdLyIMDttXM8GBwK6tBWxTWjfT+/+Vli91lL7prTAjVFdVuG9p3ET7Ubvi9wiL4gMgyXxdO2wJHWzHEjZEB+C5Cq9m9tq8ytp2sCK6m2rPbAwzN+d2Pgjd0Vi00Pqt8RW5baJRjSnwIzZaSbSjZXXF9cUVgxXocOy4e+PovYfdP/ewOi2uSLIsF8/aITkwIIIrzyyKOyYwy1omB7tT8vnFs51m5DwEdnhY4njU7a/OLIEWye3yr7P2DU06ikKe9/ynxiVSLKi58Lndr7Nt1796qeCgS9/8ylLQko/rOqbL6qJOWQnVdhoym8LHZ4/YetD6PoXIvt6FJtmUrWWbnOkJrkZqy2Yy9LzP/JDmkI1uLXnmgEME6Pg4TgqFr5ZCnmU41CDHr6egVcHoMVqNwS/PTAB3hbCBTgQyWdJZKulzkDOX567FLymgzyvjB9jXIrYRcCChm5OBGJ3ZG/VuyQLgD0GMioZ0apPk9UGou6v4aP2s0u/zlMGqC1RJwd7/to69FdH1QJRe8kDPMhXPqaRyR30OHPmaD2fHoj0BlHjMQ8ydhDpYB2QwOiweafsaLx3b9hJniUv+Id2Oq/wPFp0DI51/MMOhREFMgFikPMlISSE1GjykGrv0p6nCA27UMb5TQZQlLE2RlEr0FQvyj/94tN3Z6u96KURYEfDaIZ+Ys9tJzRKmrLiEkG1HxV1cg8ZbxtPZDypQjr+MUETw+UKyaWgRFkRQooE1ZMM8nTY3lroviYHC9cM+BgcujEajNbEqief/4WmdXbIRgrfkMqCNOHGDHyMlPiUt+bEboKsseC/COplpm9QewjcqZP85+Ucie1rSDdktDh2j+n1Mx/FEsy4/IzeE3fj3mFkGjfUG7AAKdg33YHKNaq31G+p3mIRhlfHZdEtEomOnF2ffv9g+QgRJBwkRq/Jb4mnnEQJ18jX85382nk+kifOe2iBIi8VdQ4sb2GD/ESCEWZQEUT3I04gIi6St7C+mgc+/PBDLuCCgNII6Vgzh8MO/XajPNLAApOkYa/i+8aXJ3t4vY8u176SaB3f7fGF6OYbkz1TZ2wDkR5HgYbHZkEFvwaNeQmEHbjt8VPTsYA3EKdh9KKJm9GbAOi+lwPs35uVOetyeYCF5hfAphrYU/cFC7AACcywBgaffQmbUOfWjC12MGRF3MALcsehuRpki7lMmGqluKlgJwvQWdosLXfpZ3H9FIPtZCyuz039oTCcP8UIpebm13/N5FL8saVE9jJ0JBXm11eTsKvMkutufnh5HBbxbIyFDQ8v1wFTwfRe4Zn0cjNDTVIhsr46ms1jOjcNP7GSJCpoVq7d/ECyUIsm4vLX51+bf8296aH3TpYDWyYHlBd1EnSY3sxhEDWjDODP8eXg63Y1/pTNJ/JaOAze+sn1i+vXXDzM/IRHBjNBKHN5P/TT3dR+5IwIY47GhUZ4+Dpy3b0tOXdOr2wZX1/9+dupj6NeqHhbA331VawuXG8uileW8DbZjsSATCS5bjo00iWw5Bos417zVdOhsa702uUlEa85U5jjEhptOtvSBs4bliNUMB0ZtgmsY8d1p0TPBlNOCq4UnJmDex1AhBV3FcdBb2HxnwvFcMGugqKCvx+zkU0jtJwS5odMMcQu7UwCdjd9DuzpNHean04yjG1L+1KcQtyHhuG9rU27py+HgJuYOxVmB67Mt9g75z+JfFawN4ot/WrxxO3EzcBNZiJ1h6nKuaSXv+oNn9RoxgbCRMAwuvzWxPQw1/DyGPfUHPX2SMvyUOH3xrmnYlPv/qXe4ZweF/reaxhj9InlsbiXhg0H+WsOxg2o0bhRajRuBpoLmHAJSGX4JEPNIahXJ6ZOB/NzRjkAYMT9Ydzp1IlRRx3mxrjpZdQ7C6kXJaaPnzoLe44rFZZG4oaXT3H1WNTc9EjU9PSo3CiRHr8dRqfXJdctnTw1ujM12DT15sn0mxKDuSO58PJw7+i9QaYlvNVjTKOBpeG7QcNjB5gGKyNMo9QI0+kLTo/UzkiZg3n/110yzgYSiAUxqT0T9Fx0VVkD9wraUgqgqTOoSRVWmHojKZEuWquGo4fhMmD8dqPRp4sbgd6h+vd8SyOcvw3YP4eXXwiaLvbLif4tyj6bkUpmNsqn3snNSw9Ez0yf7U/f/5r74BtvBIAuJRNcvzQgfYABCJjuQdKlA51DRhEACtO3Zw6nCnuoGAD4XiHAUkUg/YJUxTrqZZ5whyLXmktlLz8dlZ3OTXTlbagoCNwffj7OJbYD29Lg83P3Bp/f8U2Dz9/LbAJlrSpEDAZYehvqSgEn/Bz5Orh4mlqKEffGm6cKOZq6IKqMw+nx5v/JMs7npAv50tjy1Ctw0XiqoNMBnb9S2IfBKPgfKO+py0vn5SI6sDR8/FLJTxkfKPWW1+bm5kaY+muG4R/9CL7/ARrEgKTW6uDplUVLcZvTE/c+S3PLG4PpbA+DClqEGkQ+kT0jma2jphaKmriQ6nAX74i4sMj4RETNJzXjeoNO6eTSgyfEmJSmWOdmS8Sx8wEz8U6u+ZDznAuykIqOxeyYsAZjXCM6vSbnFY/b5IldmyribgplaQ/dDqNhKEjzDQiukBcsUMbNQNNcmUD+06KcvLq+/tyK2watBDXk1QybOzSvqDY7YPlO9YA8Sw776Tq+S+BgCMtCgrnMCNNg+kgqtzwj3H+soQWdEfJ6520ZQ5LCxcxIYYTubehtjz8zftlZ7iw3e8aGZpo4UtjQuvjUJ0jxddsu7SZVRbD+o6Byrt6oMJP026NH/YPdbqfi4DhKV9bPbxh7Ei8UviAR2mnzZ6SekdfI7cm6CdTysvp6aIN/w8Kru8f8i0eEkKhkssa+T1HfQcLTaIGrWTQEy4aMvPkDUT6R8zNmmKGu/4iUm56Q90YL/lCIdiCA2VdhO4rYjnWmqhFTztucimYGvcC331j3i/MShXd9qG2mtbSuQHKYS/DQZoLdQr0bn9GAwcxDTYn1E5sFW2T1t4rZvy4q+Y2Z4DsaxKdh4xnv5T1RZLeN48wjcv9RIt+juxRH3gh6FrTSltALkQK3dAK08XOmAcf0XKJ4ZN+YuILNGH5yf1c7sZtwMp0F7PIfinSjzsC5pEhcZK0orMnnvqi6JWdENySzpwieaKFzujNUEgQFSCkyaDyoy1TiVdInEJqzU7x30qt3fBbKl0CFi/ZDABMTHnYNDGbPYM4XPEfDfde6fWwWd66pdYepfHFjQen7i0qpNg7tPFRfsdsGlQpp2hIXXGUflA/OwBOo3Gu4OS5kN82sJyGhsuCWr1HcUfwHLoj24nUBnWPzr1o/3kv3P5dxK3Yqg5do3vlzSz7RjkMjR4OdOshQoAFKSNWs0eY2zxuwpNInSw5K5Ym2vMBLsPUgryBZItsxDU1sVzRInws915aDsDQ7MA8jeo41uFBZKtw8X8ttJLftKhurVW0ujG0LVYsPjriBZ+jN7TDYqR7iIVIjFtjnf0GN/afMrFM4FaNN//m7gHhSVVQ06Nyo3sRwKWZw6ykWYJzNcLgLxxt6CUXnCI3V1ldSPfGslFCoc6YbRm8eG/ve1FmEHb+uvN764zivnQOnqukuLFXfHKD/mEgMhKrHpNM9MksJM3x9zoHnLRZ7oUbBS9rjefGNVjwiwPZjYAglWjAYg+GLMNHfjWLbc4zOuQJjSVSdmzOlQF4J+b1HuE+SnokTvfAxBpz3Wap+REEjVnojVXvswVD6PCmtAewflpdfr/9jxr7APll7WOTeNFz1l9JA6SIkgAWecVCKlERYQm6XA/fpftETaVkoZr9dyrFJYkW1e4idVhO5sdK1McNus4VqVDvmNzVIAfvzHyfbWCBn+hXHDalACunh/tHOMbdzyDHkGdr5KrodYBfZAFzfDQdx8xNozTHOfJGKwWYCqqjDDUAEsZzTnezIwUiTH+SGntbiwe0xuSJTgSnVqhZld6zEtM+GculYDg/Kh/Ug/ydOkEFqsMslp8dRAn5dAo+Cz/J4YPdllB4AzGEYpb+bqtLHYTZWNwnFIQv4WJyqqBHQMHOy9vbrNX+8fbvDgu4Io6b8UY6VP8mWHZlHtjtpDuEVGx6DWGC2xt8uYiWa524Ir+mEY6BESc+gadEoNAecAIdyDEgeAsWg1L1lPCg/NAUR7/3obeeR5EuLxbKixOHgyb6/8SVAyQ4ZbbSCag+oL/vPAkv+jkuzCP33eNdwtxgEgAwIwXkVVI05AcbrV5yiO+D3O4/vQb/qfBvsSbj8Q9d3uEDTXhO48dvKXU0VdZdB0+TAO/X7AwBUd4I7v62Eb9XsBl1ftIEyUPjHj2+V5vfrqcb40CXQvPMQGAYNH9TWVuOAX5Zb9WZ+wY6TzWU5f9pZVvFm3tn2hTJFqRWYWXaGeHeA7sA+q1RtsTZdnIZ3ZxDB9Ta+v1CACetaeCoB0MAd4wiYpPGynBAOh7uQo15IBFQ0M3hXAX2pPO9xvUf83gV2ymFYBOAANH7q3emsJDNjQ7LCjFYYZaN1n+0u+v37JLnXDnGfDTxn2xV8YQ6KoRVD9CTojQA64YXUkDRlvkA6oBXK7n5yxbXVVjfWcrvzLypojmaCEiCEkPAi3P55QCC9PlUbk2rMqtz+IKnq0z71QURhhAO04r/O0oQbrLmqq2LrLJ1Fez3S4FX/yEC08+B2DgldDL0gMEjBdAevMwOW4TygBhbozSRontvFspqOTpdwuQk0iTmIMZqehtnMAfOeH0bgFhwZYJ3+lREkslnZnAAgEZ9QJfMcjqGCHFGbc3OkRoHP12s0rJbx9l8wCr/gzOBx9MN5OnzIdmEsUyRK8LRFH0jZk+tEF1Xr+q1ECDXBY7TcEEvFGqFxGb95fRFYto6WhhBT1m+VwGd8s7YmnNnFA8O0xrY4OgvX1C3AcuhSiGFEM6Cct4KAk8OAHYB5hG8Axee/wFAjLIVQBxaBjsFfwFz8xnUlgH8B14Lqa6AqdiZlADd3NKKdRAlW8zu4prICVHVXmPJmRE5UzSLR4aapzvGK0RMC3IPEkLBMsrsqwVt4StZPYuJiY5tq89TVeRB6ciZzmCbCF2uT8kmA1Hj6Z845uiS4L2dmy2TmMMuvUuzQXhjbNYz6oQxYCVtKwnwFeEMOhU7YS0ZKPzr2+24ZQyC/7m0xqMsDuzjDmAX8srxsGvqJzsg1H5+CaqP4Tz591Q6q68fh/fQf9SzSZCj4zWkJ+KluAMClCDwr4JVaigXrWQJcO5effCro0FzlgbhtbMNitR+ywixUCquh+fVe8OkBJqaH/+ZM3fZM9jT0DnCgMkwGDOgE1AxPIqNWN7bQONPNZY0wuxa9n/NyzVzbizzckcnjS5TzKgT4soMIf7bQZRNgcunQZO0YPYosPj3bJm+bNfD2IiZXp71rARhNeIs1L3g4cBG/otNbC2azprK5EK8nimTQet6ZB6YtovoYYcucfYr7xPvRg3MH6bGDhsPhsjbb9Q8yOnP4YrPjCYvQ3G/pHzWzDpE+pRD2Z4FmNOqy79MayadqF5+UmuUFiQvJJ80i8jRPb8k1I3M5ue+5N7yhhefAvNyza1bRnB+vNw96nx6DHVW8bXPEVLVjS1uDZId9W+WU6mHrzbcziVpfnr4yrtcYZHuke8I3modRfYlFBvpBQUkOAMV5eR/k8yONioteiMwRsDOABI6W84wKI9aJVpb0l+Ye/wmjsP8Phk5zw8+LZ7cpLinpq4w/j1P5dP5NnexBE9CUq3F5n8nN5+fuLNBt1w793O12ejMuW5DVlqGWYWnIP8m31UoHhQZmXutNugG42r+ltUgKRUKDSWEaoy9WaUpStuNEvuA8dzDdIqcyfKOGFaqX3va+GH1u2aScLx2XjGTZn1ksIDD6TjpWvMt0WLqZCobaMMMrnuR7K3Jx6VJbLsuSmU0Kxi0CXMQaONs5GMZBsS56ftEd64tLrfyIyXUhfm4Uor7DkAK4nNFz1HccjzQXvM0/ct4pSwxJVR/n8wvrv6jJB1+WNmZsW8Mw8PonnH9+OOZMY8r4zcrIXMP8jR32Va5lABsPCd1LJjC+dfrSWkawTKJ47pvMYEn33IZvYQhP+ClrJnZ9yRzW3EpZNdM37MZ41SOmzdRAylBeaMBV+LYZ9dcYyzZBqDpQPdM435iEIxe/m+GsaV0xnKIC//Xpa2njKXbA/lQXVnmXiTH2shn6lNNNn+c9Yl7HuN/ZxFKCByxy5+5/2uIKIzNK/ti2tNm1eDll1euc33QTLphSdr/K47ywe2JIY8UwmTV2dphx3weYfZk39IbxghJd8gO8L1D3rKoROZdxLnZWxk+bdlrYJB03SQ7dIi7y3yLO6zPDRbkck1Y8VDowzXQ+mb+rYfzmbFFVUW9tebJlUjdY3lBTi+dJmdHvR7vtHBIL0PKGs9/mQobscj3tszYN3G3Htf2gJqj3srpHDtSrts/Re7tYdrvtd4fGTkh7HNkx5xThenU4cydMB6L0E5pmOvp6ylFvSj9AROvCAEWVpOhcbA+78B3e84vHb3/druKXlmNObtf2/6kEgPKa1H8FRVaXghLqpT/XQXUp2AVKx2HBUxN6brEj89WduyZenro41faeUeY612E+L3xKa6RMXES2lADj5Uum7kL7wxskpK5W7a5vTJ4RPLVfE/yg4xUrpqqWJH+h30V+swkdHHzATVMMjfuRorVcNZVUf0vD/y+3MYKnKH8vKPBJfdJIMeXzTXaubnUM+gc8QJP+kUbIPDhVO1UrrKYaIt42vHWpKZLvyCiqMhfJkfvuooHHWr+WxxheLz+x5DMa+pOXRlzLHsR8C+U+SstJy6v2nlU+JG9TeNOyG6ncKCy550gOX/oOHkdy8L7XqSk0ow/6nbMHp+iP8TyTLUYz5XtO9UzClPfpNAqV9/3P8eckRMoDlVa3JgdVLu4OfMckkTdJRo1pRxQpmMcedEVHWocVC1t0zLQ7GkfSXpB0f8ornaxOu0KT6gecU99myjOSK7TEg06q7WUJstpN1ZstZFxSPVLwkLc6L9ENaAekbipI3MGj4aP/7T5WRsmDT42CWe58aW4Ym+qeBWdNQJwd3mJsKtCjEggbg5lv+xlz+zSHApkhpLpfCg58li+3N4QGZqDps3WuoV1tTXtv3NjJ/MMbPNDaUA/3g/OE6QxRoweVlXfH4TK4ClT+vRzuSOJ60LvXCuygovAI/4sDDXeP5O1+N7expo9dCyryhSlDmnPxA05fZwHnSmfuZwfYlxrZDZda8vuYhfXs4g/p+QP51cyeQjpR0Nt6yVL73+wkDr++WPc4N1FwJNLz/xtHkedyDf3rfMXYuTHHTNbwoUXmHEquz9id6J5kylkk0MFTmd/FiwwOMeWcNRxJ5I2pim9yJQWHtC/9n+NMes47Ib9ytFRxaObw//ku5Sh3scPNGDk9Qf88LFTsjOJreZgJtbbIIgueSMKf8AjWhiV3U3jeIv3vdzj1h80X/4sup8+beOIBp9N00Ct39QvlGbQ51KF/0ANV3tG2r+WDLm6Lqh/nhY5vSpT2Ygh0jYmpYAH44YDwqL/QuUmTJy7U45ETNbbMDOAl3hohJNDM05adxET7mFPwPFk4vCEGqaWP82BtyrmeQPek2ErzlEzrfTQWw/7izLopeth1f3rRLcdFWYtIfOP4hokWa3mgYPSMAVQEcwRZ8hfczGGOFQnbZ06PMMGEZYqw1RwxNYYb1Bo93QyPIGIwvj/w4i+IxIuOm8E7wdopOIjq61U7FsiYbuT4NXV2zG2k4+2+56hjOEtM65VNY1ofZIXwLA2iRxdAqv2ht2tT9WwA3DGCWhJ+51rxG8cqzDQpfIv4WA+dPiSFHJD0gv0G0jKSM9IhuTl2ygbtWECmC5yQGkxoRXio+IETX+Avee3WdjPxL7kEpWfkogbIM6Xu8dxRAXU5smdV7WYm/pK9TbpL9pLIaiuwFTi3zG221HMbjPna/JTrPrGNcmWTFfdzySJOno9f9t20eDPMsh7DWe3AV4mqI9NZdxLNyE170Fc3B8YQd6pOjEIZDbNbKyPbPE9o1fISV5YNatBUaYF7G/09LZBCObeBiLDBuaB1QbdnDtjh1Jcj4AjYUsGYCrpUmLwdvx27Hb09hpl9eXDIN+IbTYc8gGIz/xSD4pSgVB8ZSaZ/4PT3NH+c9JBB/iQ/DZ8szfj4/9TkMpNgJ7np4OcHa1lbJvIQmv7J5RUoQqIoKkz/DqdWB2urJ/FA8SJINCdsj4/jz8sAcyxWk+j4GgcQ4/Ki2bI1VriznU94K9dYMZ89i2vzUkneA8MFVJchB0NRopNZiJY0ETkFGAPsLkdzGNavy5WVTQETg+9vi+WsbDx6EdW9gg5vCioTYHz7fTJGTsiIjEwmBoCCGn2TMZEZo0fpVjLdjcukuoAbWiYZOo6WM8vNZcBAlYOsW8wxrjOuA0DHpzqz+RZ+Ot5ImqH6tjFFrNQhq9DLn2dkAjcJTFDOzsecBIfqlg1BIiLB0NBS++1YzAFT3BkuCsx8I1/29cfjUONOOlApJ81otXS/88479fXvdKd/BcDHkLLIrZd4PPN2UYN3kwnWVicqNBtHj8y95JcGNoTtEkhjR55xqfW145s1R+ezVA3KfG7xgtt7i+uLXUrWh1Mtcli+FEO3bWkv3k3JzSv7CXRpjgZOLu3LfjrWM/GcGBEVaOwym/Icta9AtjfXd4A896XPpSvWcxfcKs08XSgWbOT6HG2K/C+NNW5UeCoq1CqpEFGwKrwlIp2Ov3D83lRvsl4jZx3R2iYr/GfnPjMzVOTcffIJYTRRnBYVpHkrzFb1fN74kwKGeeuXmg5Z92x9SZcGkoCSLqaEkN/OAXm87wHkewCekxXkrnzg6riSlav7QeDXPoaWFOXdO0BRLj+1cgyRr7Mxw88I9IaTkn1SmmeTKXUes+tXRaP2MZc3MOdNnJiFfJuGGTpScX835UimAVIw5rgxLpv6ihDzxCLVcV+dMnO3OYsVr1NB/IJPzFJ7aV4aD7ZDrLtfAcmt0Ykww0Dq8h46VDJPiXJfToxw/xf+v6ZxBWHgPBRhFJvnm18OvDMdn4zjrHGAUxEQGVge3VUCxKkwVKor4TGoK4wqbQIRe1FmZwvxaeq6IrXDZUurxKqZDYHaRdm4kiyWkBoyTkFxUYaXMb1+YgmJC5BMABgAxipRQEwxEgwUpy8v2ZEq3fSF9Rl5xN1HlpgYzJWtsHtbPRiFzKsOpZobFuKEl4LyScuNsVvafjnhHrSlgvma+Zq6X0Y4B2Nq29PzJlWXql9BuAYV/ep+z6Cm37PJopS94euJiLgufxaMyo9xdSP7A7WCTYErEb9xkzh/pIbKS5zUkUnqwhKMEUZG3vz6lWzbTgIXqWFUM0E8lX29Y5CJH1/PAaK8VTNh5vZ0tDCDATKw3nvLU7ekHfrlL385Cs0AB+yAEREvawSMM60cKvCY1NwU5vbMXB2DqBCFkt0jh0zFY0WiPG6hf9Cs1Mo+//Pn8te4v6bKk23NxC+XElcYLCrd9taOMTQcLmDOQnTYyp9OJeADs5NMhjRlrS/HtkHD8AiNicAKdDmOGh2jTa6v7psAHwSgaTj9M05qc1sjLtlF/ESv51i8TcJOmCddwjOIU3dxZfn481N8MZdpaR61xbnItZVI+htmo3QH4lRekrcpufotJhA6/hMZxM6ryQkBWI/dnzb/4C+870VvxmXRLUlkCsyWDC9dmpDkvAn7M9kfwL9P/ccZS3O/RBfXV1sbJmo/csDaJ8UKzxZFqxvlolOwCpbAvkOqbh48bRu7YUI+ukteHRwcxKu/e+sd23IgUDb2/1jfDxFUMAG+mywYeYQM5dtS0wXLp2tIlSMqjKyvFm1ZqBjZFOVZXhKQfiKMSzAHzYmSqGqfrcv1wqAN5BH5+wsU4Cu0odVE3J/XvG64nVoUuSb9tSW1t/klRJW/dGNHcB6hzpQBM5kky5pTN8VMtj6HC6tTxsQkf3E9UGEPLZCxby7FTpLTjFR8K1hZmZEHUon497FUwUwUjbWnPMuOv/zlLw4oVl1UUCbepkNDdC/DillUifoQXcKcywvBut4570QxY4plqNO8ErPB4y+zXm3l3vkpZxJz345/TzNBXT5vzSI6itNT9tc02UhQZBUHoKlzoSezsRh/lC9fz+Cn2kE+IFLnv8ZCAdsGFw/e21KMRGkVbzwQI1Xh//WXU2AK/PKXErDbAfBiZaYfDGPUt5w+zZjFPIQfVm6J1zs9U1dNVRk1JDJHH+0hLdMMdebE5eh1w4Fhvsg2Xze5XbzB85SHCDCVNsVNWMtQkuJ0fqYuKMSwMcLrQ8v3nItMnQ/GAXVldDjMsPEJqjEGWA4Y44fXM2Ak75FFQQZBLG2Tc5aAI5kUBnUvSu6rDHhqffW/UwTtV1/F81VtBlXwNVWbqi1eEi8JvhZ8zbo91mC7GQcLt837TftFxdxi4y7LhmmHapN6k6jYVRh1Gd2ep5PbRg+52saQ8dftb46+tvDJ2P/bonkNf7290E4gtxn0VL0fu9kk/x42L6OaOR2pTbVhqWubZAQZyfWJ5cocByyClwrCVBARQExQyKuMAEpqXPucHJQaZR1NjyfOBNb0wOoMOGXQMQBWwU7lEZEygfLyTGlQz7UE6lFtzjDF6sEEwSjIp6dig2TqZBLZc6kwnw2S2dTQ8lqOjmNKhTEOXFaGYYCNovRUa0DtMAdQI5ljxFjOYg6dTWdwALG3CMZKOBgByupVy1iZNo2VmZawMuqgLr6bnz7oHN+/nkFQuJwR+99zXA374WSVp4qDChJCIKduVWrmMdADHEYqCX/LqKyoidOpZHSnAxCBS8AEwM/fpnIBTlm+3ykP4HQWwBS1mTqx2ZTBOckoSmfFw3mh4wAqQUg0gsBlx1YnRGM+492S/NSlCyEqRdr39sp5untgo34Z5gOzEBfAdpjayTTwACpV6Wz+fyFJ4XSKwqmSR517JGXvJteXLaVrqo2F/dBS6IqBlcn74d7Crq5Vk34oBrpWoowglLBhJcxCi8h7HpgK8oJoW71HP719OO9z1j6zO3Yh8RzDsUFG4BcnaC7jeAd5SIqPl4ehcbr+OTOqgjSc4WrzLmuv5vBEUUI5ZfbpE8+Pu33F4+w5/qRnagDp+tFC3lS5SKLeNgK7ngndMFYNH+C1OZj6A6RaILaTYOxMkBzNtIJFpL51FBJDKaPpo2E4iFvAlwgzDkCY/GyKJWUnaGJYDqxQiFSgM1AY2uOFRez5rGYHECH9MnhIwxEzaxSkKivlUsG1BA+UJIGGlsQQSIaIgILFnsmUIm+7stxZk9l+vFAGSaG/B1EDzYokoWE0TFcAHWKjtYwDCf3s7ilUCMYgOcpjWSE7mttE8Ifg9z/+yk1z0ypyTGAEuEAiM4SIIAVkg+NwLBNepKdKqhewWI3wfx6CWZnvMoWwJGsiUwz1D1qgf8/5YgI2k5xFmAW+LBqlG8iZzDlWU5gWwE2EDlEBCxIn/FiIxkOlSBTF4c6lNJHBAsIGWbB7KaNFmX6amXgkZRbhBQZJc+K58qvmN2eYVGD/4x//8EATWTN4QD22bSLLwFpKvCkiiaaTLwGpGN8lAfUMG7CBEC1EW5VaDqaDo8hOnZSWWErbiTuhrJG9P6stOhCvntz+q5zRKu8JHsw6SyWqBFm6OhvwwG54Ap6mjUH9UsiIWuBZZC+VFwjOQsJE8gISsB9k5ewKwidZakCW/6lWDu1isNq+RX64gNQpPJfOk7mU/bF2rtymCtgcupw1DeKnp5Wrcicja8yjv/pIDhlpFsiSGd0pABkGv5ELHQflx+j0X138/W2Cycw7O5QnhzD0gB0YcZtDDpfOIYKnK0YhuSY1/YGmjdyl3syqmkclsPn5WOsEwH3zPU5R4FnywMcx4wxEhVnorzxsmOZDa+O012+OIoN7UzWrFxxwgDD8G5zjgJln6YN/+zGCW1ALNIE18W4sOjWVUXyCPkz7c0Ox+YWA6SdGrO8YTmTASfjdj+YvLGywdHZGOitmkPIROLD5W+5+Gouaw2UOq7cwfZhx5sK5HWG3QarKmdu6cE33Zr+O5cux4eMMs0zeJxNMXhQQQWwenUMnGDqa82X5BV1ZANZsnFbLt+OYZcDtCmqY7hy8c/KKLXv4TRVNQ+AcjU6PmtZpETOY6Z5gdLm/b6n2dAauTL3iazSId2wHdTuvf8gmUPDbMiPtgdl4fXSLXaIk3etX6VOMlDYlzeNTKL41k2ohUm0EReLDlPpEQIdj9Bid4uxZJItqnnPzAcjHYCbsRKgWEVDoOVj5hDgj92ce/sAr6H6YG+GmJygGHThyXDlUPe/LCeSsRL3PngvXidc9vJu0yAJMr5tZtywHoIDz+xEo6jyUO5IL1vgIeEIeWAbPUz8BXoC3asdL/7kFKad3vX89AbPRCdr/BReJsEFNNUYB+6lVRNpog+G0RuNegVjZlFpZQvncablILPWzXCz2YCicMjNABGKkrFS4DADTPeUIKAX3tCOAjqLd1FkzAlDHeRS9ws7B4bsAsGHwEZ/vgdxQRWnukq4BngVJSp6we/ea5ZPNhFP212d/TaU49j6GvZEqrUI6jIF/SAD817/87KdwcdFDRbe3Bz0/QBVg6gGrBAZXJkAdVZI9CDjWu5LFTOoyMZiTFm+kEoNBnRog6NhSRqZOi8pHsJyRaZ0WpQURr0PvZX16QwBaFLnmdP6kIvHTGi42bzlnlsRg6ZxJazBOL6eeFM1nl4S541yU2A5SheYBoQjcDJaFIkYeAxCMa+lkTCCv/2N1YaBTEh7wGTtnGl1VbEMc6gSLU0bQQ2WloiL1NYvMINRMZ3tZ3kpGp8svJabA5mAcwWA6eOvutyrMD5Zmfu5K2SmhR4AEotIGJnJGAZuhphZPr5tbl0otOsiAtFA65hyYBamGKQCwHS0PlPmvKfJrl/i03OTiIKD//T/gdImn8h2hgZTlFoJ3USV/dn01Bu/dS+lA9u6h/lK/1GcP/Kc/paZxBEfui0fSc9TK5Yn0NqvjUOv2UBsv75H66GFuanX6J/WlpxY+eow9e1Kr8YdCYF1g3dLU4pPa5+1ADTL0fAHQZU4hu4LNo01JdHyr8+nkjmFgbZ0z6fXKTckaH7ZzBnUD7/HbH5zsvbOQpYXimXX6txZAqMGrAJJjnqMfKp7DWw0vcV9a6J2H3YMOxK6ZavKh3DP246U/c2Te8CCBw9Fu49kQaaFlAPeb1VMSQVlka+kkyC8s6MLruQf+Y27/RL8mK+jEXxn+N0SHq42wJjNWq4fC9Lkd+gMGPXli5NjsOdXZCm62V6ohSEQA/3hcGYenoFHYC+91PWMDI+vtBm/m7xYP6pmmQyy6FLa/aDHN9ah62BIr3vvr3huCaz2ho0pYhyY2LkII6I5l+hnBTNXQgTY/8rn4xLwoQ604FD+E74xofLQpXPxy4Cw52HXkRr2X/Pin3FMkEEpUlTwIKZd0ZXTPPj1RT+IT0OKLog4Lc6Hj9yH9D0eOeazSMz6H0mPGrMG3FXvFOwX0aViPeTuQdW4gEBps7v3CVnmdtymB4e7WkL/EBHv3G/axrh7fY0LxVzmBxr4P56p1meSJQbsldNH3UgIy0IzlVnjxWVlWOM98lKdSNFsIPdQeIUJovNYMqet9mZ7M+WetSgT1ndCc4NnH+sOnPHTzfm25H5j7LIfHT80i3Xvj1xbgj8fBDi40i5rYOILojM82O4EVjRnnXhBhMkuUNv6ihDxi104+6zPOt0tw4U4dCD8tNI6iU2Z9Vgglkdxczhta8IHaFRr8MMQU00wnPEcjzsg1HJ/Z/ysLx3+2IXpujhi/IPT0TMCt2ycuWF5O0IbtMb4On4Y8UBA0RfmW7d5CA6ZE/hQ6HcXI67NZGF3vHXs9CmZfEiHmUzp05llNm2N7fPPdL/FTZsx0LUDgwGkfxeavGLpshl/H+zPOzO2O7vqETLlQ0/DPZT2sw/ZrSYssSyY/a738ud0txLUdIZ25O9lnos2cIrPlEA8ygghwAvGAu0DZ5ofjEI4HEbyrK5Q5/kJwl/eIqdt40I0LrYoXvojsSdgG+oZOH5vvXzypRAN4bKiwu9iU/aM/ysBUmbRCJH47Bpn3T+xL2kJ06ekxt/DC6LWv4gfcG8wHh1+aw+OA7DecD9Gnb7Xa9XN7CqMdXkhtnO6KvcgYPezpZpE/qTHLBJABsKom9MZMPbwAqWlzPaLO8IuSUwn+eCAJtIh+W6BZ3KkmWYQTmQFSyAz0YA4WQbM3vqgUasez3M/PDtUPI9bU3eQ8bYPGaPKKGh52UTJkhGLQJOq+mbEvTredCHbr94X7QgyPXolb4AwkTLbeij/jNykPVmodNjvd4mp3u1715vyWB6xPuVp0T5OwC0xYvEgEicD2AePByH6J1f2SacDfb3nGJRQXCiDuD4TlKlgA6VJ+yIRs7MXPo4QRIp3HeHbFhTEQhuJo4JQNmSUXpX7IDHHPZWSarfNwHEk5ZmVmQ+ycG8hh27OGJ2yEBtMQC32Sc4mrI/LwRiNtBotAuuOavvCgCraiPDxs16TOJonEoFhNsFFWx4VF2PQ+3t4oGEeMYOY5q746cVoytEj40FdZ8KySi7KyuG3TsHyrQ+lF4qSJjO/nvhCC7hppVoYZTUKibi6khhe7gyA04IJn4Tnv+YVDJKTkSbPHt4w2G4Av1dqHd4ZaBc9LDFba8P9H3vsAJ5We++PDe/5wDnBIiCGGGLLiSlZUXImShCiuuEElBpUoKioaXFHRoEElhihRsqLiioqKihu2i3fZK52lU3Yud0qn7CydsnPplP7K/i47pXPTKZ0vnXKndJpO6ZRO0/mdExKNrrvde+d+v7/fzC+vHg6H97x/nud53/d5Ps85z0tkR3w1qvvre9alL3a3r9jY1ba6vXM4TP/ZL68YwSWjbHvLeu+GzIJYW+BtLb6h1C+sl5is3NTS9iNdj38hXFbsF8qLtg1rnSIXbNxgV2S7JZAd6AVFLq0v0SFpN/I1S2Sw9t5O50MlceSaxu31Ldm1gbvmLNGlUDyMvbFIcMbaaxcROxN9yLUj/YfjF/OXD/X2P/6wzwCH3jviXs1flXGbQRIuLFOgH32XZ5o4Mf7eFQEonfpUCnPuRu2/Uy0V0Iuj2YsIHj8f56wTvGvrlHawObAW0r+Z6zoWPfcdUX0FTe0U9R5KoRF68G3fXYc6y9L1GodFZ8uvtLe3aaHC+gMlSM2JEbHBMMs4Kj1TL72VQ6Xv2d+9ooI7oxfV6OBqB5KGbEDWYV5ffKOHg4QPSaDHFwRNziWmw8EroTrn5dwOORcxk6sRpMEMoDg0Oha4ypEYd8TGQnTVGe9x1VpBowzg4OdmQ0vK+L1/SRhpB0uGEByyf2Fm2Q4XVtO6HK9ptgaxzPC1IVMzbTj5quW+W+SnE+BK4WSCLjtZoRfwJ1cMpp8XdomOVDATHEfUcNQ/GYjjolFTd0ShPvRr3UELkm+miQyevf2HlPCh/9W192frA48t6/VdbjW/d2GLsj8ppLn+VjSpBb7bxW4tKmom9hXOTiImtqvDsMc3OgF5r9v3ZLd8EkQfbg2YK3XZ+mivDhjWx6wVxLmqjCV1uWOVA+W9nIHAaWFNEk3NM0IIHYcDJ2i2KdQIECgHZHcm9jt2RuHgtlI9lx3CpK700dwrIlx3t4BaUFuX9XUzGx+e6guC/LxiTW4g1cfF4juMKg37J2Zu4YLwZupisLGrXYLEVu6hqdbTGnxMI2EnjPN6vt3bt3ljFOpebzjvWyoGPJmxM7EmC6Jrp3QTTVON66e1z5PgOnn85PF3fouwSu+Xz4sZToy28M5PC8f1I7am1JCRYSRnS+eq/9AD4VETElRLep1jCSQDCWDnHdOGWEdQWWqZ0Fh00XonPUUvISHEhR3unQCJq/55pje+/YUYHKdhf1DM+5Nyb/jojeYk024zMYTLjVJyOoAjBunhPQlDGOdgjgHd5SK5fk9iFb/gWOWQ3EaDwhz9fe9lgq5ErXjAkF+pvWH05I2CpjizcNu1X6q335PQrSjfTXASjzj3uKcIUEAvjHGHaMLOqNjiODY8OiA85xXboamuKVOInjwpOvv9S9xa6tHK8nAehJbJOVaMD9+z1sZsIbd8o0rWe+y9Awd+/22eUz8PeTUIlWBbawCJkYqihE+Ds1jmlAfRvB6GHRcq5/0X09xP4qN/PtnmJwhIsCoEOIjhGoJZkPRmWa0e+9ePn2jMtsHMK39AYD5Q95ak+tHE22kkDmXptnM/I6BxDeCANBCSXNEBuURQI+X95bc+LMKUWcyXgvXK4RTjkkDiPzNxIj50x1trg8WQBuiGy2DdyK8+10AVUfCAU5+EkG3KntSJ8nEtWrYaWGJAOGN3nQHnGzrIN4+nKdHlx+RmOxbZJ9rNW3zd25LvXrKY9evkyU5VS/LWUvtuHWkQeJsdBMfDZ8Sujff33/i9E5Z+q3LlNM7YY4XOWsdi9X4QXfqJam9sO+dyWWPs9JxxN5VGbWzl2dICvyNzGwfGoHMet02wwUSf2I5ow7r/KOgkZxQLfQ+McHxpBCaW8R5XJDGTb8AGS2AxMWmzrdIourCoQQQsRjUzNCg/Xb5M3C13uNvj1uRp9RUrZm4JMBGHrlbJXG/HKhgNyiFpksKCY66l9kch4ESMiI6BvK1dYEIe3lfi3LfD3fY3owfyTMmRMCLcb6vj9ZvZ0bfNIxPv2K/aebLWNol2uWznH12wZuiSaDACrDUxRHe/wnBdoIkSXT8It8dRPn6SB+GnJ5i6M1K8jLn2JZqKNhxKsDim73MwO2RqUHhEmEOx+I4QsmzeeW9hRk+A/IH6wKFHj9yHvUcE4N//g0EAJ0siNm9vnYKk4FcChp71V6NWs2NcgtmJwrFA/8ijG+raCVgkkoOlK9Z3ti9vX85pe1xU8F4x7d2lOXtfT9fA6ldtgZVyhoCsk7+8bedqB9uK/4tri/WtbBNJLSDEnWu0TddGL40+vKkBpe2etollERhf8bmZMDOM2BQuuxK5ruuNNevh+EouOOlU22v/wttvYDjQEqpjFBhsDWR+lb/SdiCEeLeWNleYwZoAFKI7B1RmNd8rdLKDjAKmhkz6CiaC4oiBw/eS9ltbrN3VORBpCAA12C/b3prRjq377h++2FvQCU+aWqKesicG9rzXizDk77OW6rb7gZMnXZZ409ob7zS1OA/qQFxEvKodmsAnsAlXhPsRDqVejcBcLGt1WWWAECpXyUj1h3dV7g5BVquPmTv3RCoNdqVYYpcP9b17Vj0oP8bBfhnBiqgX2HXq7TGm4/xnF66bhn5KQ82wm7AQAV12l0SvbUqdCrFFsBRrrFUNZ+HvDe0d2NuvZf4+iiqD27Nn5afSRiFkOOVE00C178+S/dFryYu+294ROYKLp9qTqAyNLR5b8pHkgBKrtyIxSaCDi9n7FNuCDJ8rt+37ploNlJOHO8xAotYy+PsDBgeipHsvBGzO+aFWGmKGB9zHlajaHAGPPTXE0V/k9MPqtxUeMdPDUDv/NmQajrqKV4+rl4jpBFyRK6BEr3szB3e+fTlq5Xn1H26IraC1moEZ055XNWVt2cWeLTxFCp+C7Ee+Fzvih4O1PuRGgu04kDgjpE/iZeB8EHnfNma+mHkURRReCcOtm6LzCKXFA9thH/0OF/bXsL3K3Jt2+KMCPcZ6ualnxixY0HZ5aCwF6exbB3cJ54lX+oBzSVBrobtuuR9spG2eawtK2VFdfpdqX3IvD5hPpgdCIxWnCP7fbRsSwL3bxyruFrLww89ZiTQE2f6inRjc+8F/1VAUsfIHfftEkI1eBDg8hZp2m3Yr8eK68uuJU3V1pQtKyDqavf7QAQzfGoi/7mfRZN8tKyVKtfd9LqJ530GuFKbhZg2khl2XAu8M0kYLRJ9FoV2LIBK4YpxkJ4iITU1ogR18rT1ahIo7o31FnYM5dSgPOIQH4e9satjb3C7fkdzj3mPaK94r2E+AD5aqQaI/NdjtgZToQBSdathYGEIA/OGKxwlUVlt4U4OPxXiORf6NakBgGkYaOqCGOaiKnroyMaIB/HoepH1DAOcFwXmHRCdlNS60QQjR9F5j8J8T54OvKREePHQ8Bzf8DXlo2uTc9ksB9In2UvxyFtKMTyAT5zOwAdauwscVD6et5yA7f8Z0ot5DVOCvNKPLOHdrRf1NTGkPmhz0n1RezFyPAm5Hpd2HWE8HGOkrOGxiyGry8KypHQcphuhOWiPb4gMegNuDY3Fy+n+J+X3ahusZDZNYGtPAGjjHSDE8R/+Vc1hwSnGcXK5RHyDN493q3cghC/YDx5G/J5hK2L9bsd1Ep5wqfDJpWVqWGTJClB1PY2U3VUBJJdsmVckJBUquUQg+AU/CMkbpFvKoFr+mBZGL37mfrp1AlVDmYH7XxKjjRgBOsiKs2W9h2AR5DpS0BKvcU0UDYmhGJ9gaYhY2UYiAgmFDvIj47lfgArp1BGxnfgkb2J5/R1Bv+icbVDgvYYiHcbYW0SJqVI1OwjnYoci9kUcDpM7Dh4UID6FW1Rio7JTWTO2LDZvO+Ilon3yzg8GpqbCTXUquUJVBVwj6PNsXXXcZXRjviJ6po3POhhr4dwpQFprGHWJo+fqhI4mLhroffJAAOuQhQm/nMnDG9Dw9u2CHgRaQxsnLitQyQ13RThtipTft/bQ1xCizrOMhRPNP3VuTrDirimksWTKLahjZBuwf4Rr/nr3qgLOwxqm42bOVBwggPmJt1BGKgw5SaZADnbFiMMGfxoCxVgSe+8oFqsUakazto3R33mw6bsP4nBJddfmHotov4mBhZT8NT72lM0eO8AUZyR+KwIg8l+dHsZ6cIo1l4JZm23GeIcpGhkQgSSrEwXM8ESKdAVvMRHGTar2XXu20k16En4Iv5hof+qJew3tbAShIpsTOol/WcKzszAkul9NYeLcI/lXaV9yahmngrwLrhDl+jqOuSGjgjy9Rgdzw7F1TgIvVFoeQGuWY5rr26gRx3bW70utnDJ10dVtrCbpge5lpfx2HXe0puRZSvlFUFjrSrCo4JCeovB4GufpvT+DU0bDOub6ndqfvUmo0eCczLFwKshLHyjx8KLjBv+HmjaFjczSvWvtc1etHKmyO7uV7Bjsp8eAG74bZxlSYlhptzfNTY4GRPZPfYRZmbmZuBm/K1SbFzftVqCrByJ/4KrDqCxsyi1bFERU0g1fJ0QSaRW2I5VyJkblBIF8HXFlOIcueg648JN9eBl6ZUc66TIcYnYBnECwJaoJnMSw1ShyaRrEmnBPoUxwrjZfgEmyG1FAAyZ94EdCinizTwlO6KqilhnnQAdGXcK3v+HdXNnvYwv1zwC057Nhdhbc0sJlpP+7C/SM+NA/k+36n07jYQvo3hLrq01a5fQIQV2fxrtitkCdzSCnPHHse9OJ8Swv//h/iXgYg3j8X+TIOhOB+88hc8EsGSobn4a/KpYKTAsBGTs8gYD6G0/O1GNgEOmGkULAInMbD+B9b/W9RaBhtQErkrz6PiIVgxfGXYmL1kWlQzEifgGdhMf5VC2nSzIXGDOyM7svgWLl9s9YcPXpj71OAbFh9JQomrnivP8PI+FAU/f5fnkfJsofMyPu7cg4XsF+KXrZu86+vHJyLlvkBp6OKlxUwA11FJ5CvQ81ksBoTYr+nHagCZxYWh1HEM3qLrv2XwvOu4QChhUNoEDWMa8YfcWArrKLHu2eRtARW2WRX2NGhDBFn2+AyZiAeOQCFqiF0HYWrqYGeXTxWtZmyLB0woVPQjOWkH0iOfUPbyXmRQubSR+tLJ6aOfz4aGnXZiTEKnlvfvd52lALoFBpiXWJNgtTOJnuqMJ1gtwlVMSd1FFQn2R94iwLrkkgW/xJcZ18uWj0L2DW1P0Xsbk0x80wXWNxche2IGiFOw93oHPAueCD97svgu8Tx3E5aH0LP41WTJM0MdEnaDXBSQMF5MiBjkGY1WoCNV3biTvu8HGKmHwmw1aiSLqdb+qatxM+1CoVi3a8qsAhRsUz3voz7uc9yl+RflcPf+ddAn3ybE/p6/C/rKRnnIIC8k7LB0qlP1+0iwOhTGPBK5eJTHDDuMnBsnZoO9jMo0G373TQWuJirFfXmsRBOJT+eBWZECShc0IzM2rT+rizLQi6yFEaYYT21byNwnpyKVHc/3OnZwYGvB7H7hi1aJLZ8LogouPY1NjBvTEZ3Dz21gyUggvgQ+wgFO06CsIS0iRXS5JtzrOLwdZ2bsotLexXWZ5YxT2xD/Iiiddo6fkK1yXx+BrRMfeBFV/BZXNa/GzGcoVaHNgZQ6uhDZQA5pNMW2DPas2Nj9Dl0U79K1PESfNN6paQ3HbagDrqN/py6baQ7UROqhRIXQnV654ByHo68qH+HD9lgEyw4xNlnhR1M/TnErKuhIbrjE29lMXJUAf16vK3MrH5OMUl9juSDBrMxuBg7PTQ6lj6dqedIikuXl+2xsQycBb+hoSGGYMh7vMT6OLNJv/6IC1av0e8Sg9Xb0xfXrzt7YcU6D8iIueseLw/Cvxa0fpw5FDkWZtpt+t0KVauaOyUWvFY8OBeDzR79S50aRPb7joTg9gloBY+dhievcO2J0WeQrEyvgsPwJFJge0AYKkIcRmX02pBxaGCD2UO7NdWgWeam/wdn2AiU9hiQPeQ/VCBqk5/OPyW2XMlb9lx7REG3E4P5Y8jhpkaH+ckVywAB1X1W2GU8rBh63kAxI9LHT02UoUmYhuYYVUOl+EEWCe8mjZUCnjn1828XT6hRwzwemkFJ08V17Wn/xK/9So9tvazEvGAC2PACW/Q4fj4Eu2siXQWoCOLo8yaO+uEEmc+P+TETZILsDDtDDZPDexpmKW+iPc7qkpvbvWqH6rJxQGCy3PI/EC97EXyJbJ1cU2qyLgt1BTo1u+TbErATdZ0Un/yR71xu6NvfnQApFhd88H6DgSFiGPsE21MH8ztKuPwtYz/OIjDJyfg5K+o6rjkcXV5pS7FcQF/jF/gEDrqTniG7V0EnUQXdQ8+wg5iJnUNyqxbv+ZQv27hxvUjJRWSQWkKwUi5SIfQuXxeiczvyYLURwYEJG1gd35/QaFh+hoOROfFJoM5fP+kJg4CTP+wklIDAEyj1jA4NkGY+0jxptbMSdYobbtaftYgGKUATUFVtpxHVltRPolQD0ki13F/MKbQ8NlvkRJ2U9Vxhyo0fL2lee6DJ0LM8uFPJ+44L4uNC0CTAjQfNWmKenRk/r3jVZjb0m/uSO/jm0bHbmdMq6xRDCtSj1hshF5c7JQmLTYgccqpdW2SnviMzWbFjhOmJwBi4HruTJFcJHypl4RANKV1Snvbh01RwdLRPk0GPvr+chmwtwRJWaXS2th+VThj63cyKPrlDyOCNTNDN9Al7lGk99w8qx4EdU2O0kUefFjBFw7UN3FuqeVkhQo4lAvm9jmGHvsR1DjD0iTdLGdRRzjASKsJMf4rQSS1kX4z40JCfFLqnHcqAyAXr2V69IznKufJ+ALOcqiwjbpprNO9KAK8DWcmhU0ce/QVxErFlcFWgyqTaOFekym0UhYS4YVUE8kOJ5fajNIgG+TEPRttu2PpFHEpCaqCmV0gT94AHKRB8hvr0WHpB+Y6aXldXgoTET2ddK7/hHZ7xrWSXlM4qYUmjFMpaDIt/+qcoVIR9DAUuxp+eivBZcynCni3pZ7xzt9W1SYMRmeJLelSI3DRlsUJmtaRbij+PV3rovLNVxPJfeUSQ4Zh+HugFf44W8Nfp5YMC4FZL1Tea4Wm3DsflZfqYUXaAPePecUJGhRZVKS0GYl8JK6HFoaqbJ7RXBaqOngkk0Jfd8gmNHUVOH3jowvUsGaj6fPT+BFLs0QFLz3/KsTIrMlZBkJtaJI2ncStLyyK0s44gHptcqg/LDv+LAi+C6ClhjW7QzP4/gmDKSP0z2Xmbi9noZd0LMGbiBkf7zYDMNJAfnoUys7AW9TCkMG84OzqBig9PHTS+VXVtbbAPP/NtZYEIytPjMLLXv8XCVhNigub4Ev4ZhbqqAKgBtiNRmAM5OTKY4rcIT+uqXjHasISThNKQrH/WN7YnDwVxW1didQUtoBkgeEs2oEa5F78KQe2Z6nkZhBpjy80UiLrTx/Aw/HQKR/2sdMl88VPxYcrt5kKs6lnH270QXCJ5Ht5N+d8kbN9uDfsnHINjyPK2Hk2RC8MzT1xZsnxwT59u81NnHO9tx/0X3XG15U7KH8dbMymPrmUrId+ur3fK+W76TlJuuUW8Ef+5DFDeesE3J0AWUc65n0QQL5Z+e9ZDd0WniHVwT+EM6yrkdRP8hNDgW1T0zjZCF9Tqjs967Jw3cAi5Q3ntaK73V+u4mw9xgVb+Et9dxbZWD3Asz8A7jNIIoqL/J+XDU+4LYwv3dC6v9FcdeY/H8LFZV9462sAzH0IekZKmUuXQnwatQzSoMOS5pr8fgYo9oW4haoBb/jRgtMXOJUer7r4pKQ/5m+568b4TyRtVpEGYs/ochds0RIRXsDm+iIJasv0beiMK5siGqj9Cctm6W9+npmtYUnDTBf22h1sTQ0I3cbrU2xm9+cyriPtorAozbax6L4xt2hp1zSTMPWU+4iBKZ2b9jV2nl6tf7YyKN9LGKJ9jzvbz0arX0Q/7Tk5ZnJBgqOp7FJ3tTL9NuR/l/6xaQTkg1btcR6P9IbqJXTzFh+9xze18e2HkPuWM1O7w35hxR5av/F4/z/iqeWPVI6k8GzxJmFIn/MA7oILsVyjPpO+DwcIqyjnphDl4XdU/abLrmeu536o6KXXLyp2Um9IDZAgNvlL1VOYeB4Fxt6y2oI/ilVPTHss6LeWytL1jv0U5LXN9diSP2aDota93XmoG8vAvs2cFjgQiPvSX37oMguNVP2Zl1H93xpO5lntWb/40PnTHem7FkW7tlRcdmrFlf1jf7YOCB+L65kk8wD6LbItvFOFe53MOoxjsRyh358in37UBXo0OVP1HJ79T9R9tjY6FbKybmcuzjtAfVeQ6iL9Gjf74h+Wdqp4Yo0hqpjlmjsmjT6EW1GWWm79z7dsOkGL/KgD7IPvbcvcnUzrRbjHdBOdar/tF65ocm/LdWMus19Tv+c8Zt2lObxlxENLRibog/Esp3Y64UD0+AeQAgQV0G8GHufB6EeIEOFoAAghHpwD/5lMHa5eQOQn7sei5F/ysO5t7fSCyO7ZdjcQOOhneOvdp7VgGRC9l2XYX5X0dDpzmHv99cqw0GiAOcJAKrDyrOzEmv6Id2191xZJ2e42l5sNHOFTeX9nnprugBNDvq8xPHNMSv19ZPJc+qWe+eMXItCko920Ede+e48C1PxB3+CD/2gm9hs3tNzK613mcwvNGBmfooeE8AdtYBhY5y+8T7yzjk3AW9u9WY0JS0VGhmrfC2BefrpScs9Zo6fjbSR5nmRHW7nYCSUsWLl54PmNCVVSkTr3HNRvdxp2qN7kMLiMzlhkbPhxF/z0xGnAbUS31pgBpBPbz34ndF+FUwnHRuSM+E0O2wAzloTTIrOKv064TAzHKwZ6qJ1N3dpZAapRvLTErhEGgf111HDlswKLsNJbADOrJbhP2wWMza5ItbU3CWjguUbDKeARKQIbxKOJ/14LOlinE8KG8OYH/MAr7YVOrHzaLaZuQN8JIvifbY1Akujyo/ugngUNKlLZdpE5jHiYNlp9zn8bRDHtDEtLAvYdFI16oBE2Bs2qGe1e6s7Q/oN/QObUpUhvfoyVroz2eWuqGNaty0FQgRtodvtezHcI1HmMRKyEueho4YCNMagiv50UhpKCv0CN6GRbFqRTGX4Ro8ywdokBm7+M85jwOkQuUZtDPlDOKIxJmGip30ejabv1qDUBWWyDKmtDWaEkrWbz8Jo/MLlmnhDgbQpsnQLFHO+hjTp4nSHMLX/ILySFlg3lY3eElhQJhKDGEvJwRDJmQCNmMHNLPQzhXEiNSZog164RUWCzjlnHO40oAH3z2BIB4pHnuIwB8jIupB+NM4kLwJkL3owkkcV7TmmIlWILHicd96kEPM8tLeNVMKulrdVAYnFWR+XkX0jcJetpLeYZF65UbbfTYg1yv6JXPHUfSJ6QW8abFl5tDdON2zaBmEGfT2Nwriiu1wsex86ZWA2yBOesUb+SUuW4ekl/xS7dUfmVqRMGM3NTc6vWPe8aVgwnm1HlkmRoWrnKe4ZvCqK5GX0MgIqSyKQn8QNWjRQYNuBaogQB+YkFSLEdtdsbtQmMnvLlHPKR0nnqyIXiz0mPYLEF/7mSEujxdszq266iHbIQdrj72YDxuxJLehJfadEB4xY4FbmrHNeMEwkPCeOGygB705ryUG1yLyug4JNoh3U49ei5dJl1GPS4RuikfpB6YIBA9U8ksE+EtblTUr+0TIQYwqZh8t3y+eF5ClpohbOMh3CgWdFSJqWJqWhWtIdzXrG0tny+cnzyvPE2u4iQT9UzaMmRZ8bx02PBeViPfjrMR9vCwiqlgUtTmYRQhojcn3BGcFWbg5PDmwXy6SqpHvuRwnmLNdSx/9qJfuefLfmQhbBjXj1OcyG4WN/qlsqb4AgF/WARO7qHBQZjH8cDSCzkMRwP0nWJAQzXoHgu98T0ftKjhLz93Q5hlr+igErvHF6TonuOIjACcVjUuVwXfD71v6bP22XYXdpgXh6Dwssnz5RNecKNt2NbJ7+pe8m8wY8V/diOstTzqWvJdx7vxOdfN46bxMt4cvt8Qvu954HgASv+tQCzR5fVcoqmpqcCxwGnEQndTL73yGUVcVM+vnz61wDq2qJ6kTvU1GiVbQVDJs6DdDRlaA7vqs71fanQMVtG/utkTD7zjyPtRxu/zmRBbR5QJLiGkqlWz+WzJAv6CmfAVC7Os1atXO4gW8pOsLQqJFkqX5V+Rc/wNRhOxieDGG8mF7wPO5+7xwAN+OrlmAskDvUhQvX8CF8FcVFIvWTA1fZRzqO9TqHABFXdFCNl5yprU/ezI5ALqiLSoO8318aYy5p5vHGbt8sNGhLWrhwaDZte6/w5dy8u9q+yt3Oe7NudUMNvLajQYEdk/XNTkZHDuE+9MV7+OJptpgH8d9/MY0PxfVHwPGqEjiGaylEl2nM1rRprnvNpE7XyhpV5vonazYFdfBoA5TAmTegNBzzQxa2HgZ0aY1dcd4OpWJVyWgIVSAVnJelgTZOIT1J0YipoJG4FOvx6LUhtqTIfpmX4dhoE2Ua9+YNQ5ADpEVa+uJy8y3PXRegZg15HNaCZrBDN7zExvhTLFlTXAgI1aGpwNi8gKJhsE82HGTENQakuO8PzEfDg5vzSfxaJ2Z0H1jelGkG5U8VS8MA9lkXnr2AxNk74JNTWZm77UJPEC9wKM2oaFQRVLdQ3B/j/aMFkdYAA5JIDQ+s4Z9jBqYTb1Nk33MyacrVsdhWB4hZ6JsOobgJ5FxSNykuzY3rU8N72JD/oENDB+PMvt6VdOKtUXiF5ku2+W61WmN36SZAhZKNsLEtTOJ/D3Pv165qPwC10iv9rhxXDXtBjA02IAjAhcj1aQOMJeAo7PULWWpOiiaWKisHX+DNmUFNke1fXGF1Cbw1gaSAKvWIxqGwFJQWMTsaCvs0Kvck00H13OmAQU66jqWwAGw9NbuhAIDcFIcn6JfeDL7ANoWxSYuaX57PocxIcpJvpA9Buw8cVeU+/ROOgr4R6Km2QdDFDd8Ibf3G6HRCAK/ehH9yLgR9QfOVXNnhRAAUx/mf3tHvU3fT59lqD70Hv3pn8RgWeJQKgk6hR1GgXm/YkD0jsNxivSJbQDMna808qC9btj3sSNyrbALs+7Rb9qj2KRUZ7pDB1FjmQOWPncwwhcJLRLFQewiQULNbBoX73eQBD5s7Km4t7g4lSXaX+G7j8UsfLP8pcWlgj2FHcHZIGl5WWi7S5209+tDEzkMqySSXOjcJJegF0HdRBtMQ18ZATufekrPK10qU+Z3RyHQshp7rF/MS7pPaS7E9mRb1R0IKdDZ4q+HMdyOee0yjzt5XnSpQ0Lhd3K11Vt4T2OPWq7mT11lLdXiORGeYN6i1GhUeRX/kwuo92euqXpbNV2Fa6zOfRaWq2YzXYOSiw/EGMOK9JNbEoPlJZOnVUiKWnSJz9tXoj5V0sHTAwcacaQfblXTYuVGKmLvkLbWxvhSAm2ekF0WHZHfiNwkTeqGXNeLC5hBRZ92ogcMNmKpkAbf23uvvJu6H78tvJy/CrNqmmO380/1PUuFKnRLND1G/pd4xN3fIPNMaC0WnsWhXvN+y171deSu9z1/I34jcjlOcwQ7Mh3ueaptGFO7HSJ53y9tS0nuaM+RQypBqNHcm8GgZu+xANEOyXSFmJFZVtxT27Ic9bzbsDnOqk+oVtulYRHqMSxU3yUDqe7BB06G2u970L5zuQdYow7luxN9CGXiBHSnE2LyQPvtewyKtnafJvwbuU6RhzUEmueUUxyFt+o3YR0czeJHwZHG9R8yTZNr++uYnG5VbzIICQM5oMvJadisPoz1/BfkCTTftnhCO95PsROV2XLL3Hs/W9Llwr4JdG201hpyTOmpk5T5E2touQudIQkMneQ5qmKn3trWDorgAavcgHsb/6zrakxhehZDLl5ykWJpPxKqpcSyvJgYmPDwvh21aDAWN4uRDk1Zo7E9gKrOnTD2hkZ8jfy6RzzEqPQdtJ1MtTmW53spS1RL26MLBQuUVojFp9FekZ4SV5no0+M2BBdTXKN4LFwXGkVDmrGJt72WZRnqJtEt8xM78O5+aRtVeYV1k7LZ7xXvqXRuqU6WBT7E9DscMFHxW9H7phsXuOcQeNcI73HCpyQL55STLypvRWloyIode7bn8dwp0R1S3tLOkiY5aeIQYdXAPwPErimQ7yUY8yDh1PHAm2OzphX68vdl9/1KH3K0H33HbPoLzdTHZOd23f+7Gzw9dlh4byVH3K15AHwQGDDJXsN2deLTfyxeE+8J+Wx3Jpq1r6S8tjdllMWi2aNag0laO53M8fSR2J6BCUO4RfuTIzi55TzzS7vXbb7kUHEtrwuvpI46FxIu225URy0n060cToMXXgnOfrVXbNjUIkpljv6Sx7rfRdXZn82DiM9z8Yg7Z76sWQ8fMy6qCF/1XJDccf0HiNzno9nl1XnkAmvrj+5QzWsPy94JbxE/Vjx2HwysY7gO0Fwg/Rm9pGJNKAEj0WPUr1celwRsuRxZCC1iSGG0twUZjql8qm+Rbvg0BoWTleRdh/OANc47a7lBnLbtkneUYQql31dzvrQNiW1xZgGwcQMXt3sOZvDaORh3kd2qZ2tIhW8l6ltK2Ate3ueTd7BbZY1T3/omg0MAwMus3NsctkRNBPNpJb9WRpVzPcNDHIHCuPq98gTpJ9Y9rfkigkNlbx7KW/gBOD981/AQsB9MPETJ1tNCF5a40pABf0LM9C6pVhnY20TPIiBvTCLUb8UbcAKbECF8FNy2S3bGccF813z3fMFjehP2OgQmQVZEF2ANbMUzd8gk7FZzsQ6lSAJfXq5WlUKJMHSv4wxqMpocJcWbp2uUNXAUDfkm3xoDvzxaYEKWA73VMCTeqrELDoyia4kyyQpgYAwxAM//vGP74swEZaDw9CPeYBHah60Vtml2KgECUMeKMkK0h2QDM7SMywx5wAOcqCWVd/aI33H7yocNr5VzaVFD+jrgvQwlIQpSC93O0tFHTznNXX94FLXD2h0Gh4nskbPcQlBJTlTBsvIVmXoPoVzU0wua3cdTR6n4SFGhmViVyvo9qMlkGXlUYQhqpEJUov8qITzqLPuuzwQBOp78nHyfOo9v5/6mvNk3qU9tKcDbC2hfLloyJkKUr2g4tscJkVE1SCEYSqGjLGJ2yxvfu6rgKMmVUPx0/z/YqKLyR9Fs3l+TlJOAJSc2CVBrRaEyVnI/0qe7zjKWy1+nbiREFWvTlzNLZO+klhWbjnZqumfmyN1U3VSs2tyPqL0LQj0U8dEN6ZFaxsP14XpMydmvDIeueu6a/XCNi9oxAQP8AfUO9LSrKIkFDXPjdS1EqQYJ1fjLCGrScuyEGST3QTmJyIEo3upjw2sXDM3Nj86vzx/qaJR36QjdTHM1uRpYgSbolQYpq/9ndYcYnqZM4XmwMnVgCDraXyhniQRZPvYGFa9m3r5KzofvFiiu4lFlRhe0M4Fn5F/4+OfVUPglCHBksyFtDtKdzCKdSZUiomYXOYUCKNNPHYcCGrDdCm2ooxz8Arbu0dmjNIzuOA9w61FixaVWB6JRmJkGVlTxKD41UCbZ1zh/0dlTHSlOzyQFyJ2Tu2IS4k3Js56IAGQjMXWGhAJcCrQnb8TPAj7yI/Y2pwiBZB2aj/dp8HYZrY/rrB+omX+/e9/L7Gpz8kF7SFIwOMTycVlwIPNDQJMAE1iC3N9clSBkv9zyTVE2yQenPfUvKSeTUEIeMWLO05SUUKx+kWMJpBjT8zPzAdOHkAPvGxTQzLnBgxZ4F/AWghLmr953hwbtZPKMPyj+3PrZffwwNe0CFvHaATAy0QNTVQlXPDRi9tMsntVUGr+17cA28VaCGBac7saqEEJotJPfzrxmt9oRf7OaVEypcM6hhzVg0/ceATvrF2ogztZSyXQsB6ZgqzgJLHH0xBoda4tgf8wsw2aiDkMfpuFJUaiUbDAzKbVGpsCfDtqwgrdkTdDF3w14ctIi40tQTKoGRHCbjize0rrg+UIn25mxYjjC3+2aEgCaxEN6gIT0C+UQAaGP0mP2uHxpDix8kgC/OxyGlxOLfFvtsJCoZ9QQVOovo6GFPdV+lXCOKSoiX/geFNMhFEv4kBsdBEyCU0ew08R4KPIiPuUHpIA5Tw/+IQDGaAnH2jB4ffDyPUxsf3Qd+Xg+LH2w0LQ9cfV9/olkALoSUtzSU8ZbOj59tLBgZa9i/745Ns4yCA/3d5Y97hte++QdGv+yiTq7uHA+vlaHe/E5JIpPLSgDPaWgQR8kQJ66HtKwMBKcBLxgF+MS4AbqEa/++1fpxot7NClZJ+rkT/PwcqiBJQDVghhfo6THPi3L36a2704sywPIss0DQI8Ak+AImkmOaAyFIT+bD9eqUXedLCLqHezByle9R4rMd2Qnm7CC0wtPY2EYTUsgoSwBBYw338chX+tXS9GLZul7NiZMJ6FPGszKgWaoQMdXIRwOAnR0BgqhoZPuyEdiEF/SsEhVAKE0H3indT88krFdtEdx6p4k60+URM7pxWKXNHDBWwKrnRIN2dxN3DhMvQvP3WS60YZkgykTschEcwVTu3JPpzca9ukuUslz52XyIT7lf9ReXCIv6m48o7qL/H38KDQsmS9DVIfmbL+hkB+9YUJpJEfhsEv//y3n8uBF1zeaRjFDnyv7cNfJsWplW3Hj92+c1vOENFbt97Y9b316y91texaWD8ysPFOQ31XS31LELzfd/pGz9Y7DT0/71z7q/ure1rG2tcuHti4qO6jh8ubWQs/mdr3osBKRF4Jb14c0eF6zMrQ2DgID7IyHTCN1f25luXv+z8vzuYtSfC8QBfs5Z3/MyKtuaA4KIM9x2gtXtTI8q1NbwliCjgLicDvWFo4gv5EAGBqN2AbrDyhsHJA8/XbNnDtPg98d0QD9LATPHKCyZvJZV85MBRmFxqzUqMjBlTr/wvjQ38O7/gfGyGqJoIpcnlH87x/NEoI65xpU7XuP403HWcrBK3DMehawQlI3DpgJf4Ug8p3PYh/T3CXZNz1HjWo3Gsk44pHdtR/Tt8UO6JDRHAAuKEKolPZ3vFtz2GhNwtjjiPW+bTlQoERsSH6Wt0Gd2d2ra2ftw2IQF0Q6kF96OyZE1/MfTB1H6Cg+N/C1VUSVhZnsVh6kqxlDg0Lz3saKHMmZmYYTuKxBTRsZpGN4JPTKTyPwqc5fAPDxPlys+ae+d71vkt+Mb+XetSDlq8aGNqMlZFhhNGXKQDUGi6jIGIYJktmwNNhKlGUAu+mAb/qFtbm6WhDdiYGT+8VToV6hHksPgsjvwAqZhEVvCfBSrPQHKvEAhhCWjYwhsKMkY1ptq4epbDnUH2sGoNnGvCkbsPIYTEdOhIDbPICRmGwDOBq8JIp1NCAsTCY1dhAxS+EQZaK/1QLY3VV+HoxwKZ36Ia5PBGPpeQZeYDl4AV4WC2b1ShpmlogaP5/pVpaHQVvUjurL/4y7draQV09RaVaMMkiCfRDAPYAPamstJEZXdOgIvzRk2kWUPtdYRTkyujbyXg5FxjVgJs/wD7msQQsjIF9PStYEigC+xAG3LIIrm2o3/yynvcfrnaylepeCzBRPUuR9ud7qLbRydtDmp5wEqaoCkiyyubbn9GVIixZHItUn+G6+g+efCVhGyjCNjJACNSRt2fnl+bX1n9TAleQJJ1UUQMgjhpgPXhCg754Qj0A+OSL6T/qexylkgFOs6tJT+YlsCczWb948mTmVvKPvOMnWbF23qdx3eT2vHUhW3tRZObsTwwrzhlAsDHJw1fgKxSu4lWpPLdBdijY73fiSNjDR/hb9BuMpvDhoCC6WH6orJzk8wflUNSSvhx3mDi8dsNyNcN6pARA7V9LcL2f/puTnMs6q8WcfdOGSQgftJSxyFObgJuEe8WvTQp1Ht49M2dziAiapPPkddETmsEkXcZvZDjBJzkhFy3LU2wT8gd8WwSqkFR38iRu73i2RjTmvqSrNQbVH2hUuvn3vW2yIf/Z0OjoFXeNcAxfKdxwx6f8LXeNnJyOFCOGd2jHbv7EfEK327tTduPXUw7Ohrjcs7G8U/YGp618F/jfQlaZxtR3tG84lml53qY5RJHa07t/giOqeUUoaPWofevek98tyUr06NL8WuLUpCm4DAc//tzFcm8VmT1vkZNPjbguJ1G0hTy0+oynxDct8HXxD9lBkSd26jZJNsySF1kQ5MqW6Dc622QLqwlfoW8L7+HtjvQrDxXUmZ7YZSekQty3y6gP84pxpEJvwGExTKw8QAMKl/u6ZkQOCfGIq4yWccsbpCaw8rbDIpU7t+WPqI+Vu6jkXCJDqeShK4VUMomo1t8xXXe4qwyVXhWPfZml8kPK5heZahRVwFezVdRf7vsKxq6fy4jCJeIUcSpjzJ8sny+c1nW63hQ+RN4JmoJnw8L4igRdsiWMBY5KgfuMvC5/O36BdZOdW9I2EFwtXzUhEzS2tY+0C7u1oxIQfDu8x6c9oKv9B/lcSovwrBi1sSb6YiPVsk2HAs02Fl80dd5gc7UNC2SpsSk892hWQmQ9ExcmLviPPyeIgoeq01yUsPBWTQujffv3G/OQG+8J1UcaMkDi1l+X1dnneTYWehz3xLeNbCM7s3JGsrQrI6AqW/IVp2elVnkPry2zcrCATopjyI50Ip2hhaQQc+uEhzMmzoZcb1WUi2//apF6JSItPhws2yVNMZlRqmlJgdyr2QVcnpaneIWvfzim2Ez831RyZTTYAfO9FgwQDxicB9771p/EFVkQ65IzZlzWlPeaWz/XNQoAFfhxTgA1uBoXUMk0Pxf0D56OtEfNdmg1GuRMzplId9TjEACeYOVZMIxSQfaoywMYufip6snTavi5ata5QRNh+IWKwZzIefDMv+nVYNpFp2lwViMBTwfdg6teu9KzeHPTAefgZ7eTf6zg/Fg1buJMAMXpn6aj7s2GlJuO1lcNKRdtROFn98N8cg4m1x4VOQtPO/Nm4yeic5s5fTrAW1Ahl9z/H3WWVketbrUoIHWg+qrM1D8TmGlfK3mRvRwD8HQQR1ZVRLCqeAA0CBobAUxjOpmMamjIdaBBT8pPLdpDIcWAtKgAoMJB/rBa8eqlWC1rtgl9O/+xmNZhZP8+wT6aiQZZRxH1B9+fjXr5MpGlVuABPgw65bAXmYmYWFcNArmQ7ABWR35pfcqfprnMoVyujOngj/AMzaZrqeuVz9Cd0Uzxr6FK5Nqqa7hKYfLGDLxyKcoocBMNjRSDKw0kf+GzpC6gbbTzAOPyU4bVYhT/svBTKZsRsumQjvlnPPqSpB3by25pmuk51XyU0og+ePJfkLbnxG1W3tAl7NUkk0k6ggioM1arng3kuHimfrQaw3Fu3NKXyeBXiyD6tDMsrNq3gUmSV0NZlFSG7JD1udQfIY3I/n4r9PWpv79/AhaBl/0UAf3VHDP5nn5W/+Zm9SMiIJXL58kRDWZh2baM/wJRL3TtSAAukIG/BpkS8NMP8cNqyIl+bn2t0u7bbHmT2Lg1pAyqQq2RJcZ5BnZhyyM+faOk77OQSrPps++WQKYn3f0HvaLMkIG68E7hYGkgqi4jrX/lwK5+p097wrxJ0WzapT+XkvsUwk1FekipEE/ieIfbXIAyuHRA+pZhWe6VvCa+PANvdUOpVcJhrdV3jWbRngxSWwndlr6aWPQHP1G8Yb4YgSwPaB5Lfeihfp+lU3PZhuPM+E3NOT7DQERdHi4XQRBdW6rLDHug8BsbMz0WSPsq/0jk1FIzSIMEuD7Kg45LgeVKZh2v26Xq3OPcHNZ9ti4Cf/94CMQMkbO+Uxahfpm2S73KxSycjd9JKUsNkoOCJcjqAaNdUKu/WUJViK6mOzOf0+xsNIseu6QGgf14GtyjMU100XqOotzJk/nPBkGmzsb7qxUq8Fw7da1pXtGYF7hZAkgL81YFWdrbtG4uHFlSOavbp2WnjtzE4TLDvdnTVxCuHQ2e0lseH0pB73HpI7S31fTIalpbAjZBXarXOG+FzdFGy23XDcVt01vFXuGFMPRX364U/U+3DSwcuZMgZcE/jwft6a59uBHbOLKxz3JIjU3QC6Lk0dgt0UhqSfBDzodO9qTaX7uU2GTqFQFcrV82qG8LSrOrFe1ciPtKebvVaRbTlomhWBf/dRXPaRSZkaFLHOw3vYPY5noeqEsAxmNnzZD3Ql7krb2nW+KViDd5mQZYyvj28REBmBIX16yLPC6c5UMZlldeUFqU0VsK10AciGuDhwXbA7sNezMdtvn2+TY4iGp25IddCziX8xy7uLiDa/ET2U4d86+/yEtt1/jXHISmNyMPaxqa9ZCLE1JmcQ09izqxyGLaIqfGRAhrvZuKcAHxqhTNSnpqfgk4N/6Qc/UXBlTAyl3jdflYKrYFLcIlqLRQvt6ntDYH4PfVgIvFl5t2dy5U6KdauPOLNWu7GrwHArqoMQ4mDwUhwU3TXd9eNzOGSsxFhH84c+DzLCKU8Jd+f4PmrRywX47eDsonu1SwG9ViUWauJrzG0CVWhmRCfhkgK3jrXUzpUhuiMuJ63XJlR4ptdSfPlV87nauxkcagXjS51AJV3glh3If/eBz6IQXywlBUr994XbngpcNxlGc2WD788OefOM4mLYnOiDSp+mMY1dK/KBDBkw4kQ5e+rgYlLLbmrzLUclN7n4cQTDdQgsWZnvxmsyMKa4lKoNkFSqt0dAloXaqCbODHcO8iQwdSO9GuXbE2cEJ8RNrWUwJqGYJagPp6AHGhwjtfMf49sAnWM1SX+RzjDRXXzEm4Q0jlTGiR5H7ljqPNDJnlKVKjxFEcTS9PL+ef4Z9xDkyc1NN5SjMu3FRZT6wRIhzmXwWH7czEUadde4FHj4IoENl0J23YgAaeEq6Psk2QoAPvKil9aidkAp+OI/BnwZ3Ch7oLXsy4ePYzcDBwUHVadraym5qLlOfVN6WXM4hEVpH6mdSs5Ntcop6wXzaJl1dL5jugEF2OcF/nQxaE1lNhatix/lINsoIAsVeFFqElYY/bHRqHRjp4qXhqAgqtFkExRPhGa2sBciHWFdYVNDiIiGtd7MBNz+1p+jo00RYyr3LAZdYu1LYGumgdgmOCY1+a/jJi21orCGPtJVSq+6B0UjegHZKMqHvlW1U7OOoQa2qtdiV11C/NL82t1DG1HOqTBsvoqiv5q/4HxDk7HGkVDnNHCrrJeSmyMmtLBlDTqakpfi0ItG5ij3UnDgxexc0pj/LDlpDkMQ/irQ7XiTYlgAkq7YlhHGbaab3oua3wxbBKXWB3Zd+X83vZZYYe9wAqKbCwWLnS+4oAkbRmOjhSL786tG0K6ppZ9FSunBzp6+mVlXvUnO56LQWbURdsQ4V0IT3pNF/UkSpWEHAfURO8mtC9M3nFBE+9bunkMWQjE+e1ztSl7DsOf35YcPxrJ/zyJtWJL0/5sasfSFFf55xZ37i9uK068bsPHf/yzI88kGtKDYpDQad3rDr/w1PDCIvztuSq25nB5IiIpUKsjALcLeeSJODfX03NYJPLchdfNofZ34zwzCITtzqTJXfJlVObtICazRqIWpd0avnaNGSBTnoBeUgj1FiLL5peVqLnomMmuvUGOfB4A+peZHMZ1SDkAIx2SrqV6/TnaDYjTC02eZ5suWOlZfpPZC6+kVNwTptPBFaQS1C0K70wuEA8mLDwHobfzTsqNq+B9UESyKEDkVN4k4Yr7aiuTPIt2tEgS+TKw0owAQnXc2HrpsCZQF+WxW8zn3WctKLUahUwCFbrOowtwRWVrTc5hPWYby+fnRZPLtVtd0IGZfYdk1sMNvghPyQHeSho1vD9N9we5B1jvVAkqc9bcuc8Khty07xTMiKpzY8VNwp6rm+sUCG0IBxv/cgPfSd1t5p7Ep/NQqjMDC6UHQo3KKFuP8MMgHqYA6Ongws5rxgPiy95If4F4zVLm2VbzKFnDw/N1GA4rxhKA84rAr7T4XR8tDi6IggrZQTgXwgNcdZPEs7eyGKT6FnrC29GNzo1GjzOsbRFFwoHYxZarZ5dXOWECzC/K98aR6Nd+b7UTB+7lVeDrOLd4WEaS1ZDLd+iN+IeyyvZ7gTmXxqHKlBLHIpDLTFyZDpcNFaQyK+2dmrQIpi7aOE89UI3XyulFq5rnTGW8+jzCkDU8cEH1EQr7BB2xD2+GzGsDJWhjRsv6aDEDpMmaVdAFnt0seDVb7icLZGjajh9MHNgdOfzS9rEWPKq5Iqz0dnY2GiuqS5vSkgF/eFJ6abrxiRqesf0juTBiOFwctUUGgUKRH8lMFZd+ezMsOzZ2uddSQhnVz8DqIjmrH8hVuSS8MITPTh5I4OktlfVFrPZenpacTGeoV2dq7po76VhnphSX2zrDcfLJ8RwVYUhaoSI5Q7nQ7xWw7lgcZNrvWVMM+QdmVQbe1Nrnqo1abrnVVKxcdSkaubqAfadwtbsahsz1U7pA4K1yaVcKCee7JVpvEtsNclVNBhHEXIYFi5bHfhOY5/hNTHkWYq3zOgNldeTdyLveLlfrRnJXImH07qRmS0CWzdW1aNsd0mhW1eqya0otVBHHV+xpaowKXWaPQKQPJBaSWpNAQbnIaU35ZnDVcUJZ/A8HHralwb9zZtJus1+aq763kFOICf09Cied8quOa+7We/hJ5VLA0gAGRhQLSohmWWCdc4u7wHpodim7BvC1ypQDNIBm5S6ReK00qduKkfzDtpj43vGcZUNh5SYcKkXUEkGl1c4u4KIai+yy+kg14I9lQWWs7t2FXZIVFEGcsJF95xW7VXtzT/KP0rJTQoTucorWoOLsjs821QLEFj9ymgJaI6GTMb3gqcj9Mll/i28Hcb3/CeV9HAXr8OxinfC99bzmhDtCbW48lrDYHJHfp/836kEq9gKQk4oiOk3GdxsHdu3YObVhSliUZrV2dnpnP70LGhPri92cBfYFcY1/J2S5Q8zZ8z/FPdP+N3/VP3MY9Zxu9RNcAkB+f+b7C5b4c3dxvX5jVmj14qfOWfueFlZX7Mhrb2zdlFb7SIZw7PKTt7NeWkJVgLgBGlECqY/A9US/FipxTYWv1I8b8OKdg742Z8yIy4bDRn7k7gj10Z9i2+TrJbKuCwlyHAIKITrkSgcg6PQVi/USqtd/ZcovHcCyjuM7xzbuPl3UkgE5S/CH4MVZR5ZCAEHH/oCDmiDuMO5OABRBmwdadBiVHMAbICrlwx+uf/Z1ew4t17viXsj3oVo7muIayVIOpB9gRHy/ww9Is2qOp6kDIh6/zb7MJWSm2VLDLC9U9NYkvzy366p9hr36CwlYBq0Q+X79ntGtnc7scVusQt+YXjHezt5l8orUyE7kd50d7oncOHR/7ocpn/WwgWHRXWXegI+z+u6hZ4+8aD6uAEWL3yuTIk5sanSQ5VrHPct9C007uGinl0v1CC5bCM12q/vF0Bm2ESdzDKq1JxnGU46jxIrNK8ExRIoj/l0kXnGHgLP7/U3us7kUQJEF8V51DdTJ8IwCWSLNfAXY3DGk0dp9JA3fNSwdvKgepdljM/2jC4BMLzy2PQxyPirXUoJHu8rBA8Q1A5ofGrDEJw6zLSojKe96tNGiVIo32uUZMTVM824dLeCpz9glJgWlijZrqIW6CwWlILIq9ROxYDaqpi8qvNr/U8zTIxnxgFwMX4+dTd31+ElhSXijU6LAjA80DwoS11f1058tp34M7q55okJUZe5OQbRgAtaH16/IfXIgNJq14EN64Ca8fug1+dtzU2Xy/+KcjlkjYBDAH+1xEBzGPCB5Azq3tVUSwp09/TRyvA8CHmXVDn7DUuKNNO4/hqPLadvgDF2M+NA9UN+LzuOkiVR+zHTOr5RSfHmmEK9JmHYkGIFdwDhuq/rztdsWm3sXLJkiYURWOX4ylnkyxta+2oLeGDVVwuQicBoBDm4hdOf1fty6wvt7lcta7ywd90UG6aQziKuedASpCj4dbL44qbZE9VNsPuq21lbyaZ/Xddf3FkbWUjtf72fOjgYwVVB8sdc7Vd7CdDqPuQwtVEwOXLYLA3TwQSYn9obCoNhCoeEp30CMCD71FKXYhVYeRaPqFNQ+wjCtctbcJTaPUlVb6tnMVAy1WIA3Ui9Q4I2glpDQ6yBLLXcgMxn8OeL59dijKbpl4sYFIyNUm+gYJrGHJlCPLC4wgOWptoVpSZB/f98mUZGO8xuXs5is5owBoat7Uqx+IQA0Mj+Osjermho6M6zyD413LSBGapQGwouhsH2vc+RBVTpgvFZEhb2Il3AU8JMQlKmgmurb+kCfY1NtSupFovn19UdkjeCMC8HFbmxhijZh74Vi1WNwNv0Gz/8tMOsOqrDKPz+d76ivwCtAxPziUbqOYC5vQUz3U2i/Pr2CfDxxx8PKMDHAwMfP/1zQS7o45nrH0//4oKEwLBBtj7dKn4ztyZ5IXsrxuCzIo8mrnGv269WzJzTSdSJfyQ7oDzFvae7LupzbI/3iTQVlIbmCSFiYmp8YRd/B38n357aGxb7hHKRoM97zXIuw0F8kqsE3YRjhhH34opaKRKanXeTt113dZy1nv1mk2OjoNlhLKxKtMvvFyDXVd9R+Un/mtA67mXVTcEt7QGdNA1zGMV3JzRiVmB+XUXAlyfXWEdcbqVdfLzaUi1u8Gtuek6Y7JFHvqsu04Q5uEvdp90XOhjZiCg8e6gk3lftidoqfrO4Nfme0RPYQvQkUTES2OLezNtCJc8+mtNwZbpdZDqhOe7EJxjVPhsuO3EX9KzfRtixMShLaeWH88Tm2AwBJrfmepBtyDYuMsq/gAzL+e7X5/YrdNy9jkoalU9oa44q7RvKaBjzXss75aJUk+Ucb9S/Jtxd+CfxPQWmZXi6IstFbypYGYZ/neQQPuTpirWqzhiuWP8f8t4HuKkqbRifnnvuzb03916SNEmTNKlNbWpTm9JAU5tCkGADBAkSJEiQIMEGKFJoCkECBIlSJEjQIAHD27jEj/pZx+xQxzpbv41jHONndrbuxtnsbP1ZZ7uzdbY7b3e2O9bZvmPf+d2btPxbUHf3fb/vfefL094/5+/zPOc55zznnnOe0+Pq5t6DUffLrsjQ+Xn+Ws9ZztoumU/5jvSEDbWaWo7dmsTVMTvHcS3LrolHMi8ZnpN0mPb93Oq4jatyvWT7zHqVSWJxaFQLLYHxXvo3wt/QvxlAR3oZttkQzRhSjIs2ie7UijRwjUiG3IEpM3wbtbRhraypsXqCsbGV1yt5g2m1lRlkella3i1r0pWnyxutyrt65QXKZxs+M4EoImtk02srJKaDEVgzw2u1lqXlNDKFdGBzsQ/ORUV5MV6jXNlsBT9FAQp++tZbhTsKLGWj95bc6+JFqmilZpvlKX+UCMpt3nWux+MeySrjI8JlM83WjdPrzO2p+9EzrscN++fDdjrRZzgYfakYZ3CzZJXW7N8g3BSpzN6f3yRcFlyrA4mVAVHmEcdrmUzu/+MgSIR7SdGUIWUW1gjpO61HijAO2lHwaaZhT32nrJ8ZNfoZK+2646nCPfQeE3Xy5EkVw90HuL3HryWrZp5MuIeP9h/KWY3V6SflMaJ3zPD3pYFqNFsNW0ra7U/QMvOCKTBm8LHx1d+Hcg5q5D4GrY8uDi2eMGeA8I6LrqP8Cb6GSoNhPFw2VaaGPbB4twuUaZDDF6kgm5R9uWaZFjFXme5L35PbxMGwh9g1BU7K12c+H79r2nVWKg5SjE42hgiV3HVqQRx4CfZe3tw99eCklN7Owfgu+yMzXYlfxH4RMg/qjOj30OUAnsrRrbpnen7h/8UEp8IK795bkhAvzKljDIbVYCK8sN6K4eYlMW5nbZWK0lAAq2hk+1MpqABgNUVRmJmtDWI2lDgpZjsLJUOupSooQAKRWFmYgUPLTGzfBcimUZZTkFq0HcOoKrgUg2vY2Opy0T8Ve5ZgERJjy+dQZbUkuLYRY7H7kJuZvTwAWJL+LnLU0EPKIItKHXm4iEflrNRUxgDy5HaKzTkLuDlOCyDQW7Be83dgPcN1Xr8+5gQ/5v4Lv2+dSOH92HWXEfloWb4+vDW0I7O0D3eummSVxSlP5y7f2kErurmkY6QnUZHY7X02d4/eLXxhMhw5SHgHjrm6/cZBRa7WRxk1oxfsj1fVVeqWZRHV1Wib4YHpVfl9/f+j5MLA01MHdZtiwh7Q+Zj14hZvo9Vo2OQzGlpLno+c+PTgSe2JQC1RM2vsB8RyAgl2p/bHH7QsvIHKwDITQrSOPay2TXk8yPA96MM3kFIfCjwW3ik8/W7kBe+zNq/f3iPVVnnvybyYD2cX2RG1+VZcA4sN627D9lCgVq9TXZ3uLSKQftzwgL3W2mXtynldXTfQD7KZcOCoMDDTT2vjo1vjm1OXzDWjcseqOcIysWB3//bAY7eRZzk6s9yAGJZMWIjH7M/nn7V0aTwT67+lN8dOT50xH7Ydjz84tD262ADSBjdjoc1sw9PPVbA+xssMlvfdWHtpIa+Cn4uPYQoG1EwwXnEHd+5f3VlVebhcABaZlbe7qERs+AlQiLRIwEYKoYUAHnQu3BoxG0qobP6msHfYa4q0jMEx6NW67w8bZh6NiybKbTwTooIjMjkS6wmfsjDGSMznXRWtHz80Q5h3TSIEem668u8KPlIbjWag8YgVzKq/0cKd5oft3gRfeNS7JmMInVQjQ9hAe36r6chwd3jN9Crjq2pki+eiHLgvTD6T1IJnE7wkzl0D/M7Lg4Y0277MfIc2Xpibd5OdrFrOfThgcO7cSQwWTpqExYO9i/PzbD3GcExSWKxTUN4Bq7rDASrHArfqAeXGUgy1USEwc8t07OIOMc5W7j5xWsyQ3KcZmYCbv+e2gAsobphKFWbpQ9KYlA1GcstbobrMXMadNImTA2XZskxh2QmLHoZzZ4e6ZF5ZJ6t0sphNywxyg9wjx4LypBwCpWK7gi4X/V/JdYaAZOWi6xy7mWUQY1bAyiTLH2qW09O7CGTRBpGisC7llV9TWKhoKeANtpn7uMB9qCxYMAB35j+39gbDRbgYU3PWJBjpXDncpRiEELSGSJYd0hU7RPOkswOJm0mXsJRXBMq8smUTLG0yH0fXK0J0TW9tPbdE9Wfq8hEZk4I3sVVb1gzAGGBIEQ7xZoZFnxJ/B2sBx1tIcrytZeqZ8cIC1do59pLfx91xDB6WS5o//vGPD1pB4Z/9Tclt5dzdVm5UHvQhEs5x3rvwf/1XCDxSJgEzisHzO+1C0/nkLvfTqYNCDe2utpHVs83JPc6dzlO+TSMG92qh2f/4h29ec3vcG0zQh4Wga71l20/pbfJtdqxzm2vtoCW+1fqks0W/eHapRko8Mrk1T5vbQ9EdG7Zs0nbay6Zfnoq5Ns5sDV8e0GoEqkY/6NscaBpX5/eeS/o1NTne4L1TTydpyaHh3ljDtddKBLPuoZgqrr1IhIY7XrMwX59AqyZEX/nLCNmsbWyLT+A5MPrCnk/82k7hDn2Xtqqhubn57aaEx6n6KLFz6vDxPe8ctr1guzR7krBrwLcWp8od3z1alVrn3CX3GA5O1FgEEgOxLr1Bq9dXqQ8tzR2dOp18SR2yhOnTo90l3S7RjDfitx0ZDLnPDDx71thzRxZFWpOrUhb98igqRGceU59zPZPcE4LyskapRE5SWzGNX3tyBokfTqt1lX1rU66xNcNG51MZQu2TPyp/NGvUIlab51kObPs5RqceIk57Su0xS2T0uYEmQxux3QjMO7ir+4nsQQ6Gn/S9lL0w0CRc3hlfeaptzcqRq5ZTXceOmU5dp9W/1b3avKngOnngpkKLb9KuLxabZVt2K1dyI1t7Nt1edtoV3F39qPpRlRt1TW4NPpG0z5ej5rlZyc0lOfuCbcf0drlX7xNabpRnxzOhE9GD3q2u3Rzx1mCxcDv3B3Ht0QEjB9YVas24YmJ/5zOuo/mn0mrNwr5NiY2pruyTfWvjjxu2O3aMrbGZR6uG7pvWB9WeHa+NHNZ0E13BljFj+oH60fqZUhOqeSj0hH5bSbf++dxmJ+jcwnpM1qs22kBwHedBBwPRwfOW4yU7S3ayCSSfLOn2nnKfkkgNcU23ppuLY7U5VvuBH1jm7vSa8M7ck/PS0dc83Ct5LXDg2muz3qJY+HzhRwkH+sjkmhJWQPqeGOiaF1DjctOqoizJK/w7XpN7XAdcB7zeEwaf/lH5IyU7virx+19yP+PYNeIZKXPKjQeHui07ivI7etS7/q+eDbkndzh2sWLoe2ZekpMy23Hb8entH+Wf7NnVs8vjtwX7DvbsL0q29dmp07ORm+RTw4xe61usYRUADy2khxTFva4y9gebx8x0BZp0/zKzxNkgpP3Fz1QN2I29in46wH0hCdFRup/esCLDULfuQnQqXArQoehQeBU9LEyVS5TfF0KnvC15zmZMjL5LnhxcTDK3bo0spOlh0/QrvjOzHsW73HnCQ6VjTHTnEC1fIXmyoX5drYY/00owFmS4NFaaf8qFuMHXwbIOEIUtXQ3b0+t0tqz4clI5hPdOdwVxHxVhYjwPakaDvDgWhEJkALT/+OrBfz3zuyl9z4pJ4eyeaXaEqJdSJQDrohHKJ1kz/gzewpm3af6mcZBXWbO+Wo9gaWTzsZXYmprVJQCc/khauUnNE8t0oLK+YZ9UGViYX6KVxTD5ltam182qrEDJtmK//IDpwkmL0eLwoJOPbfTJvOiZWagFLmAga1289jevyOmu3d+S2AlCGOlFN8YrjGQ/pi1TRay7cmXfxldUzfC9qA0oXfxec5W+ZkbVocjslVAd/D5iChlE6NXTUcPeN2O7zKc3znZaMSuu5anRg1Ng+6ywYQAet8LmGJIDI+CTQyHmmySQAP22lOHf9dUaSocZKePCbREACfTKJPKlhp/uqD583AN3VKepnyhtK133WfmOFu+TDmGGZ2X8qJlUH6UJPxxbc/b9k/ay3uGnAgus+BiV5v1ZlOH184TIe3gKaokrRmzI53msx5U9M0G6lqYft5zved4t8dS7ESPMAPliy9LfagkroMudC7aGAf62HHw5CM//laH619AN8qjT61pw4eqKSeLgej+xwoM0WoEG7CPAwTCvQXpaD5dmkeMK8pQcnDj29itOMIsf/N21PdsHke0XzciXV7Lw0M+XUq0rKOczLfhyEwD1v4fNO1bU4tubVO3Rle5V02sDvOR6366RFZ0N/gdOdoKrA/Dfg4bc8um26Qj6uOoe3SbJ+bEX9b2Wx9z1KBhC4t2+oJ5W8WaensBp7WC5G/p3euU6NAzkMpRG7WOrO3jGXcHaEDSvUVsG90yJJnCN0GlI4xXSK90yM6gYE+z9SIK8pwP06bwxX2lVZGgnORsLbtWVBvkpsmeBnIgepBEDJIC6ZuDBEkQimUTzrli1VT39kqrbxsihr9m2edCu4gVA/33BR8NLbtSECDMkrT/1B61kA2YlmdWCDPXJEPzyT1c2osjm5FMNTUAifN8B2ir++KkdtBjR3p0rNp9YZ8OrmAutYpF4519FTB0FqFdbNEu/o0blpMHHU4GJphKQWPvfu27pHonaaJgSyvddcZDJ2gHkj8dD6Lt6EASfOOkU3NpgIX/67o4MEAITXPe7/zfr4fCp6LZux73/vSuj5OLkFrRikvkPrpIjmHNzovTjvuM9WEh159oZ6BnbJvOWu1Zo4GiwYaZ17sGCOFdyoFkKAfYsUwmACPzq52JxBTdwoPCTENQU9uCq8Nv90/FUHA7FB1kYiN8UMk+AcBREorFoNFqBA9slyn7pH7PQGNNh7OBI26Rr4lanN6nvw7hl+NicbbL5x2n+Behl3oEhbloszySY6fKJ8sLjBT89Xf5OQPFf8gUGuTcYLKpGblpYgGBhBm9AKaFt2jkPSNDs0ExVuIfmp8yzjAPRV5skYaWwynspccSw8g7JcHOYE/V38OBWV8wsvIPHVGlaZdLfwSOrtEiji+7g0VPqID2qO3iESoV8TcUdPGLKQTByJ4+E0oEE75nzKM7lqgr38PyEd56WLwhURgSoWCLThe+QREppRkPqgkfnnEdI0TxdGim1mtX675bwTkB9DaTkOO9KFRvyt7KqBpDh4X0oA74VkDDNyloA6+ddABL4GQSbBA1iGaBQ1h9lE8GAC9PBEqDFNPCbamqa90Mry39gpv18xv2y+2XPy7jjZcz7Mvq/vSz1GcXNFmiqk/Q6FRNWFEGRpAdoGfcEC/zNluaJPDFD0mfHjpoEU7vHdtNns14t+G2r8twagSiKcY/D8Wicewvx/wT6o44oGDNwc/bDt+STI3TknK5/XeeGcVbhBqvNRUX/Nq0aBhQhBYgrRN/lqaexwC0pwiR9x0y4DzMpOqDAXDer9YWksIjirjlw+3vjCthsQuTAWeaVy4GP4Y7zGlL220oeMxGh5oGF7pMZqOb1oRv+/Ke+p2lEA6LgcpNXONZmKbtgOLzCzCNIg3AaNYKmT4K8huTj9OExMiuY3KSBLq0OJ1gWOhAbG20GO73znXekSdB1RQL+9NWFaz2Y9fi/tv322nRdj7akdQyWoH2E0yMpy5IjtAeP1DhdgzvZog50ntEtcF5OAK3NujwQ7Twq1GSbHSf1ezS7vtAJph9iu9ytM0SACAtKXBYx7ZHsdIrcGyR8HeHGrKwSlECyYACg/MnVw4dCjwzwB2EETJJykEKGUa+2sy2B9SNBxGdLrJ5BuI3HY5DtPZDOR5Vjvt4/nD4+Qa/fFkHXb16zfv3adRGwsmXZ2rHjq9uu7Wlcuq+1tRltpesygXypFfx6qM3/EN1OEGnwwdm3zhrh6QBQgyOjcO/rjbvdYOfbO4bAZgtihxvEkvOdiD064usnKOcitccntnTZQob6iDbQnuXlDUaHAckiPvC1DVjA4OOJiilNDJo6h2utT6txr9gkHEWiyAzz0VfsKBxbPtrlZBWfRJWnYgZ6aOve8erZJ/24/oFYW9x8x7JzV3KFOwySKyOYl+gntYj33o9sIE73qgC6d+OgXJFBtq2Jwsu/GQOf1C5/jdFCx46I6T+nwIVPZ3clFpvcfai84fuL3ndfz9psc2dPqNmplovPWp/Kd/jMmWVzcmB/JEx/vyR4nxi9OvSy9SFOHnKbrcTNEpHcMOHNWmxiH8zjGmA1j1tvSMigNYUEzWrePyIlWW3uyaKcpJq9TQZTz5JbheXary/cXVosL+ZA4Ijw6aLEhJtzVE57Q2yGLuoXOqEf0wnGoevB4S1yV/JUUYySbWHBHQRpR4DwMqNUpP1O8mSBJrDc9lQEdbJacghLVGXrQldH/SFqyqDmF+VLJc4I5iVsGkwtcSAcTGDDSKLJ92DwxSkkET3mhiqEPiw/kERCdX7ShBnMASRaN1qXvz9c9tJPZjD5Bi745IrhZycO5LvicF8eaXeBro6ArrxfM/Rqek3fumEkRxZT0xPDCErdOUlJg7lHyLdicV9WNZ94eOs8zrH/pXmDW6HHfa0Z49vpOS2JU5jGitM1DShf6QIwSidpwCxbkWEm2RQh9LJdBBAMKKbK5crbXWYFSu7I3mK0AZrJ0Xmmh9cQh3FYDBhRsOE4laz57S+//NKH9cAeOACHa9Iv/e7LsUMKvSpwphGMXUJ/ZI1wT+ozcx6TdeiPtL1Dbj+/B/N1q3aq2qdXadCwKCrTA++RG8/+/fZqq16107E1dj8HEi9Q46nL1SBrsHMd050JDdAM22HYGJbGTgXVUfi+NPcQZwScX57J8BnWoYC6C+ixJDJb796aFo2Wo48TqAdEBJ7NoRMzB/JI0VXTO7KGg5I23+KRBvsO7tq3JoK8fxJrAQqc4AmuP7sJa68IAFn+Yuqi7pLmEpw2JBkn7aPviKuetCLcTOzWFaJJxiZWc7O3XhZRBbeK4sZbjulEigF9yCAUxfkmrOBpxbI8hUrZbAARhAMNM6TMNuWrhIsi/2IJZfk9j5/0LNW1bgiSA+LzE1bJusT2oRecYFCkOVcMNn154KLtUjFo9j7hwxxkH5G/kFBhevj1m4pBHnvfk+7Nx99UTIqdkZZJQ4XiFn2gwUBy8yKc+RUBN88AFADjphukHfwOPijsBC3Mp8gklI5b9HTTJlRuR7GcVjEkZWLs3Do0CgBBQjwoBtVs0iRo4qyYsA9VrKYkDUoLcx5cHiRe2BiLze9lrcqUoTKFaG7JJoA3MrlpGy0kOby4VXuCpLyknJSUi/4v5DlNYJS4wCWcZHkEOEvWGMS34VCAV4gxfKYwyfQmFxt7/7v4yZlrln388V04mkOkS7c6+Z1iwABFXYEugZgjqlPaI6U4it4SYZWAWVpBCgLoHBe4+TGcszKTB9/JDOwmZhR2D7PcGAbDoOLvZEcAqzvSC9xS2JxEOGOEH7+aBVnw6quvfnz9x7pw18KPfeAGlkKgrdAwakbOpuM+13kOgMQJ/3MdLHQ+l6U7zg0+P/6KcRU1Yo9jwd7RaOp59znPOeg+5z2XPAEDzw3x4kjqXOrc8BwUkyqChgUtC2pGxf5zuKoL75o5CPWGelWsn4YRiiefpeQBzlPHQjEhTSGinW/nq9mnoXND57jn1Ln0OS4i58aFyUfzUS2jvZ5woDfQazhlCbE4C9s4h4noRJQLrGMDqAqYqJme3iALod7x6Hh0HpP5RIoJqQtQxK4I81TNp6Gag5vdb34uxi2mpZl7Ut0E82nens88IXJGct2/p7enV30TTnfCbd5fM5cP53Yj3q35zkMx3A0/B9/Bz54rAvfMFQTHdO6kau5u5w/xgqTCUTmxyIs7n9U9btLZAZd86hw2dIEtQ/c9VqntMOdv+p/jlB6VA2AQzz0Iyf7L9XkDd5iD5RZjn2yrvQNClN/H/yOG9bA9jYltuj8g8UlJSZmHbaU9CtFt71V9/G88yA7yehwVqSKpkrIAYsQ+EN8IpxVrxbB5EPkwyioqH7LXbPnEnp9Idow/NvZYNOL+Ud/zk1bC5HM2plZm7uEAbZzzLzHYNBOSqonGTiO9JBqxncmHJ17jgidq8+F4KZVBIqBiACveQ/hkryhgGGQps99CmYUOs+TYqU4FZy7eyb7F2Tts9i9Ptmpl8v3q/er7OdC9vGNHigj3tk4ZIrSEHr+lR1DTDMcUHUV5FFYFezFwDgHuCTZbkAFBbIubN02ML6TLZi5xk1K24x7jH/7whyks3Qsq5JfA5MWpwnpEH+2gZ7k+c5wZYAjlTPlc8hh2LcrHsM9+y/7nmfm3Em6FYMlDger0sqxOp5xekDO5n7GXqfkud6p5tG3ME0bGEC+PuzqIVC+oFk8booydJu626nGPC+EK9pdZiahwTZF79uwZ4//yl79UiZslrJLNgVk2ttraHPBKThbvkeY84MD3P78NGkYJM2km75R8njCRpoJPsxefemIINe0Y+8XIL9SsVmO/4+qRwipMLwmpCq5dYptXFb+HhT6+QkkqBUAAuCUJBYMYghJaTlccNzHc8uphMSClLRgQDElyEpKCUChNs4CWtdTKFjllcRlWASC3FACzyAMsJOVL5QrRPxwzTFYUMavb3c/hM0LJaSPb9s+SffxthYUYy4E4BFhpoSq5RdY301FzJzL0iJ+/tJj31vcAt2oCM7NZobCA1agELXuLM7PRI2fxqUlB2zzaor/BevldkJ5C1WwZsKO4W8ElN5bd7oYuHa42lmnvyT0WsdE7gjwCn+zOve4+P7V5cFdqi+0x557A/o4VI8L03gEYeD21lBY4kZQwea+vORM1PD1+OHvFnRis1j46SOZlLUaXe1XMMXQydYLe5ds73updlATJ8gGbyWOV5+HY/UZBJlSCyJ+bOKnents+5R4nDye7OgW20thBWjX9iLWNbhl+dpZQbauZenD6qvv1WLOvgTZPWMJbOjfnHhNWaNoNx+Q12mXFex9za27m++9MgBctYuFCOlZEmpxbOfgZh5D20VtQsD54K5G2pcN2HXMrodOPGwXa8258nopOySA5E1R3tHSaVEqJ1tJcpCEtHKSin41luGskh/ay4s4ty5m5WKm9NHApOuwkU6SR/z2VKIlPK4wW327VZ5LPCKEQMd1a61zV3pa5KMvSxPHjx4187i6XNI+jKkBXdZhjD0lqJcBjK/nFzKco38h3U9+T4zARUvSZI5744uhiCRvB+30RcsS0wgRUVfHFkcVyvonv+/4ItvIUmFZzETItE73veT9IgzQY5mwuWoUS4Ugp98oBcb/lQW/zjCHT4nz1PeF7akJNxLl2c0jUI+ov5145MN47F2rJJJoH07WR+cN61qcYiZIDJ+2kQ5WEaXT5xA7r//hHPuuP6d7HqiCQ9fO/xBsgrPyseFMpxxhKXF8rZEqUImXLMmc5t5Sg0GmMMUnWcZpDN8NEmNHyXPl1s+FzFsTrPexzS6z8H3zpZ6hqITNUzrRKihTHCch27hJSzgJQkeoCaFkAc1a1cFi0qzVnYQfMW3iaU2MBsBdMFvkLi8W4VbYYvK7lyrkVtdySWzYVbg0ZxDhbRRjXpBW1Y26HEqdwW2+z8Mx96OQsnc8ZOeJGGhgs2LMEyusIjDKjDAAjHBpjpeMsTLAwOQdTBZhmoZZrwTl7VOywoo8d3HDn91CQ09rxwglKhU2LhQVuBQNCc9q6WxqTRqUJaeFkGDgmnS0YM2I420Ekdt3qVX/ZIPuaL5sqwwSYwC7rlDEhtmVlMJLBUblOTlrkLnkBXzIqT8g5OpQYcQdj1NwnWs6U+7zRpRsUq8oN5Y1choWDfWbLZ8tZrx78/0GifaKiqFLU3wjriiagR+QIkHILHznsRQURsc2Z2YSFbUvspQngjKwggwViivK3T0rA9oIBL4aT33qpzMkJKFVyB4EUW8EpzpxnBBSqxhucGaif3alyXH/8nupB/ZAKwty9gsC5iniDeQCqIZhAhEyeoeBG5TwqQCS6rcJQ5N2k5/V9rGaAplGsnkWNVBSNh1XeJCiugqD0S6mCmBSkg7M8K0iUscJQkZGxQkBhNwnABekY9jE5IUlLU3NCtb6+1ipzy5mA/G9XJnEyIaZhTMoKlYDBh+F1QdaWLWJznwJ3EWeIfYdA30misbmiKIoz2wj/Bwl0UaJvK5Zp1iGFTSumy0XwUGOx+Swc1iWbE3CVshkWfm1t3PWtt9ra2pYXXt96i3NgqYTzAdpYTZD1vO7PPbfNebUVHNqK7xDOxYrj8evxIZRfCMucICs23dODbNrSt391y2il3iTR/m4AZkqzbvfmIeCAElT9XIk5Ve6WTYHcyiAqWTbSPFKaP9eBTRJOIkInQBjgS53QcElzKflAiEhheXxoffhfUpqxBWaPv3OiVCDnGZfFDS5kW5SX4J1IdjuREjiAmqFpbcfiWOlwBXFUErQ+Q4scjRrVtwEwDjPIb4KPTj6W3KR9ZKo2LXeB32Az5lF3ggrflyn7TC3SouOwBG7QCz/96cSxtzXSWbgm1TKB+nZ0GNX4FNGP5Nrop8YXuir68Iknw5HhJ4WNOlLeOFwZEGke8wdjFXkydEB9/0xdYEMUGB7RPD+5FjMzo+t9sRTqZbSPzdid4AZtLph1e3VuYmLLyIMdAGjgT0/88kMn0AN8FkjNpX5+Go3yZ1E5ZsBShJUXJvYC8RR/w7V3z6xcr3xpbyW58dOKv0h4NE+FEZgHZxgyVrq5voQteSHy8/WL3v2jBEwDP3+CVSFC2AjuI6b5ogQ2gfl5buTzUewLM2aGVrhx0yDYwpnD+eZPE3iY93qMiTF9WB+WQlOoDXdjyz9Y9v4Qr4NvpevDSKMF3bZ6WxyAFLARTVk2qapNipopMfe5lOzD4rgfdSJClHozhn/+Wb1izSCaQV24XmgAISxHevHTp9tp1IScHwGNAhO91Ut9pUFV1EbMiInf2SFBbOQYgHZeCPYBNyFw82y8ODHBi9CTkJwAbpZpKbxykAfGkUOkCZshq0qIKcSMaRCoQdZU2cHOTp61NMu/+GYn762UePMfM2y9WoSDtmUWUIKYoBEmQB/IojOoDzbW/lqP+NAvPt+zjwAfLbVDC/SBALh6FUUk3BzJONxEYJu12BCVZ3z81T7EzrPyLLwkHII0GiFDiAd2QBNq4NEUTaXJHD6Cj5JxJIXWDUIH9GNW7JsVgg4wiNe5+EE8uUDLG+FleTnivXGGPiY/KEcrz6weL/29nK/jqXkhPqvYjWBfAMEKE0LV4Bc+kgiUdp4TOxeiBpHuILK3H3QA5wI90b76yiCwgDQGktialooRPpjEI4hg6TRwCEaRngUB8Y/jvJMvvTcDgjCOGliKppFRll9DpBX1YJ3IGEDxbicxAWZBHteJPMjptvdyLCU5/scGEdlQWzcJ/hJFXPD9q0P8IbDu44+jUIJLkAho/kpPfuvGBsGKDBjm5clhJsz7rReNo26W/X99L4JGUAfiR7UIKxcK5QgegzT4YMumTiLNc7ASmIIpVv8fIipr4rw476qdF8MPHZxmG9tOXgevk4gSb4Mp7MdYDgvhtKSH6ucN8O5UFX6jxycRtiY8E6vsl0eqJnjCp5cJiS1R0b4qCYiuCOH4moQkwYTRVxN4jkzhI+Q0mACHBuk+yklmUC+8Qw3681jFSEUwOtKdrELPuM5mTyVO5dcJ5KUzxEjHD6lcQqhrQ9uK9fcUV89s945X9nfolwSbHF3erjETnDSlLogGL/W1yptuqYMlMGXoX5w0keoVt9TGfvBu6xiYFxEd8W7r8CEjD2/1ou11BOpCStYFsH5zv1It6VywfNHXYw99pwwl8HRtH6qr+z9cxUPYnOwe+a667uBVVoVgJ7Tq+xeZT0zjs8/3gy13qvqJ7xX/LFEs/gj1wxqJy6qH5PcMEsTeuzcWfpB3JloS5+ebjDE0jI5YvGi/uMcZOJ0MJ/BZcrwjt197f4cmhU/g0SVZhXfjnMhlqI5d0RqB8ZycbVE46bOyauSa+So6DYlj/u6ZWk/9RGC2LlmWu0eNZF74ndxEgNgqLZg+1w9ywIKATcck6PXH49bVtoV9ShSMIp08OzIGUaCM1Ip/3gfidWyV95Kcq4mXWejR6XvVvXE0Od/ALbtR7Q7ZWTG7UfU6iTu0e8m/aTg2DVE9JNt2dPC/pzWUs8U1Bu/QIoYwl9uqyYOh0K0tYxhR6SUa43p/e3BP/MXk85JAlAmEudbJjhgw7yEtZSP0izVNE0BL92P9yk/sz2TRAVICQF2cUJcOM4I0EHXCyV1sU2Z9IlRRU11vQGotpf2PfmezRmxOQbPq2Fvek/8BzdvAiYxqhuzARxEaGcD8ApMwcrhzwWhZXhLk9DQPCkpYZcx+INwm85X/qxt1QKd7FLgb47BjRYZtGDXLohUZs0HkfyQjRZHOTf2u5p9QxBNGmEEH0Yln8s/0PYuu8SOfhqpcGlHDB/rS3408tD1BfdLL7KVcHZFH6fXeNsqiGBPg5gNcQzvxsH6h5NEMzwj6FjkNo4sngZnn4KGMrTElNfMnF9IGM6KHlIHp4+tK1/RcNrOFOdSWbps0uBYRD0w3RzeHRQ5Bz1H6gaQGhT+pC8NEe9zX59NsmXWGlvnKqdjWEV68vac8Whva5d2a3daHp/CoVw7c3sQpIsR2c0a+uw1d4dbnFhvJN6bw25t3C9qHGwQ9q6L86H0DPA8y9dKv7KiPkNAfvLdl53suNEdOgpMn9Qv1C6MvGhsMZOip8EYt8LDVYLbMiMxi21SgXYIdYruClzJomOV6XmYlvEgHYlLG7MT9w/LRJSXE6K7BXT0LEw2Wjlp3VbLuTcMeWxh4eZQPUI6E64GSRY57Z9l+IYLkl3R4hraZXiKxBk93T62LyKAWRI8IV0se6JdlLk1slOmXSWMvB7EgFv5R6EcBnpenfk1g7R0m0x1T7YPRwT3TdVP36pWEKWjxiT9pW2E90Me2wRVxcGwMw3f8Gdv+DbnHXPEX/7bEk1hONHxEfcrwcGxxYF/kXN+53IX0hWCvu1G9wHL0V78cP5c7Nw57uv1PB3h5ZAq7qqPr8mt8Up+GnK31N7dhpm5L6TRAHxzfmKDyizMiDS+EZdCqYLez3NBCLNAif9FFUkAHSg4Y9luCHUfVVVZZYLVjnU2okqi7U/VOwWfZZWhVTFMSG/LF7+lYG+EJNw4+Z0DCZ1xd7i7VsdHFA+qpjSrGDiDTmDxueTn9ulbHthX6sSWTTdeLyERbXuvYNdnac2bvlnYDrD/Z1BHKkf1YH89B2vGeZ6xvzR1LQmkLn3q2hICYGznXS6txQFH4LCSnS21iCN7tg6KCR0l5XzkJGAHpwu/qZRBR1M7txdSguB5lK5eWjDGFFCUoSf7x/WIsKK0fYQdERvFcvMIZdh9/nECEoHDh4OOcQl/WMgjVmgxvBiMjYCLcd6bwGAW1JdAJhiF1vJeygeCCz2wLPDzWzQ4mH9No7Mhwk3N1lFITuTVdObkZOacB7MXB6125qXdllCFMU4SBkEZVso7OW9JICwf3+9DsXp3eyjucbBa25WSdj1oPU7bDPa1xfUvH83aoviA/7z7Vvz7NDCIges97uh1rNM2Oe+Z4yY40ua3AWANgqgFOVpJSoEApKztQFlQKAFSQlKMwjPfR3HF1sAIWv/wz3BT2dZPenA1uMAnHS2dY6BQz24CsjdvzCpjWYamrDNQky3QyoJep5FUAq5MqVIURqLNwsh2svClJXbm+vB4D81bM2eExA734f066VhEFcKZ5EUd11dpGAfZWU/c4dYPWdwPACli+uJAZUOSMouoHcGUAiZF9TF0VFItv5g6KkhwZS/dtnSNgtbOMRRv3ywfKvnDJb+D9hV7pElPbwCA6A2+hdfkPIZTANJLB8hUtUCErDNbniWWH6nrwIfu7mivcPhwQDgg/pEEU4RyuXuWcoggN5sEkFxI6AQc0UDE9czCoHMLXT8LEK/Qlm2awfmRhUJ8gWadZGGv0PBgEZirKWMSuBWnKSBvpND0IBkg3PkaHqIkCRPEk6RSMU2E+yrgWaOk86gA0r4/R0nJCjk4RGURhJYx0AI/xHQI5bsMCRJrfwcvwVOQWPRbkTZbO8vp5OWbTNBrFLciUYH2SGqWyfHYQR/eTqQWdkt/ZgHxBD08HcwuSZJoIAivVp/MtdYliSJSZJeU4G4H++xGsmEdEToygtN71YMBdQCmMchBHHFtdngL64/wkKcGLJMT5QV4WyPEUga7XLevb19ltQBNVmbpZnpk3+8Rfw7zolhyzR7g8suy7yXmVRg2x4IvJE5pn7NXh+1yWPquWyGEcLVHYUWmvnD38b3+ZPNajdVdn20pWj0EV0fcKcShRNXOm5IVIq32ZCnWJXEwa87JDjwSrSfU/v9ZxOsd3Lxg74KH0PssDnStGqF+NLZ0Uujbl+Hn+wIGBA52btRujtIOYrk5WJcBmzTqZab2/0l8zwmKYds5smz0wqZCcsp+eiGgeNz4y9WiJq2R/yX7/felKt91t18EgpsJVqui6+fVrbdy2PxvTLAA5ZlLSNYh4FLlyMdAob3oZErQVgg0xDCjBu667z5Q3+5GPPvpoABkHARiAqEa+IAnSAq+YA7mAexvBQ+HxFwcRDjLI9J7kTk/NYLVGKamKPdthduye7zqAhhylV5DcuicxwAA76JguxbOKAYWxnFEA7nABEljwOziqRD5Y8+z1mFo0w2t87ZYQU+XNX380AkbARx/pwMYAIGrM/Bjow7mrkRpl2HESGYPmJbllwfDIi56mkhYanaQG9tGdo4yVP3w2c961o0+h8U0tzbdp7w/fFybjArNPf7GAuo0x0xzEyps78ZhatcmjHUbG3rrdbxSfrJrx2RK3uydLc6W+zZ2PHorsD/fe7jlUmni18vVe7Tu3e0yVDihpX2RB9p0bPa+TPClq/HxbBdvgCGQzkOVURPyXmp2dZdryJpxlTaUb/1s3o+i3K4yspnVTVCFbbc46pN5bAwqVzTR3nu7P+gpdqgfhjrn1VOt43RaMvXgIOQ9F/3B1QpgT/HmRlteHCyPCyJ8Xzbp8W+d9HAu0vIY+3he2DitffdzM7+Pl1D6NE46SrnMD0bFHbKtJipRxC5p2UmzzuBMA9sZ2DlAPWxplV2NwAB4bwuoCCKCYL2L8r8abIi1J7st+gm3LE8BkGjWOY2T+fP58IRnHy46X2aSc7K2Y3NClwUu3JxkGGvB9iTpeEet5vwsgtSO9wInQ/zKRyyxxvKrKxsCc6aARRuFjZssr52x4uBgLbSmYFWrWLJlpTC7OyDv3q+gYOUTo8AAviNGY5QnfbnqzkqzYXmkCf8WWr5vE5l5sr7p62Xffg0PmEWBpnrNNqiK90MloxV7enH1SBy0A7coJvggcqXqbu/gY0Q72XXy4aoSrlLZlw6rIU9O7MgeLYD6lO4U2tPeIfC26VVm1JGb5nAPT55wNJB99t2wscyIX4SwguWsSm8QhS7Q32oteGcHHcgOMk07dNW7DDLnOBhgZWQOCTE5yZgphn5eCdPmNZ5ugE8jMyFywDpyGMic658lmaSwswPyA6/Z0la6uGN95OL0XpPdm9o7sFPbQPeoT/aF55/Teob2ePX1rZ9cVfafOOF9V7TI/YD8fx8ZfVHVGpbZKhkZ1KHtx8uS9eUOfOVDD2QDUcNjbGBWjL1fPT94WrQNqy5sHCa2ihxRepD9y/sL+i1vsxf4twRH6dIAJKl5NlbMXO3O6hHo1Ul7YKfKVl5dWqE5xMHNoRhpVVhELg1cm42FQ8iP11fknK5HorQDThgybd4jiuF6caHVx86yhGwZirCRok9GcZb0ePmdkcIIiIaxbxs0PFPSaxiDjF2OnQOO0ZEgK09KxstEyj5zEALYRLL8eamW6/IeEigmv/BTCrhmas/dH0MdSCFh5I/Odt+U8i9pAipvFujKu4Oz0ReTXAhh2atH1PD76mwzYgv7k2jVb+aT8GnezlV+7NrTMaWJfrk2ZSqon5eEKQpev87bQS0MXcyetTxH77Mfzx7L7wgci9+nL6XszT2jXjblCZyXHOw74jkW3xdoJnf+eyfVmt9bDgW1r8NnQkmI4y1Y2ndbQ2ckXo4c4SHV6yFFhMd3w3o4D4weLaY96w032h2ZPDz83dTTfNXZA9XTkvvz90W3RbemqjkrjieEn3GKJwLjKS2oxLca2hSeER2cvmi6YG7UtqdOp03LcS3LgOEzsS+lVTxa3/XOClb1Lwc4QYhGFO5FWIVZfI6NirGrCm3sICzkv101eLM9UyLXQQ9oVkUphYHrf9MH+k96E8GL2IdcqzxL9og6D2yBvzO7gzA0xowauLdE+wJkVKKyVvuilp8vf9c7ZGHCSDFPPzS9p+dxuXlCYdBIoCUpPsa7VxbOK8sWJRBKy+tmNyUPWP8Sq2RSDVa4GVJKJiisrgESSlXAGYNjuWC01SAtiQZFTUqIMq65NlhEyDOKrSSWGY5iZmw4DQIxLJ26avWNT5fYYcaluB8xM+X9GqioheYNeSrBHClh93sQ2++tBo3hjgdpxyjtHqJ8u0nlc7AUFXt3OLZZdChNloxgAfxjDxBy/dDzxreQoq9+vw2QAKIflOQk5JiHKNja8ylHjkjvm6HAqimR8UROGLFeELFfgXdkCWtQyvUz8Qzkj5hiTLW+G27YUZva++qo4w8e+Fly2zf3mfTpRNwsd1bFTHre/nnFUnLDtmz6cPmrf73h0qrxvb/A+vbKv3HqP86BtTYAXwiTYCLRAHRxA5NCJ97uaxqAB+fTrd99WA9V2D0TRDjhaqe7WdAUlqZ6So1o66Bpe6gUyZmnBmBNnWvTH0pNSagVndw3Cy7JnmePMHlG7uFt8WHpEdE28R3BYtE+wwyWagbImwQAUXSsB2aNNrc0HW5oWLW1sbJEjX1vB4QoMO6QGPy8Bn/5154pvPvjL5o1/eP2vZ7cpFBVSkUKm/LJCXCmt3CqtEEtlGyv37pWxjpulCoVM8cVBKSPdKpZJGZEQiCiRgNkkFjFSgYgRURIg2CwWSAUC0ec6Vz7QIbcdGNaEA2mV48FoQxxIkBDwgAFAANPxv3xhAL/RgU8//PadP77x6u97f3vhbMXuynPVlbWf1dZVVVXW/KSxolpZWfW7rrf37rii7JZWvr5N/BPZDsVruxWyN0RKmeiVjaKNvat/JWLSiIjb+D8KbG1DnUFYggZgHKEDASQOrXDTGEKaMUyDRlEj6ocTiBuOIdMgxarhk2AIxJT7dnwlxIT7P39rlscdBLy65Ze25f0PrW1rO9Jvya1c1na1eRzvkirFVWIlUyHeIq6QKmUsgw4elopEom0ipUhUx0hF7ey/tMrEHK5StisryL1KhQ+YDDXNtSerVlaubDxes666rXrZ5nXKlZVtTmuMl7gQ77Lu026qaKZmKdkM4kDTa21wCiErwwhZkYVJ5E/ncAU8VNteMQXwytcqRoEBSVmFxyxkEM/Qg+jwUTlBwyFkCjMhVsSIhUEMTLGanBPo4L/p2XH+r9+dAa+/kwGvv24AR45rQR8IlqVZHX+YJyGH0D7st0ydmg0m+Ch47O0+sI2pgeTbFgSv+IkBUCeHwBnjMhcW4sdBFpSAQTbTHDKASQijX4+GQAjNIrPQjOaQbbgUO/h7tr5iBzUAE8O9H2Di7UGAr/3Nmp/XU8V2Yd0foWj7VUy8ZSd2+sqZrw9C6rVucHx3X6lKY8W82MjR5AFwvAG8iZ/yBzRdIgE+tprCajbjGD5aLm18O0DLjr22Z/eVTa/KVr+6kfGCbkbAMrtFsEXQLJK5Sr0gqfFtMLjlwRn/rN/aQ44hnUgGuLsaktJP1SBNjcN//1MI2MBLcuyctFpU+fl7y97e+9O699+HO8UCseCwYGk3NQiZg+P7oydtTsP9HS8PoZnj167+9g0PdczFt7cQwrijZ9PEIxkzWv/V1Yu/v/yqjm8sn21NC+ju2fuCsZ+Zj5cgMwpiVUwlbHXt83v7G10v2p3okk6peDXEGYwdUnRiTCN3cDCUwD44AceAoC4M2tTIZOADO/yGrGSZDHafHQNV3w6yGjeBfGoCgaXR9hFTh2zvzh1hs/0MCv68wQvW2zuv/GrHv6nAmt3VNXWNNbU1tQ2Xd286eG5PbU2lsmJ3RXUV+6usbdhUU1Vbu2bHGXxTVduHy9euONe6QrnsWXHbWumJNmnz8r2tq6VNJxStq2XHllU0Nm1tbpTVP9vYWHuwdlH1mdqlAtG+5ur67gZl1c76ijpmu1JZsVZcgVfsU5KKfbIK6TnB2foPLlNGUP3b6m+MQO3TL9YtTqzqaXLw8gyNmBGdvx9IgIdZ12UCnSDZMnRupZ6c2lv9a2+dZNPQY+YVZvjxJLTpYurx+nyd/0knaDWLf6cW68kvVLpFJ9zg1XVr1q1fcWb5muVtrcsGjj778+M0fP1sU/uixsb6uvr6xtZDdbUrXmo+WV1d29xW1xiAu/cOmGcfate2qa0bNxE0ELzOyiP8w7lvheBKTd1rW15dfXa1DmMH1Z4A39baz0gh234q5pa21AAwy47DfZWx0jP2Z07tRSsHGrcShvQGuRJLqbI4Fqzo/tNZ89PebewIFitB00gn9D9ZPYPUgq2Daulm6kLz12u/rMw9aTnnr9biITDO0OBZzQNxwr+wQ2tdlmg1R9XYgH8Q+mvy+90g73OEXM8lAolA7tDkwdGLHasxAMKlOJygp72uC6T3wniEnInoL4ttl/9rF73ugP1Ri4MrfofaRQ7eT2wjtsVOxU5x9x8kECUNes1des4LJYdLDg/sHdjb93Lfy86DP6AP1S20veiBAy/3n+uAkpcN3bf2pP11/l3/bftSfWxcU+xNO/5FsvU/qz89u/qmDjWx3aF0KIVnbu9U0fsH7//ufnVop+O5f75nFSju0rXK944037lzdZtTZ/6h7rVyCvyT/avt6ewTf08Pm1w40enCrAfTu/8Te9mEa8Y6Y5Xv/+d72qjLuIbrazu6PNr0ffONuG/1+D1j90iCkuCsdRLOrB1fklviCQ54hstzLwyGnTWiFA8L0+TUkrg6oU6uTLRxnoOq6x6TSxKB/sCMf8qfO5Q/ZOwyd8314Mmz3hf//j487/0v2Z2kyu+oWoy26g4QQuPJWEO8Qd0z8YhhcZi5WcVwr3OFLCHi8i1qxnjrZHAy6Gh3tJvrzHWJVzh1I0iM9NidPfXhXf+8ypFoz9Rka0aeHt8yreSu41UaC6uCTD9kPjIBNc+w/WJIP3vyowyQ068JweSmimmUHU6Po+I+t/HKYKCn6gd1mp4H5M67dZuOU85dfr39SS0YZQy8vM36SJyY3OzV3q0jTfTE6oLov01hpIOYsfhdQlSa2RHaoGgVUHhhlqvNsOGW18F10VZ3o7w81F4CfzVardpnf2hLRhc4GW1JINvGgeZREzEWtiFhkA5oWdbkj5Dn8TMksKJsEWMxyCSp2xwiQPJL7iMiB9niNgFFiJErq9JzX8UyZJo0UKS1MIOXZpIM8Eo6JHIZpZVxY9DR8uny213ogmFCB7noY/J6vEjB8iDlk2QBdT0gO1r9975lfcsusL/hBy3ivM6jN1upzIqwafbh4X/xvjTebDVYarLV0Qj9sqUmf19eZ6vv0cYb5gL1L8+f75Qd84FRXgdkb05itLcmf1E2c1F9aebneWKK8GFC2lP8bHLFTU+Xf+AqfjZJEIAg1aSKBA529O0iPSRFAhxytsAxKJMqCku0oYw7yxiDKkpLcUdjYAyJg37OxC2YojS0pvBFwE9zZhcLWxQwUiSVVYkgMwXBSOlU6WQpCIshlhAPiBVSdtjOAAbgFFmvbGFLc3puDTLZyJVsrCxbRo6WzZbhbH4CpViATcg8ctAhT7EwN853KjhLjdwyecjlNKOIl0sxbntxB/5/NDunaI53Rn4jVtlaCyoL7PiJBakoHHxd2NQ2Rt3MnNOklWtcPgTwE6pGwfJ5EXf4NbfUHypuZjau+PzPUhF3xAgl+EEcp1jMgsg0wjIdXOe6RbqRWrl9A7asQNA3NnT55Bz1bzpkt1H3F7GZW1aeEEfKOGvbytWNLOMKh0sz8C7Mo1pSQI40VHMnkYgUP5CDFCWS5lE/VmQhQJXNeNePf9zcXDTr3vx77m/+19zc3IHMgua5H+c0Cz5lf1Ma+2oj+NAA5KBvw/hT7+s6rI9vuLz63NpTR1rPNr/TNbDLvZVR4e97Fl9dt7Njsd5t3SGv9XpPjT4dv9eJDKDvL20wwTCmxw5FeUKeBk0J+8H5r+vD/C/BOhfwM0F8AuaZUb4WrZFgAi3fwm8y8y1sjwAipBs38wxkJ0hgNCghw2Re4MS04DUCdyIumCrdCs/KhEhLvQX0xsDu7g1DCGNC3fyEhIC/nkX6+FM4JO0AlKCvgBbBW3qsBuJJSeNS2HQkJkwIav48joOPvlj3xZedMIu5WtGWoUtDl7zqZn312cuxGp8cXW4GBjyNtVyJ8mwLQD9vEjNFgpe1R1ykGkk+X4KjuLuro2sA6Uf27es4frzjmbNn9k28ElnUPACaj/346rsXT9bsVO7bXQn37f64+vev1KzHcXw9xWzFataTFHNKd3wIlOBO0s4fEW234iHe9hg5ABrT6/SyQ6/rOoZNwyaWTmQCmngsEyeJSUL/1NrsUyZoA0VmWZFR3ijPgzTlEC+vwDI59GFDJIFwIERYnsd4czREkYxpsEqzLcqL8gZ5IMkLvBB6wevp9AQoFRklDXiyM37g2ls0Dr3Q1yWy7jPU+jVC1A+GYf5U/lSK1VIDVA9WCOGDfpCDQh7N44pnCnAc9EIDZaBCaBhdnsBUGA1ptgsdAyhE4SQ6hcZYzde5SwPD7dmQB3EiHfFC8XNFasHkT4/tLjmfaQ8y6Qfi0NJxhyI+d+Fvi/jgBOzjD2EGcJdSdqIeyBW0F+HOvEygXHGPwAi2IbZPD1KHvEs7lmUd2UftfCc/vbNi71JxdXp3xjPosSb6DpegVhCsBWrQ1WXG+9uno4N7zPdzIV0P9KsJ4BT0EkzsSH/1VQmVgXrEukjMzIgngYmICyaPjN8TZVnqOe85L28085wPDCB2np/xMtPRdLXlKVPEcMlbMwhdLIumK1IgAQPAVNXTPPiE7UnrKQvu4cWxFJo7OgTZ8RqrU0fYsnQqnPw8Gz6PRBELf/0KQdv6k60lILR+wjPhybZN1NM7viVp8C05HkH/dw9jowPMnfugBifp5CyEcM0HoCAlKp60JKvkDNwrVnKbf6gZitv3A7VsH4r56Chd2EeCk+39TEwcFQ+JQRVe2VwNpThTizGAOyypqYGzHl9/1ib3yb3yhBxCPC23K6BD4VMUzVCQJ6bL/5nY/UKBdJGggK9y2UqGQxF+yGGe4I9RK1k0rZyl+9upqiiYjL+FLOw6WXP7dFjC5FhV/RYFh5Bg6e6zIg4HFgO0bFbq4LDws3in7oQ3Z9j9bojDwgd2NvUTrMIRRT65mAKFf+538eKNt35EzrasZiRyn2R7aufgKnXbwAsoqn5Rf9r//CTiCqmV4+T4Qf0Dksa+p1VdScp8X1RohZKjffbxDSMPR9d3vmxfOLI/2DRQajSmUU3P8MPGhzQGo9XBP0T4Bh5Ir/GcGwXpZ3RO9eMjm2dpfKY96DPsm673LPW2JVsDls4VN+c79FKygoNouV2Vq9CftsY6tzoe3sIhYn1htnrknpI9RXSyLWO7iwgR+6xRw/nECeL4+BMmJOVxHguEiwgMhDKnORxQY5894Ol7SROM1E4uHe82LMypuaeOHUUCtD/ynHMc9R0OHRvdfoOUNEo8xkHYMR4YfjiyeHg3B/Zd6N6hrluosXVbt9WKMDDlllfEqeGKUZv2kU6geyS/ZEqt2849GxyeHdltuovZmPl+h9S4MNfF3aPm4a7RPTNNFmNPQ9Li65xqDxybPVm8ywO6PRaNGcki6cu2Te716p2R9tgTerdpn5c8L9dXXHCDDFJxFncD+RvfBAyZJd4GIe2eq2Ksdje3bxUUT3wrGNPkjlTjttoBwJ1u4OX7+Vy14rQQbssYtxIFqIqHTBT3hWHzm/lgmspyznMb84q78rS096b9eD1Fy3yiQjQpECwT5BhWLcP7OXs6AMMK80vcqQ54ARFO8rktc6BYAzDubDVuD2BIGmEhIRUUdqdNs+oHp4CwEdRlhjJMzCXSVzZYVkCrcAAcnN9uWKCQO9QAUCAiS8m4DZsYl41ErpFzq9ascre8uFcwxlUUNnj6+gQVN0Xl4YwEhhVgnoItYo3yvzsFY0IAubMhZDhJzhU+nCv8Hj5HE2RE9Ti3aZQlplDIrBtdKF52GCWTtRSVVFAnBdLWwuQgxY4sbpQ7uF7w0qYBcApABvrY7N6Aso85nigUcP5ADu63YeN3SSAorIVSfP41JhC/8xYAnDqMYdI51vz0PfgPCaR47jwQjh9LBeMoxBVc0dWJuPWU86WGz5VaWooBSiBhC0opA2tNxaJQcsUgKpYBybDFEZ1jfhY21m9pGZ8v4bX1sBp2m9kyYqjY9XJxzJdLVNHkgzFpSqbEQZQtBVautGVU3URhWrYoXKCxES+IF1fyHJNIzjAuvPrG3SUM3ixh4IaIYc0poEPYB6ayDoAw8BS2Y3KqO4nVYHDuYJN+EGfF95+Xuahibmlqgc2bxTPlbPbXduoBtxzi2s6d80+FH1QD0IMUHYseO3de04OdN4KxTw5YCHLjV/B6Rw10cwY4JmsGtH1ApF06hpCVbPm0k5I9fo8brUA7Ss5Hz4y9cJkKnI8hHYh775m/TvIC2ojNtOrt4KqM22qcbJ3W67aEeGjZ6GHDYeMhiz8PE9QM39PQh4vefMfYSKNDR3rKs602XAd1q+InHAvCUP1K/szomdGOn1l3zq41rPftz3TOvrzWeHGoPPZ08OwwnnGPgFD7xL4+rM83eU/OHHPn92LTHafMjugivUooGngAv6BD1qVXZiv1Bod02KsJHLcgAlvQcHr4WTNf/kInqujn4QMvTTxcAto1cAjYKwYWT4G8QIINIB2YBtciA7iBcIKRBUZ6uxTiq/d5FyTQnq5trC6LJvCeFqEytC7IIw47VwklFqCps9OBB8dO2rDZBY7yvkpf6ZFZXpqw91Q5jxJYR7vtCVv57Gu5vjzzdaUJ1GAf1k7z4q+YPSpPyfmZvWbN8cmeEOo6Ez6sbXPUReGANIJYD5u6etp0dZENU3s1aBKmDzUPPzNtjdTjlnZ5+5WgxrNloiHf5VOPbujfm12fACOEVxtYN/n8R3pV1VqIaWz9+PgDA0KHCGUstk8VUjixOvfY/8/e+0ApdWX5wqvO/QP3wkVAoACLUspCpRQtVFBUjBhRMWLEiBEjRoyoGDGioqJixIiKSkUqoqJiQjrkNflCXiov1S/06+ppsppMqleTaXqafk1/r3oNs7p6pWZ1zerq1bw11Wuq13fvhSqpKk3sP2/mzTddW7nn/M6/ffY5Z99z7j33bMd89RX14nB74GpwVtqZmBmZGY7wXh4U2HHNmugcBXtY3dvSBdyblJf7L0ieJZ7dxjtQfmlgtkdZ2Oc/0I+FMffxfl03SOuCysouz5XQMucqWSdicbBGyAlkdJd5YxjEN5Y17sVZsQmUngtGQ9FYZxJSut2rSlM90FpYwLQ25nlnz60MQUPGwprSTo3KvmRrHF4fZB84oFtHqES+mWL4/oyNsO5s97bSC9kXM07/dU7pYsOd+L45CxULQ280rOCnn49dLoAKJlLe8h/jPQVauhd2Q47Ld9QHh9srWwlQvBh90eRQEqIvRZ8lOZQmWwngbZ5rDftLsm50PeDYLqScZe3gPN6ehr3+45azA68E94Y8fTqdgkdgvABzM+BxeWDokB26Y2L6OQizYe3g3XBLSCjB83OMRw1hoD9lfkG/hIe3zhnh2rgqWDf7p5JA9yuGwxqRtV1p8yzXtTVIDM2JRpvZsUa99z0zyMCxk2qFTxmcqQlljgwIfLONc366Fv5H4344OCt0yKqqdCh3hnb3bQoyzID7S8W2sAtPu/Lz7KhQk7icDg6e7z8fuuyEeq/3BHxIeD+vRe07Xvbyrq2PhvsWu6DudSW2HA92aCKcTwSpE9z7FqS01X66P7iNh/rIwdznZhtZ7+bw4Kphe6jNqGkAbhhOIBHeyBrhFKCGYqBBY2GuZ7LfWYgmz2WXR9oM+7yHwq6BC928WDQWWotdtsyIzKR1gWJFR1EuOIXulQpczWNqYZDoIYxQH/zWzdJu19yQh1MSIeA33hu0siizTWyl0LbvE2JOLxEDKdgIrJwiIhP8/p+twLCDt/fj1P5RdZK+RfWk1IYYlIHMnaqXv3t1RJl5WpwB+9KQh8gwv/M9DbMDAw3A+9zPYnLh/ZxhPFaeXlVFqpNdZloZpTd0v9r16tBi1ZLUc+GtQpcRHhT5wG4dGNh5q79Nsk+yL3Iteq2skS0N3e87ZZktm4trFPJtudbh08L79rvuG1VdVjInV9rAFn5oeaxRedrCIFCFETUeqrzuAcPR2F7EQbksdzBD90rVQclB+9FC4xYZGLxOaUDF3sAaxRxqXAxY9gaAuUmokjyzd8/AieIpz0WKTK9WOmV3wrd9t/te/LLHEb4duT1sLzUG0KvnzpaeEkIBDYn3Ov4oLZq7oVophJxQduWjtGlmmuWN8fo04aWG7OD0wek9jnqtmg/FDvH42bM8I61ZeRvIvmnd92er165grFOCq2ewfdDis9K7Csaots1x/xyV0Wsf6KzT1rIV/Wtoah/t3pIzvKb0dM1hxWGqm9v2NVwacsml2WNR76QO3y//yMywrTOts+0kO+weUhf5AtltAy/EXu7fn37po94DnltdMxRHHb4Au9CcnFoW6eF4TPHqwS6WjdkDhU5jshGn8YB1j7Dti9iaOQ/m8ZS/RQRKsIsNX6Ju40NXhCsH2jIcl9O7uAnOQzmoBzLualDqpvlBYYEm0H2itAKEWcGnK1b7FOv+wU3Fjd9PHI3gPX7JPvO+unIs06kyBqc/MqFLXEuWx01awbLVPORQs4wRYB35eR8Ibf2oH21Fj+wGiwlocE4PKYTVpSPtjqPCZyMtPS8Ty+HkCrta4F9EMWra73lVziwzZjihaGf4gkACPs6BPFS4Pk49B54fzcVwxHndDOlI7WI/1RIAxSbha0iwJjrJy8JnNSx7Y7WMaeMlEI6mPSbvyJmG42TZ4UWmebCtTd/+8C6LqPunqqAyNELEHTFIoVEdVBwkIxnnlX1qVgFVX/2qG0TD+cm3aKMsetY8bfh2A6uBlb/bd2ec3r1QuTZ64452hu7W37r5j1PJhw71Xqre1IOnbVrqtm59CTmNnfaecJ+g7k+a2QaP0kPd5NM7v/ZOVZrfsO2JZwLItL7WcXOB2GGv/I+fDWjaqLujaekj5gSe/f7jg0fGzwvcx0PLqjMDoQq7Ts0NVCtUYQvsgZSxh3MEy84D0VdcR8gf06mBV9TtZ6N7lPszvH7QXGmMAtnuP/smrO4MnjEg6Vcm34o1i1R6NCWfdD/uk5lnVuY85p48cKMi0+PRVr9FZdDvzIh/qUEGuB/fmX/EcTjsGJ4aYPUL0qDvdAAyov5pLjQF1MC5iUqim6XcGdzhtwzvED5DaHqRYY2vMUren4V8N6NiATNgPNamR+P4wfsF3zcje9hwAX131B+VRzhG4S/iwM/Povi32ReapUwUTQD2Dj6TiXJw9FAz87SUc3YDO8nbHWGuNsDb31tzv4RYX724+P1AUzW3mGt4RX9LYb/ZY3jZ/EoGEEc9t2w3i/sIOLcyS65MNaMTDc22uDGwbvB1+3Xl5cEr/c+91QMhwIZkkYqN2zqnFccFy3bV1hzVdTMfgE/F/wCYG4uM9L3QPToOf9mukfhInI4yEB+I95NUJKlAUjVdJp6J02m/C9OJk5gr6oy6o4Dpj7aRMfr/JIMmaZVxsWExwIjqGTcgz3onzvmMOheneYiDpjmSJrxSfeeIvuMkSN9Y2KO9tac65pqpCxdtAyM7VTXNN/8RAWUsP1unfkTAMFaeOiD5WvFxz+L/S8TRBqBt3eRdUgeS4M8Q6OTs3CgXDy8aNPQrEpza3u4U4SWC1JPWsVeUSlyBJ3AOufS+iALaMDFTzEEFIpTNI2REi7P2QixK0ItOLRueLxiGQXFqZerQVKWwSQvwsrDQiPY1VhpRzhy3OCue04YK4pJuyVpD9RWVl3pMgqJa4TTdtLVNduafkdjMr3GcxL9sq7GoAMO4lwBeIsBGdaCZ04TeYvKrj2MfVxEmql27va4eaqEF2lIruA8qCqkTltCsuCCmeWTLAWcWiqLsr2CRynHH2iZyNa6pfqX56bsF8Om79B/pqX6aGYFUUJgzLOy1C58fkelXOFmyl9wHskzd8oghPrvQ6lqb2JGBkOcJloLjwSvMDgLrQyLAwV8YZkmLWABSsu8ngREpc3lTNTgYgIVwEIThIhND17bMyyPdUI4/3wbH2FH+hoRAGhcop6a4Np6S5wTkpADuuVxAjGjkOsFKstOhIbx0O+qPnyxeUF4Ow2E4iNzKQTKkB3UiMbQH0YBR12+SEEU8QMcIAA/uYFSzJOCOdg82xBACmskAr4KMspllStBxjF5xLdcY6/n8UexU9FyNVSsvs7Fkr/IbB6bnuiyDesnTyVuuSF+k155eftQJ3bp1S4GG95XcsgWuRUcP24wNJpsmv6T/ed/KCkSRfaWVHH4YtweXCOmPb1a6cKXgHE9YfUybxvNADLbpOSahAhEBv5Q/6tAQ1DHaIhiBylMUCInBNkQirNpvIVVKEelDhAtGtsLlnSNu3j7SYX3RAjscznmRBdG5ccQQGXHH7PTnyXwmQBfzb9S5/bcVcb4ryglEzbcrt9gVjY3ksY8tJBLUYMwSaIx0ofFRpSNAS2wR2iRCTYS0xG5KVq30DGHDcO/d3BnN/azXO4v6DTYXT82Q+Mgf/SH82yh12BZ19BeMMpth4Z3UXfzbI/Eh+gyuUdUBRnUHHY1SHWRUC+MfR974QhHt1UQM/1jQCIlYlSsQIbkC0bF3SPg7/yLoJqICEewETkjUKx1zqqd8SAX6sTgQV5G4VBsDXWgXyi606X22y6VjIC1SMGUC+xX1yXNFIDyj92XPGtfqthTfJDUSClf+Z8zQD4a1jy7dTIjKbLFYbKCv8apAKtgI7JpTQEoLgnK7MI65X8SW2mnLBFZiVNvTqn+otsOkD8dhGF/90ZfsAgfEhGKcyT0eBj7AVTSN8yp5qz9KghU4Tsc1Mkg0JCEjCGrh5PCuPVkLQCOzeqbLmpWByKuuZ/pNVl1xWdwVd2VfGtmXNlTpYXiD2WEbbImpPcwSp7SeI57DYbMT7/xuPsysaChzS4XHMU69v3NTppK51JHzKAeIABOHW3FUSG0Yoc6Brx7+Ru1qaiCEBHOGmz6uT8bZU6Df3/UIUDF7hmAWl9KGMClTsYCzKtbY3cgpNI40kv1UDANxVJwmLxy8+sCXSapMnyQhAew1FqlDapM2TLugaPoLZtbHE5HVwanasA+3ssU054D5ObxKvGzjKP9d4CKt+IGb/gp/ggBapOhHH0nYGjb8CCGAOikMIfNaBHMEVX5n/HCNqI1mB2aXAOf4HPjo1VGuvPAfapzTj4dBEI4Kso+q72otx0+p00ZCTD00/oo6w3V1JntOFnx44MDog1kJCEAHDhxQUxj196EaHKi5qIevEjA0y3Ij+Ip8uvckcaalBBnm3nLNS7xi9LgPp/Dwbvmy30fkvdrk7crxCCqHNTLkZnR715bg1X5XwyrTXN/rvbbUVskciU64V38yNCXMUNu6dZJ1xrVJlIgq7kpObnVjKX/MG/MOXPaHDso8usbI5aCrvN9xMuvJTuFiK6zMwvLApuTz3a0BWcYi2ZTebtqRO59c79auSpzp2ihp9wUTvIZneFCC8SUhEwID/pEGRC+rthu25dpskG+e+Qq2a0jix7rNwnDqhv6ISjewATvvlke2Z06oLu7SXchrcsupOiqmpw9rjkYcJrHlhPek7+TgZR748u2eDg1oqVa8ty24MMaSgT5D4pX4K7Erhqvuw72H5HtoMcSezsx1zy7vTtk9NylxDB93HXYdDh3tP5LebtvR+3r4+liFG85GfTxGGHKHGrYOsYbsPy4cviJ8ObI/sj96+sOhrUKBaeY/h4F1akcM/ekOI3wkhuQhrHNoSWWJBmjA0BLdooYj1lZtg9J+1HnN4Ey0xLz6k4EjVZ961limylf0R6h8la6acLsPDwYp8ebc0e2mrX+kFPtDpblVOVKtm5hRlab+CG8Jb8lwgJKoWz7iG/YZ9iR2O046TvZfm9j68svpjnRHoalKPg3VE7JrPs3gj2jo0Ebzlu5tWuaVz8n/seQ/B6P+KJiDxm8H8tRmNwwfwtJT6W8T03AOy0xrYCan1r4wH6IpPZWa//JkDtzFA0rAT0Ib0Bgauxe9R3rcD3rvbkCtndZCbnkk3tsj4xVwk5D+QFoBB/CRaSnUUL1fz8vht+AiEJc5HqESwFZ4hr5p1OXk3qXDskw1qCLkLG33pUsu8C/ds0KoASQ3UjvhZerdsUvpxVizfWsIjcFH+1DJEskSO+yAeSCsQPQUuaOuHwc4ZsL2WEbm6/G1h/kCvpBt4+g5NkHHZ22gpbnQiPPr3EGW4GM61m8NBJiXAtWAIKQSaBvoTQDmleaVn1eU3U9HxA3b9UuNSz0itWTkSu6QcH8Y6kWMsLLDI0pLR8OHlxFya7PkJEV9Pipe2D805cK5b9mn0pc0y3oXDN9+4P3hVzPvxglYHEFD6Ixe6ifOG/WSAmsADQw8PVsfMF9Vdio6U5sK3tii/jveHxZYAywT8fgsC3gRp0K1aqiywDe/sCB5YIbprvfvhHdFAAgymj5DL5Avecxkwo0LZnA5gL8KxcEylAs3cZrXMOFuokfQtrRVTOrwGec5XBBp9IpbmEvF8w8w4V7p48P83MXNVF7rUWqbvB78SAM++3RSARthgrF3ZTW9i0zdRibG4AroFccaS+CReR+ByXlMGvqMsn/ygJoe5sFDeyieBdiFGIh5BniGeb9vgF1IChzt4ejW9jCLkG5J/yk/FD1VPBZ5Lq/TJXhtkbYEsO63z6vM9+2Jm9JP90kzOttLxQcbLNclXuNJ4ZrgfNcJ5c6+raOZVlp7vJj/98Upxsgw7I+SMa3Xx5XhWpU4SZXihyReqpzIc/YwVRKvbZWDo9xZ3OrY882M8ISQI4H0kPxsF1vHc0HIOuv+6Au6BXolVerG4R2j3ASadNv02xwKilzTkQiBOj+PG8qPnZHN57ExtpltZIeI5m4C7W7salSL5WKXdEavtN7XJw0R3x+LGSUXxr1gLJCUbgF864AeqIF6E7KyZ3/XbVnn+rPZDmxB94suofp0t54bWtg+0EJ9BZTwV54fi6PjFl7RKO53uyM3BAKB5mcmcinowx87ei34QibedlHMAVWTOSgfH2QHBfu4/M2/m+MSl8SUdSeYM4MTlzwKdU85+mAGn4+vBtRWUnIKOCm3GOPnerCyZQYnJCmROAzHYDqbtnHZSLRBxgj8s5+99dZbBjQJvUdeK+BngyrdcsykWFJernk1O0vWiSAOwjvHPku9LLa8ohta8gXP3j9H81roxSGHTWXxOr+Rnj04y/UUsTz1lBokmeqndMvtG7tjQ4fjUqdRcq5bFmP7NiuWJBc7VsaNVJaFxFgWw5sRZIhlUw21Gd6amJF588NSI7bBz8IREYfdf6twK6/x1jZu91SPseAHOCPTxN3V2alrLEybmyrhBhZVtkUWhRb5SZWkJB49oVWx3BCzzHAguA8hf0rcUS+vSetdFVoSbjV7+y5GX0o+L98WfjW2SAl6yFmCUmUlBmsz4ijOBFzmyp1clNO0YdY28VJugSMRclEpBxz4YBZTpL2QkYxIh6WlaQJF02MCBrgXrh/5lQAm8zmOVvMJQAqYm2T8ziDuElugFqaUf+AXzNFERaQLpV601xTCZ3lAqwLq7DCJvk/bP9t7qGdKEqQ783e6Lw9tkqH9SBTu3Rk5G7zgbdZjDTMzF+Tncwd4RyhfcXH4zTywvU39Gl+vphSeN7JyWOlyjDnUYWRZGPk7wxcjZ8NnP/C+kDQMyEazzO0J3eQ5C6oulbI9D48IuhgpX+7AiN94G0H77kX2S0XuTTuOzI+Qk1f6EmfwZ5GL0T/tyZpzHrBQz3ysBLARYGjaI56ogRTlA7WmiXKshJVud61nqqlZf6P/iFpM8zFfWeVnfjHq/nFiLNrk7kGdXaHD12uBHozuLoGpnSVgg2B9kWMVdO6B5fDDM7xtUpgymLMBmdbQpGz6yuAsxwLGcvUSwE/l6oYeVVQD3AMnWTp4Ql7ATualR288uowiWmCQPUQBPvsst1Knz07BpKqZUXmkgxe2ImlIs02myLySO9PAxaKEt+9c38tq9Wbe1u/HkXcamE3hTeaI4Q2J+4PgoR/7HVw4ibJRydR+n8VZOGTaqQTJFm6Q+24fv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</script><script 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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>
|