817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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j6wcEiLGdqodRm4D/kr2lpQMKC3STKnEyzFTSgR5y5MYxxVHLhLe7Nx2PTted+AKl/rX2hy+oYiQ4/h+nliQWQ/4L5FSy2eALh72d4SlMkHUkSGmKeEvgr3jEjow/tQcJAfKQgROrjOQVdxvQCThWheZHOhRy6uLmgqSQPf/ZIw14lqQHXR9RkkEQgqA8fSRhLxNOkoFaAyS6o98y1Y2+jMBaILXu3ZzAjQJWZtn6IWCP1sNjuK1jTbWstotvWWCeo5AwGu/QZ1XLAzmKD/87Ry3vxHGcDHk0fb3Cx//6X3y8mS4UL7/RdZ+uUECNbB778sQXj/dnb2+PjYeFQarr84kyVJwiIEyW9PoJ/fZxE2e73eGT395T/KCF5mMivgnyzaqE+efv/ltCX9R279crKDj7B2OvRF1AjeRF/DajXVZkOmXzj/7RoOz7//4tKAn6PRFab6ufv0y4lt/v6LJt5qCYvoiQnvaMKz9e+/zOj41Xe8pfYLLEHccH7/JVhqpvvIicmRqPnLWVjEWw2Pi9oanQxPgo2JZ31adVGRGdx7JSPvfrmk+k402MueTh40OHpBe6QT8b+G1JabvbasduWT+Ec0CXfUpqomf+u2JKWjtNX4l9aJlKzY4cvPeCfyLyCClyfQaRPlpNlZtj9Ixmmj2VNO5EZXPW10O+2TVqPT7pzKDal10m10uvJpoyep8FyRW/CrqrZP1IbabZ2qjbbcOmnD537zpIl1kbDMr3xQ9Ojt8WRY4HA6v/+yhrVDQ+uc+rDN//4Lui66pinGEVRZQfgfWYE5GM6C33/Z+s5/5C78qv1HhllMU+43UCEtIo1emSrg4uIin/JsIf7CNIdPfCn8R+7kLwZ4eILLFGYfEkonp3KrDc3uyfQPPQYxixMGPjcbTfj3P1I/7ACe6AhOQ/h0RdMBWtR8I8H/TptvOo1WT5FlSXnTlJudhtRVYZ30sFDoU/izgP5QsMTkWGJJJ812p/mmB/X5+wRKUrFe3Ten7e7J5Umv2XvT7HRPOl3ljSqfvD/ptFpvmupJp0l/2h3+R+3g08uTVrNJ5E2196alYoFYlNylP1Cg9AZ+5B+dk6bSfgP/ARGnadO/KjQHPwIH0Mg9FT71YK602m/arU4hMRZ4GpWIv4l2fMVeCBAZARuMw/vb4xKEOnxJiqfMwYsFVOb4iM4daJ52R9/50HpP+HmX+JwaeAl6Ssb/UhVja1TpTvUI2fG3NXs8SVD/P3rByvktgI2SWDzUFPwHbIkQiPAJKPk7hUxM/CTmUupPPBUmaq/T6CndN6qCckVxTptNGf8zTqWGAis7/LcrteDfdlM5hV7owsdeuzVQJVjcCo5Lq6Eo8hu12X4DYqkhKS3+WeqeDPBDT2koTeUNTNZGu9eC2QtP3kgzKXxAPwT4RWrRM/GfoUpUmPSm08E3QM0aoFC9aUq9htTrniog+WEaGlDLlvoG/oXZKcGqgMIbXSwXq/kGa+xAm97AfwNV6UGd37SkDr1ZbTUbHZjy0F1v1LaKf42m3OCrTFYbrQ6Krm73jaJgP+FmBN10Mmg12/Sz2uk1cAVG36H5nR4sjnS/fj2ZQOHYIrybbagSzG0oV4IWqSosKBX/BvgZfm716Cf8D5r2htOfcvqQFv/OsMhuR5SGpdO0xy39FBTfhb3WHBxkLhgl3DY7JwaeivFXbvc+xbkQcznmnYF7j2CTzV6XtfExSci9H88OZpPcgQp22u+gcsYpiKQ2fMd7aKgt7Ahd/KTIAf/yhr7A/y9B4zdC4jc4yOFzoJ/J3R49gWLfiOK/SyvPFlVW2/6ix+nVxU2Q/nYqLv49rmIhEDW1fLEragu25CatUbknXzah/CYsHFWVYaIrMGSwcbdA/sOfdgt6v6HAVBbfVFDDYHUJInXvD9HCmiEymLeXcqcLCwxWsdxq4Ksk2Psl3CMa6HmZ4u6lClHDQrpGiugNf0X4TVTHafZUdD99w//Cgmk3mp3OG/i3+waWZpvmnozbHX2RsTHtARTb6KCMUbA+MNegJ9rNDvSM3GjCTrfXUy894zqtznlX3ZtxQ3nYGnaOmWVN0Cna+8NP435QPFWJJkOv0QOFUHZAloM2YijwpQvqnHKiNFr0tw3fJfjWO1UazZPOaeekE5x28Av82wFBBuIaNb1T1ALh30aXyjptGqdYBMhe+K0J+l+T/naoONgwoMj2SRf/F4BEwM+nXSoN9UiQc5zvFOhzu12l/6vd7RFbtkIHmtf/07WAgSy9eXclf96dK9rHqaQNJXsyv7XHb5eO9tF0zfD7u+VGf9v6ejP7wzXfTR+v7e6DqZjK5dr4ernq7T7vurvJsP94qWBZ4/+5eXe+NN8uFp+Bfz5fbCdfRup4aGyvPj42L798+jrZSfyvPNpezfvq5Zfbx+tB/3E8HD1ezlRlMl9sLr8YT9ejRwWeLa5sVbkejheTmapefTHw79PV0FlyPrU5GS4Wk0H/aTKQtldfR6rgleGvOrH7UMaH4HJ+u736Mvk6HvK/n2bER+8fD/uLybyf5KX3Qtm7yXwZXM1UefJ1suB/r+i9UCfg/4TvfZwMqM74ea89+IzXaT5M9MNfLvTxZ09/+9gb21dvp/efwu8bY/0h+DyXbH3V27LVh52+Gy8MZbrT5Y1zMxt/uR72lff375tj+/yr+e6PB02+hbFxtp8/eg/aR7U3Xv/xYH5s3Y/t7v/cDHpfzZXxP5/2RnT8zBEdfb38cr+FXoJRXGAvtcbD8XYy68P3P77ACEr033wEv0HrB9ITjPaCemLAn8FIIz2O+Pbq/rEJf5+I98t7oOnD55H4C3xvH6FH7zf4nk87UfaX9xucBdDD+FeG35rRO+3ondtJqqcnytWXz8tPXxf25Ve1S237qv5e2v8PN18eHwzl8/pm8fvvqv7xaWt8lWzt3VQyhu7DJXSbuWspk13rwVgZD5MvOOjU8dDNn73Pf5kDXVn0xl/6OEF2V/TfQZc+YldOvoy3V6OJDN0J1b9fTGxsIk4a6A4bJvhO3eHvVzv8/VZ0EdBhs3f4+QN2IZ+IOwl+UxVcUNhN2GX8v4X4bzmE4VD5b2Oc3C2+EKAOM3WH78Xuv6LhGn+l+sF7rmZQ/7cTmboX62RLEn82pm6fEG/4vkniffjfez4NdupXrBcsNqShd9MCneEipmGkob8GGmaPF59XTqBDP42lz6Pp0JCvBvLnFf3P/vqHM/l6//V6NnU+zaerK3v16eOt9HlmPF59vVWuF1+vvi5H7+2wgIhvHHb8Dhv3/uvt9hoahp3IGz4CKQOVcSZN6mD8DI398OV8yDuEBrMpOvtpsp7wz/Nx8r8Npx3toEE7DTrn09c+SrOny/l7fB90FnYY/IV5mpyTpvf53dSF9Y5TZaG9/eB9lpdS+N1cOY4p/fHAcDWTnBlL9N8X9c/xoN8Feb7SPj4FsLq3utxyQFbQ98u//mjqb29749UH+fPH1sPnt+/tm4W7AJ4FTMcH/Z2z1mV1Ybztefp6CtJh/Egt5a0UU1e8D+TLwO4jb9d4eyFpg/Cd4y+f57dfr+eT5uF7Ww/62nOMVRfW2/ve+F56uh48fh2PJk8w1PLV/JN6NX+/uxxO4J2jAKbn16vhBGT9rYLTbjJ7lMejR/wLfOdDpJnM70Ge38rXw1sJRyhdzpiPJv7F/YD+TmC6TqTJ15F0NTeanGayX87XS1x2o0f4+2nx/utkvy57ZcAUtrEdj7w9F+4CZha8b4TvVfnfCUz399LVV+Ppaj5u0m9DI6AlNXyvwB7RhNmnwO87osVZ8+W2CSJBvRoauOQl+Av7zO3uCtoPtFguvRPeDd+hP+afYP+53U2+LKSrHdE80V/Yq+Cdu2t4D/RH+A7+bBaVC3sj1Dl+J9YNZvEn+vvRBjmIc2X4+AAz9M9wbxmATETXjrMv2oPGbzze3N09Mh00+Ps7j26N7lBXubs7+f0kfoLqx93Wt+nn5WblfOQPbpwt6D/8tgnvmP6fyUL/vb7jRFkdTabDQcJgJkM7e2R2xnsljNVEU5LJmIdOVhN0NDeZM9HWO4YGd7quFahhoeMeupyFiLV0yRGbx7lhP3RpiG9SRKqa0GEt4V4gnjDG75MTOHVBfF0f8k3Zg3vPzMPyA7oCFWWFVQu59q4nkIQcC0zmbZYmnplsdB1k53jftvHdXdoyb/LkDZpv4v0B3lSGHhA3vqtrPD7TtAPu4K1vFwN8nyNij+31YuPbxgb9SbBIuh/g7rimi5dR6M3EfSTMxFUUXbAhSDWOEvqlsWZPwiNCs9mRLYy+0jSJtWWpKSmSbnblngRj32mZDEPjdEnRJJlhLFunrUsWk2QJr5qg0E2MAke9nLjbins1C4KR4pDDW0KeNoEuWqkrGeu0Wr0uVE1S4c2WpbEeW9nobcLwOuaUNG/bDc7ir40vAYbNYrelu4qtD+apz280Git7DQdGrd3TNXTmNWVDNSxF60BZGOvqR7eYeP+PThPoI7JjeGsXsCfD2Zos4R7InuzNAcd+pPzYumLQCpNfwsVTLuqjKGPJ+p6hJwwBNOPNSgLa1FKbPaPNWj34P61t9Zqq2rE0GGcT3b2mmhV7fOlmS+/B6dKQoHntltbTLZ3cwCiowoJ5Lu7hLLYxln2cpOQJk8RWFHeugSf8NZJ3nkHakyq+gz93XD302g3QGQf9jIRrFTo+aOukzylC6axW8AMvdFDk2LFHm/D4EL5zST+PpG+UWNxB7AiV8LFgMH3wth7D1MmzCFuK4oe7BEcFRT5THI6ZmhdeEwJNIMJVeKEcI3iuLWIfD5jeYyPyAQydE5DuT7bDu9LgUBwlHKIi96vgAcZgE45ewCGN+XjBRNg6DvJj7egm1DaSI5lw0aJbXrH2wiZmLNdEL6OjcuzEGAFiCd8JFGaxfy162wrfD5RwUMsH8kjF0RAOb9gpSR/um2yXjnD28DqQ51KQmB1TvLDZshCLX3NufYf7gAVXTPPhPeSm4e8STmSxk3bY8OvtRnef0CV1SHAJseu26KHIYyzKJkOLBd3OgyS4Dwwzhh3APEf/7tiDLCDHMbSs0GAGqW7P2qtsWhppb6DYbye6Q+frgc8ZXAS0f9EshrcGCRe0ILzFDlOimdGOuT7foV/a3vYWCHqRgVVcCaf6OQhCnz/h6cKrmfLUJre12AuNOkyMZR8dUd+ik1ToakRTjBpMvdtHp+AHNtGegIlGfofSMT1R0nMDZ8ucoQDQ0IWceysJPwrhvgZDxF2wgmgKx/1Kq9o2qJq3a/vvLQv7Lel8j+RIGDq46SlvkOCG9nTqL35dSCvahNmCO79lo/+yH2VzGZsE34ITL/Ywd9fY09Al6DJt2T5oV08Ns920OlZT6bXNZrfdMYy20hSO5Oh4o2HCmu2G6gAyHDUN2Ittf8fBFPydt3E/4H3vmLvskl99PxgbMEEwJwJ0G3pOQCGPBPLHpwECf8yFSze/wrYCKzj5r71Y42z51do6aAc8cNJfCD8MEG6483JHTpAMUw0UlNW5vYBaoKIEfy6BGv2aYMpBFUz+LFQpQdEip27Ya6OEMWK6rWCZbGAr5l4ZY5PcuTYeOnnFuWUodgO6HbFa3mkBeVfRj+hV8YDO4PxC/BwWpYHTh0OtuJs0JVSV9nrYvvqmGXqeQL+Qdrvh3hPcz9TFDQd/hP/vk4sjFnDO1UE+FqFOjdOZXhHNhYD0I6gvl54O09bcdc2GxmA9L7crmM9UZb4RhdM72oy4UxX2uetzr1vhI8g3leFA2wWoX166iwCjB4Il390j4R14jrYjjz/uSBZ1gvDTgt0B/cDoZddrZ0cS9iKKQyd/O+xyXEU4ASOZErr4sWiW0ELAXhiHOyLt5AkK8jLerkL8mBt0MlsSETnvrUCEwZ53qekMNTz2lkdC4NojiYrVRp+WyIdSpFyB32M3UXdzz3YTDfQgBp0awMmI1HMGiuRyH/ifO3dhlwahzxeMU8JDPuG2HdUKZzeCvYbjvt7BAZGynA+3vsBBdMi5bk2Olivu9DNfwmy59W26qecBP4yj3RA+cex0SE3FGS4mJuK7mEEEicdBOJcgqSK3UWQgXx/eBFTk+DBD48em8LcKZjzQA9YwjpFwcY+mA1VPuBVeCxv62MTdk0jwFS72eNr/Cy+j6M0zCsfCeUZOlQEp7bSlozMqhhbCe2kNJLpfyGzyxRcxfvQ7dg2IIjHDeOQKeSato5kUha8Ix0iC8jvsEHu9BbF07ZvohUkrOvLEQ72J3AZp+R24k9M6gDqjMzQt4zHMA8ShWqNfMR12ePfSwyWcx9ADeYtxAiLvvdiSoh62QVya9pb8WmdL2IVy3NKDzWYXBjqhvoWdiksgLjh0ZuXiCufh2Iz1juiFYQgW7O5cUONewccNmMnNfRbmBttDpcLBDCiggQhiRUK4U+8FiyKyUKSRgSDdoKAMEk7tNIZcco7NqILQh1CR6CvChwW2xx0qw0CKsBfyFAH0EYbhSnou9wMcmZUXknCkbhzTIAijrkMNHzfMWKOhseTekBdr7pEbCkj0i0f5du3jLo5jAmOdUOFQDlEDNgbvE5p/8ZhFrRQCLR4vMYtBicHtVUxhpPSg2XxxYCfAQ3aPO/MG9wcKMMMAY6nLmk2j19WlbqsloX8FRsw11JapdeWm2Wpr7S7igciSQqkUwoGkUUwusyWhXg0cmzYJIgJ9bvVHEPpug1Zkhl6QAviQJcM5CNbuZhssOUN0Fk4ANiWOIkvNhzPaTvixIjYVnZdOAo8ZUCR6WIboVjyOlE8b8l7FUymprKHXMU7ZjcMdWDEJ5Rw4rteiV4Mle5L9hT53pwt9CaPS58eqRO6tYO87D95ABPslbCnce/hLQFB06CG6DHQsEB2Cgt/OzhYw97Z6A86zmHcbFH/D9Vjy4+YRrR4+p1gxB/EaQNxqa5hXtqzpFE6IgdFKu91uSoauKkZXY91Wh0c397qaoXdVXYXhNjvdLgw5D4y2Tf0UdrsHzbFXi7nLfX55V/731xODQxKesKgbUxY5e2349ADREUFJEBmFQaOF/sKMagiS2ffspP2K+xMn42q5mYxn9oWR4P684hiJkY5kMQvPBBhf5nsu+aSjAmav0XYnOv0cFhOoykzHXZHvEnzS2QHfGMWsRGf2NUydlbsNwoMDvv/6MaSwQ9PD2OTxI/zsYZJayOclfy5CPPAXfhCZbT3xHQWKOLvBoSIZKQaymewL5+4TvtYOcNec4hQlDZJsJYcbUTDK0p7sYD+Swg7eMvcSaivo7UCc7Qbo3x0RcVTHhN2KKmAHOInp0EiWl5D60sZgMId7NuPgRSqqHYhlxdUGDiQnDLpRHAMfvwuyTdHYh17jyGLD2Xyh4ZU6P4NQPJMd4KRCuXmJEaqJkQEZgAdhAUTHj1PYY3Z0bhssQTfk0SxJa62IMbGDGcjekDbcvqj1vE8Ej4/acFI8ETrliEyL5g52lhUMqx1EYReks4VmGAzoHpvXtH+TUslDj+wg2OJei9Ifbeuxyf7M3IGyZxv/2zhbw9Z9JyAUzzLFB3wO4SKDs6ah6WuLAH5ByaTNhEo0sUUO/+yhQ7/nCD3aN+AIb27ttbvCQFDDtk3XwKRAX7Ybd0nqr7158OHZ4/2T5sEgofJhrC0flFZra9zDAHprD4Ov2M5x1zCv3C9wUDz14R0r7R7kChOv+jvwPH8FByZcxyiyvcAEGc4cOObDCeML1BHlAlkeof8wZIAMbqikMmiWYz/Z/srXsblU/JPB4IT5BHsxaXNY4gL2zC3FGoDCfm+vncBZuY6vwWbkLf92XPdht9RWDm5OOsyv4J45zhNMCdCSUEj5q47te1ZPCnQnHg/dDYJTw7FB99w6tkbvvncxehi9QFwQi6ZtgWoa2IH3QFcgAs6buJ2HVeBsNegLhs3y79EKjym0MPhHczT9Cc4GzPGNrb+zvQB6+qvmu19cECA2CCUMJg6Hcd382yE9BiUxKNXA+QRvowrBy7nrOawdw4A2wv4VwOA+7fC8TYChvgKi2VoEfztL7xTmrIei09FsEuwgA3GpLqFDQOAwip7E+sI8AimGmtDG1bfW1vMYTH4dhd8O5OmaXv73yvFJN1/BtHR1F0cO3buh45ytvoNKR3N0Ay3EZmNEGJqJA3rlCgQ/KHrOvfO3BX9hS2Ge3Nw5aDPaws7xCNqfBkoc71PPcJYgQjfeo72A0yTvnAfsyzXb8G+neIsFggCqvzRhQ3vUQKFaP3Xb0L/O6m+M2dpBJ32FaYFBMKv9tUb63BltX7DCUisPc1S5mNH5kX7Clfi/jDV7erepKVarrcgtVTVbTNI0Q7HUptozm19AkoZ3XbHdOb4FQce6NTfQRNcSeHuB8eWOtl0bqOl5cH4K7WqELesI42lUbGaB0A0eKCswnxCZDWbt9qnR7HSVrml0WUu32j2mwwcFdT2UX/21KcA2xJiFEdKUFJnr4FF4p9C1nMQmjsbSnQDeu29YzSaoIT2pZVpqp9eWLE0h1AMYGNIFwn040ZvUvZTuq93WW7pmmk1FajXNjtWWdRmGoLHSPKurSaoiay3Wk2RDUzsds9UwAnomkBEa3V6vrbSstsU6nY4hw9cuBceTrStYaf59Ihk8VjugoxhiFzQMtaOaepN1EK5I7fb0nko3XAJtodHpSSaMuNXpITxUy4L3d1doKEjZLFCXpDC1u7X2YC+of+7WiNSrmG0mt1VThlcomtmRWx0aAcIlhnXfaDYR1xEOyF2QLWZL63RZe8VWGGiz4ApPAAdoHKcA1Ys9pWnGCMpgxUF38OHK9htM0ZSepPckJjOFyT25LZOdEGY9aAgw8dE4I3ANGppitizDNFqS3oS50mq1ey1ODHvyIMSkXXmq7j6hceICz7lrk2KG0KX0dnr531/5tdp/f11T3DXOKLxX5rvvmixec/cde6ITlbsAtfOj9gB61DlG54fgHBd4DwXTaXMLy9FClUQA8VCoLQ/igkPndsOxPmn+gUaVSJkNekB8N8NfDocyOHPtEHPJXbuhro5H5fCkFxvl3vv4+5QtYJpwowye7oz7EZyDUcfEV89B91xzrcZF0BNUXxJB1nj8RWsHiCbC9/W1htHrGIrcNhlT2hpTVbnNaDBcWGGrMH4QCnS3CJbiuN42AGGL+SUwVAv+Od8JbW5sBjyRgOt7sHLdwJPhvLoj5By8UUbjj7DgebAln4HusTnDT3ew6eEmQNsDWT1ASdbw7pSmUngsgtPi3NnQwKLzwDkPG53BZNW2AfP0e9OSMaHa3IeOwChpMfs9F4+4JgaK4e0mykzNHGPUF6mx8FYWm26xRER7wShQE8/cGCgdeHwz6tMtVXQ1sTb5IIaH9DDONvw9jmAnIx3OzNhQxFOlUnAsv67nSVL4QRSkGi8CdJmFOD6goSZML3g4OZLTAu8hYePfRTmlhCdB8LQjx4e//VNUD07RGRtDrzVLyEmf276xY7Hmfbz0jW8UuN0bp9A5wVfQP/SVHgR4HcwI0CJUOsPbEh+nHF78wJ4A+n+jqekwzYxOS5aVjoUwrS1a0z6zECs3iu73qVFobkXN10czBjNBKEPrODwTPw0jfQgklA3JRCUKaKYM9KUUwhK306cOfQjSgpY+JEHLKslnbjUUTaVly2+2EuGnYSR5Chnpw6zZDg4rztOEpk6FPFpcSLjwAn+7gh2D7HT70e3J0MjwdsJntEYjHxnavn08GEzDIFs0WKcyFtLJMwRMEGBWl/xEEYMeHZ6M4+uq8N4wGId8QQJTHBscOciE/jDcsYXu/0iEkF0T3hsWRclAM07jqRzsc02gJFA1KT1seHEc/nibwKVKVorHppLfAxY187QQcSIYgrKCqwnrmnDbQZJDhxufC3AoVqzaNBQZLz2+hharXJggDlCgYuAyNM6LEtHiFDnuEP65eABLR9ydigqxTTIg2XUeWJg3kq+Fdah49MMbKphqGIe8H/GOB2EcAdrhcWEKUHSyHqL5DquID9/D9gZda55owUmAt18cZ/3kvxTBf0LWut9OTG6n/AAz3vWDX/2FLi/ZU6CLhAncP8SSmoh1aTV1Wdc6zZ4lt/CU6RN0oWnKpq6CrsWalt7TTb1HEE6+Z4i918cDO8x3zdJ8u4H42LLWQxBro8W6htEziJ4JUAC+bYlLXJKUeIBbLxqG3tLUtt7VFVNRJVVWjZaFjAFqvIitdOHb0IrIt4IAVBAgAlPK7F1ov2Xh7IoHeLIVQkNsGGTNp9GK7sjRagqHDry1CzcYEQLPL/FCWRuQ3YCLxXD8xAzn15MpFIgAMVUPXWlmePnhC+FKVcAFzEx+IX3D/JXNE7PjNSNnj6KvEWCNlwKaArJxnBw4IvBryLDy149rVLegpfuGePpRVH3/mbApRT0AHctPL6BWRPeb+LK0KCO3usjoQm436XJDB79bmC8Ot46wTYgUgHOe29NCoS6sglysBwSPIDwuyCjHwVYQSWkXilzOH0pTLXGtbiMw1J5YRUUpIeZEj1G1OJzHvtNfYrcJgJcMdQlL3tjkGueeXg71pinEvxF2CO9BwuCDcqLrXpT/CSEyiwUxn3dkWyOUol20rYbbfhCui9C0hSsDATkQfyRsQdQiAlYZ77ke8K1zbGK6kqjRYzNtXyTXBTp0jk1+aYfz8xxBPjZ8evA0HR84Ok08g8TQ8VELTYIg/sSdJ2nPsP4Q1Cc5acZB34HDb/AOjoo3PvqCbHZcn+AYWlcuYTLgTY8dTLZcuoRloJikPdKx4vQ6fBS3qFDEJwQBmBeaLKmB4fSN09GSGDJxU6X1AZvZQcvEKPAjO/f22cJYaqBsh05y43XsGZhInYnFUpMv+ACMwxNM4sQa9Q6UwIdLVDx8iVDJIo8l6mYsGU/aPJPkbAnLfsYNnAJ5yNxtRDmRAw1RCbstdzITWFG8uB36/oLyj4oYbrtBBNAZivUrIA0it1bUjAORl4bfbx1aWFEnxI0hXh1PWG50SSYs39uUp11yPpIAwqWfXKhQD/Q14XcWdFU/5TAoosUsWgFitoSZLfnVWeCG0DkpRM+Es9jCjTCiIsX1fBcvlwTWGB1NxH26OH6OTSZuBmf8XMeHVciwfX2Ne5rtogy4YTXIvBFurMIfLcI04vZsF880Pr+moJMr6HkwGaG1Bz7R0OMOSs8piQP4fW+FQ2ON+2wtPBxvjtyENt1DoJjLyDBInrnCXTGan+JqA2/JE6B3ZqItoRQj4FfRumhapbccEuSoKPDT0zsWetcs3a1j8mxLpKBhnd7ZeOTHbL3+PWzGrheh04g3wpqIgDJJ9Y/hW8dmeGkER4bNW7KODUB840FEcw78xUHYiXkh1lvk9hZ7ve2EBxJfdb7tsUSBPHsZ9b5AiN1Tx/FLYhpi62FCpfqFaFEPSPQtaqoB+TZoDs9chh6TB2MnLreFzoqrP+nSNIgdaNNgcDEoLag2MPvIxU5cs6I+F6aS24cgjJCfIoq0x2lK3xIum9Gqg7nxAcTmIVLfwQYfmgnwRi4GJKIy/IjrI5r8gCiuIz8ScK/6pN8/evsEHJ0KcZXIde3dZuPRWsBuwGsi6Bs8XUw1XMjQY+KKKZJ6CU1CaDChtsPhikQl4eyypwCkIUYv0C8w9XKRporCMqj5ZIGDwYt3RXTgEdnCxngXu97s+IUe85bU1qTnqrB1camGdhhzHxNcrDl9uwjjAoQGwds8FI5oiQWkCT8bnPzYx7QV9yPdHOUFQ/M33luDPGvKrTYskdM4fVYjK4ogNBpH533gRUwnqCi3rgYguND3jful7AL03wgcRJ/Cui2obgRp2+j0ZFU2jFbXUHW5x1pNq9dDW3cgFqdwRk/5lOLkJ+fJieaVHtx+DU9uQ1CCEgq60NGx47lf1qkJUuiUQFcbumyabaZaqtbSWrJkqAacwaBWhEzS0HS1hTkc2nDWk3vdrtqVugEh9zaUjqSpXbmrqZasWUZT1Uwynwchpi/sVio0taMYHVNuGjIzOgoB/aKaBfoqboUEE7YRDkFQbYRARTEwscmBDzaxGKcK9wAvsaUz3q2GZLTaXcU0TESW6SjdnkGv8Zh5wwG0//AWwrlYh2PJZIvGSk0/D1FgwysSlB9/hSI1IVACmEZkUA8IZ5IjCnMHSdnLRC1ud9R2D9M4tZgiNVmXSTqdaxt4aNZbelPqwBRrM62nyK0Nnt7WPGYq7Q8Mwi75Hb5ulqDUwQojjwHNElbmjcPv9qBnYmcE98Z+YtBnLho0UeNFPm4ghD5JOeZu3MXCYRHULc5F4UJtch2Z76tc26BlFd0kkT6ddN8dx1p5wsmFG29TsS5Ae+XaAZvB7oT7QtJhBzZX2LtYfLwjv67I/uSH8VycLrH18+qiaEZ35CBlheJoz/vO6qT+8HJAHRTq+Y14F7wNb/JhmHEy4npMeNXHp24UsKHHoM4N5dzrkuwMeDolp6Gtr29JVtw1nxpyD0RNW5EtVW23pY7Sk0wZZ6381GBq09S7HavVMptdq2l0TVVRnhrtVkeyupIiY5Yvw5B6mqzj9edm2+i0NFVq66rE2r2mpTW7erOD82271lHRxopv1wceMjAy5zu6HwGJsgYVvmGBBOhKZk+XzKYGc7atSjIvJ32rs1179rofhR4F23XaIsyzRx4aJ4qCdLiTWF93txs8sYsNijtDcEzWi5zD+oyBxm5qPlfnw4O62ABFwomEbRKVjmSxHL92QwimG76BBalX8OMALqNbL3kGScb47B++Ds7cqK4lJg+d26IEJ9F8RI9kjpkY5T7OirfhT4TyS/df0bFCNHIsjBOhak4HBpEwgHTE8ADFbTscpjE6S4W6WhhtF44RurslV2RsfwhtzXuoykEKg1nUfpc02+ejP7IYHZgfbSKrdRxKsxPnF7qs4yYxsZZ5wA8FQ0RHHNTsfApPJa/kyGScDJ5JxHom0Fr5jQL2b2L/CeLLnMJrhn1U531NkspOKI05NnWc2RwjVji6ZpwTzjVHoygqrnsl5LLoOjGQFD0TITsLgYDv2g+lCXNM7EVSidIiwz4OkoAhxfPBvqMZzrHUkppE6y1AdPxw7PeATOncEJ1L4JAXWw6IN+voQK1ILwm6YCGvul1S9ND9Aj9P+FserBSK7C29WfjE3yQuFwilNfE9QqqmzM7RtVYEeY9jhq6qMOPRX4ybYd+R31QQ2g6uoqt/DpvLiQSYuQtqpLsfEsqvKKfMQmUz+oI9wu8quSFHF25G8wiqk5uP4b23Qp5jlAjIanELia6dBIRvE9KzmNPYq/DpgauWAnjuwdbRcYAgngn7PCPGmSejaHSMjtWVWwz0nqZhKVJXZeTJQKkILF3p9bqq0WspsiEpSltnvQdYoY5pN3D3UxRDA2XZknWp29FUGWbVmoREnL+gobGWqrcw2WbH6ihaW+4phGsrotfPxJXDGVecHRISCPG6OVkg0CbfZ4RvMEGwnligKJzQrEFoqxOhXAUnwn2PexmceDA4oEvtsBgKv1pjHBXXz7Hk2ENM6Ow4a7BUQj810AcPJDucja4fUe/gZaGjOrlHc8cZnhw3OInrDu9Hzx+aoCe8+FVWddFdSaTQPcHAexgu1/eiUH0B75suGDV3mPviR5N5eOJaGyAGeIbnoKEwA9QPsy1LEmsqEui1KikIjyBP6IbnaQZbCbtkD8wBnQ/Ofk/4D3yMfn7S3aeGRLlAJa3bbZqgaMhqS6ecDbt99t0+O09u0lAlC/SdbrtlyZKlsLbW1Ch/y+kpQSudYr6h9eYUlJoYyexUIPuegmzcni5RekeZj+mnAD0dsJ+A7VTDyRUIE1EQqhiiYP4rXeEGpzYeBVBwnYrwf21zKoCfYBfdMZNetQ1P4iaDwxG+QV/w0KRTnayHYiaecgxUiv+AwkVCHcr5wut8uiUpebpBqcp/WmAwOeOg1AhUjlQu97RGf+/TqPobthJVIyLyqRIvXN8HweYUyUWmaugmRKt6XIeddGqQt6yoBTyIPmBrEJoy8Hwbb8FPXZ4ch5Ni+eSPjb6Au+T7qZ95T1F38wJ5z2/JT5Xi0qkiNK6pkUAy6oMoC87uMA0O2U9PY+1cdDbWGgQEFnKqQz0ww3jjLPr/KEk3F8bXa4Ov7iT+AFlJhDeIrZ9RuAv/F47Xq8Ms8IQ8wPEHfH69idrJHBlE6h/0Xb3HQwBNIcIhT8KN02iZpGAHZ2GiJfQJg37AZCcc59tciLBPdOVDqaLxy1a6OOXnBa7tCzkrljYuywzrQGgIENnY084O80TKgzDpeI67BO9QMsxht96uhVFSKDrw0zBECQn30Rl5UaOWIQ690RPqWzFqZ1u6liQfCwEAH26soeMIaKXRhjxaiwiFsy/B09xFdw0vvkwnDdJH79v/T967Lcd1JVmCv1L13BbA2fe9YdbWRjEllSbFTDbJTD209UPcQEYKQKAiAEosm48fX8t9nzgBglR2z4zN1KGVVQoE4nJ8X/y6fPnWtuS0E0/J37kbz4P3Jji9z5JA+JSnq8wVPl6eBYg+MJHFN+kkI+Z6LsfIWxx31Jl0XyYNpfBq0B0vXvBG59Oj7+i7UQv2WfG2o33fNlbN4hQW7uFTGItNjTeFebkEYcYO+eXT1tODHu8OA+HXhKK+3KOR6Kc7LVNqDu776Y36cXvqDzOAPZFZEiX9lWzx4gSLs2Ov7r6Nfty0+/nzs6KDSQwSiGWQeyMX5vrhEhjSS8U+IpC5/DdypVsdfm19o+MCrU+O/yihvgPbYDrzpDg+L2XQOOgVeCEn+/JV/8l6Yh53l2ynFl/lgAMOThy2rROcrdpj8hCdHH6/vrwW3fcf218+bO+06HjsK8neA7pzmh7hyX4Lqk+x11xcDTP0RDIUnPSq/XNXQOeTTWaSweZxroAesEnA9Ac64l4d60u0LkrIq1/0hwf3Cx92GpsGUWyHx039k5wBLH3ftqf+68tTCfil1qihRhZ0Hg8KkOxu5fJ+d/GPSZL2yTWRXeX17Y97e6ZB+5WxP37kKA7mQo8El39pONfFb8pH83D8cPOP4+Lh5vIBkYYVXHjGFFprGPXx5WqlxD4tthyT8XRhJrsFsv+H3f0F535p+u7ucfqXHs3hpp5GtGopdLwHn3+g4e360ndCExra0R+7HOsuPMtyujRpu7++PjJnvFhTiVw+/YWJCkdkB8fieMmuINnZ5b3hmC7tv/bSo1aXf5GdovK8OIpv/oaxhbGfiG067D5a0HnyCCYOwF8VjqxKatROsm766s98gQPnU3A64ElJ4oNEESMC4xG4t8zIU/vEU7K416ri5dm/TCS16Vj+X/gTmqMuLg09JKdR9RYF3WwUgkI+FbS73d//ZNMHLQXM+Jq5YWzv6XEfPpCjALgRciixcWx3wHTFy++Wx62mLfgl4/gyfIKZZx6Ti0t5HBDzHBT2vOFhki/k23QeYX+nan5CJjXCPXVOarfB+leEFvy+jYIbQHLyoAeSx/t7s4udcGBSE5vMp308do0M/hdOWaGHv1dI4ulAGzbLrga/+eIShbw+mu3MKO9PaQHTPu+WBwkU4Xvz/ZdPCw/j61XefiEvf5CAD1qN3ygak/8V3YQciirC72x1wWrAL99d669eT3I9z7D2EPOijsWF2cMzHXhxOYJJ7WkU+EAv++JykvG/uJwkfAAb315bzf7VcqefbNMbjw8gJdAIVBOFF5fymtN4JYpnNkrr2/yNGeqeBd0jucdZQ0fql/58I+MB3EE8yDkMQz+cSgbvWC3p91Ar6uPyBfrA1A6XGCADPBEl1xSR7u9YU0DqiXOVx9TnxaUdM7hXcv9fcOCpJfYMfTtpnFFD2DOfvP1v71GTkA148zOVlyzXno+GqUaQ+nCuMDk8igeKrxLjRvnxVQhgLbd1PEEpVMST1hvpFi4umcB8t3yvInPXeCP0+zeosd6hWZEsB8gjqKaxYUt9thknaZ7MOXs6JkOvMEr+YD3op5TVr7hDdtJ1BeQYnKeaeKL1fZbDfGmAqxs7AyzbbQ+jibq4fIdsgXwkQ4TfHzofweGJBzQ+Bl88iXYuLrVLV5xPeRnx3ebnYqbjjfx9zAy+k53crtSRG7EgF3AbxEdYIw13XEkkQCdBbS307fsJDPB2zMt36MEp736vx+o4Gk5WX8d0PRLakPp4t36YJlqRjLBme7i2599927/muO4f32eT6od9/lHqKQI4Jw7ZXuTZs25++U9FZBdPXN0dtMdnYdpXQhoGEn3C34U4Ser6d9z2ZJ4pLPab7TUySJfmqCGIOZqTIU+s1ATMZZlTpqNAx0YU9TcnnubobT/j8lxcar89W+tHbxQaXmJv+bZnEgeTVrmL7i1ePueP2ob1bzV3XiFOn7lRxycNjJNhruYi3v7juALtTHdy8Wi9wfFfbUKxnFlUjf9xZNj0ggO/9cTf0LuUFxgw5Nj98/OOIC0MHi9thp+i6n642e83vyx3D+JmoMHscrVXOPxax1jdfn4QezUCJ5yfyUOIMzhtNby0AFUpkU5Aj0uOCe5Ot6iQt08ZQJ7EGOa7bTjy7CiC/p+bTQmhrdfVX+flqm3WwzL46/Uy5DjU3Nar/V6RLfLicwLPSZz9HjA9hqLj7N/pQ6n6fC586a+6R9sIoNBoM/r+9/vxKPYX7Ky/SbXbcYxSJ98iXwsynJF9Z3d8GohPOt2ZU3+PPkCNZp8LXOxejQHPRFsdTpWdHVhyHtd4xZk66Tfx8sj8Jvs9Uab4035NqpVrjgGUe3J5w2rJyyVbRhQeiN9jd/yQfLourrQaQxvWxcdN3A5uFYbaqlvaIV6T2kyW9Q7j2uRR5L2/MakLvs5LLS+9ef0S3iw1wnHk17wkCd1/f9w+ilOOzuPX27ux3HynXRiXdto7rOvyxepIkImEa3JT3t2gkfXy3c/db+A03Hc3z0V0aOPfI/u9EA19eMAjE2J1RC0BDCYdfvQrWIh2N8f7x7tP2mouwdHD4riUpb5kssnwSiLqvbcQjreOb7NQaBo6ynKutiEsfXZuncv1NrRUhpac27ShrHJLK7213LmDaC2LXZmlU9YIrpMGFWJ5X4nFlC2exECsc739wNnyPa+326zw3XHT5Nu3ruS8GdwybMJq5fNmnWVj/bbku4ebE/mavGGSDoQmGsetIuvxT1mjT2v0YOmBUmX1Wx/NTH/+Z0UMYR+3B6vrjTeGBX36Rpae6WYMQy/JDSZ67d84OgN91AScTo3XU9MlC6k0GYh0YF1H+yWPOyHek4v80/HF/b3qVSWMBaEUBrkizucg8uOkmix/FGFEjPdTfcmNvJVV+qDVZ57b270VwCz7hHowO0K1jimu1VsmmCdNScz8qcK+JGpL3nK9P0Mhd1CX4vPtOBvh4PYZVqrjc/H8kzQ6Aw82TRwZZWMQJWX+BdlH2yJRK1ySp7mxd8iNjQmynh/b3WLX9CJDE1sRR+ufx52SL0OPKmrx3X40zzsFJfx9R/Dqb9ahZUMQL+2/9JKsUPk/JhQfYqD2//Nf/+u//uu/PrHb6ydZqPU/jqIb/tt/wxA6Wdr/4f7nBX484gdRjPKfp5+ArtvnP+Wz7/r8Wb9OpnzWg6yfrFzKU/pk+arLz/2Ts+6g57LP0xY0fET3R7rHQLP8v+82/H9delHX+c8//PXm5d2/f//Y/A8H9+r2+7+16xffreOLV6/zzeq71+pHftd/899/P/3p5XdvPvx+O3nzY/zl9z//+d3f3J8/3v3Hrf34Pt2efln8j7/c6pU7Lt7Akd5u3tB5X6BTH3QQm4Vx5f19+R87aNi7xV9+XsBPeLzVh7G/6z8mrv//jw41j8rzEcoXk9dnbmTXyhdHZSbmQfnD0s+9ereXAJR8d/O45Qr/iFTlG52W/f9Mbejk1Yr+v9AF0VTU/ytb4P/v65Xj8ms79WWB6LUDITsT8UZ5jGl6zDTOSb6nsmkt89lU9H9+iZ8X7knhdl539NnatIk4SSx/A0JPpEVk8c1JfKqBzF5aiKq58W9qk6ci9yrRjCVXEV/tEP8gXLWi2my3/HlJ+YvLsQlrjuI/EXG++/ysoG+Qie+/UgTEbEX/XFZN9LPt6LPmgJmtwxdEtcyLUTLPU+ZzGZHIQ26pF2PnLPITWR87bGA+gkIkIpFmJhdlmmEk8QXxCPaapelVgSfyAZr274/7h+08BR3FO8P2zUvIM9HI3XB4vJ0g3ma5sy+/LKghE2Ymr0nFDKYiJ+frF1qi9nMxJ2imWco9GdFF2b8NKcFHMOPDfE78RkGf9EjNS+AnwnXc9Ww3+Iy6dCrmBGU/M4knkp01AMxGQpVqN7ej+oNOVwaIieQys7yPP3wm4Y+95WRego5iPWlvmZeUT4Tb3f1KnqhZHt2fn0inyM2RmX+WMj+REVCmmQk46Wue5w5+LqA2SH7e3TYjmZ8R8S/7U7/dvMSdStYHy7zS4UuzkvNcti3Y+TYzzaC9fiLdyw+7mWE2J4JCOM5LPizv72eqhl/3Gd4mpDHsWyvEPEU+l/GMmBJ0j+sZpx2e8HBOxB07tmcq9yjfXOUin+Msdw2Svd1u7777NN+L+bl85ET4E/qCZinvKN492pNmGqa+VeGmFA8zE/CcvYJN4rOU0GSbYeXlJCCF+/tcAWVvT3PFThDw3Xq2Ecwo3YQPZr6CToSc0tzMS9CJZH/b/cw3znJHnwinVEVrwzV/Cxjnr0qsmNg5CmxoX2WbmpeAJhTIBC7RS0qQ4bxEPJPNGAhneTtHQc+FnJAWn7E0zkv4L0j5GafZLHf+a7zUKjAosciY8Ga3Ws3U4Xoi4zixc77CjiJ+kVDtX/7Lv4Rg8yqOZ+RpypdGqrRzTudZLteXRbzX8aIEYU9ZcOcl/5ek1P8Fl+sst72L/ZmY8/XRz0WmnGSmn2cm81xaFdTo7r9T1qojKebmKfwzkuKCf//7w2E5a4lHKb8w02DWwn9BZs5/3x0ePmxmGt90+aeCnhjvXj7lj5/lGnxF3mcp/2a+CM/K/C0J/vYJH/23IaoN1LrsOM1ZSf5EOPJYv5jODJmJuJ8LdhrWPkP3nOI+L+H+7rkpKbOS+3kRfx6Hl8xJ2JNUZyNN5iTiVDCOe7N7PMMr+4x4L/sgpTmJyP0khHq2koGcygrwMz2nEPWplN/f3j98UqMzV7EnIh4eZ5bJ/ExKkZD/A5rIOfpIlPUkIazpK/nV7ETsgs2KqflL4qlCspw0CG1nem6/ICexYHOVmcL97W6959zH7cbmm8xV3M8lvVNvuHvFc5L4iWg66uZSR5vOCUVi08KeSmdzI2cqpEk3maw6Q0En0sEk6cC0Gcp5Eu7NdjqJdIaingtoE/6shZCzqTY69XWGFmgcaPhlcXsT5SzF7sKdTcKd8z5/TeBvaIuPv2xXx93cmF2/Jvi5wHPMWH1d8OOf9n/ZP3Bi9c3y29j4c4k/m+w9a9mfn2P+DYpshv314+pmt9bm+W/g6H9R6rN577NcgomE13ud8d1XRVPa8zTzX5BVy2339z/d6Vzjmcj+VKwfl7eGQZ6RfKNQiErerjGSc166SxPbT4WbUXWCAkIe5Ps0vp7dKX0i2mmc7Mft8rflHLlcKPbX5Hz36X47x5TJs4KfhDXGrR+2nPU+vyaYM/E/F3buJ/1cYkoL1faNiA1R3z6uVB457LO/3yb35zJzJji6JMXNnO20kbOl+ILE50SDP+9udw+zHNV2thZfFhrA8g/bzdwPwzMLMJX8+FLetzzMLMH2RyvQpb7Xo3B8YizshBg308ySr2dr888twP6wm1sK+n9pFSD/DAdT/y+sAaX/uDs+Lm+03ewIUP81kjeMpnZ3c4OXcnH+QOK3d8t7/eO3swgnmX9Zftx+O3JDWgwHAFOfvP3V6ee5yPy8dC+0D++bEBKnWV42b1lNyB/2+4e5n12VkaS+Mz/AKuPb7fbXn0Ubz0wZT0R+IuGdvJmMRnOUtAtH3+v1zfLTLK/rRDpopsP+Zo5X9Rkpd5uNUZn8vLx7/zjPuZK3X5dSCzE/HrZb5KrmKfq5jErRJxb4MKWumM9YTZP6i2L+IB+CdVCPS1uj55Za0CX4mqTaFYUOoVMANSvhnxHQeip+3s2mz8BknQj23f5hfsNq/kjMt9sbiZDf7fc3q+XMjrHJfCYh/2K0FbPc588FnK18s2q+PZNPJUML9Tyt65ek/Mve7uxsogiV9yTX693d3cji/Zflx9375QxL+yr112XVQsWb7b8/7g4nXvNZrsOzopIabX+ARX41J5ieyvxUurdriZpv/rT/zXzpWW70F4TkC4/yGS8eJJj8AP9rdlTdtgLPiUoqhTlLCQFv5e/zzQA9EfipsDNEX35dbggsZ/vl/vZ2ebeZ8QE/F/LP20+rPSbWzVpgk5J0XCr7TGWdSIjo+GFuQ+v+aXntBfOcsfPZKjwr7YmQ+ts4Cl+QF3W7GWs3FbsL+afD/v7FYbucqbBdvHfLw/vtzLLWZ0KqgDzMs2KrfSrrRMJZjfl5Vk6VsCunGQtqIv64u571po7y/XR3s7vbip857719KqYYHCT/5i20Cfl6f3Mzw5zeKOYoHzyJF8cZO0wnAR8mI9fm7Ru/fUZUebiX+4/fiOQq7Lw1lYlqQn66Xe1v5nyNRwHfbX9/+GF/uOUArplKeybjL9vV6+X73gk0U4nPhewDVe8PW7QJylK82b7//vf7i4fjkVgQMdE7uidGonr53fJoP890gb4qLpHo35D4lPdWk3yXL25Wj7fzEvtMtLOBcvMUcyoijjZaPmc2RfGJyE+lRFZbXjfH7E8X+UxEgrJnvcMGPDcZf5AfX37Yrn+dtcyjlOAim6eIIpkxGc16J388E9JSQYahn6XAZyJ+3O/WM93Yn+4oHD2oedLP/JPy/rxfz7Dxp4vdpZtlJbwLacKxo/r3h/llP74s5xxnbD8v9Jmkr7YPM6t1P5EWAr7+IC/BGMFvYXufCvt6udtQV/cxvHNeg6fC7m9mVm8aBRXJjAFx5vK9AZO8clXNUtKTfEqQ8ONh/3g/Vxaic9G/IvDudndDvOnd3fZmng1f4yqcyyqvOu4PM0VcjjKfS/kw3xLyKPFUxne72y2cztk2CXSpp4JaQWqegqpwh62SQxy112tkSZj1Hn9d6BmjQ768ACo0iVm3m29ZduUZmM3coz8Uvsvb//2N7f0XxJ9pgvtz+Y/3aNy/fPG42c2M30wl/0y87/YPLzZgK5jlQVdxn8r49+1hd73TZPD8RZ9KqzOW7/eHB8o9Q4HPJDQujiljw4z3+ovS2pBi5SexcdNzXIZn5DQA2DclLWcoXC5X+0dRe6Ls7YdXM2zk/5qoq718oSjA/XGWHAYq+kTItWi+n+4+itNOJag/zlfyZ8W9wRvxT/wwb9nPRN3fEAG8Irnn+DMI8Wa8CF8WmsNV3i3lX9QIc16DJ6LOfctP4kLSLcCxbx+WD4/HF+u1uDzafDn9zXwX458Q/v3u+gE9mg+dHmGWC/GZlDNMyj+RdK7DEp+ISRExOo67u3zYvt8fPpGtd7ZiPyft3+52//64xW+NHHS20j+VdCdKXg/8rO0aZf9c1sN2vbvfyQv56zf9X7MsyEwW4qtiH2ne+Be1dN/AyfiyzA+H5d3xeksihod39o+Zr8azMj/evz/Ix/B3f9OfZ74Mz0j82+7hw+aw/I2/+8X+MfNleFbm9d4W5uV+7ufgTNQdkyB/3y1/3t39evnT9F/zXYWvCH1jiH+Lj34+++d8V+SrYt8u7y9fLe/nK70JKL9U7NJmt7z86+Qf85X8iyLfL3ebXuEmwrr/Y75r8UWREWBxNN08PegzuU+yHuSFD5ev+Z8/7ZY3+7lNtjLpP5fzwGLwi83lG/thvmf+eVH5P/arucs+lVWipsORV+Dd/v7xXnsRZps8+qK0x++WN8u79Yzd4JPoZ7KO6bTjmEqcsfjn0h4fVypStwLHt5PfzDY/rkvxx8LP/TB8fQVOmaOJe0Q/8d2Hx9vVjNfly0Jzkd6d/jzzKzJdiOdEn/sF+Zr8lP3x/fvtEfB3Tb2+Pf/3jJfn64KLmC/uJbze3e1ud/+x3fzCf893OZ6Xd3/Yyv8e3y1XNrh+1rJ/Jq0uwo+H3Wa2WtJkP5d09sd8cpu/jbP9rMD3y0/gZLt8uTxsfrq7f5wLfeRncoGUbP84sw0epTyXbn93vTvcvtY/zk3UM+HsPxyGPC85J5K9mhEP/RPxKNrbD7v7+93d+5mJ2MWa4eGcinbYvf/wcPliswE8+9X2drU9zKWB8jnRftxdW1PRnGQcpXq1vFu+377b3+/W8zKVKufn4oG558WdxHoH45aelbyfSTdXIQ/7693MzuprlekN/vFyf/N4OxfuLBVvIpcBfWcnnco1jiSZndU4k+yWqpXuwf+x391hVPr2OJfoQ+V9XsRX42/nKuwoIbC58s7d+qhdmG/Hf8/RWfhDaV/Jyx92/7E0pM23sRTfpNDg55wfU/ZnYp72swv8+nF1s1v/sD/8tjzMjBrqK9KfSf1mu0amaT83LM1X5D+JfMSIEh23M8OZLE+le/uwXd48fHi1nyWQXqV9KqP87of9/mFuCNEu7CiehFPvD9vjzCzVRMwu4JvdajU3KreJmCqePMnD7u79fHezC/hu//79zYwvp8n3d/E1Zqxy5X9HCWe8mZBxe+jDGz+CJVynWB4vHo63MLMvDtulGlz8NMeF+AMx7w+7j8v1p8uXN/vj9ofDbnu3maUSe07Ox93li4/Lh+Xh+83uAbQmM5H4iVzfLTdzo94TCU9SzWlEIQSjPIRQrPa/z0euLtFhb5jF+UjWRfrTYfn+PRXJ3G7bU8n295v9b3czmnBFGU9S/SDvgb/7YsrIPhtJn5MOLduzO7YToY7kbZqTaCqRvHo+WCXIpQLNS7WM00pmJ9Hb7f3ysMSMgrnpDkj4VLp5+S30Wf6yfxgZyucj2lSqnoh8ew927rngOkTIJ4K9EcU5F2SnSEdx7t5vjS9iRnKNQoEy6dXy8OvMMi5fF3J3f3/Tp6jOR96JVJhICPaX+ZnEN09FU6jVnBp1RMqJUOC11lTa7PZShw2dCTdXT657cR/2v6Ghcm7R/Nszuebm5Jhz89vuYf1hVnJRonfL1XxEEmFI8TM3gVgSnp1WfDcVCwwMu3mFgO9Gme5vluvth/0N3vX69LNOLrnez25n/zl53/4qHsCsDOFU7i7d+5v9anlz2TEAt9MxXA/Hw/b+ZicRtA1ePF4+oBVrd7fZ/n7x4eH25ma3urxeHh+2h83+9vL4cNit9Wd577/8l39x/2KP+eHmH8fFw83lw6f77Y2EPo8Y//WP483+4/bm02L9YXkAsvETBNIP/0+85liTrwt2uNk/POy2l/bfxW/L4628/7hdH7YPi+Pycb29vPf3fUzawxHLJn8+fNytt7/sD7/K9+qncZVbX2X7nvX+TtZuf33t/7Mv5Wcrx4W45Gk8yM18OPJPjw+7m8vlYfun7fb++39/XN68Puzvj28/LG9u9r+tDvvfjliwzerJoXy8wxf/HagX+cvj7mbz8kYe5y/L2+1b+eL18v7h8bD98/bTar88bGDotuJoHY/HF3e7W2bOvr/7tL7Zvtnqwd/sDvJcjIu0A+MgD8qGjPXyZv1u+/vDz7u77b9tgeN9cbd5KcHiw91RvkIe92G/3t9cywOvZJd+lhvyWv67P6zlw69FiF+3n442U007AuWpQKR7Y8B+Xiyw5z58IDhWTov89na/X/1DHkm29FGs9O3r7fZwvxSv6u3yennY9fTY7uOWMze3h+v9LRjqOpbtg6iOvzyijfaAebvyuuOlTd59tbyHbhB9gvTFO3B66uPJ8dwcOe5ofyfK4vuPIv8nWbnbH3ay5Mp6+e6DLMsD/gfrfFje/7CXB9zdYonkQB3uZAc+7o671e5m9/Dp8v324a/X18ftw7s9WDCWO3V3P7xcisf7mdK4fJBPURTTBZTeav9wlIW6OYp2P6q2swYorJQioHjPjhPVd1zfy0kAfTUbqI/jLFYyNBnqetJMtT+IlsSjyy19cX//8/LT/vFBsx1Yn9eH7cc/be+PP92JdvyIB1B9+nb3/m55I0piu+Gfjrpuf13hrm/l4J5stLxdTtdSll7HUPy0waH/sLyTZ/7+cNgfpsdBVLlspLLh/J0P9fB4/3aqPy4u/2CBL0BDcvx0t+4LrW+Ts/Q3iHm5vNn+Ll+Oa7v9KGt+s31/WN4uHh6G4cJduOHCX/jhIlzIP9PF4Pww5LSuOfnUfC7D9XYIaRhaKO06XW+3603YXufaloNLm7zN1yVcl1yv3bbJS91qeb26Xq3dNm5X8s/QNkPI223KudbtdSpu7f2qDXG1CiWG6PwquuvrGtZJvjb7FOsqXG+WOW2vr9froeYYr5fbpV86t1kPobg01DK49SpvrsP6uqS8TtdlWC1Tc9vVsE516643q1aGYT0MdbOSL89hs7wO27xtwzquch2WtbrNclj5mFbrQT7Xr0pw10nESvJTEqlDWeXSkr+uTd64iWk7XMfVWh7GDxBmu6lDXQ/Xm7IaVvLb0uJmk6sbqnMXg6yjk3WV/0n4nyL/lv+7aBfRuWEYrlxeRFcWIdSFj+7Ku4WvtS3cEP3VsHC5hSufFyHJ/w/xyqVFHNKVk1cNaeFTCHh7vnJDWDiPX6e6CDGVRY0Fr/YJn+3lbbleOflb8gsn35d8yfIlpS28b1euLRL/IJ9W8LURHxXDUIJ8UUhRPiMtXPOlhUHe7bM8bZD3pthS9YN8ZUvByafLC+RBc4keD1bLIvq6iCGFYRFrc/IYcZFKWiSRN/rkY1vIW32UP+eUalgkl+WteUit1DQs5CAsiosL/jKKWL4tcpZHr83LsQw+yN9lcYr8rTSRtQ2LUr1Iv2i5+kVL8pShiKgO636Flw/uCitesMxZFgfiyxKFWPG9Tj4/cOnlEZOuuTyo/BwSfg4id6xexKyy7n7hi/wcS+VbsJCD9/I3+V3EV8viyvJ4WcESE0RweLCFd1zmLH+MQ5WVj/gkWW3ZKu/kWbATceFKKXh+7I18zOCw9AFfnqOTZZOlxTqnoS90wULLRslCyELLx8i+RdlqWVt5INke+Rfe5+U5sD5yghapZYddwWtzxKIXLDr+xVWXZUlYcR+iLF5a1AHr3Ra14iSE6hZVdrQNReSI8syDyMejJQccK+sGP1yJeLJYIWMdXZLt22z9sFy1OqQ06NphnXEQozzaoKdfjmGUbwsxYOfkbMjyykFNOerSx4I3pCsurW2HfEzjNcL+haK/rFdYNNEa8l65ErJReonkhQlyRe6TxxmWmyfnRbZVhJNVcnIcZFsgposJK+3k6/HxstQOZ9nXxp9zy3ozBtm0IOoTa4ZNaVwmL4shBx0SVeyPfKqoUmxhS9hPyhl5X2PVt8lvIzcUF6fIVYiyXbEmXhauhYgvu+nqgN2Vbc8uyK7JbnquiGylbJJsnyxFlvfIA9tdkhsrB73Iinrc6WGRsekiapWHx22KImkLOJpN/gc2QB6sQEeIshm4egk3v+lh1GslSxi5/rhhsupy6qkdwpWdWXzxlYgkOl7UEbQLbrD8S75YlnTRCtVWkDskawsVovvU9DjIwvkB11VvaL8T8kCe6ilQUYnSky1ptiWuUHkWbJnreyJqJNQU8S2N91POpOPXYjd5VjIeQy42bpW8OsUhNj65lzUWLTzInZbFTUOzTQi6CThRuFpy0aDsKs8bNwBXq2GlZJ8y9iHJSgfsjGyIHNwmqkv2I2Ez5ELJAag4DinKsWzy4iqXvTlqtmHR5J1ys6L8BnomLajg4tAXxuM+NafHn8LjAuHyVH8FfWJLSA2G84hdxidl3dty+rN8eJHT6YdKxem5rQ3bypWEgdLvFX3WcMLdIGLKMomWx3OLVgjQf9CpWHLZR/yYeKDk4x2slqy7rGfEDshCwuCJLsRlwZaIIos4qvKJ3CxZeicKPEJuXhy5stDfvDRJdmGQJRPbycuFRZL9WiS5D/jqBNOVUsMl1h3J4uzINVhAP+aKWwKtqDuUZdE97ITsipxfMUuy9LJTOJ0iqqg9sbVt0eTKymdQhchOtObkhJh9kFeW0+o7uzu4yXgQMfT8Bd4bcDdiijTVEfc4yEkQjZquzG43WGzcHXn4BM1c+NrCrVAjhFc22NsIfQADmuxQQK9l7IzsmNh4EcEFB2OQecMhQIi8NtTs/bb4xNuo94Q7IoY+8UaX6KC08AtsAI0QjEzEHaKBaqKpoLexXlBrYmcizT28gVQHXBHoKi67OBiyzGrvcQvklyXQusvpL1xlsemFSyWqDCYmyerYQjsVX46E8/iN0xeq6sfxjqpMAs5C4qG+crhGeI9PooNcyeWqQcuJ4uE6YjGuRK80nA/XzRLUjXdYTpFCTC3MnngSUHlYygTdLi+EZhe1lHLBJ8sT1IJjDetQ6B4k9cc8xQ2OBzZCUQacaXGKc6WnAssQSqaKwaXwMAVynk+LLO+BVLintPVejb2oe1nVwfMCQwuJFyKnYhDzLoZCrmR2BZdIfABZc9h0OR9FnqFi6eVJK46CrCWtfx2ofESOIK91sJwRjy8nSy2C2ADokkyfKrmoqxVwwqjWXRndJGh2mnCcQXkiEVj+i9sxJFMgWe63LGTsuoObJF+d4RhxFT3c5gDTJMoAO45llHVxsEFyQ+R0LgLNIHQ09EpRDS33XTS3U2uK8ynLKw/BhRM97XEGXaVzIG+WZZIvEt9ngD5f0NAX+Zgqbre4+1wo8eCGSq0rWhhulqP/I8dTVs1dt6UYjCJaV5aMahT6Th4DOsuNi5J4jmxhuIbqdNIxcjzHeMVqu5Ywtaa8WpbNUuwHTaocXSy1h39a+a7YrW7xmUYUf2/qCYlsZbQV8JfEdY+4Zw46WlwffFRUfyoHqP+MFcehrQnmGfpA3q36oNCbgV6uNJs0CYX+P7WBnFv5Dll9n+gei+mQV0S4Y1z1CPkgPbSxbAdWNAVo48ZFl3WmtZS/pMr/yqWtMP6wa1m0ohxUecBGneAq3FDRX23gIsrKQ3mr+y6vl/uDn+VqDtQMgbc2aBzE6CtbkIXVNoMox6/K+cXWNfP2eQyucAELLjZtoMOLM4MzP3qFHm8KdEmgUMNA3w6riDOJwy4bm+Agh8Q9kqei+o9m36A5C46IrBkWU053THRDeP8r7/4i0bWpWDhZ4AjjhmMur0M0kOBm0AccsK5QpRpaVbVyiK9ykm8Sv1DuC86MrBBdQ1l26DD5xApdMKi5RohLmQfx9uXUi7ciHqVoC9H4VcyH6O9BFkguaIFzNcj+ImzFsmcuHby3CtuSJZobaOf18haewRYy10Luu+hY0aWqFuGfy32vMD84pLKCFbZEtZhc3ibC8coj2nSyVgnW0GGXEl1tOTAIZDK2XT4OqY4F/gRDDrdF3K9YVLFt82abwzrHVVi1pavLa+zwRUVcL+G7KEOJnuxeOd2AJrsvi0tfSS6zGOBaI3xj8UThYnJzGryEdHKLW1YLz4NFV0yNGV4sy9+yOtfmW8mqySrTWWLUFRCO6up6cXsCjHHEIZPYmg544gu4htS0BT6JrKBcHAlHGGNUeq5yXiKsEI+V7IssKu9nhjFJuFdwLeSfOFqiLkJG4Ab1nRAoQn8gHBdrX7L6snB35XXiy8KQV7EksIaenmyVXcRxcFSWNLBZbnJTHeph7LFHcM7lpI3azNmKMzKH7+oZZQ90Vq980ridy6R+ZaDHJJ7rFX3ZZn8slu6ADpTvoO/v6MBiRX3gF4h/GmBwBt5hB+OKCER0iipBKDbRibi7GcE6fN1I9zLCFakN6RtZSrG0+E0aPSS8NVApJiwldCFOD6028yE4m7jb5RTTwXvK8JhE8ckf5cDL7shl1shBFk3Wu+nfquwL7jHCdFlvOcwLpDwQFovlxjVGcDTQo5TDFJyeeLkL6uXL66PqTFlkrJTHysZEn1WzUmKj6KNKdGVeak85eVwEl/UM45UFr2S6Rg5R0AAcTqbaNA9jZAG4PADjD7hV8DQRgsvRgHGBnhNj5KEGMgLUwFiwquGHaxsQJLugGRdZY2gFmhosfoYDpBfD4mo6Uzk15nDgLCUYLmyFHBd5PRQu9KgshIgpbpNG2HCQ5JXyGLIB8MIHxg3iCMjNK9BCcqhhlxDRIuKucF/lZMvrmNERnYbQAao0WoQtEcOiNWYexEvQPTAfG8fZYV91eZHsgIqQo04LhM+DQxhlN0Jgfk0DPKe5QdgxKG/VKJre00DdORhScZPlAOAVuburATkzJKaC00/i7SqMkS3+arRN8Oy9Jp/kkJdEw4YDIQeZnnGO1Dh4Ab2blBFCy6Gg9og9U8HwWAx7yQM9qgapnFp3C3kXFWFvjXSw9OQusMhy7kQFy7UV2xmbuEXyHrmxbc0TV5nsgYczZk0bFiZr1GUaNMA/ggFoEZpFF94SrcWWEOFnUVfAkhJQPXg1M4VMW9VmwR10l/wynnS96Rl4CIgkcNI9vHaI4CGZw2c5qJxS6TO0WAuywg2PXOWJF6Yu+CjyHaLPoqaRoGrhu+EHHnVYRy9LQo/XMSUxpiUTsn0BZxI6jUE8lE6GynKIxQd6r3gDMhjZ4iWEDbBlOP8e5pE5VtHNJhpsUw6jQRNTkcwyws9B7FuQa4XTwqxHmCQg4L4W3DFkY5DV4C7w7KmNpCMGAyIHOAR7MXSx+Jin7KHqJ5WLAYa8VKIxmJDBtmaSH8mQV/eBWQacO3kHlwjZb4c03uA0g6WqJYhbju0TJSJrz6RQgkuWGaRpoigjS4SCBg6ZJmijZpyi2hGoMcQx6pWJk4Szj0VVLY5UcIVDjdw1Yny5LBFpDbk2Lk9zCrq6GhYwM2XZhEa/Y5I9iPpCvgYJaFlUrmfhejITgURtsSSpiNToTF4xSmpXoxqC7q+MJ+jPiK4IxTGxjFQessQFMQNSOy7iQwLMLi6p+nBBjZ/cGMcsc2IEZgEscwRI8MPNgN+JxDSWsJbBLCCCLyYzW4ZlG1KgcyourKiOCoc1ZciJXE3EKuoplUUU76MVS9PIKUUWnjEC4lyHnL4Ybqz1IFpHglkeyIATA3vOYAwxZRrTjjAwETlyZjIDQ1tLtUXkyRDFtyuWEMTGFNYCrpg3cFT5iJ+R3xLjhGMeLHXtkGZg3CCHI+G0wGWEPzfgSheauxSYNECoy7ILctWiiQMzMDR76uYhmSyRWIP/Vmi1YckscsCqJypxuMG0d1h6Ca4H5r4S86ZiGgdoUEQFjCiDxgUVbiWuMQIfCb1QdYFdR7pP9BYzx/AxJBbjMjPXIVqdoX1mlOTqwMwhPkUs7RUtBOOyACUvdlZPJgtJC02xyGGrcpoZHCbTLUwPwMXELvdgzbMYJeaiVN4HuHwI/rBoSBrkUQ8gbeiYRZZb6K0KQz8W+WTPBKXcKlq22vPFg4W9ONUiNl4eUbLh+WaSRrUIMwtFnQmYP+wsdox6FSGXPLMcanHTGtZXjm1j6YXHl3lXnunC5Av+WVHZColFrgU8DuRn5FhZasyhAMM9CIyDm2bIxGfHmolJvkJSefCWZgzQ5lzGQqWaoFvheMo1zBq/iE6AL4qDhL9J5ItXhqauCH22wSEW4LrRYa6avKWb0w1YZUDL0488KbZHbAii04JvzPSpI/wGRHqeq8lla0zGwA0TY4qj6WiaCt0HD2dMjqjm1zWDKK/JyGFZakZeCqMovo2EGUgwyb2QMD5iKQdRArTNjZ6/2DINZoNcrkBVH8VKSihb5LRL4Mt4SPY+Z5FL3h8aUgyaBET6x6GGgmwRkybipULDMnnNZZBrG4OdIKZhC2KGwuQkfGNRe7DjDYEtPVQmEZH8D3SEI/K0CG8zlAzUFy00dqUwPMANxaJBN1JxIGfddC1kHZgDlJs76CqIs4mIQE4gSq3I/PHELHA9qAZRVd+ut/V6u9ykZanbjNh+6BYIz0JPCr4HbrvVf5Cj8f4Krl1kMAZ30fHQQx2zoCpLYwdNvhpebPB6cRErWBq7XeGDR3c1QB0iAEaWyo7bQJcp8Y4k3tgaYH81N+O0aOHg34VWWeGWULH1jAtUXVecsqX0aek1qQ/FSE00AzJQmuetKMLJycEye9wJhvtyseXyDgzZNNOGHAqTV7wjyJ9o+gphAi189gNVGerriEJRVIAbDnWFgqncbE1xIwNxZQuKLXasaVpNGkgAKNCaqGwtQwDdH4paf7gb9FXhB4Sh1zyZRVogO4t3IKZnDVqrnzhQ3qoAiZmYzMqZVgSgBvUQS+SGlZQXuTH+ZeSFckuAW5QYSjG5QDOVYXoKzU7lU/cENWAD1IzIQGTYQ73ZJUJLJlR4YdBTZuYpM9L1yGE5HHUrSjMkQMIamdpUC00FggcUZLUg7ZvZJJR7BthoQC7wn0rvERovwuwgw66mPuvqMcSh8w+/W0wqg9eo/kGG85iY7sfS0Qk6xalM9cKi9WJoQ5pPLAxUW0L5Vw9dXWh6T112pJ6RqASeAvsIFwt1XxagxQOyJFI0g14TIvCMBDWREAMj0KE1jVWLOA+1Z11oKkanJw8MoOT4iYJD2GkrwQL6JD0V7XSx+gSTMBQ6OYNe1qLFEbuoDqlMj4un1XPEHYQrYKFhV4lhcNlZSsU1XSPkOxzTpvKtOFHiNhJQQr/GayKlFHW/O9qBsBKEk6iepMRUPXL4MASJtWXqxaz1j8ykMiuxmZYESc/CLFP1yKFVFhsGizlhKRoy9RotK5BEdqtXO7hO+HLn7XJpCsrzioluyXDhRdnGaCfJW+6hWpAeuJ0w05mZ5Eo/xzQg3ZiMHA7TrRqhaVjqJM6udBSTFq+QgcYBRqzgZG3wXtFwgfWpYok/iVJTchaxwzNhGsSrP8j0qXyEriChIpbwS3B4mPBDnYiFbJw3QAXkdZqOr4wckX2S7WVig5k+2YaG/EZmYkt8XtqPkLB2slDizywlkK6beL1MMW6TeXB0RuEp5tIz8apZmjrXVm8WF3qsaoqCCBrCIcOF+Bi+kfnv8kPVpLymX0R5orA7oPKcGGE7ApnUMjCJlAmwUuss3k/rXjWu6dArcVkrcIy0ErKgTBDSXcw4zoAJIFU0JokQRgdNvOfC49oQwQQmP1CylDUM8F0MYCNXCulskY776lH5h7xw4QCTgXerdeR4ZbbHO3XMkH9ETDUWjeFRqMs2EC6A5MZgFX45ukj8wDo4FG7kWlq0ho1HjshrgjQyNQKPEOnKoAeIij2FaRlCpKbbVrXeGxX4ILGyN9+3FvNWeJyq+SlOnV5kkOV8yUcAfASEB8psVU0AygyaJpLICB6Md1qOxPYPSGZBuxNkwIIkDjvqO75wF7zmFxDOIRY9VcFEpVIdKswFp6OYk+8sMwbAnVcNVBjTwA+HP46DEDT6qkiwyyZB44uj31BTrFiyTBBA5Bplug7RKizQ9akQhhVYmQAcI8NCiPiA9dDJQvIl41bJGQAUBPFqQZJcg4Dc1PpgASS20jizhSvNfyODUEbnncEMYlSi2U5OFiSXg+YCw0peE8AmGJ+6hsyuY66vY5qw6jQRWrSKVgGMA1IeAy28Vhcyy1CiZaicRcfamcD5S/AWmMlGCIagKESWFBj9iNEMOGVI+eBUUCUPtUvctD7gEeLA/Q2W5xtljIg+xUU2GICef/7cxUa+QOKSzNwr3tt6FbQw7zwEg0dUYEtguLJBTsSdjRqWJ4acsMU5sdrSLBvHTE1ihi2O5fsEqS0rRDctZJpiwB359oQUJ89JYbZDq6DqzOvFgM+LCKZ4RoaVQbdl+5EnRTp56AG53hKkcVtLLLA0hIYZUXyDcQbaCTE58Q0DHDLABsQrEbWO0ytquDgJPrN8LjRLIx5OgiIcAxa25CCj5Ec8D9aECCu6ih7uHZOdRVMUuFADkye+ISqlGmGwg6IllTnCIvo9XvP3cqgR+VAbRdZqGPIgGIJStXMkZygSMIKUY4FWxLLQNwPSDwk1YD0ySmFItwKu0NMHcaJK6TgzzRCR1um/RvZFE18ZgYiX3c/qISFjwAwF0UNiS7zCzZjsqnDRHKEJ8I9xW3qWJjTUyfvRCJm+TFI9qSkvuM5a+FYETQGACeDK5HiDMkRH2Il4S7xy5GwQmRToD3gtKLkRBheZoMM5QMJBV0ZOURtkJdwV1xn5HIMjwVkYgjrHXAkUmbxF/FFdlWJ4MMioCYF2yq42QmSY6kJggQABAa/TjHnsgA6xqg1VhAhtheQGwm3oW+TOA1xcoAyBS6L3xGgtaSGV9Yk0Lh4yBYwpA5NFBvAZgUeMyz3LTzQ7NC3V0K5AIViMlrLGZED5Vccid1Woi+WxxG2R4IHpSscEn6wY1aqitgqqv1FjhSFXLhTKrQ2mtxpyMWYFIgHikiyajV4fmmgL+O8ha/4Uxg2KAfmh0LgMWBDLPmXmfU23KAq7MfEsJ8cF9T8Yb9H/KomQHeDe8FGwoQQPlF67BfwK65E0kMhMrAKLlbWKS0xQZiCRNLFKNHOhQpGNFk3N9FyDCg9WeBmYIQhIqCbFsWMhUC1shFFDWjNKHfYLW9y1MIEOqG7ThZOQyFn1D1+decOsFguZDI/SurfGHGiaOCtJlTLBaIRHET0LbYJMJ7PLiQBpWOKCtQSiBOXRiIJUQwaLkGxmSxArQxUCCOcZOg6KEy84RbmcXK/SvXoaS1qnHl6dkDihZznEhc+WVwOEMmiWjsASWQEklhrAjISSNEIHuveKa1JYnCDEUjPBY2ISXjyiZk0+igJBfIFTAreCBwfBJDHR8JCZWUtQsJHWOBJMVgvdUC0mazGu2vWQB4WLT/dTM0WwyMlcCMfsMop8wCLIP5NW5M0649YQhxc8EbVI8iQoSJcMPCJBRrPAmgYYYCRGj/gqovJxj0JS6xsCAYrFADRcAK9xD0u9CpVDGc5wDYi7s7roMDSs7DW4LoXuSGVFneo0e3qkZnklpJUVScDp0guLxPVR/Yl+zXonol2HU0FBS4zwKmC2FLNleWaHQNVKMnC26UDn2jHWskCniuKQ6eqxljVk5BsRuLigG8aVjDSxTA8hCMrEZ8GRR/aK+R3mJuDMVlMtjucHaFpFcxEgaO6cXjScIYMtaLiYrMBVcGKAJteqDZE5jBqrwZ89S08FDm1hzjUzUwOcQhtYB29UHurRNzkJ3TwTv4H6Jc6Erhijn3zqitGIsSqCE1KZcQrhZO1hHbiC0TtD1gCbwfOKDaoS0NFME3wXPG+c/EnVDes4fsRuOSYS6dZkLlrWS5erRVDsfyHCONKoO9S7Kj1DLJ43vwaOqKL4o6KVtSUFsQsLUhqa8/glVNUqEygaIDZEIg3RDZICAHgiBnA8BlQduKi9/6GIo6eQN60oa6JhxLwR2Z2ItGuaAYNdajilhlBSNDLg+V6DV9m3UYchV8Q6t0Xm0fCUhCFopQves7oCxRoqgoIPkGMH1hCw06D9SsBn9boLQk04A4iMo6LDOqYJjvKA5LkrTEsjTgWwNxH/aVEpcTioMDJRkNklgExTUnQJHUsAC+BEIiEAO6ZFSU2gEUMTCYkIHVzvJwhslGxdvMLJxv62YMkalH6gTYOVr8ukIcLutB3SbN1Fp0J15lp6y3LIHsJjAPwLBYDA9LqvCV0cjEmrmUPFu6L6aPmMBWv+KM7IhiRDzAO1oT1DhNARKw/7xxXLCqHzobeX9CgfXihjEhRy5TLDJjR1GbK2MQzM3tbAFVNvgSkN2AnCnlq06qC1uzWtEwMMY+tLNCWOSkP2RbYMjm4ApjBAITRguERrpRAMfY3UhAOKlXqAjg7vStNeFFRgkq0QAe2eK+SQR0ZlBrE+g71gAQrVnkNGDOhMQithbDX5ow4pIpQ2higxinmoipzhwjmA1RTqggYEx+yPdVN4IE/hI4Sk3XQsRuEGNAruwjrG61C3vlwj8kEj5ArA3WWL621cLpdDAOoisr0woi7Tj2GEyS1M8TKVMTU29Dwyqv5E0hUr/yksTiHvIY3NabLAmR4lEv5a10rApcD80lAxyYiwd3BBoVxcO0UAeGtudKzgainAGcKw9nwR69NZER1Z7j3wD9p0xgPWtGHJFdxG9vgV7OVApCbC9yuqf8VQ92QHU/sFyg1gLjauaMdXUEg0UnmV/kvPASCkQ74Xqtj5Su8c9s4FjW3RwcFI1xMHgYSY1eM971svCituNWolhC59sNowgjOi4gLakzoCzfdEf2QgLK6XuecShNPd1gwyw5UK/VMDerQawPhI47eq9V84ZpaiVxQIsTPIWxKR32IvZ/Rg1p064xK7eEZ1E7VKSxsvKoPRq8/ekBDqKgLro0VOIEUC14ulIawEchyyQfAl2EjV1AdAQELQoOu+GLxlVnsCwWFaGII71tsUUdFjrjyqN67gx8LUKU1jVUwd8dvIsRkCr/b8qSZH2kBYeFZYuC0aDrCsFmNzovZFV8VAlKk82Ek/Z2/erDVosmBOm9lxSTSCwY+Xhn6Y5hIDPXieMa1OIDmgaC04gYiZmnkpmRVGAh7QzZDqKUGf2FQaqXgRC8KHgG5hqIaIn5lCifvdCUaErFnv17RmTaeoIpYjGrxV4Dvh0zVNjxJPodAraxky6Xra9NzE484wUpPdoaOufYLYNHGXsjXdSewVukurFilaE5HodbQAorqDwkbAg+E4Rc+MUCpj66PGf3DTO1KFEHeqDPkD4YNR41dftCausbyhkIdguDV5MZNhAxcEAT6yp5lRPq8yFW+0zq18OgUleVWUCEUq80hwpk5+khwLJjCsNGudV7lqLMgurJZPH1eKRcUGucKdbQyFQsfB+oG+G+LBoJBi/LspugC1EAN/QgkSolYjcw7YitHio8VS2+UI1wwKCrL6mSpkBMEwXDRQ2QoGlRqp98fhq6GEZZEhqwJVAMZD07XGRHoFGddhrQG4IigoMWeNzBugV2g2AioHqWwkIRMtnmck2Oi1xqy1tWjO1ehZ+St+erdsbDNR69Ym/teYyfZ0mmiiiUxUcLh8R6xEB2MftacdqTunh7Unc9Gko5hFZoehyQBr4SlUo+ZZwR7g7IRsVbRKLHEJ+hc9qIpaGvSY4vuqmjQa3Gg1n4S76ogWLkVL2TVz9RwS2DUzZQtvgXh57doX8x3LtA4ZgJ1HGykBWN753jEQ3OkUY/l8zyZ4uGKsq9FWAPDKWi6ateOp0Y2FIqhX1jp8GpkAijq86MjwjJ/lKsNFJYC70DnQFiQEgdmynUiwjBhAZDnxFyTNDTdBLoDYyuDoKmEjNRulLT+wmqjtI0CoSCg3aLhWNR0jCouxI86VnKU61rOhwqJWfjq0V/OYrCXSZlnLlNzCSVtAUDMoGyT2Gh4QfAC2pYmKJtIHcA1XGF4R/WQNx0h6IkaJbJ2PmqjpJROEyJHdO0RQE9KLZgzkWJE7QL50yIwMkygwhUmgaKeWMNNhYF3A9aQdbymwkDiGGb6tajwE1aRs0POE+8KWC4QmzFoBFKaVa42aNdmbABOlzncG7LcD4yxPXJ222/fUleJ2uJqaJYSXMnEjtTjCPGc2gJRclcCmPUDiWVUqZijQEowKCvQe4POEQzVNXwWlNhgbU5ryF2jeBpD9GrRRD4agEksn+wQl5KkE0PLONhQgYSWwQ2cKIjWv2gkKiS6fHGLeAbkPDQ1LiERQzkPZvUpUID6cWD5aQfSSBBwV+ZCm8FeUmBM7lo0tA1431i8T/AWSBxaaEVQBVWOQGfbmsDE3knMCur1nuIEhsSo8W0KS1vrEMWwWeSaCB/BOxrJEWPWuKNkGUgFAwjLooaGZGrAgTOsFzecxu1uj8oMokhNkAYB8pirRUBp8b0m0sggRM6gXQ8XhFEWLb522HZzqKtZ/S8B1x1nLaYYBxiYAKs+OWFO8hnwL7B+vPSV1Smgipe00taJoa9JZwOmWxadXa3nePGmGhTbWLglzJ9nB4ZBtY/bbEK6J4UYiWhAZFjoLTM8xNecBW3ESbngtFDGwNNBQb3gdXe1qhj9op5eSgpApIU2SeJWYG4NSYiuVyyIQpuaIkEJtoENPYdj4qWysgTrgUlB39Ei9x+5Ia8pGG9xSgkk5SWxwbxpZmMM4UFKFoXkCN6IlNFGulWuWgEODb6taNKP/DUhIeFXqPiZ2Rzr6IKOzQ8SH15urGbXA9D0QDcEy90PVLZTfaq6C1RA3QTJnhfx4VpipHRlHyU007J2yLljyDAUaX3kBcPnBroAgs1IPwDMGyACgGRbClLfEso7svEc1VBQxK1xMFlmax1vDR/SMSYKBHo2mQnc89rQP285QBPWRWLZMLBZjs26d/cC/l2B95GjhYQ9IYHpGU8FqWhU4G9ldElAsC8wb0bvD2WjsuWIYhhq7Fti5bKgVsIGPbc2NsQP6k9iVwdXJtC+Am9VM5A51ANUirqgCRhhop84xQUOB0+GnGbBwpZ0OqiPwWbi5bThlvEq0jJdn3nYxyRx6tn955TKCl+YZ5zgGSYFt9dSPwDIYwQg9sGKt30UvR1R2gmi9R2ONsHbbaUlpq6pqZtDMLExJ9lQQFW2viCHYPY04nPGkxU/AZ1axnigD8jb4q55bKOjXqlB3tTdNIDE4xCtSdWj7N31+AzcpSBPo9BjU8rJarQelNygWRgXAWrABAPB0FtRZNJQwt0SWdFkRQgTZulPGXH2vF8aBgEPC6iNDgdbDccRZyh1ga9UUqSMGBL8XbanNWWAyaqorzB9V5ZBPRD7NuBiI58ZHx7GJRHEck2IybUnVRgp1+dlBQccNR0njoqG/mDhVR1fUW1yNa5NIJwLfdHTiK1dmIMtLUehmMEBhVeokHCZm4ZNaEpwfsc4DgdzISgzEduGYNIL2Xe6QFWXaMRuCALQ2baWGYUfbhBY/4Oij87VTKNHRB8gfTgCiebF7kQEplKyDb3hFMoHJlVJwl5soF83ljJwi2QwMo9FoqO6sBec0TFJc1n2BxAuZjNipBt8VjXpkPCDktzLfpnhC1oO8lqXwG7yDaSJIgi1AbhQZe5oh9lsm4h6ROq3TehEx3xXdkHDzSxvtUyLNFKN3aiNPfL4yKYCVqJgeYn5UsVlJXPsee2ffu1RHtgOuXtTGtTAqG6xc0rPAG4Y+wislGpKrcAVvCDgGitS1tbb6QevT7afzikDL5cEwLzBjllKOWqLQvJB8W+q4Swbd1VI5zCmxGQxl9w6Epr33StaF4+STsmIUvXmZVAHFAL2wWbVYFb6i4I9fVe0EQccByiWQBKl2MZfXZdnScuWWoJyzGK9HRLXfun5S4L9Rv6BgFa2lY0CZlzUadqB4FGU9+RM8rXbpPbeW7aQLa22gmrzROlceNJJh4YDYSGRqWGlmHwdrCpFUHGU4ZbJwaRL5R3AaXNReffJTyRXAc5MzQGIKWUB5fAkIZS9DGsE6YfAW96Ks0wizCEoDZQ4IkpbgjfLKPFA6og9HOqJ+zGZjAyc7OlJsovIqMax3gzWRoFF0ltrixlSV5QBIQZAMEtoMrp27KR7kxLak3onTpIkn2dKgkDykWpGekntxHdeb7fq6rDbNX2/qeiOXZpiQqAVltAOjiRGl5XIqKQEy2y0tvXHEGIOGttSkxUgErIknq9crypFA52BIP0BTmM/NoE5B0y/hCE3+lVIHuokewEuCFt3JMEF/HFESDEjqNXY/mhZzQdmol5RDBaY2UYM5xyIJYhZnuY/x0meNY2lJpvQe56uhLIdyu6hl85VZGBSueh0O3bmIBp11gzmAcBxSFYj2eVGZMM3UlYG3gV4s/XeuIZYhs9Y23n7e6WaWFoctknZOXUmCk1QTDo7gYHi+MC0ZWAu2sZBtpsLiKCFbJPGe5YMCeBMnR8Bp11vkUyXFiFypctcu/kjEV2eXiUQXjh5aApeKGg/cNlerMctoc7T2jnTACivncjqQTlxEbV10iC9ZMsbxTdoaXMgPifoMadzUNSD6AVYE4Qy2gu1+xuTV0MDfqCm0E5BgrqDdNWCbCnRAc02aIBJbj/xZhXvGdjDR8uIPXSmrDm4ZEuf+REskx4BN4pkV2yY2AKx4TTWi2c04XhRPVEdTg6nVHV8U8EeeJjJ3Mlgr1myrYC3DxbIVShtoINLY/ppY+0H2G4W11AuuNent0LRsRhKHYBzRoSVpN428Byg16EroyYDDiOqY4tZQVqTzKbclDprWMQRKJ85gNqBnChWWQnqchAuRJIblWSlsh2V6X7spkfPCrWHxCour9BuZLa0sS1tEM8BX94RBQNUSxabkE+RmUqArEl+a86g94x/ACBjZOIRmRKdtdckHuxRsm0xqQeiQY8VK96hG7gCSJCgnkAL4HAkNPdDIV4TejjSTxqdqxGuZbAq907pDHz21JdfFCFf5L2NbZVNFU0qG3hHQSmccEyuClHRvXdOSCwywQwJTPJ5Ajtc4kuB5QByGMuk41eSA1hY7Lpb+OmFtiRed0NE2Qke1tVJ842I11sA+P1JZMK2m2NlktEr0azyPD3qntVkKiniElkCtyXEUTx8eEqJYNvcB5iaW84r1OM3yNETTLV6xTZnJAsREWEVciq1Pmw1YVsJ2DVtNQClgUPRHlPGRnzKy0Q5YLbNSzIb2Fl0ANNiBiQx5ULaEQOZO0noYf1AljQ5rJoRCN1XEYEljjV6B+UNRR4X6A+dPrndSQjT2notLm6v5qkgxWl4hWPRc6unwIe7uHeeuMu5DR4LciCwuPhgE5SIGpTpVOkZPAjBqWjDulrHPCn/uPZF6U42kgC0JDXqJAeUQLPKJ1spi3XiRdQpw8ikOrieUoYHAeSIaJdDSwP/SoL343nrCFrpJIzdCPa+alQAjbeWpxMGghTtrwTlF7WZKhgFEFQJ1pmwUMZ6xZq+hWsMT6V5Lj0vYOUbcPQBYUYnw/IQ2L/le5pJHjkQcdCJcR0qJofc1we5WS6FHNCySDi8pkUDSVAecKCPOyeaHsIwQEbxr1JHFqUYxRo44kseRfUZXY5elHdqAcqPl+IAidgi2HaNPGgtjewbmrpd/Sf83yEZEkgcypedYl1fvgYcSiLTgs0GZgzJ7we73w6m1JBD7AYvDZo0B1c3Cy9uCqjHyHjsj5xkSSuDy8RX0F6IERO2WjIuDprjBgRShFUiSFG1jKG62QRQmWi1SIKVXBskXyt3asgR6KUQOhKQR8BOMpieWCMmDMXxFLQrIu3FPsZMIzuUGaqGIfAtUI8peko3NU24xcGQDDn4kjpUVfsQlqTN7suOOzD5yNFkrR8Yf2x+bOQ0DFwuELfSnUJ2SrRZlh3aoJMGBuprVTXhTe65C2WpPpDrUVIkZPb2guK1K4TZJx8DjYsDkewNoVtAQMpPgaNPmkAxS5ilrgLVOFSKCGTRoJrSAnI9YIkBCvOFj5ICpl0yAP06wejvklR4Nn1ebXtpYcM0jRB1r5bzrNGPQvbWY66soBsVGkWssaCNjaUrFxSSAtoKFE9zlRPkRlfcHzi9TAX3DND+XrZcss0m887EiEYSmQwCxCNHLQAVVbQ7K7KaO+goUMpo2JzCUAEi3suhbCN8hAYfEEUUBuQCle4VIkVQCT55BK106mpS/Boi3Kt1Hj6WcdtApKJlt6IQou6z8Zf1um6ICYozQbgVGRdnjzD6xeEInO2OFAfC2Z+JQuAoGpyVbMLIC6F7IsvEICMANjHgdh4Dld+5MNvsNZg6nDT9iIVFfo08cT/m6NEnP5p4iIKpg4gxr6Kj10EWHItAIsZOHkBNj8k2n467NLFTzzAwQUBfVBuPSskuVtOunLtRk5EnYVy5K7uWaQSkM4etVpmTh4zWzVPgVU/harihx6JzgwVvVCpVPPfDo/nPdQzvljjQXq103xGVrGpbpWot6cBfQP4XgClR52kKJK42og85ILWNRK8V4SjOIiuz9yjx2itDHgljMnAsAygpQZ+5xvBzQYdXYHVhsq8ZL6ow0WkFOhbXl5jviohq6BYxGxJAMqBpbrKiKpGbDTbL7t+OAfee+Uny6KxY8IzsLwFM+1a6Q8xSFp2xaTCdqmcdSiKNjki1PT9R0yh0FFJUlS3VEsWSRNgxrsxfcZhbtlEPftMLAqkUNzB0UZofgKvIQeHbtgOanU4URppRPnU5IxyP8iT2dSkzHpEzRLCHwBIjL9IB1acgiRUazQJk5dl1Q62eyODhEZo43EZVQVlKZu25G0awIu+4D0dexAJjUPk1bfBkjRWvWKNQI5PWsTCDqggBGiSQOzAUZkzv0CXzKYPoiUhxVPGXpiewgrcgugQ+WzAnWQRrppJYyYifInLxc+m1ZrVdFTP+m1tiu0ALyBPMG3KeyICdSebDnz1h3mjFolV6zhOvAXjgzfVCh6pcvyA6rndRlzI7SsLDMV06kpoWtoxVpdq8mgglD5I9R+w1BXR/63/LZ6NIs1RuEHQ1Fm3XdptV1btuV/BBsaMYoVihaTnUkLiWEobJzmASh7AMluTOTG976AArxgaRjo0VORsBkNlBTh2RzJM+WAmJI1wrlzLvP1GhlWrwWb3QiaJQGKxug7UinKGPehDW+klOE7iVAbRUVf07AQF7eKbqaTA+lTdg0Y+cvJa8FOdJGVyaMBQJvxF6IuLLmQo3Rh9VJ9fK1HOPLOJhC2zvRLc1O4xR08kFMY5d4MJ6BgSizaNgoJRSl6U8MozIJdrXlActdGZ6w6UzOunYlDGL4BvDgAT8iEnOkBea/gICnRgkDxJZ2ugCHfoyB5N8sEDntGgLUV5t7lVcasxoce3MxecO4t6GygxLaEpKQjHpPbhjpKWRhNC4npBPma2A4PvqqFRrVsZxL/7RCdvKgNxhyUqkiao/ahZDZ/V5QKBLPHpE1NTrMuZwJEVod1KxeXlTuyJFDImnXqqlpgpeopAYjekeKrjAzoxTNg4uWW1CKUs0k0COtSt2NoxD7MAMQh6iHXcwzRcICBzizBbPqwBZxXqlkEiwhAQaFUFZm10hDpa07SC5qXBhPyiVqYxNwD0B4cMYEahDkYlY+Voa8AN30WqfXNGxp1urEVu1YuCeJWpeVz9gUCq5aJenNImcjiIsTanYKhe0daoN22TOxGggHa9EiOxyRwKbNTkvKvFhQOnI0pmgRFm1YZEGC4oJ9N/Rf7LBBRLnJk+MQ4SnOF/u+WR5B6YBkHwOpwuDxUf8UJsiBbWKjzRCsUaWGLoFSgapLNKFD1Mgl6wEAnZfcbtxOR8RSZSBeOdxF111husGNJABE60DCoSjq1GDvnR10sIUHLUtT+m91b4AipR5IRAnH1AErmpmgZietl8JVsFgkgWCfTmWTDc17B24gWSNrTuiSq3GwbGUn5XSuw+CVa7nX3scZGJxlMVZMM+NkZn6DuXbIo6AfeWhMgSq40XV1N/YiR6VcQrdR0XA9Wo+pzjpQ5AVxykkhNLSX1kZp2SJX06CDHpSLLRGJPV4LeFxMqNZOV4c0BfHsvRXUo9pPBn3jqWQLIwkq5Z5DGVTloTAt7FjMajqrhOabUTGSGKi7IHgAs/eAbDnMKGfVaFnBAifjQmwML0bHib4ymwIwXkiHHeWiZJueXKJwt0GYNmhXJ9MjbK6gr9Qbn53ef+syQSdKsLkfZeRjgTYNypUM2veYLZVHFmVW8oGOZPauU6MhiG5M4w3axuSU75zryhJGJUcC+aMS+xWBzyiELYt/Nxi599WpMKIc5uxW005+OEQY1xWfDKQRJ7iqBtMDarC3EE++UmfTSkqOhnIOC6uFvjKxpHmSzQUQQavoAPsXpsShyyJY2evQVUFlhyQDoVEHOM3go1/NG2OO8WBwiAuQAyQSx4q5aO2ROgOpmdGsgb4+xw2oEtTcL2MBAj3BSgDjqBx3Vgz3TGyzIKYUMmw7bo3+Eu+O7GbvjKw6qUonMrgOYCL1FWYYNTeGPF78t2oAVzmP8GTLqfjT7YtTbQ7qOv4cgPckM7wCTNi2KCYc3kJkszUMtkW+TvszSc0k1pFMWGVg1EN+ljZgU+SUcN4DvOuWlQgRez6QJpnUWDQjhDf27EBFdsARyaFZsEjwCjpFOKRCeQ0C4Z+ZKJuikXJB1TXDA84DZ6qxPQQGqyJmdPAXK3IG7ABD2kR88dZIKUMXqzIF3VoFWawuZLZkAhNsVfPRchIqThZq7ZjBlMHuA+i2PJPcTh2T4rMV0LI5z/FEVC9rDBeaTVrZMgd4U8gKCSS3eiEFgEKdIvtEWJInIEGkZQ4KDZ2ekUKwbGHma5SDjpRv2mlLDkdocXEVgALCcUfVlTw6CUQBqjsCE6pMQpB+DmgwckmrR+aJQCcZYO1Mika24pjwHwwjhh2TP7dhqFvn1q2u5DzI3smhmNAfWxW2DzUDd7s84GoAlleOQ9iUbWbhpOnsEES11Z1qI415WL2qWmkUVwrp4JYMIldZSwALMEmlWKtGDgKOJ9Pn0TpD2YCDsBzHszFBVwL510NPS8C856walj48sPbKs0M3GonDCk+VUGRmqRPbR9A2kZG6KERD9XQ7O5O00MCZPaJ3tAWS5afAUR7NjU2MihzFaL2h85l3JxGNihw4pVTarVP7MXKGXWEurJDWmKjMqtxO2tKJSYSZMNRsk2Fi5wjIwEkr4Uog4IoxmOKW0BBo1SDmlBFdsBOrkgANrgrdXfa5N8iJo0K6fdJtggJq7CRmMZ0wwTjSRTD/pnhS8hmQGzyzwN3IPd1ZWNQJRsuvJzSY0yINLa0zGOUWOEZgSaeWqKJFBk3ZqTlHRnv0dWIBp8YRL9/IbjmmVgdLlsOJRzXccuM6p1KRQNr6pCQxI3MyyBFrb7GMvatOoXrkooATjciSQ8DIu81CQdLOuKbGo7Cmk0aq6kb9p02D5MDxtA6OOUPkiDQxCqejjT006KkqmFhmTVh8RCtYGdN741aMuCiMNvF6v0ChUUjeI++MluHA4TLfl9wjyVCn5CNEGAX/iVXH7BQWxNy+0w5hdsl0T9fCJtJZIxlFxo1qySyEGuAQ6PHeqbs3j+PbmGPSK6JdeqpcOCqEbKfKh5fIwlh6FyKx4iRWIXKBsC5CcXDpzZ9Hq1kweDHvkjbPk3nUmM51iCOdZq9cxkU7E3mKqvI4a59pCOqfVGYmxThaJ68mbplFvIL/NqLTaIGZnmSmBbNi9QMCGSc5HgwzUMiE51QuwmLhLMD6oKl1CCM/NukrDKrGPi3rK4mJdF4qM5sEEH7AGCCWSXqO2CMTNOxggkW+f7jKOgoLKAUbN4RmjhooCEqj2oPNq0zgvDKVlXrmNwPkM3LUe9L68IpGlnfINQUvM7GBseZq8AGjMWSXgFdc3mDIvE6IM3gdKBQUzUaUB60jvGUywgbNtbEqDmpD8tGl1g9lLkZLqM6BXCoVt4xBpumunk4CPEkps4YO51bTp12yQXEzhB4r11qqyrUXrP9E3ePe/GAQS/I+9H7FTk6SRk5GmBwrCjLYqUwnKbUPcmwoImSiQdn8M+ZAmVWh2W590uUVhrJaEU2rIwaHOZspEC3JQtI6fA4TPV7HwA3w9gNnlVm7OJmcqhI4cLKRZjyzjW3wqWheIFkOhqXtTJhAJwpRHkUymyKf0jRYLgPcYaDVQV1DLtymcAQUZVUtgBkGDNZIisqtEzcwA4kBLBOEChxeh8Q2Q0yr4JCzSmtGUPqZJB3YK+TG7ealPo8lBKd5fmKTvI7EYjgKPZS09qHkzzoDOXEasB5KdrqhBGpzhozVq6lD13DVcV7Z+MUcWmk9KQzvvCiKNrNSwEqJV4hDVapX1AlIAhM4zSp5JWFGDyF98yuN8jgeygPyIosFOFPjTE2CnHDkmSeER+PZLuCbvBOnChU5seogDQB6hLZCrOhAKiGMvwVmqwGnx4EX0S3b9TbG9fXgrtcrBNpl45Yrn7drsWmii6/XsHbJrfxqlVZiv66HmLfLJrbIrdYxbkVRJX+9RIlodV3dWg7R8np9vQGp33Lj8kY+uSW3Xm3lG8J2uxnSZrX1/mK4cP7CXQz+Il8kf9HkJ6CEkd/I5z6qU1SUWRlmQ8y+ILmoILmoVGicmKGRIeiqChm3xj7wYDzKdGaUN6cz0locT7qMiMgusX3DJmcwfcSJCqn1BlpreG1NEbqeIOVBhHCKpO+WZESYxBPJWGJQMbDvMyszbJr0IWrDOi6UMiNpY5Im2DF/saPzlUpD6f4zCk2owXjWZZUnsfXCSkPoMDal0hW7UhQJu+7rNP9OaubKSlO1EhsDAvi3g6JilDVlMpAAFNyJoNs4gu9p1qzoruy02gxEyrPewaD9gOx90zmPEn1Zfn3QkaYoBtiT47lLPwGAfZwAA75r9kSuhERNr71syBy6CeB66OOaamcNjxxqSRUXUrBsTqfuAfw/0X4oYcaI/YQepl3qExkH8PWgCiABmXYxohkVdJao+Oaow4n9QrmNDFqlhQGeesXoKd4XKbGqKRiW9ZBTQqga/HhGNMeL4iLiiEmqk1nMyv4jCR+UAddaaqrXQ0IOf9ASsJu4GlknB/xyegnNUcIw6RTM7tiynzGYcjAc0vJ9rlBRShxrkFH+Y9oG1CDSWKcUjwkZyhDHQ8/4IWqMwKBwANbH+nMb2kxtfEWycCF7HeXSm6o4YRoSumZTg7HRTTFVmCvBrgVsxzktjSOaY9LxpBzXyAAobN8TslaNeKQFJlo89YISdaOW4cOJZwJ3VolpNVXFcWOF4FKGQoUjVvusG+1GMawFYXGR54ukhwOpm5x285AXkZ3n5O2hA8RoFVNQGUJYKSNoiCUmknfcoKCNACkWBJoW1hrQDAQRwo9BN7ocvN60BVwVTDR9SXprdE54NZppxUTUuE596PlMgNkaGZgGmCIiJTh5HrVfNm+AWdPygX1w22ePPKnw99yg3IAWg1ITZuUUUdRLUQyYJqG9pp1D7U1WhHNYAZBtMYRzY7ZBZNtPUQiLMngx/JdD30x5m7mpJ5ZAkvaRd8fFZolJOnAkGiCIkL4WO5Q0TFB/n15BZ7yiY1UYMI5lF00WQy1qkpj5RXXogCgWxcE1gxMXEKpCmoAwR/Qo+s0xWpMkTsXapJj/QjWFeUBeVU5KDbFDWCl0UEJpouMdR2JGHoSBqdHedtG9JnLyOfg4aMCwxhTwymkLGxPHgwEIoVHYClABYQB6wMG4MnLzsSo9PnJb7LkiTZ8nvy6Kd+hJAQwQGghVyJY0A4CviuSlMKAJHHw6mOzrH1ho9sN6WK7rIG6HRzP+JuSN6MuxW5bTxsM4RcAgk/D32qiDB9D2caGIYAxEoyq1mUYCLAYgWaNmY9D+5zoSdlh+VJv2FO6K7KAxvAXrsaremJRQZsC8NhspzRyG14zMtB/Tk1DICKNAw83o3wHRhdOI/QbEjCR1yJ4SexZJaZR784jBpqxnk+CYsZSm+fVWdPrRiB5Iqm1Dj9FIB1GSQcOGaQc7esU0ugkjQwYNzggIYgoKkyE7Sgq5p06TrY6IYQCVQxDsC25s4m6a/gDtM5WuTmBw3ZDrlWOegOwUyKbW3mgr+xRtAJq2LYpC7TlqVV1IDEaWYUjSo6OjeGTWraHfPS9XoYpXLFE65yV2EF8fkDCMMLZF66TN1lkMV9UhqUnfk7cwILF3cqR00fOg3fSYG38yEmS4hF3wpMJx5MrzzWAmyJtghqh85DKsQgMsW06/Qk6URiON2sxK80E9D7h3lXY76ON5ZajhCNKW9PFwnEhhQ7MQaJVRWtAMBkAw1irjuqeXUz8rbEMl3X7GGnOiMTQwmxGUF1wMKKmgkja14wF1WFwhYeSp9migNwZzgcNHinI3OCSajblBy8GZnU3KGhhtvps9kHXDIpsZtUMfy+jppOERzALBXBWdJdTJuLiRTHujucEF9Ty91WkzeKU11ycPEXipkd2CfqlaGPXK2Y9AlTTIwRhFinJZOC2qw7QheAtNm2u1vTfCZSNKQ7R80v55nC/4NmQzCjqoAKndE5BK4RVc1Mj2KlAlcBTWVcdVkmcuMZnvNZlvI1Mw+BWWMfXYJHHS+UCaS0vvwFsiegzJUZ32FujQsOuOFKNsxaZFy4kdH2OLZdOh25wuMHJAkNQ2MHFAVi/vqmpEH3kcelcChejwCI5OkOfnbIlgnEuE2CSFuxedquY0FWIcrWPTLLua6DXAo7CcHJ20NM4gLioHYBBKjk+1QTxY1o1DkYpOGpELg9uG7cCpizGuJP6t3jvDQA1T/ptgHCVtmus560gZO4aCZ0nZ9fxOoHPNgYeleeNSZjmkKe9W8taEwVHV1Wb38ENy0qx1a3x4n3VQj9hYtuDIujMfkXNjW2uG+gH4OlbNOxUNvTm8mtC7CrPGecQRRMkse+gQPuwEPBv0i5CVh8SOTcEpcu+0fsQ+bo5xJ+OCEtIks68E5jtV9xpUGm+YehlGOKLDd4h244g2tBMmVBM8HStCbqxiwhPIKXK9yxfUBOzwZRIX9R50e5SEcdbq/wUlveoNr2wwYURHcu1TaYjlXeZLWfRCtyEehX5rHic7kHNEFU2aEvYP5CEphtBPmtxonaWqqjHWamsy8KGcaOSZSsOcisAKqhrcyLQEJnrRXE6rDW0EF41edlJYsdHkkk6RHG4sOg+a6KZyU49l4SbWS8WBj5A4zquy7sZKAzEfp0bcfOo8TYqPACuzH3puG3ALZ6OCPYdmJXXHA9G9QHqMJJvcj0ZyWgzwMH41dIW7xNyY9oz3QTuo/StUqyoyXPuYZHsGq5qk1HlssrcuWUerzAnu9NCRreedR36+xqLxs3H20xoT1AeoXbDWqtE74G0G2BpTDU+eXQksjiYtppJ7Hg1f8pti8BqFoCDJxVwQUXJE5KIOkg24X6yfP2ubf/bm3rDNKhZbaU4aaNYhBqruwaofyBzFXopSjzMZgA8tOTglOOgs5HRnjFNijZw6nfRpIE9LsJ7a3mOpyVLl0OqzJHiWOTkQqX+0ERZyn4Axeyg6/bONmHK62+rmM0He+mC06E8JcWNTTYXOcAgKq9OsYEBOltUGBFbKYkjXVxF7PKChQENoxB7GTFafqdtRVV5JPzOBYsSHBXXotQjvCY2EtgiTsNYAy0yLcLOrhRlZnXSfOyCnKzrr1GE6qpL5ytyXPuS3osCHiBEx5Kkyxp4GzjHKVLrOBc1RMq06sm5ivrR20+r0Zd/tS6RHw9Kh971ulXQrSRtqnROR2Y2quFqCIcSAKDuSODRZmdkUc5glQCVSGokD21bSQQwKA5TtHVsxmfVRNj7kHMdBdnTzBoNayqum3FzG1mYkv4NO/HPWzlJGev2sOSMCl7WTgfQMNqESLhJSF6ChanpB2lnCorHJcATydOpep+6oJ0ev7x4T9Hkl+EaBVew4J8MUk3aEtg7jYGKtGEQ08DunCX0grAKn+RJcH40QCAtd1C8YnOyh3sGEgq54QGWQEHsA1TgTdSmQx6AqT4TSTGlXQNDgrNPMIhqTQ4ZQGrgvdtANnY4haUUMeDkgasjsAhXkFKacWSb1nScK/UiEylSS91JnDLTwrjcYYvbMWHqqzhQaUk0488xt44yDk6+wliSRStLowkbEybMyevNjLZtEInB1Cv20RIoRp+BCtK4ZYR3WCFdXZz1RJnC+oBNfBOZcNDbciC4BW3hk/opmFeYkMSnf2CgCsknzDlovjdOu6siNsUuPDmrCdKuSLbsease5Bx3BEjtFgfEGBUXL6whCwESgr9hkWnVcil47ZaII9AQ43q0gs8JpTRi86gEP9iQdQ76Lw1Y5vwoJ/giCJw1kHdlkrcPmyqqeKJcw99/xEnDJC7p3khoRFNx6g41lCHW4qfaKQ0smRU8wPKCaiKzjBYXTYTYk853V+BQcDAFREy4oRWKfNMaUrCZAEBfYqI/O+sUCuFGLXzEvHXWkKBxEwrfBkl57xtknHRjEbI4NU0egkwdjUQCVz+CVNNO6WZIOu0ajCor0KLc4y4J4JUIiBwRGpSkKpLBHXSd3eHab5QaHtejkW0KKGK3AQgXdAKWH6CmfZqNZ2OjXyUGact5lP0K+uVtaKbKZsukMBV063/egs3sYVRYt1HD+GaYTDTrEKmtLOf0vDdLFbKCVEciyUlfL4vw6+G1NK+wB3cdq/XmYgRjNQ0ZzTUIen1Xo2IdZNxsG7q3piCXk7iB4rbKARU9nGXLaMgeV4lRUOgUaLCo7IZJJweoUddJI47TQQ9pLNo9X+y7SpmhH+0B/NVhp+FTZj4SKDmiLLdqEwOUKijzJpDpICtmF0IVndeBQAZS6kXnTBqZprcHnSU89ga+xp2AIOqu004FjU1g40ImumDQQOjSZkWzqgxU0B8lBT4olQzdWNDdhGHkYjWqAM6yw0wRuQ79b1SdYq5LGfWRL9r18aTeL/BKVF6zZBRtGVp+OP5ArWY14nM4BYo/GxDGde+3XccP5xCTjKcEFhEmAgWOTA/PjjG8KBK9ESEBxXRk9uFWi7BHgOQ69XIOLnRj/epuLwAqN9b55Aik9ifrYFpPpmrC3xIbL6MxWTUuXgS36RWehV6hRs4hIPCP5057bZttlK44lBVaPgR/HkQ9EAHArXR86l0ZPK/ex7iyZ2nDUhCARlGYdbiZbEO0QQpcmUrvlkeM66/WglxCA6oJZjmhXwtiRjIknA9r54OdZQS8j5446eeBMGkfWpMyqHpt2nQ7cCzZjOBGOA5fcK9FKLCSbrVGHOWq/JS2Z3M/GOU9YfQ6olTUfrDOFPAqM11whwh9JNHGEqtGtauNA78cnI3bUmVpVJwFhpVsvNGTEENhOvcFZ6UdIY9/H9pGdSqKrgePaI90gYIjR3Vybzl3SvBTbPhrzlrSf2HrnGD7Z/AxPUhY3MNpGmO6m7fqn9JR2bRv2SFQ4HKNK38y6i5LOiSXGks3tuDi+Z4cDuRV8NAcXECucodq7QGofb5C1bROVxBZ1JFpKZ6ybmf64HMLoRmSAYnyviEw9pVyHljqZhg7i0DYCtaFNB7wwjA4cHmqqnHwXxgzDonklcZlSsIGkAAOjdJBT00sGBZ+0jVQTGZ0JJrD8Q3rxGnSqot47nkmCZdyVkumNAaBjv0M0xB5HIWCD2JONXrPWuyerEiQn5ra1osNgK+vlI+ND7pTqGvhU5TDVDlgOdoYbkK1KBXZ6zuOp1B6cQswKFRhmYXI66JYKrNhq2wkh4ChZwoVIcx0iRtWfvbU8ag/3Ca5AtltvdZgJM77X06sQZ3KBstjnY5+2qFnHNM1DiDqtyLzZcBtySsGRIk9jrx5hhgyXjZPclR9IMX46QsUYgXnNnJbIkpryOKFd7IAxB4tanBUEUHWpNoQLFc2xdUQrslTY9Qpfo8PBnXVWqvLB9qH7XSeheSNF1HQ6s6FG6BJ1zgODDlocxg96Ij2nr3kCPTj7jlgtpUxx7MHz0Tq6dS6njm81X55V6coqlRaodF691YIRiQTl0I1jmFq0Vli7j4G8QLJAFRw6WbnW6dEjw4AbUjhznv1BDFOJBch0I5XeFRHkmEsi1q+DGAqnS+G6Yv6aoq8HzRqjm2FBKJzSOWUyvmtbDlvf2Qfj1eEpvo3zFegiMpJvchxind5ETDhjMQ9ue1RvWVVJpSJx5pIROIHE50AlYr16uYNwKt9KpEFmjbjCccesSEtnjf501T3qBL8ENHFUXdNZu9xtcgBn8rdmIjAcaC4dCWwqFyf14VCaIOKAgaDXj+j+SucLoaa3wldAKKvZouRPDawJuTL61Aq0htkhzIlEg9rqH5EZx5AneR28OLDqO2DFxUpJ5DuuJU4S4ydQd8FKqC0erCVNE+7MF0pc7llmIpO508mw0IYI78U840iCSpi7zjkdiIEiURPZPGVtHUfLGg4tg/Ng9HHRRr6y2QONUkxlkGPRd9ZJhONeTzGhGGSSyzY7gDAORBSAZ7OvshDE4bQvaFC8PAFAygOPEZPJXD7mUo2cmaVvVZkVNaPgegatO5jFJl8XJieZwxt5mRCRJcIttApI1UMqw4GoEwUOevKo0WqXoG3bNCrKuzDyLehQw7EF18gHnNLSDl3jJAdcgCasCM3upKQoN0Ubc+JS55YpyieHaXDsVuqxcAWb3hNaIHhO7Yqjp0/pxqL0iNZ9jUlGCCYUuMgCppLF1DbGFZpbHJwisIoWpKNRgmSLJ6oFvoXAMlYSy2AKgpe1dLqqOHTfKLCkksIwQZKNFhu1vsxOUjpDdJFog1SDKWO5zv9Q5ujGRrQRlWzEJN3RIbLHKTmBKiukDkBf6VVZOaZvEKJ2dcUB5Or+Oj+oMjemGexvHsGkRZkHYWuiVyA4TLFejdyJZ5OSqy2culp0VuQje/nSii82953sLBT8dJ7I/0r4WfNjS0FPDrleg9W2AlwePkjOYx2WrIojs5xTwA28QyBDcmXYrywHUBstFvMVCg+ZEjQhOTYCRJNBGVBhKZxvk1jUytZMy2bgNDLcuu4i8jmbhTZOF0wJW4tOl0jO+MZaVJKRTg4HUn08a2Hvcu2MrYn9sdYA0ZpSpaFWM6mgnjFqUu1n7dGlE+stbcLJX31wEccmK9En2y1YTTS2DFihzGA1MUTU0FTLV0yiEEupYaHn2Aq9j+ZlpSttH+u+Fr1rHRBkOCMmj4NyiSToN++sj5VPxcm5Eq8Qp09MQ+z9xBEVQj4KqZJ1GjnIKQcAWfhcxsPEhK1WTaJOyPXIhTctqscOCeh6wJr6jDAusGSuARvnESV/ogo3966QI0T7tzJRpiBHZVMvZ7UlpmfghCBjLZanAg6WkGxJcANrHVQjNA7n1jFNbFuLRnIHmESf/k46dTZNk/qtAh6tXNRakYKWJmDEaazK5LQIVjtFI+nfEJe2zv9WomOTM+5e06aA6BTgpgbQpjG1PgkGP2k2OlWtzKDTUn1d2DvQPjNlGxTehoNdDeLWwAIHBnB1aHRiDuHEKEmjCx6dnMG8KyS8AMzPw1BWYZmGzWq1XKWwliXJWVZtvYphXZfbCv4w9K2dDhosmWY6i9Hkcn4Bqx0pKGMBTKKVwxRDUAzhA7AJxwqT+4XjFQrBa2rzUOkiJHuY1kTINsxhbiR5rc2OUtUR6qN6IGgwMuXeEZIKwaZngVJp5qi+5MwJhpaKhm0HN6F3E1YJBdvTF+fUNJYeWDHMRekjRrRQJtMjJwxyz6mWOtVHjKX2Uc2RRDeRDmjt9KVBrYwcvEQXjK3MQA+IGwMDyGl/1qiEbI4COZJ17RuTU9UBl0xVJyU4JJdt88xZk9fEqXL3JH/IvRgIhgcy9J1AVwrutql7riujaGeHc7I95ovGs0Skkm8ASGJEB4Z7TIAHgpAfmhOnBxl5r7rtDLhNe6QJClRrNaeKOIMFaI70rioCI/LQWbmzEksDnyXqnJTPcFnRFODKul7nzTpeh+tcQq9Ia7YO7BzVFnOCRPcpFhv2ogoVGHO57V67byfOPFvUaLK9Eq0n8tVW7RDnXD84rM2NzAw1EpOUSPiRwBw7UJtrcafbHN9JGftUkT5LHZFXsN7egZlUY2BMZTIlPZN7pJCNZRxwrW6q2KsQxmYiEkmA/4bnD6pew7GB1jtovoEXTK5zLvFUh9L+PoVTq2NFiiXDI5JOgQOW+96mMdlgLiGY6jsOxfxAheAzSo0cOuH0/AWyUpPf3NucoWQAW6WaxbelOh4lq3SLU4JFCYZ8ZDzcLTAndP5fjL1Ls23JdZ3X969AU2rc8sqV79NyiYTDDIMig6CkCHcQ+ykiTAIMAJYU+vXO8Y2Za5+iO46wqULVvefsvVY+5hxzPIJ9rufBEL5aHy+GOQfosX1jyRA6lfN0XAJHSiiaZZ2JatMT5e4GZb+FFmdnNBsixkVYcEBU5/K6Gc1Oz9iYScSte01mhFVKT99sa7nqbF/3uORtCrzC3ZOIBNzdh2krBv2EgzbED0ezsSEiWP2jFRm81BaZTBNSExeb5H7Fl1vKEAwT/JbMI8XwUZe2MAELaSsMbpaJjU5bd5xVJGQdawNbgl5X4W7LFhwCmSIEpEJ5FtTOHbF++JKzSJ1Auox973oK+iOZoBkdlidUq8ZyFYSqTOVV6h6HV2sE1uetKzZDwePQQhPkSFfRQIMHzEKFNJW3eKfwATNiPIKia8w/T3mUBlH3u6QF1ZXL2Yr+RiABM8mLf4BPCq2l5wctAdSX4uGhdgCCdZXhQhNUNsIIVVEst0KCQr4JOJGLXUxonGjKaXQGu7P5kaBGiO2muW0bNziKcjWoDC4sUIq0zIpvl2MxhwwcDiECwVj+N1VyzCuKC3xAzozPxRlcyYuWxhRRTrFkfUT2V45sowg2O3ZAlg5O/WrcvnsPF8DpXNwgqOEHZ2cfLOLql8vcbxEA+zNeUclnTGCCsOIOZG5U1+6wzl30fXlZ9iT4Ogk0Q5BERmLl+U4hXfT0xOrkGDmVYKk7r3yYMmJaMH0o6Vuvg73RNtAp2IBAeNUAvoQJ9kUldac/HdIzOVE6r0kc1u3J8HlPdobii8drgerr1Q9RYH7wayW+CHSVs68gWGbXh6cC+I4F1BkRBva56xQmwwd3/0XM55nadbFNu6rkMB5VoaN67RQ4oODEclTDmx6Hl2pLfbFNE+Z6Yc5mGtCMhim/0vs+X3k8Hnk+3uVU3xujiV/KA37h0b51n37zaOT65invPdp+eJY2LWYi6TeI/7FFEtC4pz3ZnAOEuUVDBlXgk5QbGRYEwyN2zmfafFzRJmnPv2feDqSD2m370c7wzk8xXW4M2ZxYNgBDw/gWDcrEPmbt51NBFk1+3etCETZ+TTpUXKt0pM5RSLNDsos10FwlFRELl4S0mnGF4BjFYaYB2qX2oTimkZdDDfYMWhNE/dWTmQNmoPL5EP0hu36gfl5fSVuaZ1nwsbf+ijD6FuE7drjhEBtTd4ZqH8JVAfNW7UHqVzcpZBzAOhucYMUI+eOCL6fJCYoYPXcMQNpea99CQ8oeUjPwz+cucnskCtm67Cp2AtZVo91tp5B/bGxUb6TjoVf2Xk4g0QbH+zcDM7TB67gKf4nb7XHWW7qnnu5rUU2zhRGvfAU9MnT7M6Y/qVzpDLbKQMeWGUZNcnzQ9HWcUy6lA6UKDG068fPyshT8fXAEm3ni01eqcZqJ8rkOrYXEGPVkLWgxBznRGgaTJRycLXqJB9XV48dVW5GlsVZKjuShYs0Cn0eOySpcnDbwnR27PtS/cRFh7Hvkj0jREkWOOn5tjAoqNA1TWeISzJdkG1glnw6etErXinkMdrENKxRla/+OchlDfnsc4AlQVGwnELlvoM012gr47HhsQWg4doBkhYmB4gM3hZ4j809uEAPJuUbj+7WsN3/uHv4XQoB0RVNQCJ+4ccCFGdfnoAVaFehFJWibGdm3yzWrBHFaGFwLkAgvN5wBJ8UD0fahZ5gAgjkEvymGLGPfVN9d6redbShPM1amkUCSI4sgbcU7K2raK4XkyEwpFwnixcS4cZU91fk2dXYcZXSQ6xwsCdo5ylmZBbWtQVXxpUnNJAnGitnRzeI/vx/m/d9w4vXZB5WBK7L0TaHvoFibBmvvQrcqdAqrD9CSFDLNOKSWcnESDpOZlLojFEVEA8eHihiCQFfQ75BubX3K13pJR2vnPT/P+yoiH+dw0Hu5PGlk5MYAKxQg7epy+YBj4ud3zGgx/e61AazhDX44wYBSvRW6SeMHuqEw8i2Pu5yW0ivn50z5fdzWWvgmnISNq25MvsZGePxZYqrOaXo4DrLhKp3GEVIMkanCijJyNpr+Lq6PCnY+IuVBzraH8l9WU7m6jA58gxgrcEGF42VSv8PgpUQq3Mm0q+xM5GPg8ihTC6OEtMGrYhjsX/snNgVjf9QpWPeYoNI004V9L/ebIluoME2J8nx4MkS0+BGOuoSf6n0ULGsjsowx2My0TAqUauGenaIeVP89+M8OdWQM3Y0JUpp0BViYEKeNSR+K4yVqRfUZ46HqcJz3+jzHbd3E+jtHvjgpenaYXiAMzzQXGgyBDR0MEaMVnmEV0+OgB/9sNmnDyznYZSeToE1T1tiN1JvkiVVnOj1T3/RY8dMuefrxTbyhR4YxBpZQ/khjC00wNARMIerlOvNjGjUitaGnj1jeGZgF7qgcp3/Bfth3nbk5OvL0rbpXWLr08HrNG6nR2q2QG1SXFELQd7QLZpidtmccwcSamlRADnT+g5bW1oxWAuHFNBQPHxqXY7CuOzhDmr789PB1GbvfRWtc1ajiIEd+hTe3gxxxkCKuHblK0AdEFSNeqa6L7PxS15bdall8C+m2dJNnxzcJUDY0vtkfF4O2GOSV0FPwlteJDsXkvktjALPqnBnQ7A80j7A4jcg9FkgV2nW+C/Z3eR7Pc3MNI4aYKJgUF0n94JDlIpbuRm8EeERBYENPJoWDiyKZSjCNw69LRkyUhvdI8Wvak69CdTQrzqUzRDwZo2T/84x4jnRGZYk73vELjPQIyYYM3EyI3tGknWssumV9QlG3odLoymlMzDGUW/eY4sVN1z7PCyMRN5v7VvxIrHK6dYV8rlIvpWcHUuYCLkByBvzXs4PEMrNbpnhm4WwVJ7d+UneFtzZnusDxFJmSM6Af8jBS1s3QMw1ts5Bi/dEMyrsqRifLJizH1/KHSGD2Nmtda+QXHBLD5AJoJNQ2Fj2KL2Tfwli+KxYyx8EUVvU6y7HrZK5KLAyzyyNLsUcllXFw2CnhDOKSTuGwWjHaZnwbXX/e2iDVYMOiS0arMAmGLvLUucZWdRgzmLWNFa4t+wW5361rZijwqITPBbdZC5P4gZ2BQrtMYMPrT9NWpjb43EL6XQtVXjFOPSIcdd2aDD8oqDqShHRG4pExQQlq9GcdognbRViZeJrNhq/FimExysTqKvGa7Qw+cCxXrxGOK3RzB8yOk3TacVieeNj3GUZ/pvQvDonpYqiPtJtsiXblMtjC61jMUuHiStoyb7XPtRkVrLyWYtNcXk6tCoddFc6cpzcdCbnqJlax8FUx+CUnPsuH6ny8Vs32eB31dnvdBaQeEYBWP/VermaUNNPd4Leup31cYJIA1sp93/bV6C5Rj1GoBiXhaVUqWbI1wmTQ+4GTxylYN6NLJL9gkA8XQgB1nZRZplyH+oFD9V5Oj+M162vc1/JK30O84zCKKyPGpth6eKKs8zqC7ntow6oPH/dyTftLAHchsDYhEVq/9TQaO/IXB0GJk0YXnnUWOWZuvi9i4nZdGDto7IqFcwATABV5aft4GdwQ2drc68aqW/NE4g61T8NFBiv3I/v801p43Z/tmZU23G5Pv8xjd5H6ntNDCKgLOTK82U2TDjaMiMh/K3v+aRqcAK1qAqgPOevIVv8Ro1wcWljnenMiO/TgAXDSABwV0Ze/2CyfgezqWHbORUbq2RSqbqZJuQiWM1qNvHk52MYm7FWU3/Gjtw1B4ImU1FnaszTwVVhcuxmrDBBhjbEseNsR/2RBWu6XnyboRjpbZGPNixd/2JFY73c9RjmzT7YdBpPXN6QpOE151/+du0MZ0anCkORkwqkuUrss4YtBzw7fCdgQd2E95xMHX8mxkDtHUOSJQQkyZbEf8/GNETxw/DzxGYWNX7k7nQ/lWu+qqXC3GGEjkk5ztbqcS1rYrGn0xqpcr1pKnolKXQt6fEqGc7/vS2DN9P6wKxaBkT/scgXVG5C9/rC7vHJCxiZcVaeFj2myzzE9HeGt+r5PI7ajhQhaWm0zSzLclwNGqrDWXd8fXubg1Pr1wrKb58ndORDtdAxQExc5uDcjZC5ycYxoZ4U5r1NOqZVjrrIF60ENU2BVyrzeI6mznHHRroteKJd8uXTVdgboutKzjlvsPVetiRWqBvbDhJGD++xkzQzcRY8tG9DMpzDgX08O5UClQQPDLLA4xIFYq38S9OO5L451pbLkPe2apjb2nTOiOltGblSR69/TMNUYXBf3a9asET+iQUdh0NHNQ80DDSWnKlP4ohjYdck+Xu/nakbfa0uuunK1aOu1vp/3Yx6Pket91Q5T3WU6ju/mMn04KRf9ex5XYk4XwQZDQdjPV00sIa5o4JxGGnJfmhLcDHPM8nI0Ue5XsdeCceLgS503scwO4tlKcBnS9/F7uVDvZqdCFZaIsEBOj7b3k71l45d1o/DDJlcnKLsWite37rb9q7YmmNR73FaTiqxsJuSPK+2p7lgv8KIr1MxziA3CFKYWMAX1kyjA6dkIU6XpDLtmvYPs7RZTs/Ylvf9xucymw75qpHDrf+QQdAdglL8llXD58QpCUkC6VGQLt4JSWkhAwaREo7Vy+bhcYTD9A6zJSdmKTKdScJMdPVoOY7QO1GH4JPkFLMAWBLs6a9g2VdJXpatbi3t943oYaqpBFcE7+TIhSd9jqfQJ4GGlfWnZySAu/OQRZQpRAMVHUGkEP572sBy8hgwv8tzEJek/bQLlaTn5tEGOJPvujKnsWQXDlk3f6/LXyX1GghX0dV65SgG898UcP/AUU6XWCCYO6wYt929xDS2IN0dIWpFFb0lrNsv5ujDHpvMmXctQGHXTKutT+hCqXf8SJeRc22eaxOZSk/VsuxZLBnh8xBYVxCYdVJMfJuIBJF5ZYiSnnKp7tQEhw8C5k1w//qLRymDto8ICubmZDVHTOHbF+1uCL1kw1lWDan4jRvq84pHcmNmkV2iAKmYh0UgjZz225w4ascFlSoq8ubaZfDwn2V0Z9s3BVsMmvSa2g6GPHcva09wisGhRTtcm1jzZU16uNOrN4B3ogSqwXS036+0MWYXIPD+sMuMcd/enKlDj8lVl6LCf5qPjK1HGqYlzuq9mZ95e7XVr9/fzlV6vrAv5+JZSrzQ+I/QVuqyasYC9C/Cob6FIiDpgoWlvjLDkqeGH90vqQtjytGT7lWJaOtiryLMN6j/opsoiT2/aGXlP9ou14KXihRaEUSUErcJVk9D1I6cHwQPQYLh3N395Xb/5S820jYvglZYwiyJE8HCtQT5OjklsM0b0w4cAHOGTcXBoS+yxayWYMgVJA3cUstg8szB3KM91XSoNLc/HOqLej3WL6A4cG6+3v1nkREH7ghNzOb4AXeWQx522QfBsyJTGmzqJx7090/O9fvbjpj4Zc0pfP7XY/qGYS0hvHaTs8/KSqt8mFoxQRJitQiOCktJOLHCjjjTvIAYUaW3We3q15/Gut1d/tNu9iJ9+GeWNz52C9eclpC2boHWRyZgmwm3IoblRk8EAKDuBOmSj64dFDGVQxPwdMeP9sF5oQGzk3n3Buj+Ch+IUGMvHeW8sq0OLvgf5TOtibuckWMrHB212b2My3PolgynrAMbVZBwjBw2MhZA3UY1m80xUQwJ3djl8/RPBLczuPcETGfSEHMEA93pE2b9Pi0LYAz4Rk9/x6fKwoZEke3Q3U1lOIHh1p2+cU67ESYVQPOCSeMHEjBaFtlJkqIpi+JJ872uUBA46obIHoZAJYNJ2EKDKeBZzMx1OKieBtLO5dJoYy+5z2ia9WvhTcEXNyiBEi3sAmk34UoQEtxjQVPOj9eO5tp1dX0SIhud9MNtC7gOPLJoTbP/bJGVLRTZwWM5M1XQTH8iEZNyBwM1OcHZikRAEuIJEFGQTGYn/XAc/9ADxbhWKdBqFXFsavaB4kLq74AokMolF2OH8Lvb6WdvysNG6zEKlmMmjXyI14XI1Fo+IFSpshCN8rXc/I1JMRk1te+O55hSaks0adCcbftJsCKQTzfHCaOWSHSTStqAJ38GEhMFYQrW7bwg1M0MC5n5GXfLWHuV9ihpzGu78A44r8J99jozI5aM5a6uvNDQSHpN1D1GOy5yJlqlt2hpbDRapBVAqZfgg2R7rRzPbCmQivA1hh6pbLRGPUsnb7lsmG+5DaNPVRwjim9kshzONbQW9dWYXSgT0COD5A+Jz/EBsjTRiUp2oo0Py39resz9ez17v6x/SmR5Xu69DgJrRxaOpkujb4ryBbko5GnkNWB5JQqTMCTP5Wib1Ulc/9OQ+3J/kaIb2ExaLxHqILdHJkdi5ERsGLBO1GYExaq8/h3LzETBajEL0oIzf593DQz47jxh+f+j5QmdBg7ZK80TNNg6rawXpB8nqNEDCmOeM5NEOnfSgHDk5m3MIl1AYVtMCevidDzd2mh+Pc+PpHuslqc6cK6KPNtyWbTItWBVtDxfzYftjwQwaUiMKl55MpvAHa1EiT02GGs+kTguZxYU9nSpZNBw1zXbIX3f12woX0RJq28tOChNnfQD0cNwNH5I5vAwcuOqgaAwMButjx65OClQMOpxoqAmw/mSYTomsjvZe5FgjD4BJ61WNuaOPLIS/lJNrr9CmkKvRKjnEmhWDPgz4cnoH0RpW3ZlYJnfheoyrrKG0QqQR8NZad0reoMSr26pi/cvRGEYg/T1hAyYvhI4pDjQOAVGv9aaPfO/9dT7fQ5qKXIyjev11rg/JB+cetlULREMV6NgWD6rUjx5AI/qNTrpnslKMcUXD1MRzdZM0sOiTLD0sE8+t3Oevgc7lnc7pbq6FY882FnZ1WvJ1ITviDYtcNVQ6cXJE/SUmGYQDsUUkMRL6+hFEwMaukZoIpxTA8/BRDG+OeR6zYa0P4NjtG6S3rfghinPpZC/BO5wUiiPeyevxTOk51wJsr+Mu2K44kwF+Ns1aNypozDzMjM9L9DHhckZI5ufjRzR8sPqH/YHN4S0HsVzFw8fOFaX2nPEoY4lmaFdmydcQmswYwbH0lB4ofEvEmW03miVUw80Ih+WizAedUFZMhNbn/aY/cVJNPSM+jEKWwgBeneezUkWJNd5lBF/c7iKnPfuWGyLmoR/PYUdch79ghReg143yEcKpqPIGMAUNnaInwtZf+/DYjh3rPA5tOrFPUPWkIGMQN1RfcStePodZo38zclUdOUlwCNEiQMgMUKJHbKbFf+k8vYRfk7pc3r3BspPjg3mT+Fwp2t60HU/WU0tXe7tKJqP/Zi5Kz7P+VbW2+qQuUsGxtvpODhRDo+C4YHv+yLONQqQ8j8eqY1+rFpNkbv2WV67hX2GxZK7B+IlOYWs4vMJ2LuL6piI2ZBYBFPBslrGf1OshY6l1+E5x9W/PW0Z9LYnU9OKQFvB0UIHbH91buPk0zwqKzY/0EIrdDHRUVswTBlEEuZr10bBz5sMKTSg+E9CcYgyPFe8FbhyRFjsjh6OEFursUbh4eq7rHYJfC5a12m2H1eWPuDixA0Djbbi3AxJL6JvPcM3cidFCqyfYpe4gtQe1fj6cu13OP/8YMUD0y+3Q0uytUD/kfOWn/Qijxk0BI2RSFKP1/Q+Mdmrb3SasqfPjZUi3WcJssaoT4BVjMCM4SWjV6po0GQRDbqwRQJO2szw0fcARY9ovtsZA/cpt3iwIUvSk2DQSzGLbnwnfweNbJhdw/vasrzWczhJ5rbluEaTrwRpCDOOUwhCD80AgRzalqMBEBBvpJFjh+KOS8wsvbyYJH+G6UhnQ1p8IirKLTw5fnREVtAfZUGOqXBi543+BPTInBLxsOZqR+KcXZTq2g2DE04EIVEi2why8FVda+DKD0499ZthPRC9e4kJ9a2YddNbAoj3SeCweEIpQIxN+/aeD9rjYv4LJvl3thOPIe5y4crwqpSzYRAuCOYpOpEwdol1up7si6yRxw4QqEfga821CsLTD5hH6YFhapGmugw1OQJaZ2udixho4GeDRkCv8OCoSeBEjuGCyj+A9oYizBEpS9kVhWFy0zFDmAbHaWQO3N/g3J1/sYpNiGwtRSW59LYhk8IL1Y7dzAglJ4Y9TIKKkTZE+AgdqO0VlIpI6Dl9KyhNsPoHq9q7Vf4Yl9iMU4j6+tsW9xoqbiNMhOgVdSPWLGKw7ujuHs3ve+s4zovQyDAysuekvoWqp8WGqn2TG3rYHv8/71BncjbqnLn0b//I9K0ZqhtkwbPdIL+edE3mNJo89676YUttjZez4ieQbfFrexCQY761sjpMB6O9+A0GLO6ziBIiuwaK23L6Ez4Ltn8Olf+2eDv+z7/gOye10ifD+zNcosGPRH1j9QfvL1Vod0BXfhE9O3aEiJVj+Gg8IoV7V3irL9Y6JWFQ0tU4MDFh3SrHG1bavkzq77BclZiuNDO5skFbN8smn4yeD5lMMLUupVlsoouxeYUH3ySAGc0vSaM4wSCpbUjZsgOzokL6Vnuq1OBsmRk7SqGeUBwjtdowLfEiVWyrtEdscTnNZVfoB57W3IE1QO2yDKjNzs+0InUEqb691/ub2aOuM6e/b7b5Oods80z33fSwEfzXbeJDFfbn2UJhvD0yPCJjRGJ8QR20ct1UCjVt5n7f3IxUVIBDEGTltalGF+pME6WJo2eVKU49zy72azQLKzOGsmdB26Tjd+bplXpvnO/fdn7MeF74a8w56eSK6wVNOI0iD5EUBaWQrMukVRKOZxKdo8rWYIgRtII7SIs2b5iBLAsvIBZZ0Rkgch52W1/s380x7eF/qIXJwahxxMGsRf0kb5ahoMOphbYeTHMY+MCdX46EU4W/n+FbgGI45YnKnn5vNgxJHTDYJCpr5MjapU2NbByTH7GRGXCFNyhcfUXMMzTjaql8DrSkEm+SPdj3tLx3f53REif/S5RricPSdeMeJOyzcJq6gEek2rhA9lYzMsXPf3B6ftkzxJ+b+MQkXs6Vuz9hswEXXF7ayI7FDVKOvj2u2tqd7+K5UT76xb9gIva8eONoFPBCM13IpsTX8lbJO7aksB89qXNNGKDIrMrKeV4+PtxBSMuFbqlO0EzpajRSNHJ13tgu0R2dW6/BSIVWql7Fdoby7sesczKXRMJIv0hWHpX9oM5xMMY8QxVsH14GgJcldnHjvSj/Erp5BU5KkF7XR6eJNZETHXBDKquUsZS5zdnDlfVqRT+8zDJhrdOxxZK1ZgVVVCUTwOmx81jjcnx/UudCN6jY3OgZSmVntnpvHt9rFrq6apcC82tMbdNvVjcwVnejQgfiAboGz+AhT4Q4x7QpYRWCADRmFH/pKupKFFYdS9sCd8dq8aGs6TYY8W81+rNFgbX4QJbrD3+YlWeVBFChAwqnyV9rWtBmzmta+leLOXvsMxznCSph3KGlgw7UgplqZ0ArMJSTIES5h84yUGzCiPA2t4gWlfWCNKZhB75stLUDc2qUjRogy9ja+UsB3DGJvdyk6rmxHDWukIqTiiNE49toKl7tQkShkpAARELDxzhMaUbY2BPcnPYVNKlBE6bEtkhP45l4K1/cq1hSKcYRWdaO5OGqt/vrDxMiGp9pVE/ZAHkni9KiFoFymAwqsviRkkWbdt7r9hw8o2c3EkMESThef2BG4kJnuLlQkHsPKyhhQeUqszgUgxnYIHkmRVzWYaBTgPs5ESWoTUyhk+utcadMudTk5DFNuhfIFNG91/bxGBt0INmEcF9N3sZRCjQQPwUCnNiu2dpPfSrdjDZ9M8uWFk3cmAE4BDd9HNS1w/SZRnqenblNWYmRSDK2MTsauihZE/utWHdLvESBQw1st25Rytb/jdZ63qVPhUV/j8ZiPZ46UZ0HTxZV+od6qTqGPzZS2FRXAEqt1Bj2PgMggJBLq0SyJVerCWk8f/3BftZQW2/DUWXbwONjk5+c23SNSXMSqUczuus6PSoYpeRMAEDIOo6Ulb+cyfo3k6QjDXXFUGL6JcbvGCIPOYl7B4yAtRnwDdAhhrjTmQZgSr9moDit6MkJTA3uVFmogkdsfm/UcoVlWLmVRfVa5Uh5zPfLVyt76+9mED+W5pUAzyE3dacKT2YtLDuvQiYaO07qCrNTumDP5K6j2yVI1v8f73Wd6rx/f3uNboAp+7q4PYFLlfBlteRjRpzmy3ipSvW1Ckgp9bZewY8AeJUe9aW/WaVqgLXOYN9TdYXlqF+WhyDbn7oGPEoQ0USomXEUEZavKVc78Oe/tdXus73t/1K/Pd2Bh6WnnuesQJTJI/RtDdkpZOB7W36gx3rZUFAQnYkpdOEnTFZ8kzp/UQ5dWgOA8gkAEwjZvaFUtSEam2wayBSvxEypxAZlWtVFwDdPPpJYnxwBkfH0B+OkClY6hPX/Cx1CGDtPtYhedVmzEnM0IFfXc0q9MxYh+orgomTsgZjU/s2GkY/M/jlHcUzo2PjWcwdZarPaXVrZbiNhaOFJjiMl4Ai2mXoRmKtU+w/hUSFi1as9JNbhOphnWBcRXadgtOEojwB82EYw436P1oWL0BMFWIHldZf5claVa1LUC62rA1s1u2bZMGc18dJ1Cl7v+TY4KnKxPRHlfgCO8clD29W80ql9/luMpfxEYelsn7/rV9/mSm0XK7/ct39epcdSyzsXjPV6pPe49P9vrbOV5plfPt2eX52N+pft9Hrf3q77u5TbLo77z67G+x7Ot+/61DrXXIcrMW0L71dG93/f7aqXfj/Od3/M9X6sZf6b5Pt7397zd8vs5pGl95Nt9PMp4Soi4Csur9jfUXX1hE7s+6sVyvOR3eZMsj3BAOZKPTNwOBhmHHvaPtD1GszzCLyw3usvGoMlVhH+cQxYZoisqzk5KHmytBRXgC6NctxTHNspleHTYJW1rPisVU8b4vCSc8VPgNSUb7SqUZyHKowIom1oFaXeDFJ7nmZ8BEL4zGFuUMQw5tDQyiZUOfOouR0TJa2ba4AVyGlU5/Esn1PBUHq3e+0scrvc6Ke5HxiYgAh3qxxfb5IEzRdzDsJyi7KlZFTpoEc7Y2eJKMLwO1EY3vHWNed86BcKQunwwqMYsi9j39Sq6ab9kiH98Lu32OkuQ+vW3iGTSUVuh4+xuHQpRW+fOWoqv9qqP2+O+PtNN3jLQmQTqlBwax+Jr0JW1PF3EB9QKM23JfpMKvw0L7x/XJXpNZBCHucSdnhnoIXxhs6jSTGiU9U+XpLpOMlgJVT6FjTkDRmf+vEbpOO7Q6GFCZkruuU9jvsmOB8J8o+MUZ3V1psifInxNsS/y4Temwbq8uEFDbMcsWl+EDkMCnR4Ptkqs0vpcwhlU+iXbGQgDt3uV7sZm5jEuHqtsHQzJpgXa5FvhCdojgTiExNoV+KvJ0D25G0xq7lD5INtvPpOHs4l6xbpR1mZDC2Oe9IQ1tI80sLreynFr836br8c63B7lsc6q9Q3e7V5Gq+/zWCfaWgi3e0nHPiAygiwjEZuCc+7ru6fg1Ot/NZB+2wXjZVGuJArgD5n85PPCDHLQl4tljiW8V5kf2gzWsO1aI1++Q7EN8/g3/7JWbPaiD4NgAlsKXknTcSBaokK0P+rhEJXnqM90+jgOLBeTaIuxPW147Sj5jbLnVROBFqvA0LFWXSDTvcEFaxjeZ5y/t3/SZU+7z03tXhI+A3DoNuOwUrV9RbLXGRZTDlGSi5qKyhxWg3iN2UFeeJ3npyWFm0TxPIKHHcA03VXYZDEgb7EaGb0HbaoHoeuIaNexvsXgR9pYUSuCATwRW/wKDReyeZKqXeZXEM9TxJGpxhLmdbIO7RGl0l2fBLxpi6jE2Dj0C5STLkLOGTHGVFwx3vLWjWAAxYOE/zba1LP7WWl4ZVMBnM/w9k/KKFezN+YVFoYWjvzPwwx7yvfNoY0Ojz/fr9IrRn4B+a2+DaKfniVWCyi/Tx6JAWudTjj7J6efS6xDFweEh1ReLRjjqmQ78oHr0CrtpTEbTqBQsCgL2iv+hzP1Vm8lJQjYuZh7zLEISgnxgQ3kRi8IWYbTNQVoOZYWP1sbuFwGKN7qgMDMjFw+Ap5gvVKQf3MSu/k6x+XSBmmGK8j0Q12OHcmH9Mly5Oi68EYPhwayQlu53Biwv5t6g8HYOW0G7iH3BQZBxZR7AZ4aYdLpUY9mK1d50i69e8wR2mYJngZSKYbDK0ErKAmNFOh70YCyZXEHuqJYulpqaC4Nxp2npWk8xVWVum4pPyI6MH1uZU4bTfHXS/qmEIwSqVuez9o06VmMhmhlwOVIYRCNpolA4SEmGyeiC2u0XkqHPsMGDvMaHXTNgwFdaiEhCr8na8vzDio6knVNjFZ08NZt6YeutMDWZhItS/EPPlwBExpz6LK9XEVZGVgRajqkfzuyHSWVqqmnPBzjpz3LPT2MwujPd9YibpKTuGeZUzqfh5GSXE+AuqoZUey2BiuoeoC8XYfQvoMrNExRzm0Rtnam43rYqxXANjsycic1rl0g5FUC4W4sDK2GistpRFb3wjq9x87xlfVPRl8OXdr+yTqTagnBQP2W8tCvcAfRPQLFhB3SC9chviYFci5ZQeJxpBm+c932ubqWnLYBk9TQTPHwO+zB20X2LiFgPun95yfIPE/GsEJ/BDgVGJ1IuWGPUZ0fFBclX6U95ZfkpSrfHMdjq1aupk11K3lPgy899LAYOl8ZLgT3lqAAHPYy0va0Yl2+5vr92qVCrBVmmm7rIz/f92NIY/88yy8gHZzz1ZlcRYdrWSCdSuOBR4DMvP1ttkK2GsTJzq8t9LxVYVxYFR4x25jyTSpizBqXuDAJjRzrZvKHG8w6OMPpxKmIexQ3wuVhz6IoKEZ0tkh9QbPsIzVQQOKbk3f7RkP2Y2uplXwoQB/RTbNBmVk48CZUeqqkHsGmDlhVZbpYd+3csTIVu+oBjWSzAcqltpLs06cih27LvFToqzp4i+vsQ1H0QesngxMHCJxmM8jxWmA1oPoDlj/TRtE/qksMM1Y3dUoqdW21abiI27YSbBK5WpQhMTZ3jsURnjzZdpOSPyqhqyFHXjWyntI6UcN9UxulebQchljB4I+29FQBnmwPz7lH1PXa1UIBZlvf6P6ut+O4vSSX/roWnbZIjXw5Jb1qckK+8hSyz1TiJMivlO3QH6KtiH2All7y94myp+SAIvgZRsKWIkPlAi44WN74x5cUh/1rJ24wPAieBI4TgnhytmaB1Iccyr5SgpC29+vBXzTmiu0fyhpW5Q4+0X19bqZWOI/a+LRhkoZiB/0nDr5b0n4Q5bEqus3S30AHlWqp3+YGEEPCN7nCfUaRQ8s7Y94D+5WfDW9+PYar6QbmhXqxVtHpJrVYlYaXcyVSG56sPLq+wl3zTK6cGKP9W84H92T2F1ytR7nklYR61M9I1ilTe+SCDQqZi9E+bz/IqKRKDOXr5UGn703OWeQKQ6hqNvDoTt5r6zvFQbu2N5l367/1CIVJp4VKyfkmjIvhvtbA0nUEqDQMZmke5qYTKHWGdedhn94OJ8RGa1I6nlYGDOzKnGbg0Ct+jkNYkzDGj7UBnYwaaJN2Og1cHilOPwtgNE4+4RJuJggXRN7RpyLySVQG89yp4w58b0L7E+nj7TN6bK69bXrSvetUeju2CwmijRFNQpK3uYhI6qY1d10Vdhq+gOCJFEJABpX4+oivR77dxDx8tpfQLtybdIlnT+NW/dCclFh3kgCUU45adTae0cV8Tt8iV6dyXFxLVfTF8zezvoJ6mKy11KcdqWwzea7OI44DwJ/jVldN+iyPdNyfN9kBFDFUfadcHlvJkp+G0seHiij9XBxaaqXa/ClHtEK/7NSz357DzWw5L5ZvLVe9wN1Zvtl5ETw8wlOzhqZPlBktsHphSzYQOffMMXxxPO/nADiuvS+nzZ1HUBwiG7L6dcaLaCoyH0KzgBNzcwGTPT/jqWoA7iSD5/r/1vl6v/VXeZbXQzUZJ1Wu37lXB5QcDCD0mUxp81oGHKhUc7CAJmeN3H+v80be6NssxYKWTJcDkmnfGtjze6At1SwXWo1AGFV5pc4P3axuDcI+9m0xgvAI9GBGddn3s6IV4rwFHitERILBWrABFNMydWjZNWsxMkpVPDZXOduNUfU8RwjtKfzZRv4o1oXZzvGtuEqQ9y8WuQcWNVrf7TKL2sFoLeauqvilDS/iXphFw6yfHFcZNMF5zBj1N0yRqCVpnw26YXhGMPLRs/EX3KHXhz9tKq/WFWMGHeKuPk9nOSYCumSOvw5QfQ4i5PGOKvV5G2uH1XZr43UbsikpDUjNOeWAKHtsZePf7cog7/OmjD86UHM7wwHqwPW3Ouoq3jYHyCaDRgoT7hey4g9Hlo0G7YUQ+QfaMJK8X3cy4SO+j9dZRsbhAZGk7ozQqpxj1yVCUg7cCVgfo4XFxsjOhhXA0JpRb1jnAkTn8WivWh7teJdbqm9/yeT4wkrKt3lZ6oh0Nti/V80c3H0KMjfZ7SM5AeCL5Gl7gIYvVuM4Ee9mdUGn3SqbLT7Xx+kfyDqH1zzMklBXFieX4qClAqW0EcBaKLgYMAsMOWKrEwyfdyJYC3dT8Y6F3mibCy3avN1TIzRJozy1KBdcTmSvebBBUx0uXzK6jdVoERZQt2tbtarRaVgnO5gYZ4kfsUVYv9RBQ87YQwAdGNkJg0bIIaxPTsDT/CBRsE4EaB2F3gEGH9Jc9fb27gldZuHZAccDjx994Ooij24VWNO+pEVQtoOLCgDnEe6X+k/HTjP30S8aVXcRL/QOxeKqS8T7Pgy7mNuJfyJtmvYrr0/MQZ2LMjMZBpMxsOfbtsOF0kG0oz28S8dzxDuz7Y1yJZBwWGbQMTO1/ZIRzZwnrb7Mhkr/pGupblB/QLaTTsBjfGZmB91Z3mkmCRwwfayxBYB/CRVPHHxU2PrlTmGe+Ick3QThJRwlI2Wih2mRvkCSfR8RFGKW+7p4L8aCk6yC+pl68JGjR8bVRKbvetByBy1iQ/b4MxdpaHvdUMpqknE6FayddiSc5L+ulqk3BxBZWvOL60kbUA1gwbkYxStU9/Udw+UycK2d2Z5OHuSefqpSC7zhtLP1wTRlYHPMML2IJhmxeUewlfoRJnmKgAFAX6dpn/FUf5CmyM1U5c3b4FoPJGqfJcK38dwRs0goIzRsZNjZmlur/LQXUC2BNkqgqFUZUreCgSSRzGk3lydimyi+O4Ex8gGUQbV0G2I5mamgmqfZ/EHwOobDzX7D2QrckyZ9xP4WypdA5GdMLte96ysY8J0bGBY3cSe+eQ2In7af1MAL5nDBlUIsqJguDGpIxOaC7lK1G79A9Mp5PBrRCZANxIykKNoGbxGTTQmfe+jUxXLXJWqRKdFu3uDrd6nVbSEJXpedTsEE3GbeTCP+cbC90VFBRDnMrQbtYlBaCsIw9ZZ1NVYf4mTz7H3nKQyha3gkYBO2y83OvhqX18RZ97z6cs690J2G3ksKc53Q+cuUwr69UUe4/8anLCYIdp8AFUBXVhFw0hqts4rzs3F2KHbGHXS9RNCqP6Ef2YulFdAgGudxORCDJjamxHnUHPVit1uPBqJ6qKEcr5EG3IeTgG2lCYQxsMMII1h9/I/qttqjoMBCZOzXTcrRX/BdrGumRquEPkVlm+zwdlqgfS56xKyqoBybsDD3PUKwuko+CKeM88sIyab978xrT3UXRPLJ0KNXYd1yNB/ZGRwjpKJCEVPfCU7EyCdAqGxBfwyjGIfks9L26P/F8LWyf9cFRQMtfzjzjEhW0OCKSwZjggJ1IOEDDlFRI2k7PDTGz8a7m+iwp+Ocf1jV3dBdJ3us6DGTywPjxvrAwdMRHQAD3QTVeIbAPtmJSCRZqzVl6iVhkADy2lBJyFJ07QAjwSfs404+CdfLtulnDd6Pezluz/e7PvNrbY/VYs7jl5sqOr9+NbJiQntOXrAiVpE2P5C3ScwRr/aLm2C7c7O7GPEMdza9FVM3dRGMQI0ZFyrZ4vxOpXWETuKREdntdlpK6uQZi9KQDJZuelsd35CgyFZxMhUN3zZ9lrVAHaYNNvGZL4R6j5dSZLwGq0YdCPfMOovRuDe/SVyj9YnWc6lb2V58FVE4ZhMOjxmO03jey2pfV8f6TJ8cnWIdRJrW6Qwvfn7nQVzmug188RIKdhVDVgzIsGug8Ud0uA6FVaGK+xdbYHtjc83qDZDclmjCijVVGshfMcFs6V9IseZ+ny1g7IpeYdiLJ/FWbVyBq1ket/cqsN63o9xu49BoqQTRb11Pa4Onq4bINkhKEIKOmBxbEc9zR0fQELqBfJ+fXOVqPslAgj/BKrg/yxFXJ31/cvc6XcyrM8eNTHMhgeAeXU0Hn0PZOTAUG1ckO0w+Dd2cOzd2vDWn4sDDPJGKdghYMWditk6IZHXW58CNvrHm22k7WQ3g10KQ743U7GH1N3CLVEWcrcIeUs0IJkIEJugU2p6o1u2kZ5CYSvE+q81U/tgp89hVJQytf83c1wLXQlA1wlJ2kmgO8hOBhVa71Wj9sdQv7t8Ad2D5wX6y+XmgvdQfZ5FlPOEWX9VOfqs2+9IZEaXBugBxDMSspXzhwC8oN5dbfT5vilJST/5u71t9rfXyvL/q+zZv9/OxHnR63soj357HU4abR3mPx7zNozzzo66S9LxP+c28Von5LM/6eL1nWX+5rEPuvD2fff1D67e1ptbKWxXZS/SV8rrd52P9ovGaj9VNrWP/WetP5/jprD+1n47600zr/x7HZ3v2PToeG9nOwYwB5kDlVT2kPNdmTBs+5gWoKxOh4spNQ3UyUamGs6r+bFX/iv3FWlNnlOYOs7TeeYxoPTABkWoeFyVc0OkgVQr6YlXxcB1ilh/jJdfihNKHFJ5QPkN1zp4j4u18wrS4CwBDsGwYBmITmfW6EtaGvI/787XWyHs9jOc6lV/14DSkSGqf8/iyclD3WGYUTTrj2rQxE+hG3Xw87hnGW3B/XY+d/SLEq36iV2ueFLQw6MFWftqiLQwy2wVE/NjxebgszH1F4WE2txeeXZNbgZSI2T5DpSoT0hpGySpYsxND12OP4LxfHpc2/xau1Izc1v21fRFl001s6Z9JYXAVvdZSBNgSgUmdI1BLHBOM+p0poO5Dwy9RRzJvEL8kaMk2AlVEZ67OPk04pOhGr4TFXO2HFOthEY/FDSdnxH8l6ToLubNZQ32iFu34hX39GTaMYp5lhocUtt4eBe6dEveK0O71+PLWkcr5x4FQSVoKRFy9knfd6qf1oBT6/0RKenCowE5RIHCljA6E8sgebZ7wNhunzxZpRbmmI2IFQPLP7FuFWrgOh8rqHpKnG7sjIyvezcIe47rhT35bqxwMwO+a3Z921+P1Y3bawq4KA4eaLmuak/217a+u0qnF2JnQUf0YMdrAWMgp7dQEgI012SC3+frMNqjZevPsKrzAF6n+83UboDtlN1r/LYM8rr6I48US6WHpu7zpSYNfVa/zuXTQXIO3PVE9AEbOfKv3+yyr4nw3Ac3POxEZFnPtLxyN1Y60rPa6CPgCznrpEQIEUQKHqRoW1yNsm/gxm2bbcBCukRkW2jNeCcLgFik9MG9UwglZV8AzyQKR2yfOH/qzZn+OjMXwibpUi0rYuhQfauu1F+EiNjubZvtuatsNVVVW0wOLVhTb63+s9Vs/qer44CczuYsIJwPKce7XIF5+D9PWUWEcdWL9UiP3E0KNBNmT3cdbmE58C6801XqwW7FZ1r/WuQOSWvGLUn6Ew8f1IoPvRg7V8Rm/O6MBvsBUUEY2QVL1CAsSs/V6hk+xPWyApGG1cHNCSY8M+HW4xU1pG7JqnrACY5k+OYBcEDaelsK0j/SdSAf3Y5gEV0WC49dQstgXBDl1gEueUhCAKSE0GWjYmq26dX3//HVZs3+uxFPMtXKeocXO2JJF9Z/ItlDnrq8aJFWYGH3bKOhTmxtXSTdkZZL7reOIR2gg//xhc6c9E/KAfu34VGGv7RiH7bYEDqqcKxtYdQ0VWnj11NOXXtoT7ubrYFwnzOnkRpCvJBQH1ywS0LnhzmZ7vE1+UQ9vEGhy4lEM8pu2nwoc829NQ7b0xg4qnJriq7gVKyy3L/yn9RxOfL5AzXHPw+d5j+gZLZO4lnRJm+Go1l2Gq4N/RZpfF0VSnF4AtTqnjcmOENUBpBFsOcOJZsvFTzPL9Xa73FNU4qulKg6HPSPbsuyKr5istIofPW2h28bTJh7xlssblsfEjmvF4nbmWuZAaITVCExQH3BuUpjYlyOGWFJC7uy5+TnfT6zOosY4UdjichQRDOvvJFxwifA59HF0LAs8jgoFC+0cpV4/A1TSCL41ExuSNSDqRxS7kXHEfNzH+brnW76tIkX+NzW71Dzdue6x887PMEsSfonNe/lsJXCoz9i5nHHxkGKpRDh152do+WquV3MOMTZHvqMq3Jw36hBVHbUlRiO+7SscMkHGPfZYCr+Luqd7zKW58XkBq+vaYn/Voj0kvbNHRazZY3H/ftZ5qTfSTsyCezevoGbbtUEO8RsKTvuoeW4euuUY9hUvdvzTaEkXLXMl3TxkYlVtD9sMzzM49HoQeqXgW4kYHFwMleen+2ZatlQITRgZNyAY/NuurrAVxAM7rbc4Pd5FWlDtYTjVTweuf2I6qV0DwVO9LQnhKoQ7myPtzBD9G8OxYqEVex+e1Hmn0sm0h2qTPKo1kidhzjhQBivArDw1+xzGW5LFmZ5BdupH19U12DFF/CqrhmQZsvfQ+sElurigdnLumXfmV1RlSlgsKqTPaExh+pWnPIMMulNXtETH+msmbJYYmTQGx7GMS3FGhq3v26uc7/o+5K21ii5Ek5NPcuADoRoiCNJ6eQmoOpEONuxnyEJ7vx6rsX+P9TMfz/Weew1akVbEsKMFH4XRZ7KbIZaW6DXXo7693oi1s/kEH3/A9gkpiICCw1L4q1khFkhpAPWbtSANY9yzFPAjkCVUwr5QStxF+WpjBfpbhbo9fvpOUIJVLqL+DhJEar66B0r26mGRv9+xGTx03X7S+zLaCN42x2ZC70+jPyFHSyyDsJ8oO0I8kwQWbrE6TG33pk7BRJcDJoIompjcnWKPapdB+O7qfnh6jHKcH6ypE7GR3mUQWbX9sPiflEcDZ6TLuC4bFMbhz5b23aRqSo613TasPtg/BybJNGn0G+VbLI96Juq8YcJlI5FR1vYDY9R179Qco8ExbdbSE5leAhPmJrCdme3UNc86Pm1OdBgxjy02R9hRoj7Ba7U7RT931RKBMmApw6dEV/CH6E5xbyQraogv8iwQv2kROi5B3OZmWWmSP8FSySpAWbfhcI6jqk5foV/rqdQtJdoDocFNhVdPcxgNcXOqEWt1ImMF+fdi4mNXDjdKamHsMkVom1+Y7FLoqyBzP5NPce5iX9JwJjeEtmAplbCzlHHtplSoyCZVq6D7t80XIgpc39J2pSDEo0OpaMSG6VGODztrbwAudc/wJOSxOB3F9Prz0/ZGZzLZCkU1S1HQbutxlZrwSewN81AA3MMjoNTM3DJvKKAHcnyQgBThuxIM6EhMsDV60BYjr2b9/xoBV08Bu8q28LsL+rqJR7pD5SHRTVLUFUaHFBMYTboat1NV8HiIgya59K3SQDOJapsOB820elZFxN0IwkO3h9WOW8SPLRTZR7VLbenJVm5NGYfDJodjStuHAVc/tvEuLdRgxZbwtmP0cYiHMy3Fro5OxhBD5+ZAQzuj77FZQXUWk8y0mi3oFVb/ofxvEV+z1twhbXyFdo77McZtrGf8frZ+p3nn4K740+FrHCYA7m1Yj5pMabRkhs9qI+PkF/PWHRLoUxSlkziTTDCFLX4I+a5wnWbGSERPk4NYZKbtM0ItxtyAyNraPvzCHlzGbfapCBaVDdlwEJ4m6ym0i/l3AHUdu/fSLWH/NUpy6RELTZipHXqIZw3vuPpNASC1DkFYpGG0oA8DuVHnynPJU2FXyKISrevdQ1MMzimviHs4SWqBDs7RamqKjowitze3go6zQvPYYupvxL4Z4dcTFnaH213rBucOFNe58MSb5D8VUR3OkXqxSnpyB0TSXej0oAufoQQmGkyTFn3nb5lZcgiZIzgogo3dO3eDEKt91/IowTXSbk+h41obQz8T4c7wKbmWIHagunQwz/2RcSQoQdQRJw1rMEthvNgeZ3o/Zdy01u2qoF6ve+2fhIXrCkpWvnJnFm4dwX+t9rS9afHRAzr/KPWZQep6dPqHTqrNxiXUxsU8FX+Aj2IqopAc5TZeb6nnbuv0u7W+CruerzY4TwcaQ+OMRV7KlRGg4xtFj/rD7kdX96UatMILA7Cd1XoOt9qe93U8zn5/lBvlPlfTuDiuBMT1avmMBuECmy49G4tAj2w47NVUb6blgltBFmt36z8vu5QSiAl+OaqhZPPtpzpc8EIkKLiXQ8KKaGGvcacWF3CpCbUpe86PvwbckYrhTCJ0j6Qhdx7q7G0mdiYikmo0VBllv5hzNPSM6VVYDjuxVyfA4TlfMV5SD2JW5Wpciqd7TuQujV6+27s24wZ4frdCzRAWEmHta0XUQCRPkSBQyg7kErpVNzKNLxQWCszsS6VH1ItXgdaJ+ASg1kxvJFbbQJzs/KawPSWwIil37bthWIjL3F22cIQBUMeXdNXB0fhnvt84P3810qpqiP223O0s3yRYQHDr6IghecCCcgqcLkdEYzEPJmwzkXvMwJo9bVdfDamzjm8NRtk+DTG+yttgEmdksb5knb/lIIRSJkAOnJRlBFgHtdBmzKKkTDUYOI6yEfNlXfWf4qeXq6/x6K6M7XrjuN4z7JnrmK7zNJSfyNqS/S0qz8QeYjFPiPJKfjXyoLQ3q/2NjaXDUnPOhDjxqZdw9+qD4FtJNNRGpE+0Ya40noMEBBqlbk+EFkkDGITJaoYy6CQdWW9GKmoCC7m3JtaoB/okS7FS+D1npxZKOZDheE0HsZAno90evoPIgz0Ib/7mJbjadaeiIWpbTzuF/HJSBomngrlr0149SGxilCaWvxRb1plCUZkH7BR75PHURh232wvn+3p/PTUKfrzqPPZxFKWNheqBcl2OViBrG0yi+F+ffIY/futW4wrEu2i+LYrzikJPq8p6BV24sCFkAydoK+9912PZcuBhLWk3h80cifV9TXDMgCSIXsdmIywcAV8/Ase9wKiIZs8HqgM6reJ+v872oSZ7SHQyoSmhO9uhqLU6LBeK30ivpgldfj9aOx/Kl6yzfz9GvBu2Jb/+8/hgbL5UiHQxK6ROH/nO77rcho/tpE1Jfw1OMBnQFjW6pKdbfcwDPPqYl5t1s3Ek2uqoX9DCCSzUgx2c86dFo1MmHxYh0Aoklv7628eVLiRDN8e/kd9pi5krhQ+2J64IKJgbUIkOAB3YWsoq9SsnniwQRSfU0hZNGXd6MrkmoNJg3XYGDvOWX3p87+f9dk8yLlrXxb3nPF9pvF/v9/F+vFelMV/zUWQS/bzdn72/5/NdTeKYcuXok/wAkRaVnSNf495FijnnPMS5UnvQFEG3nuGhNNWpGtmFI3NgdGJ69FKeKQ5FHddp52lCG8GoT8eeku5C3441sHwZqq3eiKNcaxUcQqWenqSHuJU8GoX/SfUlbtvR16fXfcK58FUM+xRC5fmXGYOFL4QqkMptUbs6oK8WzJDONPergw8NuqL1N0w0UzzeQW90X9/3MR6pvNa2ec8kqdZTaU2PW7mf73P1Nv22jsX3fL10U6fz1t63Vzlez7p2Qb89HutWe75be8xVuLX20/FTbj+dP61K5Dj6WlOvxyOri3+e95cItqM/+nzO9Z6e0VscTr7aRbxwy6/ogH2acGONfbNdBsOyFrw233qMk6xB/GljWpprpCDAf4AIn9thIjk/mKPHYIH6TfO7O+e2Wm9oHCaQaRUHNSyj6ERGWX+hTXmUx3pyz9VJ3furPfKrHQFznDYYhAffdKDN9cNhiDs75wxuuYg0eLokmcMHwOPoz5g9Z/qwGgb0XMXmcjcTKMzeA1tVjw7IGABjVwSRD/7IZQjPUFn8VZu/q1or3dzPFAPbbG2OyrYStiTD8zso47qe2bWqes9siRlcqExjrjtbdrUZuysUtBmHEslBxmH/peJodbm+EI5ygq1PW+IUStkfTgWS+oNYkLL9QPV/w60HXy2T0cnaTJdVArTRw0sI6sCImECxJASlDwafU5VpIcJSK8F0MwuRQM4FqWO3rfWQwc2lcT1nJH2IQYA1XMcUYXCnymkS5eRmFqzjpR3aMOu3pHtvz3Ujq49Lx8fXYv4wM1lKaEf4tkTfFTRjXi/BXcgk0ydUEDc7tQ2gb/RiOBVJe60y8CMvNscGYDtf9WpM7/Ie5+BNkJupENiefmLZ9BcFPkiZOyIBtre0r2SXbIlvEF73Y32CT6wXrtkxYdIFPSUFjxszR3yHhzQlnBunZYKRSXJsEVKYXY51DseNWz6NrKcroEjy6ymXiyK5ZKyCjPBNUjiyDARcjGEcjpY844gpJECQQVUFJFOPzFVgTwC9iRLyTp0Y2L7LJ7KkoKZl2AjORmQNnoABleLSlsTOjIUEKABDfzCdwXbhSEuDJGN1TjNSlkSfpMlau86Barir1qDzCCSQyq1jMGgtAW6qKv+kH5oAaFSQsjxZ5166tcerjNuqcfrzJqN2DVGCNQfksVcLdVI7Nxa9F0azQF0j2RT7hccvoOL0tFSLbv3UdXI8j3FfF1BZN8q6eobFCzFLLzJE+j5P4QAWOykHW0jMPlHiEAltMlyPAHdLrwSVTKikaD7PtoNK9FX8BXAMMB0EthVjDRLd2mmu7+gBVI/TZS0egCfAhRxmWIphEqfECg7TdaOvwzSFRduRo98Gxh6IEKgNEi45Ctt2dmS1Ro2/NGzjJI1eClMYvNhCMi9GM2NBtSl1AL4OEKqi9loViTgaDAa1vGCddrA7Ww8TL7aWltWIoEzM18l7xAdPpHDW1RGEsbaHHrzZ4/JsSwSfSW8rPeyUIEZmExPrcTJGNBBaJZmdGdp5ez/HrUu1+bitk/d2WyXEsf2NsrmSQj+paVpO14TETSdzXcM5yYwA9Y7B5BYuT0WvC7vFQH2EdbwzuwAum221JJc6hzlOntXIYzhG5HvZNfUfCVgGadpYfwK0KKdwgEqMU4U1rqf0bzCiHcbR93iOAcaqeLrtQ1dV94W+zAEkQ+bCMWNPH79K/Knalqd3uprkSKXAhFqbRhNwN2HpDZseOB8nWTql6oh7+Ug7l28g3lDIW/Gis82keoXkTC1u4KnGwECqvQO1DYq8BDXTlpjC55mXn/yo1PaKu60HpzGNKBAxLTjbbEwBmUpNex5MICRdsp0pgZo08U9I4rPpkFw8T01xpXF0i/YL0au8HYoXExwEaqryETu1wOOc+slCOortJzqy0mP98fNr30NcQvau8VleGPxk50g3JY2SlKgraIfjZbMwKDRSGGCDfctl+yusZ2xW6RxTEbpb4fbEIEjsGowZW2lR3M2I1tQk92ITho//sOJAwELGx2ofYpLYfn3D/M3qKBjklAvW4Qg5g48lNcHH55LQ9E/Bq3mm5i1E3sjzDrBgbXxrKFLeijCm2BWBj7kTedvLQ93S4hQ9tieHS4CRCE0nk3XQlw6t+en0iWQVrnBMAmsPOPLx9cU8EppoNguzJpUm2zZ3OILJzDSbPeHi12WHEffDOSwNAn8Rni64IpsCQbuqHqui80Yu4LO+MbqtaP1NsCtWouo/1l+4z2LFUs5wLxWd77MegxZXDCNwLNXtB1wiADBRcLYaGbqBHVSNjz/vl5JHxKRNx7AnhhLGUYPz8eu3hKAcHUGOUBm2j0KC3+PQ/LCOx+OYt/N+8WrK3KkqOKfp78hTQfJzZyr9osEo/jIxwpkRQybu1Dq/mEhJJ1nDdbdenAE6jeLcdYJ4myMgOL8k6EbIzoOu6NmxgdcsN6xQCbcQj4rhp11Qmw1M9b/LlnuuEi1v/8OUIt0iIi3W2lM5J26vsfiT5oHwMiTK7htsfarzKyihZ9DvK5QB0HnHXce/PznCAI2P7EuzObirmpSb0HJCSFKuAqMbxym2dnzQK3lKrsvxGsnE3tYRe1oNvP78+eWavUT6W2dMnV3YMOBMVmPKT8JczYSNQmVGrt7boaMEpbD22x4l4puwgcK1ocLC44zQY0mJr8/mVZtoWzEZzESIALPofNa4EFMm38y1hhWfnqJHoE3OBLsT1h2CZ7/WUsYKBuO0Fnfi2do3r94R7h0YgpwtwqIkSc6wLa7kF7LPagTAEPutAVxziRlUQUJg8Qw7MJdksNt8/E0sYjLhlrh3OYNdI5dqHnNxgEM0wI10zfXzCjFU4QeY7ZOARs0GngMSWEeviaNGddKUOjQRVnEasmNvcMhECzRNAnTOHp7Ochl8LgT5nczXo5XgVXJ4VCMhCMEFviDuRgggAdaBXCXhsalgCVKniQ0NgqUNQtq93m/PZxLb4Nnf7byv5/64vV4ieT3XUbk636cW3eu9/qV47G/th/l6rs4jKsGx/WS3c24+6fpnxFXj3SdfqPR9tE02GGuiIgpsOx6KJCAn13QSOzrWPrE0jx0vhUOv8n5Xl/581Nd6m6/xOu5PAyiCNwCk+BD8Fs1GRYoLygdtQopsicz6REpz/kB8LgVQTBopQXmigE5hAmAiZzE5uoUGSsWp7+szDD8TEQ/r8eX2nPmR1qM720vGL27Xqx3NUuBG2T+EqkPT4tgD6xXMiGJ11zG9YSTtOJG/gOaPsm0uiUCKWTm+N2Fz6VznzgmM5B//RssHHZumv4E9nn4GmnucRrPdH7pm48zNR7fvZd+jl11OHnWns1aMeE0rFkIhGAd3oMv09IiTxE4bYpi36GqaG2YhhuhgdC2aiEzsvT5SRyzThwPp2LeH055FYdR9J9vg4fNa4MUqoI4rTnw4e4O5YxuJixzbt+bxoZW1JyT2bBcLtS9C6WKMqAPXJWaKSBrJF8rHZFlHJizj4Xn7Zcu6Pki9MBaGCypcPGSXXj17zHzdFCHNkY0NX0+41fqT0b80lP3ltFXMoElBnooqL5EcNGz1AjDi1+Lzd+w59fQ3khD8ZAYvpK/scDJh9BjFgqTAKT+s/E4YJzqoRpPAcjiAC2+VcFwr/bJIdc9vY7WyrrZKPyHVrgA/rv7tBiiElXEsKZHkjNiomS5Y+N/6j0EZJEqim3MzwP5UhOCAjZ8UXsyRtyebuqHRaHhMJeeCY8A4TMBQc8GYgz5FKlre2X0dhq8pdenzeZ+v92u1OAdva26RlFUeMhZeJULc+W0P4AxSeY62bj5blrptcKeM3m61sTPcyeiPmyZocYkfwQBUlz/xbKFOJSe+zRalLMdb3OTZpgTCyGTdrBnv2nRztPd8D9yz6/2zYh3jB+Aw1zoCt9AQjMWoXckP6pEoid++b/ACJWcKmS6Qx7U3iqn7pK37dq67NFxfsoSxn0RiRGNaB77hcdJCUuhMTscCysqOjIfw33VOiShvnWE26gyHIIdtMAG92jzRbnQ5ecpywAmP+h9UirQfBRMIMLEWWcGaO6vhRxahhg0vKbV5H042Umb5dXWUNaooBkpWpaVwkTDwkipKspAOTe6QuYIGiLPL6kgURDkgSbahpDvdT4o6Kd1vlWKeSrBT8Z0mbEmIlQf4cPuirQCO6iYWO9KB8cx6uEir2IXiMav+88yKakxqQJlUruN9XcwCuaS9wdiRh6iqmDF5+8ICqX1RHWf9XrIg2hceB/e12Ed/3pOItgp4er3aY9zuqzY676oc1h+pz3t7nvm5joVVia1FIB3JKjyklZP4MD/Px62dj9yla273/H48nu/2fj6O+r4/2/N5Pu+lP+srve/zvrbis/ef0k+pH8e10cJM2jiOJOb98Ha0WwddsZs7vb+Mi4iuYPF+u0ZQuxOHDpNIvvXoe3UI5X0cz9e9r4/2fKTb3c1dvRK1bSxr+I4Bq5jo/YgzP/iwyG21dYca9O/+XwYyxpY3r13iWVM5bBB+XENrAeOAH6XbWnAgTl57fH76zRhHwDfuOy1Ugrkw92kRMI7dSMIP0VMvjd5IFHVuQZbDsKwbrEQSXxINUkcvOIBI1ymr82kGxQMQoQ1o4d25Fylc9nIPCMHMeOZF22NUlYn3sgdpidNetieFAAJQq+qAA+3lbvidBy4TJUKGSkqmdBSc9ZTdi52dsFNJ2QruvHppGBzMsOhVWHyOIZLAB+BT+5DMk3jiyDzD49NOWcN9YNY2X890Xg2OXMS13FarfkvlWDfIWv45PcZdwE+wPJjutMiE6mmVIoh5rrTgvmdH2eGEhd6+7xFnoCH6KEkiqq6wiUsddEZHCWN4xNg147vi4akjB1FLrY9UL47b5Xg71/v9KHbJEujSsgbAIf6UltDaySPdyuOV7o9j3bPSTs1LfsK9iAtMJf96K1SbOVSys/lCKEQS28FHgqSyO9Pjcsjo6s5wcVcLZ9M4K7qTw0W9UAUunLDFnA2Iw66NMM3+xF6NB5NtwwhOJbIjg14p64sD0bdr+3ARq5mPJ2lza9krrwOmayU8U2WsPhW3xMDecThHBfNGuB6KA5cblApTp1UYd6/89/R430QrfL7O++14nuM9+xktF9UGDldbZCS4T5Ygl+fTkcMuQEgYyQBCzNePCC2cJ9By7Mr7+r/igjXCCAQrq2KJsThWSz4gz3ohqFTiWm9T+eDpnd71nt65vB5Hum3WtDAZbATXL74SZfE3YFTokM9+/pKMU3FGOedeaukaJTQu84KyRZl0TAQFuB9E9AAU6CmXZCmhPbId2KFjy/HIp9xAqbma2XkYBUSDpFogd/f9KnA9DM2c7B0tLgPCKGlVzCa3NJJKjs20b4jaKC4aP1JMtITRnyj9WjmC3dMZSbpDw301NcmoFEgt1PyD3A66w4l0OQ3HMcpuEHRKsPtwCqOc7jP/C6G76CpUYGvDfJF5VSOLbh3H342QQG2oFkshVw1C67oHvhEav0sOdVjn/HVij3aRiFvPl61Qir0rj4agD355n2Fs+mF5gYpkPQRndPYtRmQde8Sbw7NcRZzaRWOZxcnwmv2Hqwbel+uw7e/H8/let/ldLCU586+G7936+7zn26u8uhL4hBJk3IxSUJlPjbLAy/PczvZ4ZlkHXyy9JhB4nRUqQ+2xfwzPCDMOAKC857EjLBrDZ+GbdudhUCN9Ya/lmhQaPKqSjHtUs46mc6fhKoFRRe1Eldu3G30ofXQHmsbboKOvFdACPWqMGI0d1RGDQlGm4KrPppeu00ltdMwK5VermFNseMh+UYGr26jDzxN65PTpXo6vvKv0DsFCokIMORJG2Vqa4Qa1Flw5vz5MdARlu1ABoyzdHBuIIusdrvf5ZSPj5BEBI9z+Sw2f+dgV0e32YWCcfHmRi7YVc8vSNz4TaHHZVqrBYID7PYKqfk6ZN11QwDARcy12bx+tc4UDefKuPWpxUCHejGCg7NVdv+fFiTejvtnwNm511WR2zSw04T6ZLmPodtjEKRaJJq8KhC52QcyfA2hIniqnGksUSvD71gs43eMIciyUMdWpBuuDRzSGLof1KHq3YDuUcwTAYsq/qvp1DAS6MjxC9XEzEIuSTHmc4YwQPsRyrK/H5/QePyxll++EHj9+LQ1Ay+bjvW7xQQMyDkdEYdoySAlFGqayDJImDWivW1mtpqXXz0i4mfAyuoYplLk44IeVODlTZp923Jtmr7EUoIP1bduP9W2v8xdUsYI7seBEPfy+hRmIqjkqmGgOTovINLV9qj5zxSnjvEzsCTxXvSJpl9azOa86IzSXPSB+qiRJEUhCrAzZvwDGDpGhL8N2UCeAfaYRQdpEr2WJrmSOT3y3aPiUDVC71aeyerGxsAzrdOlab2vh3cvxWrXZqmLHfa37qmbs8Xi/V7P8er0e9/UUG3cLKbWHE9hyGEysps/4WnF2tAjc9qsQTqClW6zF8FmA48zE8K+3b+SSblsGlwDqwvkNicS9FqEM+z/3sHvXzOJT8GSixFrng0IiH1dyoNTP64JCX4uXVw97ZGp0Og59JMlPggRfon+yf4uabpolkU+wdKQFzeRSwKzXPD52u2YJh4aP5qcyZM0g59VDMGVYVJOqymYiFXueFmvR66feYPRq7KxR7EMLiXYIHxsF2AbhmqjnakAErqparWajobarjexsFiyashpY/PX0n3rZcQRC5yvWVez9c/toqBISftZZD/XirQsbeuf5PN7rd9/FXH6uWqCGJaLKv3J7HPeSb7O9XhKOP/ZcKmGNz57uPX+m3oG6ZadW97ASVklvmGMt1DTqezU+/bUu9YdmRrrwQaTWfzW+n2LBnOR99Y3vVyfI63ZvuUZ0jmxGP/cFuesnC/4MTno3sH/CwEKPxIXlYmZ9tPbJU622X+qRG38ygXAeNS6dOdJqsiac1JGwI5UWnMygQj+NaM8596RqebakAnOdjLj5caXBuW3UCAMo3lmJ0vyKnhjSatSPJ2NBU5mr/KJxA2M6mnc4b4WJQTHqmTcHkMzMBJFrStpIX1SL45uCkpRogdKcsLcui97fbS2Ke7+V1/qH/nrmdx8GVV1oOkPXqa5ImiNwoIouvBqPkTaZER12IWkXqrrGYk2JfOuEer7WhnrN+/gwH7Gzr6HpCEhfNBLxFkmVHGG0U+Xi55V4IhFeR8WAWk5D6+Tp9SParmy4o/rolyTflvf8TO01vNzV94nEu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XgcDW8S03mYnK+9c0Al7ZSXeoFb9uM7qPBIJuhxHvp/SppXLumMnqq1YmiEavSWW2SH1PmN6iZNlRyVgiE0e2kEzB4yU2LCHSB1hU7ZQL9xUNRXYugjlCdlyrgQ+kyvrsFzGJjHJxDfEZNcU0DEognE7DbmcGHfqHdJpnYqplCNv8wZ0dwcAifMWNGjOihqkSkTiSD+s6R3pz1HcEMgvUQ46hH6S+M6GTYUokOWiFmGotSyqYZEoldiHoMBX1d1dTZTEtAIosQs5dBBGCUDyWbsFQI3M2BmRjh7dK4iWkk5wjZJLEw1VyFng8KCGDzlQbUrvH4BzBrbdjWNT6thXu7BPNWCcmWSinIS4VqS6WF0jD4LL5xixJuRyVvkIyl2BexgFB9wLw0ihMmy6dX3njBCDXRo/OBZkoJ3CLwZK/xOdnj3uUhh+lkYrGNGX12jjqLPsDUJgI59s1JG9VvPjnG1zBgxx18htCLMAKGk6JJvkzzp88wZziyVRGkgcGiGz+ABdYWmE3NNDhEKbkgXEQukC4xRHh+BD92rST6QrDVNpLYtZoRJFGTFnDyapHm3xOWT+il5jHAWRmsbpTIOVBM3ClikFqChUxwNTp3CRhWEh6GYpJFEhsJpyvCkGsnIeZtDuMQ8JDzNBi80JMQ3+CVBG2s5F07+jhqfUSJQOoSKPzPWxmotOpycNNkGLGGU7BQeEhRlqBq2B6ESHipksp8SZ+UiLcQZakJPLcsrcdgzXXg+lfSM1AAPyNA1FEKTXVohhEaYtwMChcjJUAJukoorPhDG3QEn4mRcRJhMla9W8CEO4fEwQiTslaUhQAIP182EoBp0ScnhLRBrDlE7aABzqLsXVtVGsk4OUq+tS9gBcuyzqbyBz+AzsQKYpSdE+JmkpnHkFbJWmKLgUZjAEqMCCMulqY/C5KjD0yRZjQ14dMgstWYrmklSz4Weo6Iu0PIhatAL6+0BhJ6UTYpNh8F/DJ7ZkqKLgxAGwCjQSvW7PtvbBx5cBM4g5eUOBDp7IIrgb7DOA+gLHpFTmAd5VVhQaQQCJs7poS80eIIEEoPhGDhwuqqA8ILhikGXjL7RhE6OSvEYQb9taL+kEdqaDCHl1pMmr0zPFxNewCBoJ1QeWGiOX1fweVoWoIeAVIXLaTwcrzmW3oPfhDEPDzTByKl7QngVcbp0gHEvBQ9nZ54eoHtngqq45J4JJ80FwaAQNHGNY1GYp15aw2YkNxinVYGCeGkj4uvv9U3PbS+OUh7GRiRg0PmrWQ+1sxoiKUzzBBcQJJh5YvBEpQesJDMvGCD3S0uP7CDKTTSp79FDlxiZWFXUig9m9gZzQV/N8xWNJepGdomGbZJBnJDRlWj2Nj67EZVUT9uVNe8rzTMQpc4lIKm1MIiCApv3EDvmIusE/iOhBkDVHrxs10FOKmnVGQbjgnJ5iIsYWXOTEzTElUNzEvlHAhDPxZJN4JVAtQ4Y8v/0vDxYC6SaFoPWeJoK/HvMiIwbMibpyXpk5MYP8yhqmGcmHG1ff9BHiIye0XbJFwGYJs1tNTATinQALrpAODdlftNnhmKgyq/EnliPuVD6jXtJTpQZ3blAL5MaVdU8Sk8PwLNZQdGvzvqseK6o99g9YgGUP7RstGx81CfSTCSgYOpwwCiqPigUE9IjtMKkT0XFRMyYnzKrjXZO8A5RS40jedaP30sSill7bnwJ1nOQ7Fqi1uWE86r1BXsVv1ozjh5TUiDO8g5BsS8YATx6QX3ZoTkq69DbGn7asa7DxHIgBAh1YkaMxlTgEYLeUw+l8Y3cbEW5R/wSnswnDb2FoB23NmGYkTUoJHk0abwvyRYBEm7kJIhsoIPBdIwweIIuhJn6s4l/pFdHwXw7mhd1sTGx8g83Gq60zOXEAPqEIVWumVUtskEqgWSdUKnP+07QY0D1n4qBZmq6qj0Rk2hXkuMTWcCkKDtFw2TYDGcCPkwmcEM5DBWnK/Q43ZzJqzEY5TemCVlteg+n1okhndCW3mrBYfUmlm2SRoj+fcaQ4DPNHMDomSTaIDGtwKDTE+JvrQO2JpLohOwUo+gDDpJ0cJ4aPaB5mJL1klbKtI4JahUhkkiyEdjoiThrEa/kQtQWFXFFJ0xd5imlfjycGpHHsjTokdIa1kufipSs0SGk3PA/So8x1d5lReIIM3VJjlUZ49Sh4mpgEWHUvKnhADObQmre5B4tZjARSS3j1PBNPXCw3Azh0cJeRO0HdHhg2xRtSxNdVtO2vtBY/aug+urDVLzna4Pq155pawnPjIWJCtBhEClIEf2rhYcmJUi2R0lkVFNmUqncS0NZgntOz7h5zwwp3YXJHnrOJ+ZWXEqLwhMQ9bd9ghvaIMmgLO3D4W6PLoa+JmfMDHSjSFwiUStMmhwKAizcioghglDQsuIH5S4NqJsUC606EH6CKdRQE+Z4vxi9skhszFB/7aaYXKFa2pokYIfuNUVugeBqQ/KXoly9ET1mFrKnrjBFeougiMMjeEEoKaPk/BcwySRJ2RB3KL+GSMNMKoUJYjj0lEoEWUnxA62lueA8SsxO/7Fl1ZMw5deoBwampjat6JQsZNswnMVVqrh0U05KDum6Lj2em1hKFG2OUwaIUhCYN8TkYo1YS3Ig4CHg5iam5mGA1aMpQt8tiwmvSYVmIg2n1XrJiDDoOaHpIB/DXL95bipGWLiO6GAJ+jEhyYm6QtuXkDV6jRkQPDPDBn8YnE10ilPsaZwfsk+qdUhB/JLTnf+4CSX0JPWkoEnPtqouYZceE3h7GJ1toM08Qxb8BLk1u/ZYbl3SSBm7ExA3wKO1mIMkm2oEHuUh5ov01+sYjuLHeC8SbJHEcqsQRgWB7qoQplpNeqSHeI9Xca81x8T0kxSBpaKn6KDUlSG7SXylbwKuN0alT4KEOuB7eGpYB+T06SqrasVmkOQGzQXE0NeYoGw8eDTMGyJISTClvrbIuZincuPnGDEKuoSJrkGDaMc2vdFYjsHIF2Npr48APvTqtdwwBkJazEwJk1SQhDiQIq3iIFxM25JzXsFupfvx0eKkqN5A6TFab13uo4QA9o7SenvEH4dg7lqHxJZJkw7CXbzkFzNFUUaqizZfxcqiS89A1sOqmsBOrGAlCkIs4Xoxv9TRj4nLTUDl6aTnmDxMECZMkzRq5mkr7masiBCcGxKBCFh1SVacaISkOEu3WaZIsJ6kgRq5OrkEjBqfLO1gfFkjuMZtYvseo4SiR+4IlzGAoJ8m8LTQ7CmNjc7F1t+7aO76voWK1VBgrwaR8vJ/8JDwqCl2S8qQuLTsknbXD7yVdM0BFAVrYSt5BWFyQcbTM0xgGBGipyTCacJb6M3rM7ZEeSgmUohNmAJAfCQUqpqMtosVGlRHh8g5k6ZMaeJqXGIEJ5OcIFNhktade4ss0HDIjUtzgzXumkeuu+R5++gG0/CQe04OnECBtBaphg3MWRjr53B3NimICYM54fWXWFoGKaK7RZs2nBjv2AHAaZEykykxQxwoIS0lxTYazFygzsKUoACdDCDp+wpTqQA5PE4PN6yYrILnbqlmV8vuGTaLi8+8t15SCDN4pgHLaLKg6ii5WtJZ8h8c79xt4TPYUzIFd25wIRUKLzGX7bkketQ6zArYOCaVuUmg4BuCqFoKVprsDIErndoroXGjFIaOg0OmPFgVQQdycPpSU7UkLgRFkLSC8qeswrBh3JhA1sYuSTttDAqkMKkAE+uRAQm6HIx7cSczwR3dWkHvh3cOgYY/ZhqfqNjK6UVMX00KXya9AJKBg2TCwDNX/k9fPR5TbtRzjMkOzk01K7QOUE4aJIF3tk7LRsF7ucR1JBEj3AYQA+xS4n+6Gyu2+TBJrgDhApVHGv8ljRczgCaYJxCwbGlM1Qt6CYcBl6V4TBrUq/E0AXQTc+JgzFXvoo0kl54vomR+Tb2NNlF6B7yIrN2Q0PRuoo9mXhpXHxsetCqhV0wYfCApWi7cAlHjV1VGMTMAXpaccVJTVhQYJ4aAqkhMwURN6AYkKavnvEwK1gShgqDCMHStWRYkaHDhKBZ0kf+5Osehj0m1AFhNu1JxGTxhnTLBknIVJkHB2QpYMDkLRryP4w0/mWdVZH4wOEz+M5MUJEkiTLlwthThv+1KGjLyqpQpqDIXFAQe7Uw6h+cBRZcmocBIFhwdv0dLKCzAobKaM2DMc/s4a4hOMYlFzEODpnZXfdg+4kJE44L6E74bXsGFiasMLcFLtKUXspiQ2dyoV1IxS1dGcZFcJX2X1EWg/xPknMSnENc1ZYZmad0IZqNcPVaO+M3ojr3mlogIzaBM5NERc4xicZPx0nk5fTJFyDQAMBiA1uKqTa4Rlw0cjcSsnhQezmL0wigdTsG19PwGndrzLxTFIzLQcuiPLaJUglddHBfyAaFRiRtXrJ8BL2Q0Bf0/6KvNsiXJuPCyHYbuEv2UJBujbKKArLVlqCyBKJk9RfWguJxovV6JCpYdVBAB2Xlp2DfIJCWpLCHdqAsCcsw8kblTsdgwFkqmAwJKcpPEpw17wUU0T0EQptcUjKSaNNdp4Q0R6V5AsZjXLcs0SWTSs8AOQTE0+URLrCNWpJ0rBFsdzBNFB/Y+dIgO2SE/9qSPdX2IvxpR+nTKTycGIKPjQvOQi2E9Cl0rbopyDUicKHdu5GBxM2NIGhglMu4DuRA37pvcP7PBm6JrwlVxdQ8/ng+UQYcW8HBvYBKSxsXgZhycrpgCkECcIFqJsQ4nizH8QXqJe3N9hkESj1vW2JqA2l6fri65GFMqVUUwS0mqR7mUuaLaFIOHoJtOWRMhoNsiDyWIBtBVQ16S23yLZXYYkL5SCpSfnALm3hWVrWJaUQCU6aWyMbsRFYQ4utQITFEXlFKOpLgHn+HMTNsSMyzKkH1CHPrWyzfR+NGbC3LzwrBpzvtsB5OtTIshRVqjL2fTlJUchJYc4KLGS+xjAcpq430OmcmRY4zCPY4HtMOiBIWxH3xkhOEDMCRJHkr/okgaqYUrzPpIavrqgyVLeWTBpPIlFYoERkt4QLkibDaegViPYIYTGReJKo5uQCCZcaUL2GJD13kfeAX1uZvExj5kDMS8MWxmFMGiCmGwAAKTICaYOudGUYkNeywLUAy8kcDsJBByooDklClD0if0jTy4fjKHVqgUMmCEphQEagRTgnST1QCWe7bFWZQZwXHKHZAbMGpDlMOMj+SifZKGfDWYSkozG83/Uug5kwizGCswk5ynLIG5rGIFC0CO5zkKIwuuQ1cGMtCzxuZBl5TB7QOXWNVn05UFG5mSNLZIKmHiJUF3oGB0YIQ67mmdoK4IIlBALKp4kRiCul7nGDB9kyXQwGwMSwXJpMg6BQZHxuqg/roDLaJDuB06Dy4NgivhpVzsNZCQB5QmtiFjg8VLSmZ6qcwymdCLUyLDOE1p/Cfzeh64FwmuREucpS1I8YEApZBZuDFhhqTe9kn4Iitx1nBgY3DM+4c6RqzV5FWluQpCwC3KcF1NkzSDRoOqhsJKyqWA0yV3lkLOg55c8S2KcoSnJEzfR4wZp0oJZ2na5ohmYvDHjDcwVILYArgmuATBxYbAlGZbLiJPimJClJS52JpSwyZoYpKEy8iaDWWRZid0DTYgpgt2U4UEkUuhXNVOYXytH2fPibVxkjJyViFqjhCOTZOiqXGaEqqeC2pZIQoNvsTFfyA/pVgUq+l7+SYdGCoSXUkM3AQ4QA8E5XaIpXohtDAMyZzY0EaG5uAhIzbXQN1Teo4XIkgVzsukcCEqSjp4OQL1u5BxIpJHUQJGp7lxFRQ4YD4ek7zStW3Ms+hZ2kg3BEzehNVJvGURXKFHXtPC+6hQysQgD8OHAaBR0bWHHnQYJ8YJxUCTXe2bIFCAf/ps2UoqK+CiNFswYsGcx+hQXnZEmjgXE1BGXZEG4Sl155SWWkoSlcFYhbtuKikhzSXNXT+Z+Ut4LilXZwIOBLuo+NiMoGbCuXdlo+auisDqqCYp8fYD5FhwhB0my4QLZXg0Yx0kRDWoDoNMmsCCMXTobbRNdwDxq1HZQzOF9f7CmeHJ7lm5e1dp9+e3nRjJ9KXS6V/LDubcjuRc3117ytk9PpLv7IqfqfbWn/VbVlQ/PtKKqr+WY1tpB19a+AN+BvVDCjJ2GrfKOU4wSt/ofYP6QcVt+EGwLYifRdVf9S6qXqVtfKs+1//UG/WVeql/WupHW5v+Xp8mCpvpk6i3rX5dGS6lR8f7qk46O174wn3Ah1ZcyMVqlRX1x6mVXtQXtk2/+X5/spqaX1PKuu6gnK84X/vs4OzurJuLB0dGuru6f3XSnZz8zz+rORGP/+ee1RyPt/1fP6s5Hv85n9Uc7a49qzkR//me1cxXPKuZD08eDmWrM5xlrh5KZvm5wrn0kDOzb6/uT6kM7ItaIxP8h/a5bZnpg/uidq40/tTHnx56Ynj3IfvQpLNmcnjEmStdnSyNvBbccWK8PZt2Un327sFSMbOj+mhz432L9Qf3nl4IL9affj0cTsQTJ0PxxPlg+enQsUBrKH62ZTkSv7wqfmRVvHFVfHswHNwYSZTLS9HN4cSxf7K+IZ4o7+9cH4m3/uqeSDAR7/+FY6H4onU2PBaMJ5ZC8XJ/60Lk5KpNjR+Ew/owY63/bCmyPrgcjocb+iOb6pcC+8Nng8fCicTJSHzjJ5cih4Ot4fjJcHxzaGM4ntjfsF59GS8vNKt3+0OHI/ENkXhiz/1PhxsD2xs3BY6F1WnOPnwyvJEtqs0XIvHN4fiBVfHE4j9dDiXKJ5v61c79q/sjhwPq+8MP3f5vlsLx7YGlwGJkSyix1LCnIag0ZKGoDrw+sqdxfcOyGlqivD6mPlAT+47+/OGzDRvDaqJLsZPh8lF1PjXSxOH/Vp0r0a9EcXb1/nBZHSSxMaKn/KublUjOhveHz1vXQycbWoOtkfj5QKJ8+JP9DUuBTZ/YElqKlMPscEP8cMtiw+Hg5oZj4ePscnht5Hx4ORS/vSq+2Hg5vF29W2qMn7TWhjezeD+Lb78vUW4MnQ2cjWwMHmP7g2cb9mvBbFy1qF60RtQb9X8L+yh0LBI/++Cxxv3B6w0fhcKNZ8NPNxwILag9DqsNF9T/MFPibN/csNDSGlkInGVLgd99zn8ksxxeCrRGlhvUtMKNcf2qX32ivz7boOW0FFivXi+o3xvYllUnI0vhs+p7vZZbmi4Htty/90jDR/epsS6HzjbEjzXEldCCShXCjWrjcHxD+KQS+cbAyYaNgY0N8Y2Rs5HEnlD5ZAgkt2GV+lEut/6uUovbIfX6+KqzwaXQHrWi5eVP9Tck4h/pLdSKKnHv2qz0c+GfoIYtqK3Hwmc2619L2/S7RHnj76wPxxeie7Qul/vnN4ev18fDa5VWj5UPt56MnPeXW8MLoCXHwmcb9oTHFvjGSPy6OmFjSB3ycORAfbx8tnlRH3NBD+F4sD94OAzDXLuqvAcUs7xYPNlwLJKIlw+Hg+VEOTEWVGMLKOn1W+Hw0n3r1f/WyNJ9Z8NKIuqlehsObVgVX2g8HCrv10P79dcDf7QQVOpaPhUsH/M/+1pAbasMTx/7NxdCmx9QhwgejzwxGwgrTT4a1CdQFqhEtKdBHaN/VX+ovGFVf+CYf7nvsDK0xf7G4GLkmDhVvxDer+SqzCQSL4c/tcf/by8Fj+kfG/WPfv1js/7RBu8Xw0q25cMt+8PHQmcjYaWPraGFBjXoPQ3x7SDP/Vs2hZXK7/+FYH+kvD9yMjK2PnpSTzoR3+JP7F+lZNRYHw6eDZWPRY6Fl6KHlQ2fVJIZW1ZiVkuR2Dx4IHzhbHjzJ5Rlt65XSqGmkSifWqUwQ4FC2FoMl1ubNofDymjUGi09oJZRr215CeQMY1AAc3vV/mB/WIlAHbm88WebNQod+0WFUEtWqzrbqVXqfNoKx/ojY8st4dBROMRPwhE42FLDWHlLKL5R6c7J00qyjWrUS/JkRA3gKz/yHwsvNh0OJ8C6z0biR/SvB/rV4ca2hPar9e4PLUSWAst6KOs/DTqxP6SMIhJfbtj+i5cblN2OhX9ZLd/Y8m8sh1qV+MfK/eGNgQV1tuur4oe5Wq+l8FJoy6rlQH+4P6gXZuGB9ZHWQDgSH9vTthiJL6zWmrAsFKoqGWujOOYPf3ehfmOkddVieKGtP7ygD7c/FERdWx/atGrz6s36EOok5ctBpYiR9YHlyJjSoD0PtCoRPh2EXTZoO9oTOhxuDSk56X0PqOkdCY5dDzaqcS8llUxOPrwUVkLle9Sx9nxmIVTefP+xyMZIeUHbbv8DL/aDLR2+3B9KHA6rr5XpK+NlYfUjHFaSVah1rOFkYLPS2P7IfiWueHmp6Ymyfz87HGnVMt5jqcUsbwiOlRceOxxZVGe8f1npi9I+NZZjjymTDoc2h/c3aOTvX3XMr7QFFuxYYDG0MahOq86/fdV5dZoH+yOt7MWN4fL68P7AfuWfVsXLetgbw4dD6nVi+dfXKuBT8/7KLf9a/2Gm1qZfIfV6NYNyq4Ilrqa7Vrmc26Hu/eGNQQUL5T33L4ZbV22MHN0cLi9FToZPrtqspNGqpvndrzy3Wokyvl8pvJZA+Js/OaZNTy+xers9uD2o0EF9/+nFkHZc+wObQ0pXx86y/pBaZj25pcJPllap+R1u3xxRahRYboiv194kHFbKrNYy/rRausUrl5vD93X1HdrNkiP53ScO7Rg/9Bmxwx3+BWcu/qeTcs28Oz6Yf+xXg6XxO8PV4d2PudmUk/2sv6Rox66Dx+7bc1+O2yzHc3ZOyJzIcZmPqne5nFQ/FeFU/3M5Ec3rrWw7xy3psFxOvcrxvPopczn1ldpffSAd/Uqx1Lw+nN5C5tWBuPpSfWRzfVhZgIOn8+prO83z+iOe78pplp7Xm9syL5n6Vr1WwYLeTOp8GJI9RumCFfew4IzFarzPPLWxVlpkzNtg5beYecA8RKx2cL1BIadvGK5nA4PQg9dj0hxdP/rPtvUFuo4sSMr+Z/Jp3fBt6xuEY+OAepvXD76wnYKemNRf6f95iCrU5upL3drt4H1mYQfFUPExTErO6ktLhcEFHXbZHJ5fCBcC6zc2XBQMT9bIcYfDwfWxlNz1MjrCyanIJmcWTh1tuT6dS+ccNRqZVoFDLBbLpNUQMml48pFjO7GYUKGJ4/CME+PpmBBL9WrGap6OxfBhGWrp9c2y1Sumvne0JsBDT/KOEov+Eh5JbOtP4aHO8ErCC5nW0Upa36BDnUptyoXD9Lb6yyjc4S1tOSKte931uzY1DXgGjs0daanB6aIyT0ct2EnfwiUa1E2P+lY5LKr21rd0YfDcZSfmwAum/6pv9c6CZ9QHTEtV/2JpCLodxnArNZyMDU+GTKtA+1j92Xqn9T6I0XhOhxAiLWIYQzgZOyZATRytMvA2hgrFbXgoGsQhaTVqXWqA7rKYTmypxY2pk8ZsfY9knoPv1B5p2I1ltOR1dKffpNVbdQit79DyRVfq8QxLq+1VBORk1JLDOfWXGaUQaYeMQB0mLdJpGAiDenDGgQybGnlarbk+uZ5XDm5dEoNUDtd7Yyt+jNvH6vf4C7ttZ9i2q9kTk3ODuzPtc4Mnruy4MccK7OaO1f6+o/vrC9UdH382ejKGv0VpIleoTIwUXpuoVqrVO0kl2Mkpu30uc7D4ebHRPvDJ4//86bhy0W1Lq5f8B9b09HR3dXUvR5Y+tTGwxT+9bVdiSsU2bV3xRGeis7OrK77w8ajk4DcvqmFcSl/qPq0CqumxxEHL2lZhrfXnCioGHhby48Pa4eqflapbkgUnU8hNzIy+MjKUGS0OFYdyhXQ6M/J2LPvxXfqqkyOXBtTpR24mZumzwdX+wmuV4sT7hb6Y45bW7U6PJjoLYv4xO5vmk4l4vn1WaU5hyJ7syD0cvnBkVU/59dcH2uK7Ol8/2Hn0wr6D8cTAQM/ed7oubOvsOfjiQGfbWM/Bgwfj+17cpb4b2PfNnmD8aE/nrq7EQM/AwMEPOrv27rtw4WDPvm+OJTpf7Lmw6/ungwMHj77++rZdLyq3MdC2rbvzQuLowaNdA9v2rfV3v2Lts/aNJd4auFDuGYsf/NG2o4n40Qvv7Op+2h9P/Gxb/PWurs7Og90D3T/Z99aPXhzYt/dosHPXtp+cLl94JV6O7+sa2Hf6Qnd350BnV0+5q2fbi+r33n3fTOzdVd67q6dt797E0e6ugb3xcrmtc9v39+3btavzJ51d3QetsfKuvW+92PmjgdN73zkY3+QfiydeKR/94J3TL57e+/0Put56a9vR13e9tXffBn/inVcSP3l9bF9i29i+vQOJ7vgrPUfHguqMe1/vWevfFezeu61c7unu7O7qib74ysFtie7u8rZXBjo742qAuw4mesoD5YGxzr0qeo7v6nna3/1B8IB/zNnz/wv7/zVh1/mr/+hPuzaOwWJ1Rx/vmx2dGfe+GP34doMnks4OZzztPNXE+rIn5nP/+FAf+zObrq4bSXc7w/N5J1+QTjpXCKadxFC+6OSLdi5dyORzAyI94CR3z2ZHJ16rDE0XK8VMZWQkHyumeW40N1XM5SrFtCOnnampc7ZdiL/97iUnMyHFaKEwUknLQtGpTAw5Yb865kRxJF04p/7nZsRQwc45w8LJFllyR1KkJpOxZPKv/W/zHvdEPjsuY9OZzAn7UE7M2unJkezI5O7dIzOTuT+cksnhweyj9RfXB+2H68ey7evWZdXA7WJs+ISTbN9xRpZKbLhy6E6+oGlFZkjKQmxC0Z9zsvh2QRSLircNO/nZfObE5/2VSnJ3NtWeLNhTwZGrhWQpVcgMnsnY09OF4WK2PZY6kyokO2ZyOTXm6aHi4JDg88FJJ+O0dc0F00X59rrimvHOvvbsiYFcJp/JXyzmh0u5vJ0pTBcKXZdyxfSMkz6TujmUGey972ri54TdiYMJq62tszOd736lO5p4ca/Sj20JRa3j3Ym2fT3qVVt3QoNyrmJZmXzPxeBId3xvfFd5W1fXvni8c2+XUv7utf62ePc3X1G6rsKjzvTAev+5CluXd0pFJ+MOZeazJ9oLheaOWF9fKZUtdgw/5bdPOIpe5WS6Y02pYmcu5YZGpov5Hse5lLGn1pUmO3fPZZ3iujXf+HeBlk/4HmyaH2c+32DDT+fvVQILT9y4eqch+/s/nXuz1Ov7m+fVZx9OHZ9/wnf62h/+fYNPfbHYHi9/50Iscqe6pnduIfK1Skt2vrnlkR0LLS3vRVt8/+KJudBcuDG82Ge9fLrtqeZA7+pnAltberO91bE/KfnO+Xqbs77V0Ra2Luj7Imv9P/rn5tX2s3emfvYHcy/daP6wOdDckg1Vbz55a+Hlq3/g62XXvhgLVPPfOsQCdVtbyk9eG79Rt3pV3VP+4M6TB1seL81fe2Zr72K2dzAyN9/Q+6ULVnWpMbypd6dv63Of2xGa/a6v5ZEPfS9feXjVy77tW+seHWsb7O1dnN86/HjzI9md848stfTW+QK+8bbsrS9/p2551XBk/GBdS+Chvwr9dNyq+3BnXUtLy3C46e79rC7q+8zfLVz1LZZ8Pt8XfxY6NdZ8bubmn92ef7ntcN3M+bqddY8c982/eb5ytf2RV57+1zPb6+o+X/fUzlLwcTXOYHP9zVe2bx0/vvbxwSd87NFbvtmBqZnSjReuhOeWrn3Y0Xs30B5/PPS55he+aj2S9X06mC0/0bjzhQ2/YfleXpvNfqmxpa55cKdv8WuxXiXM5x5oCfie6e1tXgr9NFsazO5UR2v2tTR3XGnO3p8N1wVmB3rbH3+6offKS7GIr/Lnrz50eK5pqe7DyPbmR4J3H/2tnXXVOwtqr/EjvupN1nsrfKr66kK2uSVQesm32P6SWiBfry80V/X5wl+yfM3ZI+8/UfrcuM+XVXpy63u+7bNjMz7f7H9QP+9UG5fmv1S388bXV7cEOra1t0SfefMnId+Va9nw3O+xhrdeqPxJNf/Ee/UPBHzNkabQnTUB3435+dNvPP/k1mPPP/TJc+wL4cvxujW+J+vvZneCBHy9Wx/JPputC9xs+KUda557fkM229u7c/Xj7Y9/Id8erOsNfLj12efmfH2LZ/6+eqP0ua/efLjX99XSkVVfnjpS+cVAuenT1z6sFqvb75V8p5uutccDofnfWuqN+HxX165r6t36zJesa4HBhb+dL039zvyz/n8Tq2dqhq/4qj87U2LLvnzzF27+3rfrH7j2+IMv3T837pudueErXXouxHojV5rrlg/fu1W6x75w+70Ty3/q3Ku7+9/33lt65cbS/Z87UVyYC9TvyC4s7nmx1Dj77S+9xPaFWe+Ouq/fqn7v0O8ESvnexf/lG/e+F5ifvdPwg+al3oY3rvl8oabI7KuNva0t55t8741fYLfufaFybm1kvjr/wZ+/+qLv1ie+cOBqfdX61zNjT5YWWfh3Sqx5Z71vqnHh5QsvHbn2wtStp54b+HDntasLqwO+D5cWFkvnX9ze8fXE8Q1Ht/279uhzT/aWHmgOvnd00+Dw+OLYubbn/vqZumzvUzuHh28u9D7VEf+VHVefXdy50Pxy072d9V+NldnWycuB4ZbmHc8+/Jy1p7Mys/1WyOcLfFX+YrT9q79/ZNf84jNfqlvwtQTq27PZYKD5qS9u9/3115p/83Gfrz3YPv5Qtq76UOmrDwXmdj7b+6W12dDcC5t+pXrE+f3FqX/x7Kd/Jb7t4fLpTat2/oKvd/DWfDXxrW9cDQ32Lj64w3ejbrFj5khl01fZc7KlfPyTLVlQXzY/Px7obY+2BLYGWOjc8qfOPX/pjxYXAovnzzfcaWx+/rvvLX0Yuvf81PyFgWvP9r5ZPbW4Nlpau/SFtWde9DXdvXr33r03Xzi48EvlN5rufaZ65KV7rGXh0zPvjx9fXnjviG+28ZD1/K0rXxxrXlj6o/Pf/l7pxhtjT1atw8x391v3bs3PfM/3l4u+sefemP2274kPA6XzX35++XvNLV9Xi1YX8V2bm/V9e9x3vrnl9NVb790rnW+av1d6ybp1KzT34a3nzy0+/6O//N+e8N3ZeW8hNPetK9detpbfbJg5x/74pca/avqNN9hf3KxeXd54KVxqXPzem7fei9z8jVunrRNtn/67NVllnr5TvjuhV4O+H5yd2vDlxt4vP/RI+Nadum/01v3VZx7629nne5996ENlnaeeGGNTp2aevfG9vzz90vmXqm/dvbm4eHjGmn31whsvnT+nPjr/xltfPzVz79rSfPXNQx9eXey7tRwOfPna4tdm5qunx+YXrx2f/fd/ZnR8/O//bPsTpZkbM6ce8+18sy0Q+kbopTc/vHPzK/m72eXgzpuPz4/n52/17j/WlP1Xt771bPY3n138+rfL9QrLt7YEv77d1xxgHb2+3p3NW3c0hUoyvL0lMOc/2luK3Xrk8ebeluz5wHxztndr4AcKy0tzb2o0f+5zW9sfv3b0VQD0us83N9/0B3dnX7i1quWpQG9d/c14aMPvD/R+7X9a7F1aHfxOQ2CudGLsVsOs70bEd+e9m747pU+yf/p3U1d++au+xherlm84sLN3/sp7gfmp5u9GNv6vL/tO+3pfbH/9u6W1j1Tv+q4u/e2wf7Dlmm/76ubZsbYHsgpPnrv65ssKEbJbn1PexPfnbS+3tYxvz/7uq2OLf9lw5/b33rg33tbS/PKday0KGIeDj/513bWHtAMI3Bo//1LjiSsNc1+88VKv7/DcvRK7Msuu/MHy98Yv3wj7SjNNTQ3P/yhyWinAe0/4Zt+/+2ZzYHb8n/2FtTQfblQoOOD7sL892PvlpgbfQ99o9gWqt+ZPq3WMDP8xCyt89f0PPt/Cy6fZrUPb+/7wePbefKT0ucXZN6q+Vx9TIHbj/pZHglufGwy0L2X9gexvZm9e+VYo9sKJ1dpr9j6rHEeL8grNasg76jSIt/R+YXtddqt6uTXuC2S3Zod9V9sDvQ+vyvp7lWfbUdccaPG1KPvt9fuiL7S1qBXdsdoX+M2WRwKBRwK+7OoPfS0tvsBA7/zS5Km/8v37Cx/9VdNSb11v5NXtdYHeL/xW8/2x6kd11WdfyletxXuLpch530zoZ62B8dC5pnlf47d85yffaFxkL/p88x/emb2z+7Ravl96/ULA962xV1mvr2H52ffGx6au+Hx/fCNQfSmws/mR5VnfnUdZXdb3p2Pvf2bVhVOlB94cn/OB7xnP33qzOnb1uZcXw19/fsY3/ELjvYbInU/V+0qNXcpHtGvv8WV0n89ZTzYM7Hzy3xxhvntvRpOrnO/c6m15pnd+9eLrzzvl877GPTNjz7Nn7y0v3HthsXFnKdy0pHjQI6+f/qXO138pWv7F1RX5gK/60Dd8fctPbX3qi711geZHlAuqVFi/b2evb+fcbNPcH736H744o3xse+C5huaA2uKp3r+ue8HZ6avOj/e+FKhUfFO+hm8v3bk39+FMXgPXwvU/ePfMuSfvHn93+ci7dxv/9zNPfnju/2Tv7YPbOM970XcXeBcgBILLlRZgGYhZql7AV6HVpY4AqCojZTyZTKfTObMLXIByIzvgYuDjnqYtgB2dw7SnN1R7KTkJKTHt2OlJRYk+Hadpoy93xk1i64MKxz2g5EZ0M+0lJCdSm+m5EmXXOjeTM5ToSPf3vAtStOPcOXPT/pGZA4kUsPvu+/F8/J7f835AK8dWTu05cmbPg/m5S+N73lr5/t3TzXPXDx15597c0ivXm8dWvvvSm/MTry9/59L04XeXv7NyfN/K97/57p35ycuH90zuubDnwuk9+775zpeODJ14011+9cHd83uOv/tHb37+zeUf3D2358rYm8tH9829cuXy5OuXz1+fP3p8z9k9xx6E1+Bvz7E31btzd79zb/nYnnN7jlxf+c7UO3cPv9W80Dy8cuH1laVLh6+gX6cejF04e33l9J5j+y5feWVl+p17p/+k88az+5Y3NH/YnHj9TPPFT515d/Ejd3/0uelPXTr3qbtdX3zgvLrvUhdTZ9jl050n3mryOxNHCS+PvesD5um3mq8++Nxkk0Dzq9fuXbk3ff2Vk+9848q9oyuTV+4dv3L37DsrP7h7tjn+evPsu5cPP5g/sm/+6AQ7Gz25cvLK59+6e+x0c+LcldnPv76yfPm5dy5feHD33c+9uXzyysr8ycvLZ5tH3zy07xvvXD79jeufe/dzQ2ffbXZdPtI8+dbn3vzCm5c+/9YX3lo+cv3Ztz6/b+lU8/y764D3clfz3fCdf8/UU29+7a2737l09Err7rHXV06+fmn8yoE3/0tn8wTkdXfyyti+yx++dOTKvSP7vvaDe7sno80f9GQuMoHLkw9e/dTKsaHo8smhkydev3vkyuUL73zjBIR26vjKuZXjMyvf/saD5e/f/c43r9+djJ5YOXx9+dztV9559cGrD755/dUr4rf4eRUyvvLq9VeuvLLn9Mr04ZXovZMrJx4sn1w5sjJ97srd09dfOTF9+s2VE+8al042pzc3n3tz/kh06fNvrVw63LwwceFE87sdK+de3yVFO9jlSIx97t3TV67evbDCl+dan3/921eXjzwI3PuFeyf3vLW8b2Xi7u6ViTt/fvZs15Hl0+/enbt0fF/X/LE9F96cf+zgnvOvXz46dPTNu3Pzx4ZO9F0+se/P9t39wRhG9tZX95zfc+Ldr7/bnNw3v+dLe06+u/KD+d/cyVQ9X7SvcebMso1wGqWf/48x1vzDhaLjrg8J7O8+ORYFuXZ+qpjwxFdvLFFQOAXRX/BOLTH1hyIuzHYs/JtaB+u80bHExoaNotNk0iKiw9jrv6byk1PeU5EbEfXvbh43lBcQIRblz3eNTe9eGJXLxRc6F0ydDX79cB8TUYI/e3LfPfXFKFf/6knQblUxbjuRbZf1qc8WFln6xW7zSHTsscXx5NKIO7VZ11++Upn742RZ5fIU8M1Bt6Rb6iGgV230yz9a8vIv3Qh1PJb9W8f99YZd4AZYlPKMC4LrOWOd3eMh/eUoC5eQkKjMkKoZhYEHu7Zhg7dJRZnpri0pg3Wd2So3Xd2zmePYU509Id1I2J4BIGfi5+EvW/LfVCVruD+VStgOUFTtV+zBEIC9KBvK3GC6xCRUxrgu6Q1my7qnFw0XkUJn1+Z1aTxkOzaTDWmYsc98i+fRO65W7NFCSdbbDaz9andAT3joq9+BQVbFP5x9Bh+5s9ithTAaVc+UHC5jPMwZxaD0IttSknSFDaI/IW/8MUQ23o0sQDdKg0lQTln/4MHhb7UpGQpEaNmBkKtzqtZmdlixksy26Tm+KENeECEbwUcEymsYg63G+yFolM9Lq0J6b9U6S3hzUqHkuFP78lTS7s4ogHnbACOAgvDbKEn2WKfsOJkQQwYOJaHYxhw6nNffW+mqhGzn4HDFDdQgYzPOt2SHoQqoXnbtCiOto3BxtGKPK1ZIZ65u66q92DM8+PXHbCrIqFeOtCqJ9woi4VlDZQjUgHNxRoVQ82PcQX9dMX6JzfWXHBPidrma0j1cGr2mSh7E1a2vNxa8wZ84ktAKlxqBg4/pVhSS1PEAGTQGTrr0+utoxkqemSyjNGRcQYPqQZi0I60zCzIHVoUVNCqGAsrBZVyGueEPPoC1oOYCxmYdesxuSg1YlwPF6NJ689XtcoW5nm4oHiObyA53O7jVYCrJDO4wnmhcljBmoITtYZCQlKo/FDoqs+NWWjFyissaGIChBMi11Ljj6OvG/UG/dPQKWjWF1Y4/prtCCuhESOW23HDy6kMN63ZdClShKupzJg1dtmQYBcQC+4Ttj2+mLjpqw0zpvFs8J7qnVyUjVaowa5isQMrYRSZz3Xlps8THHoOfZhKUnDsSCYXa4XEjlXCZB0YDAuuqI3nDTMBb7I1DipDpYt6RdWHDtpqTQroLCfeXGaVSoypn7EPT049xqtIZ2yw5pO2sEqgapbzLXC2336mAAorbKunMdpoQqI561aoE42W6lgvBpArF2xjZYG18MsHHJksOanYMXa/2p6R0XXddrWZgUHAa6Ek985jN0BCKvPQYrA0KDdilfKBKxuZYxeemN4OsNqSXpqc30wwRU1UUztaNXEohyKDZjkUJ6GOzRdmJayxNuiTTyNsFkrAOIjsivQ+PHqoWP5ckByKFrefiphTKKHIKXjYOzLCt4pnkSDcr99cD+yuFlAIbaTiVTB3PqTBqGApzUtxiVSOFVoGd6JonmfplMHIpX+6XQg2JJFxCFx3SWbbeII2iO/0J3W7l0bvLLdk5GNJYiGVSqZQC98Mtk2EkVWvI5mSObP7M0YVWno1tVsuSZitzAcWqWlXyxkzRZvOXpZHBHPyIhoVO28Wpzc6i1J0w6pmyy1jDKRRVmWQCH0J2QPb9gfJYE0p57OjCgc2XF3kcqFG3B3NphVdMbs+z8Oaxx+LQdAP2zArQYkPN6KFWSx0ZtOtzBZiQ1+gnW3tu8uj0ZvQ1Uw5UXcjKylW9KfbRlFQDHgDE5oA8H4KtlfvLcF/El0AR7Rt1mLonQ5Yk3MUDj8W1dMJIZUO2J63oRt3uz4aYNlTKP7dw4FO6xYahD0Cq5WMTMk1o2nkPZL33l7hcZn85veBjkZWEN/AD0wuWokHc5J/ANtY6MP3hNBIqbX9AoRhiVTsW+muShnFXvILiIiDDwIxrfzn92LUK02qwGQVoWbjWHWcYjVxSudNsNfMj/dA1oAlqPrDQnZXIjTOhgLLoSBrDBz4YLWS/Lm92C9kBjhiFceh8JE+9HflJ+qFfyp8uuJJcgr3Bt84cnt7s2v11FxhfsCGYx+Lokqszz7ZKU6+1JIoh8FVJ/9D0ggQ3Dul2f67kuf11QqRGf8gKte7GoQTIF2bNpqZfc6RC3a4g1vPCiN0BVf72XgXZYAIt3AoPKG5jsKoNk60VTabG9f+PrupMsXIhj8kKQkTL2chqBD/8T2v/GLdqZMG88hxLxgn5YSVTvy05Wg2OlMmGdD61ebFjM4wYj+oINVbkRrW/DjiDjZGyW/OfyR+dBOL0wzP1TE3Sw5t7tnEQJBQZD3H1M/KdrKKlFVRms46FVr+k53LpBIzXtri+RkzeD+y4UaQPU9MDAFTFM5EDcEcNs4VBPGxvHJ5a6FBjpFpdf26h57cH09QimI0trYxUPJiGzm8lXLkkIByjMOqulyED6U/AmjamE1zlHX0hEX7U8GZNp7cAVUtxPhio1gLWCDOyVbgfMzDkQqrMELyoq+wj7Pd0l0jM2IJP4hDqO9gQJIww7hrxxY4hQlREBurRa/2OMg6i12AtOCP4EDxi0lYa1KExif0WA5Yl5yTesVmG8A59FMpAfXm7IukP3egDcKPoeK7ojvMHM+qdmJE9uM1dKv7J9K3/fLj1nx9rwY10/Z9+6b9JDvsMXIL9mvTeyqjyham3ZyaeYj0DMzFj9uf2/vOH+J3xO2zmX3seg6kvHp79OZ2d4tLszWaeqRtuXpqOTnWyf+RS+Ni5p+4B2ViYLb8TfnBufsN1RlMtbOXsrS8srZz4dOuTzYXFlz8lmX9x6tS5qPuX7/z5t1++sjTTeat26sHlW3feOnd82dXD15e3zXyKdX/l8ET0pacQ+loH9jF9qu/etxdX/o8Ya/7B7OTE6hrISP5eS7UP7PuzxN99aZ6dWVDUW3fYV2Nn+hb/ghNTwIBNvQibkexZ9sZ/vNTz2uI84wdeY83wxIcTYyx2r+k8dzAmGf+g/rzyZ13sD++sOC/8VzUQ3Tj7R0mJlW8e+IsNzkLe/sZqg0l7/ufft+wSe/DcHSv3B9O5m+UNyT/96CxjN/Xy1D5JX2QfGm/FXv7wYi18okt+PvnyhWj/wf9kLV7aENUDS8lvFe/GL0kzsYu3le7nKfSPut49LTH/rX9Qw+eYyrclrPKLXerK6C/u40wPH47OdL3w7c91haO+EYw9vZRiRm52TA71K3ymDyzDfabIvjF/YjnSzX/04dKM5LJhptpLKtv/jYkPTx5i0RYrJIxa94Ho2EcPJmobkox9PdZd+uKF/w5BrsC8w9OTbPnFo1OdN+yXooNnYjP7yjO1L7Goc2a2W7/63D90JNhmgxmPLerfMnKjfOVLn2Tfk1hTtwPln1fUJFdvSuAR8ak+x77d3Ow8lyy35PFR7nz9yZ1Pjt9QHPW5TkkfL3VsjusvswV+015kLBEYuCtnEomRLQc7v/jRRGlLqDWxea/xZMc/gsVpM7Ez237uRF84FS8xdjd0EwbMltnXNnfcsBQRBsb+uNchSp0JIePp5l+MSaB5cdAOZBv6os5gu6pZlW28GQ+NdYJINJipFh0q5BCsMlc1Wdm55cADpDgArwRGSI6iv9BF1PPGH4x9ttVzdLKTzy/fXH4xqlR0YyO/1s3cuN3ssVdeuDLmRN8YHQmAfhjX0L3as83ZeT6q290HX/+DJNrvD0G7AwfP1lo3D36Y/3HX2InO8D5vaS6y8GKMWQm7dSng3J77wy51/0zyxZNPOdPvOhumjiZ/42+/Gvt95izbM591jQ7WhTyryFJz5otsT/zmH5298Uf71O/fanmLhvcnPyoe+FT/70+zf1hi+ZadiYedhbC6Tw+wgafVl3+hyKSRAzE1MAxB3eVmvIWQ8OVPswPRRemvlm+UL1WLMC42FkUi4DgbD8UWZ2Y38ssAkrnP2Pzi7yTuTu37YmR27EtPXn3m2u3nO5/JzDz5u2/kEnc/95hz7aWuZR7+q+iH/i/t1hebk2yfFGBL8IAy+KdrfGWzMvVY2GajhAmzX37Dunj3xMXbsxu/H7+8tL3zwGPlZ+dbnV/oOjFzrKun9YsJfv70rc6Os88eRXEjzmfnN5wOTDvsbLN14Nid5KWvnX23Azf+/gzrOsCcN9gX3t1w9sK5s8ssPLvEpm7c5MxKMfa8rcaWYBbDLdcJMPate923HN5iAekHnicf/PtMM+SEZ9hC9/Ns6UbrdxIjAfZnsweHv/rZ4VHe/xU2f7uhjmytxxCEZ7aN0pykVRyxLwFJ7gA5lzYc/5ulDd9s3v6kAyx46lX1h2Od4QcfiV396qkLp+6wQKzD6exYmDnW/6UfLkpEJLpzISc/YthjyVTcmeobcf7wOvvUr9HDp9ZG2SuwdIEtL8a8VngWQz37PzF/PsmiP9UMevOnmEJnPzZXfP7dMQYOcuLwoSObicMZuiLZBr/VrcxqPD/iWvxpWT3wW+FZleWJu//8fwhUCymnrCU2phVEdaO2N1sLVD1rAqQ1nau7gf2I4QVJVyjVHil86zNl1y2kUmq1wA6muVV15iQEdUOZG7WqzF1NFfL0Fy5f63ZS9cLz/8HiSFHKW4oVMzOczxT1TMlIeEY2ncrWDGR/yIcRhD1wJK+hgRjZruRkc1XXYKm6Ue92XYsVbaNopM2yVfVcT5sdBclBWgYCCfbsCnABl6kXygbD3yxXRvcWA3rIcQwkNN1cK5pZpoeYURvEb29O8gLgBxni77bqslTZNcoYVSrL49K8nimaRRCwQlbPhQrgmGVWOJRW5jQQEOT8VbQqo9+peD6fKTmawgupnJ0JuQUppO2XZErGCqU8y6DrIoOxXe1p+GDKqW9RnEDVqnmFhEusKpcLMct2QNCQpZpxvZEHPSrY3JPLcnyQFz3mIkzgt5GtIefVQi4iA3EfmYOlpVIOadAtxPtHuEYCxQgchbnQCJhWNomkuqB4zHNNDvqMkVJfaDblUEgLBYZsk55HBRAH00KZIjSR0ct2gBVNR7E47shZU6o6YG2pQ2g7ZE3UGHSRTgSqWpXkDfGZI/hVLmRDgZAh+lwYMetGwsqV0LZWBR9HKrWxBh3rro1ky9YUky8GijAjIfKynM3wOAffxMCQBKCB8ZqMlMnVtRAoo04BAD9cUqtylmSvynujml23kXATpZRp+iCjuC7oKJHB/nS1kLXrELDGs0jgTTVXsmoFxaj1FwupIqMs3A2EWCMAKjqMzJzVUa/MqCspVnfVcMmtcC03i3xCS2dD3twoIpCs0ByPmarKdQPW4mqhQjmcypYsmiLRoScdpN1Kl6RGwbYlqN8o5bMhuWyF5KydB7v2PAv5uOKBbQZywxKcxUq6sHukqBUhSnQKTlKG+cTzKIe+IFWF9SLDTCUYI2pOKhLTagbUhhHBOhTXcBIWZeKK4aQujiIRhbCMiwFd4U6B4rHtiBCKrAXJfY0FIEWeowQHWT6SV+RELk0+gIciN5BYClklBssOlFyDmyrMIVTIQavZtOKycVuq0U1XZCKmDes2089P/zsMRI7LpoJ+lTN6llwUWSPkUc9QZxV71K5Y8L6E3hjxkA+EnnEcLYQhBXjdUDKKB/W7gaQ27GhFaz/yqzLKGM/X3AqAwinKKXXAhO5RipSBTA4pL5CiBO6QyuY4aQ6iC5NMLlYMwrEGykFYyGwyOmVawwzWpuyNB4q0BUO2uTYRqmRysGLmQW3QIbqZQd7sESw6SgFqYnoJJpupElQADGtgceDqzDUzSEeNEehA3csxaEdxtSRzCwDLoTIEScn/OFJNuB3ME3JRi9xQGv2pspWrjVc9oyYZpYqtoSsqsnC3387zvGlzQI0G1KV51MIIiSun0ASJyF9MbiCdGZGQU7BDqA5g0AgUtVxVQy4JtZJ9BIb7S6BRpgM8M8rPyEqhqKXLjYpVheZYWjEUIzs8SqCiwwu5lA25zFOfsaIO06oSxrm/YtQ9196bUkRKCTIrmWgLqh/dyBWIQCG6i/vZKvMKF2nenbE5iQynDJxhg0VIQaoiWcWHQp16bQ1LmUSjkikCki0ez2vVvJm1IepsLg0BjudqrFACZtoenMTmMlJvnucBJL02+XWBJvyYlvREh4ACToGX0QgAp9o/V5CKdpNcMYW+uKgkTDbmkuLHk+aInVerrmd9KVSu9MMwLb2mpdOZtFJA1AEsFcpwP4Y+wj9ttVsBZgKQYIiFAjeLCBw1T82mUiMmTbHAb+YCRYzMRJuOWXbheVa1H0jMLZ2la3mM36oaCBNiuUDMm/pRyaW8HxxEqm0scldF8XROz6IrCrTneo1RQETZHkyD7HJHLgIWYYAHcymKdJlsDYBnAMqNVE4N2Rg9n0NmKJcHR5AiOyM6D+wfTJdhrNUAGx4FpnjItry5A58mNatyBk06gZA1wAMhF14Lj2zkIaASamI68uz82DaEMmW0HwOuG8CYQr2xMQQBzlXsvDVc0SFt132mUHfkulU1TXTaBiYGYO8o3UCcp2leZ8Tdq1cNwnRFgzUXlMbebEmFb2QncpTEC8QYhB8hXJg8W4VJ9pvovQFrMQAvMEQ5dShNLqhTeIPYjJKRRiDPOlxRB+06YonX6C8STQATsfeWJBAePaPgisu65bpTSHHgcxFOA0NNQX7CcMgcIHtFrmuIFuVRiVm8yDAOIji4iUgMs8ooZsos5sWyhS0lYFKgnZl4BmELddURXYyyN5enkOXpRloCEeCygzji9uiEo3lIQ7Egf8AWoi1zbWQujmOmUs+HsgnYgpw2FeADTbR4LqSLYG/nEXmB8oh7ZDkKI1KSBHbsl7QBDs/jKQZAk8sGLCKrD1cQlCAs3AbdKIqp+ELRBO7BtPtBmEy44JxkCGMF7nkeh1vvl4mbyWW1AlQnwpC1wSe0XA6RSgfUAE9S5UL53/xHD8zQYcwqZtErcLjRAkIXBA3/RvdN2wrxQhpBFX3qtx1DyQOM+pW8maoHhuF1sCSnAjgDEKcEmZKtkgzIw6AhXGrIlsAydJc3HNfrhstKCbMkZn9BJwiRyA8lU7cpg8wpRp3wjFiGZwcQCpxU2RNYaA3nbRaIp77y6UpeRgBHGJ3tR2iQU06iUCRrpDBtu4y4ZYj9OuosO0RL6+BE4yEXXSJ4ADiMkDRT33GN+KimJxD+IH2YuucZ0iwRG0TsEURG2BZG5Gm5EEyXbN6liUs4+/5+EBnbGxFcBaABEmsNFUFgAOC1ChNza7CBfBkWVAY4yQdZUeWFusGzRFaIF6G+BK0YolihBjefi5uKGsaYYc6G9HRFS5iHENrZeJUFarpgCTyvoGr2jCEBzUJzox4AVgcJAcIg2MCOUvFnOEIRaxRAS5U5CSyDNRwJDDiF8IzMWBvOB2woF8wS+gUy6J41MEITnKq/JGPHXViOnkYM1p8GCYKRQiXpuo74cXBoGMzCtXS0yjI59CjEVIRjjZcG0zSlaXFiKJ6tcg6meChNzAfYNIvwT2DrtifjCpKYIDVtWGdBqYAYBfThPKgqkRiJAgiNi0o4VG0FAGLU4SiEfSnRgoF8zlbrLvhfGViSKqscDBPI1g9HBNKQWCsmUqAcOFw3UoaQFdLBkBWaUUQFmSJZpAkbUPrBETAM2xmBhRHjZoUcKEmC2C2lFSNsLAEto+/UiSFELjG/C4vXbdlWxhIScL1YQeezw2G0RjTZshXdZ10yBzxvAYIgmHuoxjPKOiVKNL/tOjL6qRbFAp+ekAFfijcXyFYRcx1FE+00G3lDcW1PKyJqVxHoVT2bqoOICJ5PK5WFep6PsFGoASGwAiWH3EwZIuJyqCBAg9ahkcSA6hDDkez+RJGp+YBeNGFwHq33gK1BlFaV+kGLv3n02VDgp2ocicqoIZaXJTM0lkuBMQ6mFXiai0FwWC4MtB/xkmI1OBwQioYOYRu1UdSGDCnPlMGyB9wV09yg3rRGChVhPPvxKJKTPCJBPDNRBf3QHah+I0KSDsxpGAcTuDc4YMOgYKNWSKvaz5joUaFMK+ojYjlJ9WelYS5VQHgBcZtlQPbgk9mcrRSkYckbezrAqoWL/Sr1fG9JQ14B6lqEUoz43iI8yrQNRKWEDRAGKhf1PHcRSTNlngcjHu0XAaAh2XtJLjXi8Toth7msyNgUzyJXQjwxlPGaMHEXQwNbUwsmdaJWQSwGyZnbq9iWwg2UOYAACNxS4JzgtkNFg6IZNyDJZyjGzPXHeYXDC2ghp4LwalStUH8mDV6qleNa1dJDPgPXOSmKuepGoK0D7Y+6CKVWDZyvBri1EZSi7Jk8ybdAQ2ZEYMkzGJJwKF3Nu0ii1OqcBGTPOYpPNmGYtOKq05t6Yc41iq5VNC/21ysmvA/sHsEdlNLKzVYo/wCaZtIJW8MTca4qtIOWGa6ascswRkACvGIQzswriqsSVNt5D2JP6FZUBWRNKTaiAWCVFgfBxEfBlixFGUvzQtHiJcnKpcu4QRsRdNAWU+n2XAA/NIYcbRhU5VCIE4I2GNFoyQYbh09gVDXKBomBRk1l0LbFVCJIkNOgiQnSkJUAAQ0XxQNoOKDotHsFtD3kqgSRDsSMaG0NIZNybRauO06lSKs0rjUMXNfFWrgkPDcHwujK4CizAdukMAsmBKKPvBR8zivQKkXGdriRK2m1ALICA2aBrFPQWhdUC67KOWf91kAZ9qxzMC3uiu0BtM1At7tDlonMNWGlwTwQMN0GhX/O2F44DrIJQNVgFWBZYkaeG059zp+GcREuVU8vAr8okybTJF5lA79tVii6oEEOG8k7uBhyaQFpuy2VkAsgkShTrBO2kiGuYV5k3hYnDkHArDC2EBlnwtUbNi2dDCqELuB0tPVCNwn1EHHqg2lAgVZzGxUtVwPZpWzfzdRppSZE67GArgB0a6YcZBhqvmDDI+UcEWhYKUcdnG2vOhWzDPcQvMagrfdlz32GgXhcREgR8025uu05jlVEfnOA5gdooiEcMiRYDB6wmUqsEcm3wCQQwwRsL1MaUUHaAjwOjRbEQClkDdqZUL5IS1G6SLjNuGIQKmpEwOuFi5WG1FA50pVCCVkVUq9RYi80CULrb6Mw0+HBKs2D6XTswRF7UUh/sBC9CEaBdNexqgXp6UCxUDYcKceIwYHXpmh1HDG0agCREaFMZwQZJqyXs+6CbdMMgJFSc7MEzkhBkK0pN9mWoquBdSeIEHjjAxw2TutHzHAo8YBFgBsBgmBD+OyCOXQ7YJJJpP6uv59C4lIK7dpOyhELfxRzqRhZpUtplNgoYiI2PpNJqyVHhlG5GtCZ5qBUGyJnVsqMcys0V4HX2/0lxrsdhD67G2BGeSGD/Ltpdl9QJ6oODMYRRIM23zgAswLSVFhGFvkV0i9HCdi27bqwmEIdcAoEG8LNEOJ6KpWWyiBfipspIX3dEgfbd/N6XEXCKDY3OQ4fO0SMERiO8ESEmlphsKoqjABa4rRiS3ulxOgz+5lMTAzjpv0gwPLBLC/6HEIUAHmpZGzEKwc0CUR9Yrg/VYLHbFGs3EAmhIDgT486jgqBqZmqRXNuFHnzZrEQB1NFSk/doRUw1aS9NqaCANcSJIPARtX9roh9RSGaVnJNifADaTRSXMg0nKasihRE+yfgjSjaMBxTN+voeEgHKbLZxhKT46B2Sdg57UHzBCRydiAE5Kog4pIgxMquVBylzTOqeSgk6FXRcQaRI5KHYdQuHzFgS4GnIQANMkeQ9mi7jzUAbu1R/hgSzAX8BRLjasUaBhcmYkEcFiFvVIKNDCJ/nBtlc8AAOa3IRMqRZ4H7OyxPpM4PMrUCQy7uWjmecohVpJ1USmJVMO1hirIUVwJVUdTwZzXi4wkI2ozHEfbAiROVTI3ouDceoj6qB5FGwIAxVJqQsyVEa6YNmXHb4LSeaoTQ44YatstMxqARKR1AOVyz0QDRofZS1AwRiQYk143bMNf+LM0/6LZRdEa6EZkpAwnZYyEMFSLyKBPw96iomWS+wu3BJG3fUfW2+bDaRr1GTqen6442gBTTlGqBdLZKMw3ZCRtYyMDVPEpJQEJh3VIDjYwpkLKnZxKcdzOV6zS16ai80Q0QIhYikUQc62nW7ZEu3HbQhn31o6AP8/jVUJXPMMGJJdI0VyU1lQnRbIKWbDhqEZ5JMCXZlTkMFpmOWM0cR9IPXhtH1g0WNifR6rskJONvX6v3S1Utl5ZyuVBgNoD4hjQtF0KSdIgmo1ghjQCIrB45CwYEwzCL0iJATJFLo0g6kJBw6rzDXRkiT9B+HJe2cKhmVa0Qz4QDFQ5ViT8ZSP0ocRRcBLeRF1SsXIk1RoHrDnhUv13JZkG4KesT1q1CduOd0Eue9m7oDu2LAzVmT4BA510rDezPKbTlr6jSDrU8XIwWh2wVSTbUDFPKJMCNdJqwYXpNzti2qQS4gnJyruhpdl2jaf4apTRDROlNbpTNTAhDLYI8yNy1AWFow6pR8MEYHB5W8qBHtAsAAYGAKFUS+quAgFDfBrPDe+tGqUJbXsBfuOyA40quDz9qNu6QKP140l+q0CQe7WeFIIFlHqf4i+RivMhJP5CkkS46mpJKxSXSuzaUALNGWl8EHhL4OnmAvgjTNdmUeDFQgiHaZTm7fzBd9wIhJKvZaoZWFXJZPURxxw6AH5k8w01y8RGJhMotTtHeFXOsZBrkAoWQ201mxx3wN3eMOElIkE2JDvgx2YGEBVtzKTNWDx5C0gXKighlDxKwsoCYgaWci9tjCUfsIBTbnRwKS9ZE0RRsE+wDSGIgqUNwSBolxhpsColkcYSINpiRxw3uG00VtlooBtIjiLKFWiFTBctEflLXcqyqJZGMgRZpsxKSeRC0MkNEEynWdvB5AC1tN0FfVLHBhai7qoylRBrl+zeHCxmqSWhjKcD6ENg7bXUbhTygCR2cRjgv4qjj6AiJZRoeDd6q+rtSaBM0L9DONqOk6jqciOaSuOeojiry/UQgjYAIJys4FzUlUKU1k2wuV0P+Cx2ZEqVVtDKXqfYjudBr3chw67aYkYUdW0QOiH7A282qrCUQ/+xnkG95VohvDwnamLT5MxUT8IPhFkIAGVksuNDu1cbIgSoyRo82B9kybUGinULcgFTGxfIPZTk0PZLOgFE4rsooHzzIdMVMSemUpKezeklLp0FdNRtXCAUDJaSblNHHXQc5nFZDJyrcaWjKnMGpoM4zWS7SK3KYUbuizwFcU/WGP0NBzp8CtfBo8pmimm13O25ATBYA/cHN6mSWZDW0oZeWHJBHwuMzCaKUqicgnsC1qortvyA/MIs8uAHSkEShjhS/UA/YyFPg5+NVIK6lp4HWFyseMRyx0mcjly3wUTauD4N86JQGS0aIIJqQTeJWnI9UaFMfbWo152jeag7xwqBtXFqUqQK1yZtY/0XakCmTB4BP23mHeL0TB6SWTdgpcs0AUwrgx1kb0nOyNUAjAoSt4SIFWtNM0KwZzZa4mZCjpoy6PyEPX8+ELIU2XxALqxAFgyxpTk/sunWI7EE4NFctUV8IQj2EDMC9S2b/DFcTBQnpqlQ0Ea/qgf0Bm1vpckBniNro0myYZoKZVyjJYPA0oZSB+XrWEIiBTznRWoHPqbSBm9wFUEUTu3g35+Qpv3GJFlVAftXQ3MYo608XSTdMEstRjofkqsEkSqplReeeCn4hVFYeRLvIzbRQYH/BydTAFZFmUFyj6TraliiXDcWlHdYZ1MNpisBUxUENjHNEpokiGA55A7gOF5vixLYs2pCOv7AJpvpLpfDLmoNoT5dgW/wZmzUCimDFoqzOXVD8akXOlmjZs2LWrSFbz+QovjtFzyvYxUG9JJdBTAqZksscFWyV0VKTroNSiqMKOpIqkWgRZNAynOewip/rVCqQEowY6YrKx4ZHaW4GxouhhRxpREynMrIXh8ESio5nKRBovd/O1LS0VHNpFbDsBuB6OZ0rSETH9bQETmkNgGATAzVHwPKA2HPGWohhRr2fNh8yihaMOmxT7Z5OuqLZlpJOboXMT41LeWL+iJUggwZtnB8cdoET4zUK+jDllO06DlIsmqCCSVdMYvpFD/oqxmWFVgkKTrXi0jQ9sa+CSau5CVqWkH3Md6S4zopie163YOU6pT9ccgS8I6ZIc6MeuGBebMTzrGSjvwReI9NqmQI4VmHcexVaMmN8FLkO0Bbm6EHUAPWqTMv8Wom2dqfqmSIScimNP3Y2B4fJponl7K+4gRxoN9JMB3FRTKBotL0W7pqxdRA+FSkanZ9ALmuYdNpFMorArpBK0xmZEhsbpmkCDAsUsmKPwrsa5A20GTRfydKuYxX243hOAZw/i2yuFkjV4VR1K8dC42kkWAxpIS1HgGaAw+DJTFFX7SaTmD9pa3cXVXts2JEKCdD+lHGRjERoj6tiWphLJFK4NG08H0vTNBDeO7BEDWlpDuYBGgcHr2o10k06lcumUwR7NVrxKCiUcjUCtI8z4SGVYm38MGoVaIhVANK0KR6iN4oeQIZh8MVucA9QTRPZkqNa+8EIwHcIJttkQWJStT9lZyhZbuQ9T0NocAOhQrmxEQmhoQRqZoZyefTVyAFQ6LGMwgZrxIkaAZqOxLsRkV+bpqJSACPUG0zScaPSqM3GQoVcQizn2E43J1jxJ75khKiynEnoYG2Fi3mNgY0HypmcmG+tjQI/HRuBUxYb25nsb3xHWNbKzDUdburjwyrMmjJsmlZ3aIqZU6LJqBWVIw73w3UdmsRG1BSxmKsZpVExQhVx2kT0JWUjo7LsumPlitkiwrrGqgjv0O+gjaZzDDlvoIowr4hNKgxNw+/pvIaj0nEmYDn8wAW55vYWhSyO0dZq4L3kze0NSWw8KpgGHsg7ojVESTRey2coLO8nOCoANT1rOIDYkqPxZ3SloFASWRDTyMiBTb7Y7QnYdOC0dCiAFrW5+FIFFTSIezAwwAaD+VslVUg4TxmQ7VScQp0wlbIj+GcKldOyrpJBSB0xcxwgqVU1xFnPqhYO1cQOjewQzK5K9IBGLEFAE8OgnhAz8yTXSsJ1adacziy4YmaZgq2K3JL4JUZOKQ/UC5pMKyWSA0mDCaZRkNZ+YRCMFl6rbiBN1q7b2XSuTBOmbsaGAShgEUaaZtVgy6M6ndei8EPxs0G104wuIjp5NSVDpAwVQKAijqm672bjwxQzwHs5yyB+WiVDhZhTZW2oCM/iAl1Iz1qu2hjVcjXmegWnVOCyUqijOa0oprl0UxIHXvSUTh42gkgOWo4oifQbCaMVR7twOGZl/WkYiMth4hAXrWbjiYaYvkW0pBlKlrdp332SnF7kcJR5lPKsXsjYMIpCCj2uabVCsREANiOdq+FaXbNL/WUANCL6nAZCptWE3wP9UPU4iCx3BmnWRBLLRrAMgDGBTJ6JE2XQ0nMhUgdFfmAAvKPaP2IbThE2gHxKHUJ1qZSD1AMIAOBLH2Iho077Rwq5IiN8LEhwAfoXYbqCiAf/ytB0NgVHyvfp8JNuj+WS+hwxHAkUC6oAzI3StvRDIYpcZsYesT0pQ9vjTWUuAMBxNWbTBqCcXfd02rmGwCNlqxbtZUBIttnPh8hD3cGqoACIZ9D0KKXHKhOOoJILCi4KB2dWSSoDRKqUBnsFCShmZsjWSMc6cim7nhHTm55rQaK0t6buAUchSFo60ClwMNoMToK06bSfLtlNIwFfD4TEETAmzmTZJFE4ATd0nhJRi6iYnarLF/OouhoAQUxlaSuPIQ0VAVtiGdi4qNGsMa9AZONJkXUhOUPKk/RBCFLtV4BViO+0OI8xubr/gq3AfOKBmiODPSAz1IaIRdhSNWDXaUEUbKKxkdWQ7rgynTFioHy0Oof4hWa4bfCxzTR1gI4bIdMe3C8JLC4otAEVyVZCpMcwGiOkEotBtg/mUoSUnHqhCMYU4DlWBKFiAT1tm3UQmlKBjknJCY/O5hTq5COkDsF34Zp8ZFR1x4fFAbfxqEpOK5oXJwjL3RkQaAZe5lUyPJ1h6XgG8Q5ZrpquyzC/lFPKAxYsqC6jGGBztMPIyJUqTYmYGOGORx3X+RjZB+3mh2qMsitwweBlmVt20dIRc5BoctCFVFkuwibcfNyq5blRtJJwJjHJZoMb9lPC360LoRCvot2VJIVCkfgy5W/FbsE5TV7v5p4bAFpB3ZSWVz3DgcEO0TYrWG9/lpZ6GgFe7E/AafxlZ1qYKJJ4aIuRQ2u4Cq1RKwZYzDPqCBwmBDbKiJHzqWEakj6eizp0GFAwL2Z3c0ccGFPJLNDNFOSoKbbrSaYSGOLmSIYXNb1E2/1SSt5EesQYepnbnw9UaQEWYbsmgVnSINASOaUkzv7STBUdIgSfFwEU3sRlfjBkoeepeiDtXJRcuW7QitvcKB28ow0AdJQvSSFB7KzYkhCKLXYTBIMLWwkOlhGlDiOZoz08Ab1m7S+YDrJORcvlqrTq4CFzrmoDNOkIXq8goiJKZRBAwYvEAhWNnvtKRv/wpi4xp0DgaORsU0La7dGqDW0vzCa9QAh/A/v70Rp4mZsBU7WdgKIKkYF7kfxstYGaQQgogaCR6vWKwwKUrgDmDKkEwsXSUq7K5vod4IFpAvMyCMR2HNIoELTqzhwESLyGYE8fpYjA+os07V7JALk9bbgwUohn0hicUYcPaiUMFQ7pCkCTikbCSPtzN2LiEMyk0VTF4UWBywxZRTmf53nbAsXTzRH4lpO2XbkIcuCA/br5gxSlGUCG5ZJWWqECvOHAGA7kholwU17NadZAEs7N1WKevD0Ou6uYtGaZTl0sjFQy6TowMUf0owjNJFwji8Q6YdXAelxrwETumAb2u2LHJy0iuowiCS0EoQ21HNZDQLeqcbE/WyWdwqCBrbRhi6w6Y3ParAPaSVVkOIf46ERn1EJiPkqzo5II4nEG5i7R/hOk8AbNU9ShAqUB6ITKGhVaCx8PmZJCaaOgb5zcCK5KKRDtyAGXkGl5rOwyby+wMuSqMEJU7iD70ZF50AkS4iGOlDK5yTNlO1DkhRG8CSDBqCPxNLL6UFYvm5QwF0CEFc/LI/mlTRtEumgegKniaK6tUkhT4cuscjBXYoaKHI7kKdHOzxSZOk2Xe6xQlnMppTFqDSOYOIMDnIgidQQ8lzIFYX08n+X+nKatIFDotMvAytHxRqQc6RHa3gCqUapYuRBtm6SNcTIXJ/+hVIncjLaTTiXLBd2MZ3gdnlA2R4w6vJMhqtc1AOw4gzmzQspJjzA64owME00ah5IMWQ6hCXFHQaXGk0YiOwIRKRbsqxG2SQ4WkudSIJWSQoDloWJBDdFkaUAvCsHIuqBEkI7eYGNRhnReN2GdhVoesYJgEoahu4FZeKTHZeS5gIg8bWwKiVaFjTqGnlBpLrFuqHYOdkOraIo7V4H9lD0vsL/AaR8Q8g0686tTu448R1METMwDIOEsSzDqRAHyy4Yw7NzwRlg2Mhe3QHsLPH+zC9QuNp/Z25PCisyGT5wR/AhgVOiCNlfXVbNIW9QROeMmMi2x16CApK9Qdq2QXTHNEJzN0SXOt4cIjJk/jHwZcdvSy5wOvKVpG2y2VijTkqTSyEPqnpuhDZ8F2khArFIW7KWY150RJhKxcoWjGAN1sQUBYp4bhvFCmgp9YiAPqk5znTYkTcwfdAfBGNXgASSHnien6rRXTAOJH5AA3rmQDGbpAqfn5sUao1ge57RqQgfZoYaSiuQLOTdcUEtfHEw7ddejfdxwYIeiu1LIJg0iFP6RSQJBMj4R03zVq3omcTBdtPx99KA6TkopSLxe4Y2NIYfBKRJe3iwblHEWnBHipoGDFNpGx+lcDfEoShb6Q5SbuLR5U5mTYYI6XAJGEBb7Q23ELuI1FWSnRJkdGZx5MEqNh1TuUd4h2TJkSTuHwO5pZ7oGFyBXAAvzjHpGfJUYuIk8QgsyuGqS6TPCMtKeataJhErpuFnTlEAJ5Kk+DnEAWC5WaBWbNtDa4jCE2MbUoGcZHWQHxwcPlGpylhfVrFJBxFMqtpYu5g8iBCiF2iBQ0LU1m/tnylHex2jisLSgr1CyAlqgGqUAJeiFVAnUH0qvki60iXRZC8GkJeSjdNKeNbTssEjbxTy4VvRoQVcGtbV0BMAA5FWmxQvQskFO22xDOm0EMHKZJPFj6rakx5EvI4KUDCedwZDrNNEKvKLN4DUT2qLNwpJilIkQmzRHZrswgbJbyeRCRpnRpiba112TKSwYts26iwYxOzIKnfRpTaSLqkk9ZwgRWjZXc2lGCKPK5eyS2CPrdxLR0P/2im4KgSJkqWa2ZOVwNZ1FYlz1nILiuECRkFGkWOTZ3bQor7u0Z8yW6AsQmPDCRj5vk8nWvbnBXIkmjl2gGJLpaqEWUGiuFdhv4VGV62PDsH6aGACyIGI5OUoLiEdbs/3w8yoCIE0T9iMJJMeBymlcYhGrIgNkbA5gCpQZ7SIF9RivMc+j6QFa+3QlKzdA0mB0wk0nC9PJRmG3RnWwCtMIwFfiyJ/gU1qKyBV5Z4PwaU7m/l5+1a7o4qsZ6KsP9DyXi4W6makx2mXISIximxIhMe3g0U3RnqOK8KDW4dQIIRJgRNsP9C7THtTxXM2CgUge85DcAodM5FUmzbqqNLVHgwZ4GrXBEECf9uxmQ9b+cJX2fxRGLBhgQzJHyFtZY6NCc62g5B4oGByF5aBQjw6ukMHMSSYUJNNcFyfXssU0t4OoYhRZAGm2DHTM1pCpGHUvkFZUB3SHsPyViaGD/87uuMPZl23x7QiUkunt79kY6eYp9HPOn7RCQ6bI+glDuC7YGEoQg0UeggjdDWARNEHlJ+T/+lJnh+2bGXFxvJkU2xl5tEfnE38TikM+7zkt+ULX+tOSt953WnIq9gGnJT1xWvLej5+WfClK6yILjQ+9Tvt78qAtUrZEAcf2Twsv6DN9HRdfojBykh2+c7d57di5CxeOnYw9uDp548Hi6djb146tzN58cLd59faD263fnm9umPjR7cuLx2bnb7/TOn1qYfrosa6/aW44derEwtH7Z+8fP3tk8uh9PLdw+vyF0/dP3rh+9dzkj1ZWZsPfjZy7fyTGznZ9NzJ5+vzZifsXzp28fvXU9Lnzx/FzZOLUhVP/vDJ/6ea1U6dOHT779lJr6WqrdXfpyr2V1qW7K0tLKyutI83mvWsrrZVrS8utY+cmz58/Mnni3NG3b129zW5EbtyZvMBO/0IYbUZmI/dPLxxZWdhw//SN65Eb1xfPs/tdVydj77z4zvzV2Mrk4aNde5aubPhex7cvdxw/1dlxfzLy7cj5rqX7J99eWrx9q3V76m9aG+7cWpo4dRxVoUPnV1aW7l9rHXuwNH9v6fjpq+NdC7ffuX2vefXWge8uPVhpta5OTrBvtxZbd08/iMRmFzHAK1db4e8tht++e/Pa2Qs3jn/36sl3Lt26c/pM17fD39twY+LI0Ykbd07Hrlw7u7DSsXDsnVe77h8903VudrHjR9euXrl64ujKykJrw9sb7l+6udSxcPLG5JEf3b515db1Vvj06TutY1dmThy5P3Hy/snvLl1fmmA3Lp09ffb0OQzh7cW7kX++efL8ibdvHzv56cVnT7OlU3eunbl/9LuR6+EfLXcuT56EMM7+aPnsO3cnZ+8tLZMeF69O3r/14KW37053fffqwPziqcmF5ZUwm7566lbz1t1bE7PzHW/PXz15/NyN8P1rR08eP37k/oVjx680O06dPr9wkt2/dS/Wcf/FwwsXLkyeeufSvYVzf/bdF499d/mF813H7y8tgkbFv3UgevDZo9OdM3+31HxxMjo1eVSffm3mnw4c7RyLvthJ3zcy1an34EZfz8ndySZjTZ01m3NSs8lSTfFVF0ejdBT6NdrJtzh/SwpvZmP6tN1OJGliTi+Lb1PiIrEUG6RT9DUczkhe5Sa8VxxrUlOcPWa9IZYIJ5J6WF848NoUf2Pu93Gh0wm/8cRsD5cmZ51w1Byzj/KjPLmRJ8cnoj3H3ghLC+EJB3+Ovsae+Ifts2NsYmJC6gwf5RP7OqLNnteeiPac/OtWc+4FZeKNJ6L//uh5ps6pGcZm0eUx/oYU1vXNiwdee2Khh0999I3BJGtZ5fjU9F9/sXPqo+Wv2Ec7afJq6qMoPvXRJLP3sgEgxlXr6av+V94sAp8JdZ7brNtNx92r8uTMk5J9YPPeZFxdhEDGOh22eFV9bnp68+IYn83TF18stHqU2cj09DQqR2BknUsbOEtutCcAkK9Jexl7I6xuHqP5y9kwbQnAiHT+Rg9jrz1BAYCd0PlsMzyhTuuTbDb8RqvjtSfe2Cu+qmT2apPUFCDZT0fZRgSNNw5EA/QlXwuDKioP09d5zUqPxgE8yY20mz/a/PWvHDny2XlOYfYgUxTjlfa5+CPnfvzk7TLzD94ePdp36J9/jf3hh+3PPD2i3vvMXfs2ax1OqUiUJTZn8sugQzd/xr7F8Vz09s9aj9+eHhoaOzRUCCnNyz2bObuqz3TlF5tl91qRS188/1vLZ2afid8K3TLY1G9+pmPDdc5bgyWwgZcG+BefNFN3n9ivzjQ/bU11LhFTWPm9L8Hrzyi0QjD+KUd9bl+e/30oPMDKY9HZ5lQ2dKCTrUh5/rRqmoPDLXWYucRZZbPjAwzlFc9ZMMaj4+HZtS+sPLBtQ9fIj38pxJGj2/iL/w838i1Wa710R+fdB98YZTK9gn3BYDiIfxX6FI0Gw7Iiq/hXvOh6mP7x74ejeCNKiHvxTXSDLgTpiqguLMuaRm9E7ShJf8N+U/SKxajScERWVq/5Zele1K8sHFYU0Vy7jnYRXBQdDdKjQb+V1ReVVJSHHxXxQHDtc/BhbeiNqMavlv4JRhRRpf8Bg0FVkaDfhdXn/NFRE+hEsD1WRdP8SvwLwbUWVjux1icqFQmL5uhacHXwD3sl6glH/K4pq437AwkG15XCsIIkZiX8sF/+ONaNVSjCF+HD/oqqFH/sa9Up6wWtKGuqxruw/4Svx+BDCaxrMNjWEz1Igoz4w1vfJdSihB+qQok8FNB6tQSDa10JK+Gw7CvZrzzoWxAJg2qHlFZVrZC+1mmfnvOrCa+aY9uuRZVCI2u2SrWt0/HqWNvKDdITq4oWYpTXBPl+Va9Wse5T8Cd/+vHXmvk8LLimmuCqAuTV+8H3Pdl2VDnY6+vJt8dgRKiifZMUBbHRh3AwHIuRoSnhtpIUerUfaMspqPiSp1IK9BGNKMF25b7WUSYSkWNRgQfBiAqVBKMRQghhRUANlKYaASWxCHk1VaQIv/M9I+jrhxrAXV/8bb8XqEH1hoNUZTSsQoOKMIsIXnDgYFh0OhYL++pEGdxXNQV3I74E0D3qeBQlyCwjpO1wmMaMNwR65OJtiKPafD8JikES1oiSkaCPC7gdaYsbBTRxUQyLOop2NAGOkYimCVnhkxpDj6ObNvnDhMij/isWjqh4Ud9jYQVjiZJiqP5ITNYgCk3TyI8g1KBvzWESlt8L0dyqHSh+j1B5UACTorbxAf+EY0GhAV+H1MOwGDue8YetRiAxX6NtBBMvH33fj37vsU7Fb02AELlcMNYu0jan1bghzFch+be7F17zNkVEATkqOoMKI4rSHp68Kaxs683KbcRRHuLbesNftXjFB+y1Hq6il0IikekHw4FRkElEhEv5APDQzUjBft9lij9+hFPazgcVx2BU+BQNyu3h+nHK90UlulXpDUaV93hkNBL5lZ+dATxFwfDHocvvXyz2flhbRfx1Rdc6orSxR/g4dTYsHFhuq/390T8YDcptgINRhuWICMwYjt8hoJQirFgmZycbp4eDERATOSKCtIAy+oBnhMxQWAniV4Sa9gGAJEXBXfHdJkqV4t+IgIMoyUnIWRY/QYES1H6E4AWFo35I8zHSBxUBHOFVuQR9cIn4lUREm+hl1A+DYTGMGPU1FlSjQeFX60AyQjfD7SpjqrivBgGYEQ2ISswLtcYiwAeyCFKXHCXUQ1PRVeLkg51AOOqdj7CrsCDH1gCWLESgFT0tYCIs0DbmUwzfPsjto0Jg6Bw1S5KHYGkcQYJhSHQ9ENMY2/Qi6IdeAcmkYVK2kC56FaMxBaNaUKgjEoz1BH2txjdh3KRTVCwrqywySDLxA4AixieQPEjqIOuOqqBSpPCIsA0yokikbQ6kXpVkF6Qhk/mowVWLRhURxR93WMgn6gtPOEtwDdGCq7FXqE/4W3i1jmhQPLJaPtiurh0r/B6Lrgi6IoyMWqMB+c8J28HDUeoK9VgMTKhRILYsUJCGEBVQHdSo7WjUFwwCjubzRIGofvgJa8KaocgIqQr2RSNVqaMUjYK+FfutQS6+mUU3BYObYhRFxThU0hE0SR4WI1Wt+0GEFQJV6Yf0F/M9ETrCQzQuMoGoLLxPxEmUj4tugh4r6uq7IKKaJtqJCqxHneSgvkSUVQgRlhdtgwnFQNL9qvpEd9uaENjRJpOoG53A6ISxwISjQnFonPrq+5Gf5fi+Jgsu146TggpEyS3bqvCDrMAUhWJz0MeaNX8LCzoqwimRKFyJ+L5PoBSm1nxi5YdqX+l4u4mUoP7LxFzIbTXotg33vVEX9b037oYf8tafEHzlduRZ88H1fVgfF96H/ZA19BUVf/Gu/YZ+2q9oVNwXV9q3IutKr3ua3sptlhRdrSrS/kxOvnolslZitWzk4eW1h+WHReT1pcX7dR/ldW/bNUdk8Xv1prz6VLuRyHtqk/3G119avR9ZX39E9stEIg8LyA8fa7f0nmravVlt9T2NrAqHFLkq37bEY+v+qrLc04OLffjpWU2OZN8D3pdKyL7lKG1Vh9uBIqpYvT29CFlD8b7wzniSYG57vFfu7VXU5DY5SNUHwXODwd7ecETp7ZF7kuBxm3qT2+NJqmpbvGfLFkXp7ZV3xY1kzzYZsC/H43JPfEe8FzfRub6eHvqhVzyejSe1uEZWLq85XpumrOcbweAWWU72rRuBvMVnG6tEZy1d9WnATyYjaxn9etsOtnMUH5nk1WxKWVdwNVVc34e2v77/RkTbsWln9P989vzz6iPrUz2Ra6zniOve+Jx47eo64rVODMp6n1w3BiX4MJ1dL7Zwu5R/TZiDun4APeHIpocUkKxOCGKVpMrrBLV++MH17bUFR31bnT5qTwasQlib7T/suT+41Sxdfp+y11pWohoFn2C76++5t9aXNq0MhtcpwJ+lUsLKe6XUFko7fMtr01jtZxQxeRX0xeVnxcR6/CsihYy0B0MBSBGxHgFBU9rjDfqCo1oiUf9xQbM+YGS+wa31NuhTeZ97rgmdCmyCE0dE36LhMEWNYLjNykXiqoTXDY8io9LuKvI9hF6ENJHtym3F/E9kKcF/iTzF56hCx/L/r0xFlAyH17uO8oEe8b9e/+v107zgslGaSVE0WYtukmXDv5xcjxnE6NuxUpZ7lZ07duywBlKpbb2bPrZr166dO3fs3rHtcTlu7OxN4p/U472P7pZ7H9nRSxMDO3bK8eQjqY9/fOfOXSjyyCMo1NfX2zu0e3fvFnzale3t2TW09dFd4nljaGiot+/xT3z88V1yLx7bjdeuoZ29failj4qkHsnu7OnZuXPbo8GP9T7yy3JvamjokUdSKbqPth8d6t1ibXu8N7UbPd31iV5r9+N0dbe8k3r0+O5HjF/5la3bP7b7V+U4hpDUhuIDH+/NDmx99FEtpqo7d6H1TdqmvXt7+n7lV/P5j8m7tmwZeHS7NbAN9Q5gyFu39sYxvF27ELezGurYunVgx79FZY8+mtqyY4dhpFJ9fbt3793b12cYOyw5uHWrZQ1YW7ds3frIowM77V9Grf/7x3tTn/jEr9oDW3bs7NmUHRp49JFHtw78Su/23UOWlZV3ZOV4z07INZmkAT/++NAQriS398YhzewOOd67HXSC/t3Va+BtD7qGTz0WugRVBLNxY9dODF7O4nHc2Y4qUX5Hdsd20kWfMiR/Ypuv17i2u7c3CXU8ksruSCaTW6ALy9q+XYvtlLPWdkXJZqmBXry0ePsZeeuO7E4UQ4NWMqko20F4evse2b1T3kF98gN8m+kPoaPJR7ZCup/oHfj4xz8mb+9J7uxd2izvjhsfi2/DI1avhtqSVhxNbNmyW94l7OPxx7cY2d7e7Rjttl296FUS1KknSaOkXgyItrbvgnKy2SwJAnICa9u5M5vd3fvI7niKSsU3kbx2f2wHNZKElFIyKgJNo0GQrHs37ZR3PpLqiT+CFvogpV4UMjbhKmQKo0kmrW09PTt24CL6BzEZMKUthrFbjj/iW2RquzywK4vwtGWLGuvr27HdEhLaFkQ7kNc2dH/LlqFd23vR7W2kgx07gn0GOYW13bLQhoFbu1BNb3wgvgn9zvb+xV+Tv2Aw4Jz4OxCP79xpwYSSfalHLIhT01KPYhiQFIilBheDIshVtvf2fvzjsARF2bUL/LV3+3YZkjOSQzu39xoDWwegtu09vQO9qkoPBYPZLBxX3vGx3pRlPfpobw+sVSbiqqrZeN+WLWhxIBbd1huH/pM70AbUPDCAfpK9wErjyTicG+QXPY3Hf7n30cc/MYSRZy15W6wvvoUww/hXBq5/6Vdf7/oPyX+tVkD9f7oaoCKZWJcSRlKhPuTZW6NKcD3zia0Rn7C6tvKjtBe72h+yPztTt1uVrT9TvX1ktfX1mcJaP2V/9ec9a7jiFRHTJ8hC/UfFEhXNnUZWs6j3qJgyRTHZQTOBH5js+UlGe5EnKA/W9LA458tUPtbZMhTJnmesxdhUJ+1wHOvEe6mjk7ntLcfijUFfHEYb8/GPNRCqiK+BiNuOXPQyoYLykX/Ex7rjSOw2ZzMxpkpltvZymmzJ6ejqP9P1xTcvJSOMLXScQmus81iMfYhfEHtc6RvqW+oFPrXAREduHJqY6OxgXXJtb0hqn8Oigh5tpGXiv3+hI7V0HIgZIfHlFuI7Bq++2On6/7UH7h2I2t3cbn/xj8NUReWt/+0G61gQG4n8/4CHTvSwlTNdtnTm9yQxYto/5788/x/aQi1OsLzwYfy66h86lZypJ6k8Z59/UtLnJPp6UfHVDi92iq+AFIcW6ViiOFmD1wpb2cueQv0t/79wab/o0CJtVFf1sWh42G8LlfSJM6wPX/4hGvHNUmigYIudubRfVuxOpA5L91zVxkO3V/+rEkiKQ5PMWWtLpcPWzD+MRZt+6LiwJA6/cMdQmmJnpypOPIqeCamLvm/oEvuXVbH9U7XXKjQUZ91Qmq7Yci/UCRtgTbrosqnNt1rG852rj8TpZJC/lVb06cUY88UjqsAP7TvnD2udiYlN5LdNduaiOsNad9AbtuEOg5rxzBnGBl6+yM7cOdPlSJE7Z/Ak/WfwDnuBdZ25w/zOk/GeIQtXufh6fdGYzs50tc4c7xSbgVfo7hJaodMT+HQmtjSDp2/PsA6YK5kkPdY51YlicI0u+nSmi6nP3fA7ubDO3MeiZIDNa8KnHr7Eptl1yjCUtj+tXVsvy5/8kni7OpXP9P2MCeVmJMakuT9iE1E6lcgk37zI6MgL7ZnOtmTYqpW9D3rGfgizH7+49LkjZz/7tbOnH1x7yTl1af7urtevTr++HOu5ujXW+sj45OnzR95gn3z6/JHK5V/cJ7H5cz/XufhDmHbrl7p6/nvz3hf2fbv5c2//+bFm8ZMLS2zlFrvNvja9MBY903ohtny7t3Pe/JMnmQChP/9Pvqsuie/jc+b15qtPSfqL545MvLG08otHz1YHvvdNu7z5JptZ/PXT358/Hpt6bf7Zw/809bXDExMTb7R+o3OlufWN1u+cPnz2yNaJieiHOn0xr1xuxeBkS7sSn7r0G+ePT35kcvbPL7S+Zy+PvcmEB01NXL597NLiSmvmqQMnYjOxmy9f6XzlzVfpf8Y+ffjE4ROnrpw+f/x/6N88evL8kX3PvLm0+NUfPnfyqRfCT0nmH0+ee2tp65PsBRqCgISp6Sfnm3/8f7MX780cTp0+fvJ455nY5f/2tzOXF8eGDy3/0j8/e/z+7/5972T0d26SI0ofiAt0Yk/8r4FCPw/hGCbGxKElOrO6ZppCcetdeGxA8cF09eJYtF3KUN6LDnStP4SKWqsOQ4UdskIhO7+CpqhInVt1GWe13hkfS8acm5dfvLHOZ6ya52kh0UE6YmYU/eCmSt2Ky9RE88DCmd9kquqPIN3/UvRsnz7+N/zMvKp/eSLKJmKw2+Q/sRd4LJy8rbx0Yzf9z6e+FzLLiDK74+BTLh5e/C9d7UGseaowZvroH7xj8qG5ET4zDjf5p6H9U/ZQ9eZfHWMfTUXX9dYfzzoBuqsPr15bL9yf/FoFatpND/9vvrzv0hAioSJ/iz3TH/21vqlj3+efXJbo20So2BI90bQDV0tCza0PqtJ5P0o5ayeTmLt6baqLif+6gXP/EWmprUlxlIW1ViHfr0pdFaRDXwhG1/z+GDPsBouwmAJoQZT7CTj34Yc496a8Ac/NC7CIiIJMGCj1awO8mTliPyRBFL1WpjpXWkJEZ7pw92AM+Eb9xO3bM7FIFz5GCODINIF3ALwWioGf+ACK5p0Ofxw/hnNlh7WcpfeKjcZoKh+sKJKe4d8z6FtY6CUCKaPjLNWHorXiivjQ9i6HieOSZMjK+xRD3w75Y1birPv9nks/9hKHGVdvOx9c2GFjv6X9mCGq/McK/sSG1l1bL5m1wbU/mj9dpCTz/xAdZ+6ENc2w8jJjsTFoCrdazrNsQD6anl2YYmMrYxPR8NiFBfVl2echTqssj7HoS7NlORqOhtkNOXzuy52/3TE523FmtjXfYgswiI7O+U6YSSs6PdsKk+k9R6YCg+mcnUkvsOgYe6OD3QqfibHphdRUtFPEzAU1bMmsrHVFZ9kp6smNGZZKOWOvjy0ss6kzeIipx6Jl9OPZCRbtJPMbY7N1+SUWVTcAKnpeC7MoK8tOXQ5fwOeyTJ9RZmFqzJffVGc4ig6zVFi1MQbYJWrDa4KNTZwi1d25vNCBkqnZZpgY+EpzdmxhajocHYueirbC0Rl2sUPlU50T2xY+N0s9zvtqUVy3m7GUwxT5CQjS+TCd6aQbshDujTIcRLV/Hyjz3J2fMXLS/OTPWoev1bd0dv/ujSdu8vdrwS8GXaxxKT/0rQ9Fdnu5/GHSLK9tuFxLgT9oRWot637/zfXl1t0OPsx8V1ft5fULgu95LBZ73xLtw3T84cX1G4Hfvxj5vjr9jQ+ra4r/KlX744pGY9FNm+Jaj6ikJy7TlKkc740GN2lKr6riurIJl2nfZFDdhHQ9rmlasKcnnkxu2qRp+Kttknu0TX00hdDTp8Rp/hJ//N0gCu7HFVWjSYOeeFDe1BNUejVNVjfRS9aoFi1JC8t9vXKfYcSDvbTpctOmaBAt9mzqSSaTvfHevj5jC000JDdRI/QT7+nZFFRpFRodUJRIL+70xuPJnt4+uojHkigRx2sTLVZjiMEk3aBVbFlO0iDRs3gP7SzDQDZBJMn/l703bXIjyQ4EI4BmKQAkMyNZzR4e1dUoakZbxeoDJdn0VHXPSL9gzQprVrYtqdVt82WtbTXSzJo+7NqYPgRZ1rNA4GS1tRY3glVmGtwAWbYa3MjS2q5w8EhJtiscPFIt0yyOJJm9spbhSCbX3ePyCASQmSyyitXCIxMR4cfz58+fP3/u8dzjlO7LX6bga/ivnHvpy2azGbmXw7dXr0BCzp07A6g5d84MFye+Aupy7tyXzK8KAIIBfOUr4BYggDx85dwrL/3zf/4l3QUIr+rOnfnyuVdPQZ/RU6do3Sn6S6BMWrcO6gqo+NKXIMVm87lzr+pe/TLgH2Ag+PsKJAsQT/EOfiA9lIg16JuiWz9FA4av0+vUl0UJFRsYuqVKbY+9gP3Sl76u++Y3L1x8yXLmK5aXXrd8+yWLBdAGnRMslm+CmDVZWCjBa103B/JC1Vzwl+Zf2MpPi4VVId1awiomAr+WCy/pXnr11+DbcYoyGinz68i/5yUjfQbegEfonAMXjqhTupfMZgry2/gS/KXMZuSVcQo230uU8RTKiPx2kSvOGbPu18wvvURdvIACXwJ8eenUGuwoa9++uP7Wt//bb7906sya2fyS+degszRadIMedi+t0UaY45QR+T4L3lHw99QajEJOTms0cl7mHUBggrXXX3n1VZD9K9DhnUL44NLYl+SGfD6d/rlgFTYwCLQHv/Y/nw79Kenf/a/VUKj6eFCLhA96rmztft99fzxwZ9latprKdDMP6vHyrJAq7sdvdHxhd/pObXwjGXI+ipQr4fzt4o1ENnV7ah+13OnbifITX7s7ZG/YPAf+bCAdHTUzneDtB7ZyrXw/9TD7ez+clGdHsq5eQPDeGgxS2T/eHzwKeNLpbHlYitwqX3RnHub//EanUq6mGoW7o8STSSd4b/R4nBzNWv5I5Zb/USrlbJZCveD9ibsfPfeP+80pGwnWZ/1+I3DP2Uncb46fNCK9B4n94eB+rNx2hPdLEVf1TqHVdnf9NU/Blbzniz+e1kuDM1V3+szkoJEdRB0d534vVZtEMhOnO+rvpn/n0bTRcKWy96rdJOvJdvLOVDZavj/yZ+8F7qYCtYPv/edbrcbl4TdG9b/703+40Zn+bNAe74bZbmTQ/reBcOVR9e4gmY4c1BudzP90zvVqoxKx3W/4hr9bqfzvkfHF1q4z7Q5V7rG72drkUSId+uPZtNh33I3U4uUbo8p+x91x1u7as3em1Ru/NWxkxvXEKOvezR9Eu9lp115vO7MP28nwwDVsRsK121S1dfuTYia7G0pHGjNP9c4sXHvkbwz28+NsepJ2dd+YDKZZV7XVidwbZALR+m77QS/t8rX/qpc/iBXulzIP+6G2uxTej99JOqe96O6gMvF4/q/KhM0f1FhPyhXKzG6447fcrvt3BqG/iN4L1DrFYel24UG3tN8KlCes3VOrdELlW022GmYf9qPNbCobmcUOhs5QOgRapJtpZu+BBqkE90vufivsfhALVz2uu75K3deL7nejwXvJar0fHbjuAcaX71RrifE44Gq1g4Drg932dzr/eXq/z+4Fsrd904G/Gn4yCXYetBuz/qxw+1x42GjEXLZYrZ2tdYutUOPffdIbt1hXKFv+wai2P6nXQ+7MP3y/fKd0azwoVJy7j2ZJ960n8Vho0IwOs85OaODJlG/e71NAMpEJT/xm9yNggIuwxQC7v0nUh/W65aM1uCRCbYF/a3DyYflfw2t/BOz5XjGcaf/ZI6FjNn5Y+MP2n1VulQ7KYXe/PBnFau5+bRh232IfTt9pfXv2J9GHwdvDg+4vfno7uP/TQerhWMz5/cC9ge2geDCa5muV5p86K81xIJxuJZzZST4TbQbTLZur04jd8t9LZicOV8de8/TskUm+2rI5q62Cs19Kt4LuoT88DtTa9tTQn5oGQjN47xmVQiO/exhzd5Pupi00c2TaPmc9Eekka86+PzRiIx1ftmOv9orVkd9Zt7kGMVBgdBrPjB3lgT8yYEM9HwgEqKNNW3XEOttFUEAWRE0C2Yat0k0628nqKOYeltIjttb3V7pFkDE7YMPVnq9WD1am+fSoBLBn6gnPKJaeBUKtAsic6ZcqXXumH3NPA7V6ApRXncXD4/i/H5QANdFhyTOLlxuFVDeZaScrw1K4z4JaO/uxyP3mtcedrudJalKLjCfN7MjnbDv2K5NJfZC6N0m934vG7wS68Xa5Vo3E0tlKa/SwUTtodlLdmufeoFkO3Y3d7Bz0ywelsvtgmu5F8pVae5ioTIbOac11J1Oruf43d2ra7CUOEqkwEIYwEomTCnW2Y5zTcBnhipbWxZUM/N5JaMAOK95tJ4WSQIlALrcoYitYqLElf6Do97G+4vV8sR9/43WbzRa3B/P2mH/4RoENXL8QSBZ9yTev532Xkx/YA/HLvuhF2284Pnjj6gX2w9jrvsvXL1/2vf7x9Y+uf/CN+BvX+74PLrz5uq9lv3D51z/8+MKFN3/9+oeB3/83DpDiVz+40CzGLly/XPXPSqVgPB60x23+D8/9PF+MBC5fttl8gbw9aAvYux8kY2+8+WEh4SgULzgcb+Qv+mP+i7Zi5vLbH7/u/0hd7uX42WvRwIXk8I03QNg7sU3f+M3zm/FPRAI++rBYjSfOvnXGl0+evfrGpc0rZzb9sc0zhQ+Twfz0Y9uvv/ndC298aDu3KUAAlBv/riN2zl6Jffj1N229ZKqcjuUjzrDbeWN2z+FK7ZfKk+m9Tq8Wf+h8nIp0fbcH8cjBo9Jj1+Nx+/cHDXvY/ajZqTnDEXd0t9X2/b+uB+1xrfwoOBo4apX79puDQehea3B/Ys8+sQ0H48DDme3JbDqo1Kqt3fy0dar8mHjXa/05unLWT9A1Z/1LxTNj/VtFuNf6ibf7jU96G8SJc6e/jq5nTn9T8/n8aWU68Vkdf9gV5ecXyVjfD/+lOrMpcO9U+S6c3bKTf6Eu2RTgQ77zr7CYVr3VMmnTcvb0txRXVPZ/fO2fTd8vre8pGCFe1QwSGScyVh0vM/Lny/H80d8J+K4xA20i5eeNeNnb1eaymFh+pgLf1GwXkUco5UnCwP7htxTp5OtJ38OlQqLmBXjmJktTqLm16FnNPTGesV4VSlBjXMRn8Sqn/8tc7Fu8oAFJyzl8v/me2AJXuJ5SlL/7r761WFwUzDYWn6gqfo1LbNi0sy+6qnuEOn6+x637v66ZUyRwEcHqeDVm8XlRHwYlszc0FYqGjHhHi5CoiTgZnIpIxExqStSZ5uVerPFG8a5aErzDb3zyQc1TfQg1iZfr/5+aIqS+qoVTCv+j/2OpcKu7jfeP/loRjsd/vT/s+ZQ1kKXAWBDv1nKppf1DjVrdKxaROq/+f37q679t/Z2psqXOnV6L316qHjnrVW9j6Ygjc/FKbq9eT7q2vrdRn+1k/iAbSgQ2379kLwU2A6fObNo3r9jPXbryZrFoT+52/7G5cNAdpg762VTxztBz8WJ1d8he9H9wbvPs1cDLhXOXHsLAZtZ58SLr27wqjslX40Vb/LWrxY9tZzcTV+rZg/4gE2UdN0HidspZuhzY9Ns3b1/9Wv3q18ZXXp1debV37ZUGeuxf+urw0le7117pXHtlgsLBb0uZsiMGgpDRpa9OxfDB1Vfb1746QtkBtjZK2UDJWkrkDXQ/Rdm7Ypqe8qYtIoSYL321KWYfovs2lngghnfRvUyPmLgu0tAX0zRFeqbXvja49GodIZxg1Wkp6Z+J2Zvir5RlJrKiJ5Y+EhnYEOmsYzdyWVdfmV75qlRZvvQhhgHSeQmk+ZrETJ5ynFc8wTy1A4x4nmbp/whr0xHGRgkDnqB3BbBFZtQYwy/z7cqrdletPu5z3/pkRhDcTjMX6caGzu8/2Onk3uV+ERv+YCN00nTidx+zdxrDamrUv8+WH0ceBavliqsSjaQ8rpTbk4pGMp6/qA8m3VY/Esq88v3+b//Fv/6XoTN/0z1z9ff68aKv+HHRfutcajNiu+Lo1s86Hp8tbX4SmMU2/zZx/sqZO8PRA381ZL8ZyEiS/6AX2//gYNQZ1O6OpzPXw7Er+nCcGM+GrWHiQdcdapairUQr2gy5OoN287HjdrnZGD9s9Hr2WaoF5hnTVDRf3W1PU82Zx55OZ+rOcT86SXSmhcxuoDK5467PWq2ftdlvTAPVafzDy5t/2Qze60IyQtX0t573wtPX090Pa5Nk9OLFzNj97T/7XzbDw5+88v/89HG0lr5f75cfxFyu7kG+H3dFxt/os734TfZhvNycPRiMHtZL4fDjcuR33nvPHXswm8zYWuHG+Hvvvffe//3e77xXfo+H/Vb2/qVw5nH0SXLs/+FvC6HvNXr9V3qV+qb7YfD3q9FQus66Xc1aePNvqt/7R2fGHY01Aj/4q1660qiObM1XIjXXNJT6H3qPO+1w7Wa3UqpGsmFnfdQvThsTm7Nb6vWH/+Pf/qiX+fnFG/3uj/7+v9ntRR7tN7uO98bNrvuh/WD44x8NGv/2Zb5F/7tTm2p460++fukrTb69X9kE8a/99J+9htJ+gB6xlO+9PJf7tX8Bf6/94GezSfN7rpv12z7PX/T+S8qdvvfjO+yTetH9byrh0K+2/mv8ZjVbnnT/467z7/5h2JpGnvjGfzeZlh/dqvcC0376+vWH9wa3GtH39sspz93ioDseRJrlRrkWuvckGByNG45MKha9a48/roxtrrD9fsbT6c4igVr0sb/fuWvLuH7W2g9Vqredu5W7rj9udO3uSLYz7TfzTXf8Tq83zVcqzlGnv+8Jvff3jc6dTPK/H9+3szfG+Yjr0WQ/XPU9tIUf5mfFO3F37WG64OqnG08Gk3o4EnLt/+gvf5p95Hq12RiFJ6ndSm9U6nhG06OtDa5gBSs4NnDZ2N92MxsEtxsO9Sc/PH+lMv6ga2eLrtCF1189f8kT7LQdmfokEL1qy1dK33zrzVftvzW99NVUyPNJvZ+Mll2dUw+no/TghnJpC/P3qBPUFtF3VcqZViD64dc/uH+Vzd6JRMrudqvg+9b1ylV3tR1VPq4TxI8J6I1mXDdy639PEO8aCcIC39ATg3fLNQilOz/+casSqt5pDTQu58N/3ar85TsV+aYUbbYqs3hZIwTddAog8fSdaatyNfpR7c75wTvxzfJesHzbVGuM/vD9b39z8MEaaSRPkPD3t60bBGXwR/nwDROxYfrtDVPw3+GPVP/f44/GRG0vGdr99o/+7oNv2r3EtnfrF1yuiT8yucf4o9fb5R9zhNG4wwEkHEf8wLpHENTJ3E0bXzRlIE4avr9hKCx7NPpqe7PUPYTNnyP2cnu/8DK7+CPnnfGPhIkgNnLED/cIExfkkRgNBCiYWDcCqghACrFz+gR0XoDeDGwl0EIZ417CzxFPOOIRf3P6RAP5VeR6+boaM+UVyDNAzvxww1Di+QYSEJQgM2vC/Q/AH1z3hKvr41gi/Ad8ysS24TFnvPvTNYYo8fUq5AzOrbXg1g8ahNE7+gMcvynPN4RRar7fg81H+MJ/qBFuIOxhIT3MDrhn210TXph1uFvCKqz3pGO/3Gx2bzFrbU/1D4N7MwffWAZuh/Juw//cnsG7/S79C4JgTnJ7pbFtKzP8U6pS+xHfNJA90A3bwhBmQgddd0gL+JMWfEVOMCDRlhho0BE7BGGCfoyEngTBHO+yScIbnZhq/VOog2cI5ueDlndRheKXI/QUqjRJcczOXEIv/sAQRh1JeL2WnBhCAwK9gEaTyQA4ryO8DKEzMQQ8UgbmFLgJ9A5NC/7yBA2iSb3ZS3PIl5QmdAyhhxE6itDrYDqL2byNSDQhFHq9iaDNEAm3BZFt83RRAnoylwNpSQsn00rqKAsNBYHU6wkSoCQJAwfKMjNIEtYN4MfIcXscB2pkNJrWSMpggR6LIEJPgZLMXpCXBLVYzxEmEpSjMxOkl/F6twgKe5vAoDptCU8cQWyDUiwELI/Q6WnipPEkcgImGEbBVJrnv5FvBUovtjLDwYrB9xl6ElXOTFs4EKc3GQmDyWD0Ajk3qRrIBMRZJzcqz1RenKHugFUhDHqd0Qy4rlPkBC0H0jJe2kzwcrbHCXJhhkhIBvJPaETUmrCFaMRlCukTE0Wsw8YHgWDo25ZrJwBF8joIBXrhPWArsU0wFti7KJSQhjdSVjPxYoDu8CRPASJjgB42eHMcvAUNaqTmVQ2JPxgZwDDQw/RS0+sBz0w6IpcD0qw3A2wUaGUjxwCcJomJDEyoF1GRRo7OEZSJpKBswcY1WmC4mYN9lgQdiNLp1iGJkK5tgBsIj56CDxQ8mZTXh0aGd8IDzyYTFHUgmCJVFiC9BlAgTVtQFyChqEAR1xuhiG/BXsoAUtcMxvUcw3j3aFCEHggFSAv6IcCsM9A0zZi5PTD6WAgYpKOBkBlMG7kdjB8mVCexGwJmrsFKEaCrEmYLQW4h/2WYxEQROJCI/xzfCrBHCq1MgQ5ngF3FQvO805GUUUdYADe9OS+sFLVNKMELeqXAZoTOCDkoiDMadHRGwmsx50C/oS3KrKDtQFrKgEYr+LdmEuQC9GPSDMYlGracGf3BERsoNlCbddig0I0yx4DRy4CGOvBolAxGUWQUQx1pgPdQ3Z0EbbCDhILXDQz2GvX5SPuxwfx80MpDnRcoUfSyWK851NH4A0dQQGhzOXmogxKZM8OOSElDnYED3ddkhGlEYQIJLdJQB6JJE5MDLWpBQx3oT/xQB/Q5BYc6xmzeQSRCuk4C3CakEkBDQZEz7QikCI1lQkOdHgimRJWeAn1FY6gDUgO1BhIuystsebkd0B8owwZpMlmgUIDeYKQAZnGoM25ASQcBFBjqcow3B6xXTDHxdtYeITFzC1YKiKKJH+rWoD8vTALkU8lUxVBHKYc6qDukoY5RD3WqyRBhMC4e6mCpQJfBoc4E+g0auGQAbYeGOjMsHf4hbUSgBzOwQMATSRH4UAeUFg3NREHbAKtAB9EDDgANJ7KBkOqKD3VwSFwnYAE0bPY12LiCbjARe6j+NMXsSE0IgfNyMsfMBAe4aGB0lOkt4oOrBA0VNhi/eYUN2G4mNglaf2FLGOHh1AJaRwyfvQTNIWmwoHVQqFLGjUugdRNIyW5C6Td9lzCbQcY1UG+vbJyBKvcJ2cgyoabbATfMFlIkJmAAeSU54KDJw6B2AKp3rSu0DGXYYuDAZoJDh8nC8HWGIUKzGKAomIC+45SNbMqB1iAMBp2kuaFwoI4IaNRZ0FAH5JQxM2beIdwokAFwSUOdCSpdnYFEWlnNOTjU6XW6k7DGPPcsUMPqdBCJcQ0i49+eMoJGotFQBwZaAyF6mtCgstCaMquHOkA3hdgF5xJG44bRSHEclwN9xQvkZgPaP0CuOWmog+2Qgw1uhkMdZTBQG4wkXJCRqE6iYIHiT4JS9Ggkg0PdNjK6EMeXDXUWWTsZoOELw7bEoU6PD3UUBYe6HPGTHZgdJvRugV4pCIeZJwIb6pCBbgASD1ioY5AhiYEO9EM41JHrJp6CdYNZjIE8AxrQQuBDHWghqL+UQx1yDPs0Qx3ozxuo5d4H7asQN8ok+Q4hzWekvASby9Em5jxFvDyvsEnikhlIjqCsjYiT/HzAlIPmUE6agbwPublV2KFLQPUgJbtJAnngvKD/6EzGLSh5Btk4WyO4DYWR5UW6GwxYvHlEAO1NSVNSZPKYCMRV/Z5XVLwcsWEAlpUXDm2KoU6QKFCml8lBfWfcwbkA0qIeBrnPAxzqOAs/1JkBA+BQR+WkoW6DT0gh0RIVB1ARxxzqjNAIO2yo88o6Vk8ZONCBocw+w6GO86L0z3Oo88KKoYWZNa2hjmHQUGfwoi0xsIsSxnVg3gvCoSMWDXU6/bKhDg4wkAIwq+N7/9KhbvsEvwWMQN8+5E8wOMHvRBRqJ95Ysd2NMNrKJzyBvr9F8J9/ok8QUl7hw3Yym05jOGE29OkyK/9lQLR1kj7B75eEe2zRR90QPTxevhQeNX2C/8SSvPPOarWKBNLoK47o68N8VpCRzynURMQplCVgQl95grWiEVX0CWwzKS3gEr4EJXALVUAoWagbKkugCqHlUSm3FKK0VitGPb/jCJGMvjRl5Yk5zVf5hLQP1GoVG0Auna+1knMo1Mp/kUvkHipTQCLitIr7GGn+c5In5AIIAT9PFRYvfCITNQfN1x+Relr6CiHio1ANIRgFIBqF9JhcCMInPfFc42nj2SBxXCHvUoVleZTFVGh4frelVagH/0lqUeJ4Ued/TsvCwe+jtEriLBYttI5SpPmkIrdFuZD2VaJmOX1aQMQznad0g1jBClbwmYJlPog73nI/MBhwMBLCM7XFLc23g4paVBbDX7ak5x2YUlWWDBSaFnACWkJ8IOD0Q+0jz8k+8RAkAkSCj1Z7YDYCGtcoaHhuiKUycmZ4Q6lKWA47aip3tFLxQG0tjGJkCmQEcMLKW7r4BoElBQjFqJ4VR06g+qNEWxA/twCvHL7OF/+0L5MMiqe50cK0IByLk2GPt1e3hIdDUvOpcprBWKna+bRgkLA13cH+OJ6IhhPOTHrgj+V3077gY1vJGXc0/IVRMt4M5H0BWyUbK99j2fOJYN2Wvx9jbwUTzlosn71vt9Vtk1kgA7JO2XQ0kC5fr3zcmr5xpz953ffXMUcsGCteOW+fTR3xdvyjv75c7LKxm37fQdPh2B03mvuj2WNf+F+ztoJtHAk42Mfv2Kq27L1JIeNy9wPxcjaUj0/Z0m378NwZ213/hdLZ1OBR3ufPTuwV+8Xwh8FSpT+rVWfFcdM9c5YefRQvd2ezab305514ofSoXhr1CqVM8WYxH7iUnAYz+RvFRCfg6z9ox6sX7YnQiB1Hk2x8txsPPzz/ietgVr3uGtWLo2Lk2vnE2e/5Cu5q+G7X2Ru9Hbgdn4z8P+3Ggy93nZ5GMRWelFPxTCbFPkyiOpeil7ORVMCdP1MqNi7Pqq7fso+ftGyey++4iraiPXG+cCU/dUT28/lstutjw9/5zjdiybStG/LXooHIru/ux5PA5Fq2PB5ddjjd0YdJQPgomE91k6E+W7T1Uo7k2XyiNmBb6XhmP+mctT2D6BznOpFRwpNxZ1LJqMi9RvFOqdkMxTKXLtnSdvs9d3iY/CDWDHw9fx8xtDNzO/yebMfVFnk6cDya9u7V7HdnD8c/6ebHT6b2m/noiG13qiPErqHHHpz2Gtlyq+t332wla7cSM2erunmnX4s/fLMPWyG+P+uAdvir6M2hI1PIjkatxM3JoDnq9u3OWL4Sv342fn6WSlZLsJpnS1cDl37sH/V7A3aafsAifk/8wQcix8uufDJmm8SSm1cubJ7729A0Gfd56r479ljxv4Qy7rjtm9ES6/uHpDPwN56AOxnzVSNtn83em6ScFbsvsN+JNYc38yOXB9DeTNQbs2C8dKsb8CV37Xfi4ai/UIr52EiwFayHe49dvmjyd/O3x754OP7/ZaP+2N24x93q749bweTsjWnebv/4nVjwd8aNybDeHTnHnX4sFfit4pupmKcVD07jvm40Xuk14rZ0LeO2l+6AYtLlEjtpP2AzzVr+Lcnz7Z3N166hm1PnX9s8BT3mTm2+BjfyvHZq8zc2T0nuw5tXz7924eXzr712/VdFn7nNay9vbsYuAAQg7eYVMeEZGHVWLkEOBj/nrv4cL3tz8zxCdQ0WDZ32Njc/hAEXNt8CuJWFw0QXviu68p3a/O7m5qWLpwDdF8DjWSH4Eoy6sqn28LuEfq5untv/M6oqeAkYoNYWNOnWkfXV5wycSqtT8zpbHS8tgKrfVgkrLnMlIEBLv+ggPP6iI8WFBvM2NnKS2C+fklw+mJoWjnomcSGDlF+50OKapViM6aT4jkN6O44DLaxpSHnENBRfI1IHo8zQFQDPJi2qSAXxCOBqJFxR4hEQJoaACz9eyLktGfEXAww7ikfIxWXmR04QAQRrqkhoSW7NZRF4SInsI5EgMDQhrgvr1qSFUAE1LeYUEs1JowychgCLMQJ+GntDTorrbkIxuS3RKpGXvRXEmxWVkNIwKIyEa9g6+F+5mG2WJU0sCCEAqaDowHtQLmAm1DMGUD1OYiajXZkXD7wqOTEdYi2bMJWzpY6EfFBLk8hDBlM5aM4gq5wtzOTVVDkLRAOBcaFcGY+kctY+rcoxH0fl6CSVA/lkgj3Gy1eP4etCbCg1vlcuUl1NTiOMV95mRBvUhYC7cC1YpAq+GVzcvjmtGKi4UeXITSGE4gcIFaGQ/mUrWwyucrSqMt/IwkBEyioHXsyYyjnJSYm1Vc4SJZhbKOm5I6mcbUzlgB8vVk241r4hkCLJxbzKIZHKIQRPOPQmZnuRyqFxlUPybxYM/Phk5JFuqypLSUVuqSto0AijhRiS9zs5A3OvC/3SDH9eW6LAjRoxUHEjfUrTAt8YvqftrFSOpHLgj0AJNOagw9yW5KQggHgzp3KEV9zQTwFW8FCVAz29KIaASmXrhPDSBi1bK09DFF8MEIeeTHhkWHwop1bMfAni8v4coUup4Zf6F1RFdY6oqiCBO+KbLelNlLzEL9EuLfkLfFtCEcbZuRgBP31CRmAlsNdH/CsR8bjME3PFWGX2qA+l5KmyCtmtSjwYi6TU/Eun0/w7GyFIPKN59fZiBU8FzOdNwPFA0MpL5iz/FMDr/ZxYAKfhe8IBw0H7XX/7VqbX9HeT9ezdWN7m8zkCjaKDdcRq7vL9eKRSbttHo1DVnvCN2GjCkbTbirGHfVs30x4EkgWfPZAv5X35QjeemhbZmic1tHuyKX+il3dk00l3O5YtJTODWKBYavl7jqLblhiwvlYhaA+4Cv5irJAslIqR/O7BcOzPF2wJe9ARY23Ft+P5QqcQrNz191L51jjiKfsLmeS47vH5womZilBAf7cYYt3JYDE+CORj9rzNEff5fPlkwlFM2otVd7nCLqrKLbc79oANpxR16cwciWxyPOvt2lIHjr7dY8vW3P5E9iDviMYrrLM7HSR3bQnXtFlyDQOJUCaZT96IuQf5UqYa86RLt4OFSmwWssUCVYcvGyr5Yx1fMO4IlAKjAqitM1N8XErZouMgVuXaT9hgMFwKRRu9h45CjW1UCrfyTXbG3hmw4UHK4SkPgqMi6wwlnLdTobHN3okX3el2m91vlXzBRNzZL/kjyUfJ0miSncRLsVJ9GI9PgslEadzgE9SqwU5wNomEC3dAKlsilZnM6sWCnR3UbPFSuVazxSb2oi+eSPpKvl7K3UGRofBBq9atO0CS26k7CWcvXrPVC5mgrXC2avedP/OkWPqD0raw1cjPQJde4gjvhQ4B8/GSQ5cbnZ4wmQjc38/LQRcyOgddcgwGAwV9+/U6tC+JMOp1aHKE5iI0w5i3kE0LdCnFmXNwcdBk4GcF4tIFaYZeZCf5lSwaFGnQ6XnHSgr5AMHCkacWpQNGO3Q+NCHVrCeoPcZMrHHbNJeD2WAeCwOdFzlii6EFP79tgBJqxh3C4LVYmByYuxjQHBnYlTojZTCaIb2ix59QQWjCwx1HpJFgzKAS0GdVh3yAQW4GTJ1oBvoCGg28pvm0nunHy88BIswWgoMKB7NtSKPJYCD0JlBDxuvl4M4juPECzjW8SHooZL7rwVzPSK3zdj/ggUFnAGY2x0F/cAh6NIe1EDoT8lQEjDUSegagykFfaMh5wEUCbruA5r8XsGcbTJP4SIqAfnBr0DvTsKY3GRjB98wEWtEC8GwYSGF3zxrpRdPPk14gMXqDiQKzUdKMxAQw24t8wYyqlR4jUrFeBggepJrSg3Y1o+0Q0HcNVN0Imku3w3n5mZD5WEydh2PmN0Ke6aGscVhXAaIJKmrJQRYA0TVCd10TmNVtgTiDSYcE2QL/0wzH7HBiV/GavbCrG41wawzBb64gYLND103k/AvaC+6uoUz82gYFEspdxUDpKNBVTCiSQdNu6Ol80rsFOy7F7zgBTQNEnCP2vGJX2QI5+cPxDZzF4l3UVXbwanMQOwikSBMBqGYsUCyFrkIZQNU5mgOsXCeM63AybTppoCzw+HVB+ozXvQQtTvsQwwjQsqD38UpgE8jySUq3RTRBFzfB3S8bsDND2aHhtoU9JNKceQ+KfA6ug0Dx8+/RUDgpBvodk6CrIGkFGoIw5tA68rpRb6J0QCa9oBfBekLNY0bTZCBe4GGDgrud4G4jSocRqzOByUROg2Id36BwMYKDbsZm1JdgQrmrADXi3YJ0MvxaN+wqG7BuxpOg66L9TQRyUzZAJbhGiV3lJMmhrrIOZNy4Ri3uKqD1iHUaCo0BvZUwWRg4OwecNOiMaK0QuqVaoADoQUeEPpa5bSiwXnjQvAOXPoOW4OUEJWABktZD4nQSdHG4EXAH+cZCl1CgXUyAFFgVgw6JoJEXP44zrAPeIH/zk3JX2QJYoRMw3CYEugrDoC1bcFQBJAAx0POcpUCXMe4w0Mnk6F2FQct7eFdBFrJB3VVMa2JX2VrQVTjvsq6S217WVfSQPBKwiduSuooRiCzjtYijik7RVX4guBwK7pJWccHDyntLwtKtgo+l4HsoeAye4N1TeVdINPG3igsBgosjIfoVCpNowS9T8vIUShA8GlFO8ZNVNO+PKHp6SrhOiL6EfDKJWHSrTbEwuSd4Wk+LPrKnhcJ5ak6fliKtAq2SP6b4/Qir6P4quqeKvppW2dXzBO8+KaAUnE/RKgW/VMDTI1bKKjuinuYdOoVmUK4cr+DFANBZeXcr2EmxNdWT3rmka5RizXXbwGfbQn8EHJHElVpGSCI8bvOvF/nsFPq/xRe2xQesiUuvmBfUFl6WgBp+uOOkOEfH0p5UuU/JFAtXzVhxtderCMAwIZYwBA4qTAwhVYDQXuwQuAOVmsRh6QXzOnIY4+YycfVxe1xtZxqdSa/4qBls+LOORnfQ2i2FXdF0JlVyFDvjRL6SsLn2RwN2HBz1ZoOuo+/K+u7P+oOwL1vJjDv1ynDQLIVm9miqXyqXMs18iu1MksmK0/mzUDibmPpCYdesXSpHU43+o0kx43GzD2JuZ7YCSo75J6V+3R3xlyt3G2C6OZzNih53K+SpuFPNRKVWfTwqAtSVcCVZaQ5mfbbaKo26szpG7Ix1thI+DYo7eX+0VmyW2uy4ni9UK9HMIM86/FVbFFTAVSuO/Y1ez1l2ujyQTncm4enUMtGwawTrVp/UuyM2dS8TLUxKsxbbDtSSwVujTqMerBSL+W4jkHGVv+KfBSqDYXfabSez1Z7dmc/X6q1Q2ln13Og/GpRct2Jt93A8DITGTV+vGWPLw0YxFE5Hw6NGs1nvTHtgil2sOFNxl/OJr+WqTz2t5NmzkvMJ77Jy5Wyc/dpZlV/Kpv9KIth69CemmuiUQgOzSk+rtqGq5ys0BwwRL9xrRuoMJGnSg/F6De7D4SzAMssxDNwoSG2QBAwmKIt5D6QGIzwFZoQwykjBwVzPwfdKJGM2A6uZAwabQQ8tSi4HDH4DvQ3p2DYvpwNu2GYIE0npKROpB1NFo34DmAZUzrIDjBcAsLA1EqTYgCOzeQeMyxROB9TzJi4n0gGNSspk1HstcEYFLI31F4WOPdQucL+hmfzAXGJoboNIrkFrZMe7IfA4tw34DNKtq9pFTx25XbZ2AJ3ActFR63y7ADpNBh1n9uZysF1M24gfOW+OZvR5xs9ZcuuEY4Ogcswesy7UjdveAbMgYFSp+GEwHJkf23tAAwPzWWc6yfMDbgI06jgLsKYhP35Ai6bJaXysJ3AD57S070MBBL8l5AQtxxLSNhkhNW/9nOANCv7HiqWXt5S8KO8aDMIkWLhsc3B86BiIk9vY0MhsweEDd+E6KbhgbaNxxcuPfYrV1BzS+wKsI28M3sN2Aw4FAnI47sAD8QmiH3NVwqP840Am8shT8YTclVoqnCmnB/7q+K47UO7FKqknoeit4q26e9Kf9DyD2aw+nA3as1p6ku37qw+78YzHVb8VSznvpu2NqFPIc6N4b1SKZjP+hKc9Yh+Oxg5XpduKz/z7gVE9U4mO00OfM9tssQeN7G62E/xuIvFaBP78gX1rNjPVGrPRfzJV5QN6zIs4ufOULfAswPw5lr2CLziQmqFo7QC+YDcTJFx74H00wGzWwuQIUm8kRSORg7swYTKCpr3gXg/PGaKE7GZ4TA+YY3M0ASfElI5kaIBLD9dE4GAIVITOBKbdeoBYB4+8gqXBYRJubDcj6kieBrhn1cJ7CdC81wFMyzuP6GlwXWdQjBAt/BczC/tr4ZOQBh7ThD7yDepohl5FAN0aYYKV0UE3EQNyXtGbQRVovnhSMJpp+Iz+A74QcE84yAnqq4d8YEBdSLiSrTdbwD1Aj3w1SLPZDA+L0ZEIdKRJx/vJgFuYDRRrMcM6WCB2HaQbrmSDpODRBKNIMPsn0XK3TqjbHmA9zzHoCKFjEDvAj54/3wn+gf98EgYMfWYYrjOjUMTHPdicYMS3wH3+OsQBErqP0PDBiAoR+c3zjpb4aqYFFgCykBsGLyF6WmwBMxAUVD2jQfE9i+PNjzEn1c9lYo0d24CDdo8RYJl7zTGBe3qk3JI4eknc0fIon5ay40gJtNNjpSwimfdJIrEnBIvYZRSQgX80rd44R2s90Djaw/zuJFjsgCeDdKCJspgFzlW855U5R1toVDkjZ4GvzQiTEb4lM+QY+cAVJXihDobnjJhgx54TaLPFDJeLl0iY+bCKPEf4PMtewRccFtk1etGu0Rv2CIPeAt8HWAhTDtg1eoORFPt3joFnlOgZZNcAqwVOiikjemlM0WAwN4JZKDzJjoEHQFIkuDMp7RoDdJ+3gJ63BXopg45cghKthyjhUXboSEK9Bb4l5sdZC/yPFtHQSAutInjeEkdAGnk7B/1acLvGItg1nGjX6KFdYxTtGgu0c8AUWrBrToIq7QHVY+IsHGPhixePVoLvoEBmwB50PpyRBORtcOh9BQU375r08NgQA9A0OfiOHb7gBekZpV0D7uB5b6Se0sNDxTgLelG2xuXgy2BKr0fvMCk9Cc8NMiK7xgCYjI770cFqgv9b8I2jDnKBpKBXJ6QSknYSHtbE8IuM8DA9CvxyDLRrKHDPwddcADdCAF9u6XU5eFgLMo0A1duQObAqS+0aBh1ACCpKmihoGOm3QbVB29OA55D9IMbghXYNpbJrdo4lmtg20+NlfEYglX8Mu2br2RUvLy0cG+ky24U5PiWfzq457jZosaMtKlBZtIZds7UguUFA9mnsmqP4wnFHsESlQ8WUxRxq15h5u4ZR2zU72sUIdo0JqA8DLb/PkOwa+PacOrmya1bwywYru2Zl16zsmuXlr+yaJU8ru0YN3BfMrlk3A7W8BlXja14L1l9BPYgtqJ/0BB0nDIZLZ4AWBIHeyyaWIDc3AX1mM2AlfeZn8OxIenPzVzd1JPhP06cgj4nLFy6afnLKsG5gOA6k8v7ECz3bXi+BhwteI5EkTjKvnzG9fta8Qfrf/8mbNPkyTWyeIk+Z32L+PElbfgbq5wdEnwVDC2GoE96PLVsE9PDb8dKWS0Dz028Rl0jvyTcv684BLemlN8mPQVTOwihcW4631itlXeod/cyWZSV2H2vzyPxHnUVQUk1q3M3DUVdwaWVyFUrzwq2nAvBEw2Flk5BP5UQ7poklm60hmBbrEBNPyms8ZaTQjeDZyhRN694i+NcWOipn1pnN5r8iyAXvoSxgHNSD0Zwweb1e86kmfHECk8EB30KjlzsmMKjxryUs6D0UnZPeQ1nMxElqw4CsBxP0WNLBc2ql91AwP3GSY1r8mcsUtS6aJtsM8/m8h4KKAb2HgtufL8ENC2YBqR42oPI9FLR/hPdQcNsEwMVt8++hYM/UeA+F3iEteA+lhzc09PsQ3kORJ+ERujrN91AWy+f/HgqRJr6HMpvJE6TOYFy9h3pa4J4eKbckbvUe6pfxPdQOQUIlZEDeQsLh8xxh3BLeQ+kp/th9AcTRj38PRZnBrGgD6Cv9R7kc1l8Z8LcHp60mZNeYrp4joGoncnlDAtg1L1vgB1CgXXOu7oUz0Lc234R2DQU0xTlk17x/4XVT4ZThJLXHcRbL295gjiLWjbYSeLBxFFEg1nLsOcr2DrdGFpMfvyHZNcwVrsvSuTZhpLqg+HdomiNMUyIXzEE9YNTtcRbvVVBf+mPifb13Ix4znjFYzDnLb+gde2AY8nIKu+bQtlCA1OmX2jVbx8K5BCRKtf2IF8DiLqV0Vj6aXbNzxFJz/OUwu2aRruZJW2TXLNVxWseBiFE8KWq7xrAGbBWa+mtANJzeU8CuAXN/rr5wvSaXgy6NJPSNRHaNZVtar2G88Oh3ijKZvLCXGaCZDddrLF5pvSYHOpBpzYisB7hhD604yOs1FniQ+wbDNdAuGD1lXBfXa4Bd8/ms11gYYb0GLi5dBa0mrNcAo2B+vSa3La3XMJBRFLRr0HqN0q6R1mv01OL1Gj1FksBcMUnrNfoNuE2K0lyvyXk///Uaow5br2GgXUOp7JqdZcI7B6v1mqdFulqv0YJf7vUavRdpiTVCsmtAL9wT1msog8K/RrJr0HrN9wnh+wEwCDveRvyQg3iPohVn70i36tN1SNWJ/Yo8WicAaR3ew38AQSxeKof/lgL9rqJY9ecNtMo9EqjP8NGG4+E8VrmfLvGimKc5PEoN+NcaFsYu5g1PgrTvURWznKOHVlj+rAgfarVKH9pQnOR0wir9l/6EjZUnpK2fwtdHxO9hyJsthLyn+a99iLtQreJeCukzGvzHK1SlCB/z4EVYRnVa/kyH8IEUYb8nXw4fQ1jVlIv5T4gf/+CplfeM8rtlhcynxU22wp5R+RMh4pc7sMIUFFqFD9MI3yKRvuZxGn/CQNzzK2TDN7QI3wCRdrTKu1QE/Px/8cEqsULgt1RBkZHC1l3x2y0iH4UiBJ7jDBVLkBhDKCOlO6ui/iJ3sUjrs1Axz0OPHKd8q3awFjxDQtXnuD1V1uPFHS2P8ulQjXlclYprKq0ClSnljwJZj5KckD7vpEqleMQ+r4SRf9hxfli6Q5ksfclIGq2VVPA9GE/Of+XntLDj/bTwLSVxP5v4cSZhjBD339PCnnpx87y6dJTxRdnFtoIVrGAFK1jBClbwaQEtkG3gDzIwqrQwWe7ws4PFlSGTkEU4MZxQHC3PYC9f8qpD500E/0VdoSyUXfFBK9XbDuE0GROKyR3rpc4KfllAFiiTsErMiFFrvEwqPsyjECFcQBns8QjAozSJmI34CrWib0kgn7qU23smS/yM4kn7u24yFXxnwaq4d0iF518tou/zSdhEOE6/w7MxeN6c5ovMxaVoHAhFLfqy3XGmcJocERCYjvfeeAUrWAEEZq77GogdeKIOB+830K+y422IyaAaQn19i/gVKdJE6P/DorIa1Vmr5uo4M5FpatL31SYNdpAsOGydMBurZ+u7s5qrGwjtt6sjf+ZWyxcZNV23shPn41DMVg9Fo43yJNGt1CruiLs3uD8oV/K3u462LVoYesL38zeCgZqnnN0vPBg3mg37IL3bridCkX3/w4TLVxsEU63Qg8Y0nup1dwPdQnqy2/Ac3GrZUwe28b3iw0A4WC140rVOJB2JTfud6NgZiD4oTfrhdvLBNPYwWmUHw1vTG83ooFOadcL9SD+T8dQig4GDHeRds0Bt4HjSHDlSeWc90fSnMt18MJJP+gvBQCmfD7Ixl/27b5ZaBTbaKBbethUDb98ITOzxqD3qqEVDw3gjH8jHs75yrO13t0t2R9FRsPn7Hbb92DEM2PMhNpZ3lb7mS3Ri8bAjWXOEg8Vi5xLrC8TY3/jOOx+/UbL5WLs9YMuzifzV94Nvn0n4kr5rvZirkf/wneKVl+31TrrgSAxL/nIp7nK7Gr18om9j2YJvwNbjgaAvFssDxEF3PWaLhYP1QKw4ittKzoS71gelxItVW9uXr47sPlthEnT7/ZVGMdSoJwK9YC9RKkXLnkwvNrS32ccFR7yb7jkqeU+bHfmKs2LSHyt2ffbSODirudNu5zjomdSTzk4wXiq3wE+xVEj4HL6Cw+7zx5K2ksNWj7r9NVtz0LZnC7FSrd1LO4rTkt9uK/j6HwcbnYq7xUYDxam9XXIkCo58LB4vxhy2YL7Q9we7SecNNsay7vtsqz8c2uLBVNxhD7qG7nrgni/Ubw7ZmL3M2iN9vy/ZLPlCyagtFrTZWUc664+6+olsItIs5gPJhN1RcASBeCbiiZKvmI5FJ9N4pF/IzCb9ni+acoKWL7qzB2ym12uP2V5yPz2d3Ey4xqNxJDWxPZ7uTlvFcKvm3O/5bvabgeiB496tZifTGFVqt8eJ6I3E4/bNZjU7A4JfGZZcw1pnVuu0O5Ng5XZnUky383fD4VTE7a8Mx+1epOZM3+o3Z53qfvxmsui5nRy7nO5BwZNtZSeBdrD2pB3cL0xmqVqhNvFlPeEHvWo3m6nU0uNWJ1LrVkPdYXa/drs+bkU8ZZa11ULjZLTTSLrdD3uZTKbSvN3tVQ9Gs/ZBo96fDm47ap7Hyab9waRtf/gEkJ0vF6JpV7lWc419E3Z4d+SPpPdnrfYscqscmmVvz27bE5HIsHy7PQuE8vu2G7PHbG2/Fmp3x4Hs3XA56vbZb6bYSMPpfDAbZKPZYqUDOxkgtG3vsPcmrUzad68We9icum61HzVn9VmqmnLdbWT2+7XJrDO0Re50BoHHxYNA+E7iXuxmJO2pRB9POwe+zDBi72RmkehBrePM2h4FbrbZSKfeZ1MP+7OBb9CZFXYDVd9t0PqDojPaqj7o+1yD/KC93yt0og+a/VH4kTtzP9abZbrBbP5mcr+SjB5Mm61WdvdGv9OIuWoRe60xcD8qhjrsg7TrXrqTfTQq3I7ve3a7DUctNPRlo5HWqFcd2iv3RnfHj1v1drzrdhcehMLZeKpT9d/3Vcad4I26/aYz68lkqq77/ki20x4Mh8Ve4U7VcXvUBijCbNZ+MBiXxvbs9KHvpu/xmA0/vYp5KKvYSaZRcBTdyZLNNZ4lp8Wq3e7wRz0JWymYiJe6pSJbYMOOUj6YCU6ufRzP2+yli7FLbL74hu/Mm4mE/+W3z9gDzu/ka27Wf9X3evzyNdsp9nr+Mlu8kr/qe8d+Nnn+9eKV4KnApSvFa/6SfzNxMZ+QVJy7ApRr3TcZ59OBfKlyqMLz2VpxG9vLzy6FFBpvci6W8U1tibc/+slvBK87bHGfL2a3JWPs+e/k7e9fBXU4W3J1fc43Ax+df+fKuBy6GyjFEtVgoxTs2oDSy7uSrDsW8zn8GVuogrReuNe5li8ObE7W1i10GoFYqhRh861CYDB2ZGxpheZLB2sDn39QsMWz40I46eolpoV2kB34hra+r+CrxSMte97l+M1psMn6SkWH32Z3zPLx/JgdguHH70wlCpVCuljqBZyzfqAby8cjQUFjRpo9hyvQn9gqgbw7XspWiwF7Iuny5x21wqPpKJg+yEPF6Qt6ym6nP1DGlWcdcK7ks/ntxSbQnm37/iCB1KctXMj62WIi6Bz5K66eP9mb+EvdYvAj+3hU8tV+s+S/B7h80L4zyqfG8Xgy6m/67ONgqtZfoFhTzZQtEevbgGbt9IcJf8bhiOfT9UAxk853+rHWkK2BOtlDEXbYHURKvjo7aMUc1ZBrknAFOkVbZWjPpArBjDtmC9RHNnukHgjbOzF32dEoTO22ccHui+Xb00Cjm5y22Vl8mhjGU45koTv7SFDG2bEjEW9Oi0AdRxPRSWxcLNRt3QrbYpO1YKoYqtc7sY4ji1R0MOQKpOq1cCvmy1TClbizPmh12uwwFii7Uje65Wx0OMtmPM5o+t4oPB0DhV0sOysPHIlGr94MxErp4GR4e9pqtPLupLMWiqcPMuV4s520FePJUNhhzwbZRKcxrKeiweIkHtwNeX6BPoJhX2T+mI9ulT0j2PnMS1zBClawghWsYAXHgE/7baYVrOCzgqfZOfmFA/G4XfQru+oLd3ObIvAALDUWSBL04ftXpd009NJNazgR8Evk4n6vuVTCJ6CkeB2fgzTjrXi47qGlhACPmSYWFKgUDfpZbpY5EnD8xaymBFErB9ALBJjEmltRPTOWQkygyGdWxYvl64SkpBBFK3ae6IQ/eHAASRDKhqAxQvHSFjWWvBuRv9MhlLSYRyGfGjlJrQrTYl5SRkzz9SFFIaAxYZzfsawUVZ30g545vE5LhNBC8CIufIlxnnjtALWE8qUchZfaoFPiF5iK7wLlm1kSDqnzYcTwfJ7b0qRBjRin2KN0FIppUdYkLEty0arr3IOAhpxLq1uAleQPmVCf/jGHnFQ+axKiwoxlVqpYUi17InKLGClUQ/0qm5krQZtYJV0k9ksvphnHNs9SzfKOckaAinFL8pKqZEccuJX70g5vSWVH0MqhJkS7MI0wHR5CaxWliMATyiXzIkLy/ZGmhX7Jb5ImedGRQlHMIeO0UYPTpFbTQZQkRhdBfnqXdd67QuTCfJto8JMUI/CBW6u/kPK4hAXjQ4MKu0ICFsbJz6RmJEVrafZjg8gTUtE9ZS7N66tFhgChfiluwDAifELOZU4nXqwc1RUjWJRdFSlCXXRYwkMIxjobKbaGzA0t4RSGcp4Ks5oqhXTRUuNJ4gOvC20RTTJVkicTTZJzWUTM5EJsWCBF8gwkBVMFEU9LVgo/HgrftOCpMCPM0BggzThRKmtZEbxENSsz42YeTvDOYgTLwbS8eLM6mpZ+1WOtKskiZbpgMoEBymiW70lamcKsSJ0jELNp/uMhsu6Zsw3VBdJaEWorWZNOccRXzQOWeokJUz5yTuBITTGkNbg731OVhp/IGR2WZs70ohUIcDqIZT0CLxpLQWrQpCRKjU6kSzb98BSk4k4RoxJCs6rY+SI043VaEWotpihLVQ1c/yNK6K15CjTgiOYRJaNWlSTjoZXDnUykdsHq7qhOKioYxUismqSSStMHPR7BKdKrej6KBaooUTZHheFEq18cBfW8ha2Z/7DRQBOWFU0e4UFtVmqWepiBe1Rrn1YWvLRu5DL0chy605xg0so7VRY15q1ltEiAnRs6z08aHxwWzWU0g6VGmNPPcgBF6vEYSULlUY2/mLFRUkoq9T8zllk0xUQmSXFmMS/OVzFWtsBIZRQ2VuLWML80IhzqKJEmJBNXLSAG0phDp0bBw48Ys8AS3pbT8ch5S59f5CMhlQglpvx52tGik3iKJBqVdaRgLeuEGbxFSE6KaCET4FfBaNTZ+TOOUAyiDI6ctHDcJCneHyrBRwX1GaaACV54TDZJwU+oa8P2syj4WGD+zEtcwQpWsIIVrGAFx4CVy8UKvijwTCzoFx2EaaMF/T6tywU2/dPpj7LyI01WLXhmvTqZBQvmXS7mkvCpaItAkhBP8TlIBm9FSp1RC5OQENSTsRALCpQSIqA/c5fvHH9h4I+ibIMeJ43GqcRAem2EDvfFgBFvxFCly4VeSoDlQmVAhll4zCQfSGPRlPAnvghQNASNEYqXtujrGWKdZJcLvRRKKUVIJbwoDalVYYFIfuFEzydUuFwgtsrCqFeSgtFOinQIPyhlTkxzVJcLRjNOCYuXoHh2e1UhRwdKWSDfGaRnof56ocURKRY5Str/T4oh+FWLGjFOkB8ejuFygemIJfW0qK4CBvU9JkzidanLhV5CsnCdUqyTSsYX9E0IeiyzlExcixdf40hJJWwkfBSqoV6D4eZKUIJF40650m4hFg6I86/B1KjmyjvKgveiZcr5vKQq2REHbvViq4YWUgWoX91ZFJd5QrQL0wjT4yH4+ul8elKVUC4ZIVnicqHnQyVqDxunTfNj31FdLo57PLVG4TwigufuvPrbWZAFVg8fuJW6Wi/+iuMSFkyqRzWtR/2SOPlZrxn5rF0upMoQgg4WFNZcjkWGAKE+etsoFcDnE3Mu86Dh5FtNJStQyI++alIEdavDEqKCdxaXJ42moP6CppTbW8NaEyrBx2NDq0CVmJ9PKzWeKAzoutDlQpOvKskjCLEEGKHKonC50MSGBR7qcoFeUUBrmDDgLhcUgb4egBElWstSS2PB2gbvfGbEew2Sj/jeVwNMy4tn1NEW6VdUhIvGNdyAwaIWTCYwQO1ilpFDRuMpGEVqjlC6XAj4acxEmbdRRAGci8Clbp7PUiuoxyBE9tIT9QXTmpwTOFJTDKUATZcLdaQo/Qz6pbA0CrxSq2lJvWhjL/cJhPMzLLesvmWa9IobdVHCs3BR907ltBSPUcwhaEkItGqicLlQxVNaEWotpihLqIZS2rGx5gh7HQSSjwIGQqUe1N3FIqggZcSCGTMqWChZ6o7qpMJYttzlAuX0Kh6P8AGJw63IhWC04BlklwuNfnEU1Dgl/8RdLvTY/bIZkWIlYn4yIedEqTQnmBYCZyyGTrPLH60jSWsUpKoL8HgZVQixsI5KjlrEoDn9LAdQpOJjW9LMgJZqwV8YbJSUkkr9j5Hj9EJuSmSXFMeIeXG+mgVcekmVSxxgMGqVvZwWl0b06FNSMmkC+ZQQAjHoKe4L53KxRzwDMKieARM4xpIjSENuZ1Geo4nrswTzZ17iClawghWsYAUrOAasXC5W8EWBIy5NfLFh5XIxV97K5WLlcrFyucAeVy4XGrByuVAmU9ClQrVyuVi5XBwTVi4Xi2DlcsHDyuVi5XJBrFwu1GMQInvlcqEIWrlcKIg6UqqVy4UIK5eLoxChtJKPQtXK5UIEJUctYtCcfpYDVi4X/wRdLiT8OpFLwnX7CAf9cNIdicnbXF82C0l0ml4VpGiWmNVIFSBICt4pzIS2vcWTIH4dElv1M5ASL/iRiCGEfoQPj/OocLMpJ84uePxGRl22lJ+RqTbzNcgJ5OTEZGotRisucpIlOpqUY3HLX2wRrBheXfGz7R0lErwSc2XNL5pgNJHzlVDmkq04Vbh2YSqgNVKR6qclw4Q2Pv6qMTDh0Ypq4w2jtVqxIESnREeqSRdxyw2uh7KC1gctILfeSyhBh2PQmfk8O/MEHQ8YQpYMGbsqEQkoMgv0ClwnOTmaVqblg1R8UeCn5wSLIa7xUqrWVxIYcEld9PlXEZ/OgupAIaq9ghI3w1gzH8/M5dQpiSSVK7V6Df2VO0MQm0RCJGkepUw6Xy2AfslKlpeYU3GKMvkHhZowi7eQVCNfkvr0KB38NeIoePaJJ7cjFEc4RvYoZj6D93g8Ay0PpFqrH2ahQ+BCYiFkM8PMYzMzPFIdr1zl1Av6vrb+VMr6wmotNFvVKgd/q6XRE+aR0AuSiIezygtcfM/jmUNjp51vLSJaAqQ8aJlkWuNlhoJY/Eh3npA8is95CRL1NgNFGDiCzK3pvnMdBly1gZ83CQuK5IQyGQarlCjM0iisF+8WNQB/fy3n9V7WYf19uTHCvG3kl49e559fI9QM8irLIZf1Qln/SJafkj6kzJEZxR/cCFdo9FJ6vZBjcW/BhJLW6g1HmHxqAmwHRlkOOae00DQAD/x1GEjCJrJQeTVKcWjCbRIeXvOyUKCYXz+Cjaocx46iRni4AqR+oZ6Hdrc6xCiFODivEcgP/IY5o8gj/Gktaou0LX1XiJmx6hvhIpcn1dSoPhUez61S8rr5UFrBNIw8L8TsFQVGsMmkpKRkpCkBD8BSY4EvxIdFhGYiaZwVh6+ymKWEgFFoqfVIHxY5ulQikEWa/FWBrAsayRIXZW0CJx2QHqDGGVJcEKAxkgV8Ct1x7A+LCOmNkspUulzIUzWdKg9kmKDdBAWltoeF0Uc3N3kxY4Tipan5LhTJ7aiIIXUkgQkK3v805mOq9uTHKMRPlJeUEX+aD4vISgL9bINhEAk8VO8n+U4u5pWb2ARn7DQ6dVOj3czqgMVTF57dcxk0aFaCOMa/pCxQYCo+nvHNLAnHMT8sgj1A6+QERpkUpRjGBGXBoF/ZYNhTzSa1ymLE6w5WigTzxoPWh0Vw6xazg3SrD4toYJtnqWZ5h6viOcYtyau21I+oj9WW9GEtySfTqKGykbRL1wqVw1YfFlHDZ/BhEbkm/GxWZaoTWo/zxrlWI5GakRS9aERWgahvtVzIcmhwxmoo8F3m0lwDmZd0iBfjwyJq4/n5fVgE3poVkTjKBR8W0dJWuRyYJ2qSeZwPi5wQqqwjFlUaC/xUHxah5YLk3iCRiHXeJaoZ7+ISAXME7yxGsBwO+bCIUkQkQvAGXDSuLVCmCyYTGKCM7/IFC296FgxxEBgCdqGdpR8WUSod8PSugAb2MbEvUWI8BMiWeU0t1Uxr1HoBPiwiGE/wx0xjIRj5tAIBTofw9wX5sIgQZdbqDLT2PYTVh0U0py6iIpMKWX1YRDvv4qxHiFvwoDYrNUvVJkJhIx2Jquf1YRFVAnnIkxmrzqLGvLWMFgkO+bAIPb8cuKCO9PwTPResoJpCC5hmsbR3xRt5VBMra1aVQKutLgGLmFtkF4rz7hHyx9jEOsJq76HRzoxZYHM2r45Wt4eYSqfT/rAIiRGre34fFiF1x3W52MrB2vBP1PqhLhdC+89v1sClBHtZBxnKIXZfJ9Y1XC6ED4twOTFM4XLhRebBoTMuWQFKbpqEhg8QJxCq01h2RsTwkxIGTz0HQh3wFyUwg/Z6PC1nwGc8mMuFCTGOIwSmYWhUXd2iRAHrbEEhPCIDoy5byg9j8HUmE+KXkccxNypLdMsXvZRkjqUyYJtpRDIF1HJHwT3E9ChoS4mEw+7nytLPRcizL7RPSpMuUn2j4TV++OCjYeapylPMng8dgWnsaplHjUeLuCzSz+LZzHw1JO7g6I7gcmGA+kpyuTDkCCVoulxszxN0PMgRvGQo2kb92s8EkjEEIW0AARc9J0crxEYUOJUsKfBb5gSLIa7wtCx0uTDhGmThO1OBaVRO2CoI8+QEb1bkL8gjobi5nJSSSD1B4V1fr6G/vG8TxFuEQ6RvHqUIBkEZ6JfqVY5Q1t6sWmflHxRqghFvKdUfloeCv4o1b8wzQ2h3yxEs3qOY+V68x+MCYKElj2KtVSgzlEGLUkigopSlAz0ynDRrhxVSTqk0ANNVitC5pRQtWGi2qlXOM3O5EDjDe7/mxATwRk9ILheoJQ/v9RwqTOQfTVgOc7nA9xfzaX0oN6N2udig8j7kcgF9jd4QXC4YoUwGlivtk1VdZZcL1SYD1f2VXI67rDPJI9NyYyRXMqJBnBacn64Sam9VTlkOuQyh7KUpMk+1dQ5ZkbA8hp/SUoDNJim9QcixeNTGHGosWr3hade6IQ2cspx5pQXLzeGpPgB/NAnJtlBFNUqhEnrxKsdczTkgo5gPdg4nTHuYPRyKYIxcOBqANphjnVEKKQguF9uqiTrfdoQW2y3C3/LJPzYIqW8YVbAsAtRylwtFJDUfalFulJNvOehywYljIZ/maV0usLZ9MU65QBcw2bLgvFqyf08ARkoItKWFIRYUqOyg9HG922XTjIRKB7I0ppEswcpzC02XC0SEQpl/ylMuhPRGyUBSulzIUzVKlUeP3FQJaZlZecqFXsxBCVao2vtd65QLdd8VipQ8/WWXCz2BCQreNTXmY6r25McoNKfRiy4Xz+CUC71EMPrZI7w5UbNDBcFgeeUBA3O50Gg3Rh2weOrCs5ubxzFHsxJE1q0pC+Q7g2I80/OzN8k+wDT8EU65wB5gT/gVjDKpKophTCCMQ7+yebOFz3AXKBGxFpKnjkab4fdap1wsc7mQ59ALDT7FbJBQdIwFgE3MJR5Ls37FGw3FRIjkLT2UTm3icXMlKMGicSdZqFL4gtF3kUEso5rfmKaNSTONutT5vGpL/YhWgtqS1tBCqgCS0KyhspG0S9cKlcP0eAitVZQiYn5tnBSRrE65EHqDctVIYYTq5XGJB/5QLJWpTmg9zhvnatIUmBWRx3a50DrpiUPLK+KoJJWFnXIx10DmJcrmxTjlQpAbed/3zuLyJOvpqU65gLcMTrGYn5Ci9QRBKE+50NJWyOVCk6/HOeXiV4Qq64i5KDwnD5/qlAsBj+IIqy/WKReoLEodoBiYFo1rJKHZTxdMJjBAWvhdeKfj9+nQqpUpRWoomrjLhbiIi5socpk6/uk/CGhwlwujGC8+7Cyi84U95YIPR81ltmAhGPm0AgEGoo39BTnlQogya3UG3CpRxa9OuZjDKIxluKStTrlYlHdx1iPELXhQm5WapR5m4C5dNFLk0GP3y2ZEipWI+cmEnJPWSCAPeTJjMXSaXf5oHemQUy4s8y4XC+pIzydS2CUiXjmAQguYZrG0d8UbWvW6FDutQi5L6n98KEohnnKhF9mF4uC82cIQOEZ+Cr6DRjuzaA/TCj3EA1wRUvZyMRVFaZ9yoceIpZ7fKRfHd7nYZo7lcsGr6UNcLrAFLshypNByPmJNbfTrpVMuuC1xe4pVlYY+MRc0B7SYGSSV7+U7FVg1o6xi2ULkguzWeTJhSm0aF8RYiUUZ5gtaHiQRrRklE6G8FcmiFzF9UbELWYoSqWMXYF2C5CmSHQaH8vkYoCTpWWI+JiBCnq58zVzzvFZJ1TNqjGcDxyfmeDlQ6heqxs9W2Kyq62dQ5HHgmZX7fCoABOMFk41falANtIJeEkYbqzj+wQcxVtF91bIuo9OSDrxhsXvrkYdKKR020mpIC26wPDOwLrJsjoHg0JDnCQLti02po+V/HsAvlC2GQwwohbGFZbFq55WkZilaLFKNe7kJq1WcFqLjtD4i+fQJK47GKncaIUCdCw+wanUxwDmA9bDCcTNlSQfHiUA9xbpAB4hFivFCM1kVqv9w7sjybCV4nJoFqtXOMcUYo2jOrl8AVgJnKy4syvZX2PSL2sGKNbeielL1Jd2rki61jiZkqRerIih0XKti/cY6138EMcTLVxeBP0t1EomxYl3VqsymQsFTOl9hnlirWG8BMd/6QrWscpWwmaCCOUpRVfzArFYsLz7E4MLPC6vVqtVucwKyWKyxSsynOIKoKubUElNxgq1yi6OkYufDilI2tIJEFTVWjXvNDBiHhXazqoLnlbOaRK02U2DHq4oFadCF2knubwsbyKp8prUIUQLWiVUq1qpihpp5UqdYMLxoVEMdPy83sjwsX2CZy75E8x5loFIxbkleqyrZ8UdRHMMhXU2jhspG0i5dK3SeQbJK1xoVMAtDrftlHSsMFOCHF3rQTayEaHdLoQjHIeO0xthntWo1HURkxdXGglHzOCDLnqbkadFuFSNEnS3jUfYXq0rbSJyT0SuxKxpqYZz8bNWMBArjcMtIJEdJII5eilV0z9MSl+Y795JirRpPGPUCm5c1p0a/09I2guyq2k2oi1VlPC+TTLmzWfHBdN6yUFbCKkmHciBRSJcw6BOY+OCDmgLt6RMLyFRJnky01TpXMzytNja8jwtWoGiqIOIR96x8LRCtKMwqjWTCqGBVdADxQTXeKhtBo2aKzLiZhxN8NBlfhH5x8XPU8YVrW1OKJIuUqXb/UpPEV0gwDmnlWpIyNd9nYQvxlrWoe/BOpFQ6uAATqnrgxtM8n6WaaY1ay/WvKHNzLWXVFEPM5Faj0IgUi8Y72ekTcghGvmxnaxC4uEfgRWMprBo0KYlSoxPpOi2NWXgKZUMpYlRCKLaAltmOhanjNbWdug8orU9lNRZp68PgiOYRNtSrRVfCI82dFlCsyoBNFDR1jahgFCOxapJqVZo+1jkCFpR9qBW5EKwKWoUqWzX7xVFQL5iZqQM1W+mwpltWtPUID2qzUrPUwwzcOSIWUIU3LH3IGr11GXrV7EWVQGYndqc54VHx4VDA+sc8PxWDoyw8mojmhxFNqxdnglXRifAbhfkhUqGor5QDi5PsBUU+hY5VDUiCoSFSOmfzSmMlHiMYV7xBIhVPiyOsTJAwhKKrYMBCmtBUg0fOW/q88cOPuhDTaVn5o0feFLKKFpAVsU4wA8UZ/GmpPAGtVUx2GrIBXfkYnkEwQBjkreI9LsFWvLKKBlxwjzXFnPpEBPLF/UKNbwUrWMEKVrCCFaxgBStYwQpWsIIVrGAFK1jBClawghWsYAUrWMEKVrCCFaxgBYcBsyTu03/KUQlrS0vDTur9QsCRuKP87sneglQreNFh67MqaMmH67XhWXfSJbA1F/Jsu+ze8fB9hjVfDFvoV+tDGfMgHld/tNRfVNiS7o4ty8eBF6L1Pyd4roxVAM/lnLpfbmwoaVA0hmYnformOpYyuE0dP88zgF+mER2pJ+bo6XN7zucuiMfnr0SSIAp7T9NER/jG0jJgjp1j62mLysEK74m1fpbi+LxEe+vwAfCz02+fAp6CP0qx+oLNd54l7D37uueO1SBPORxJ2Uy/NKr/GH3tWZtcSAiOw8Yt5qnLWsPrqazI0yNdwS8TbH3eBPDwIgx+L4Ru2zo8CTMf9NzZt3HckVtLbXK/dPPXF0Jkjg9bn7n+P8bc4pd7oehFhS0CHja/83SZKWKB4npebWl64Tve1rNC9EJ0h61PjeGzrQambl4Ey+JFgRe+16zgWPDFXEw53Ah8Jn02t0ja954n41ChRs2iP5/WWrrqJNMppnp6Cz1HmDQyb/FIczk2UckGBrFha+wrFT3VVCxY8ofCKdcdF5sNlPqdaLJTZ2vTccKfibpss7oj6GZjZU+h4v9Ps1kxmhqWwo7WtBToDgLBSaLT8dsmMYetF3UX7L5q3jW11232SbB6e+BLVyOP/BN/xuGIsPV8xp4fJpysJ3ijNLufnNib/nrWOe446j1brNKzlaLhVstXLNaygXJl6nH3wtW8I5gMlmORwbBUCeaLlemoGI7X4vlCpXCz0GFt7kRn+N1a/ELA5poMbYPUMObM+92dQLZfCkYHA/toOHLkOxlbIF6o9PyhzNTmC2Wa/lkgGg4FK/5AOpaP1SpJt3/gD6argVIs2vH5fb3uZFrODx2zvG8c7LaCLV8kEnNXa8GavdayhTIzR2JU99VKo2Q4fD0c7NirJbbesmVcgXC35E4l2cowX3MXYy5XazxLJpuR4HA6DUeS0andFw41p8XEbslxM+APFiuZls0+aNuHjnTc9iSffJJM+MIdmyN4d5qM2x1dVzLRsRUdZVuxEUxWIjG/v5AIZrMe941WKRy9Z3tcdFXSw2LRFWz38o1AseGLOR/54q32k64tFM50esVEJNpy9hOuWMbljBWclUCTrZVSMdvHQ5u7Z/fno0FbvdlL+OLJTsbhDswSbZvP5sgkbdVow+b3FMeOetJfj7V7bKRWCqUmgXbY33Gkm7Z4yBm0RRt+fyburFYjsXgy7PLYQ92hk60XZsEySJ+ftPL5NNtqzYKx+8HCNFicsNm4r9S2pdsxXyFvd7ZZTyDgj2eKRX92Guz7Hd1ivpJPOZx5wGOXoznwzfKxhG0cKwaDtkBkmMj0/UNHJVbOF/KuEdsdxceJdNRVLQRizkGszjaC6WTKVx46/O7END8LJrvxUjeejDf8vU6xn63VCw5HveFLFibxgK9gS3YD0Vi6EZt02FA62i3ZY/1YMpVtxSfJjs0ZK1UTg26iXagnPPVScDTJd2OteCwYi8782VIo0vdN493ZMN90uBqtZiH2/7P3Zr2OZOeBYJBEaiLIu7BKKCCrasbNkl60YGxawjS0GPMbfN+sGY9sYF7cA0t+6Ee/sKqARmxksCTYjoWbJMCOhVtZgBELybhyo9ERjFzudGMwXHK5tl+45HLHRgNccpnvxELy3rw3q7KsFrTkybwk40Sc7TvfeuI73/FUV617ImORUxUw2/CemoLHdBVa5GbKdM0YFk2z45Voywt9JNxmhrw3kfJy4QatCd37LM92biwb405f6FCkmWc6jjIWbak1kPRKqcPooieYdTtfFcV7Sr/luobOkKYqMXqBtuoKr/GktuYNzZKEDlNW9TFFNnmS1klaZn7nTYUkma99ZIgqab39scTI9Eyjh+V5l2E6/EjQBIvPr6kpNeYtjcnrI5gcubGWn4gLvtVix/3lmF+RBnlvqpaA/Eh1KquqVp1LmiLJYnOi1DtKq+JZzMKyJ6qok6I8WkiCSMpqnRecGd0Shmvonliu1MnZdCBZEvtEpFfDvqE3G3UEXcHoUuaQ+sexITQ1mQJwSoqs/pZC57tWc8WbEj9SVEq3pozMWYZM1w3qI4u0rV7ZcEy1tW5M15ZMFird+kBjWLFXWDXJB1KeuW0u5721yIzsIU/LwEeWw3nTUvMmgEswGEXIO9ZCXtYpV6KZsSLLWpNtdvojanKdX1C8JN2xBKeqd92p40jWnNJI6Y7YZZotx3JkRje1TlnrmENSIgXNMvWOrH45/42q8PWSZNCVSrewnLzPaxUgM6qh6hWx2ldMw1LEiUrKiqnzPKVPhzRTofgGMxAplufVklRvCbdp1STlmT41zImo9ahWqa9UhDr72JwYou4ZeTlf0MWJVV/MgCiaS5P1bEbSRY6vioAQlTzAp8QPSmSBHjd7vCJZN7WFpxc6EmUW5E6B6sqaoY0LY2ZIAWo0mj2dl2VlKIlqT6UNmayPpS+bHNMweUZm+L5qVWmNkX5ovfNPvMgruqXRJK+IhmoxusEP9YbU01zNaDUUfc4sjclkCnjZMWfssGMvlHlvYq2ZiqnNKcY2eVMU/0q3Z7zgqVo9f08aFaZ9UmduMSPZbkk801GlsTckG2qPlm6S6/GMoXuiJvV7I8amlWXHXTI8R+vKdKpo4lI0pysLuISprmRRV2SNnQ76dkXRJDNv8TTV5VZKp6tUVP6xUCq1VoIp6bZlqFRzKSgOQ5EzSpcNnf5HjuwuXWkom1VLUjiabZQUi1T4Kk1zKgMFJnq3Ia74uW4pjqpx5HAOeFxWNLkhKKUWw45KslOtm4U6I1UYRtUAmLYgWSNRUoyhpSqOMvQsq661lrphUSNR0KaCSFElgZpPBasyUfIub6mMdJucaL2eaIqjQt6U14xl1y1LoPg51V2RtsaMNQ3EBElZgkXpkkVbIk/JX7YNjaLNCTmbW1wDWFv3ji73LFawpIHgiSSjqaI2EwXo79riVJfkgKMKIATyTVW/pxu0rg1IUSsbDz2d704ng+4SmA9fJu18qcUJnUr9+eJPLEtcTMmOta42l3qF18pTujxSn5Nqo68WyvV1X1V5VcznJfLxXBLZglqd0hXKqDenI3IgK5JUqFud27OZ0nrOuALjOkOt1BqqdGe6UCmqMeSH9ySLm8xpV69UqTU/Wa3oGc9bxkJhVJbizYZKLamBWBULJOtMrPtMaa1Wm2rDorjFfGjQeZ1kSbksNjzlhzqzdEnRfmA2Cz0A68iojgWFWzGKxf1zYcJrS/7PhY+ppWLQmqpoWln2BM5iNUrRRZHtC7YBwkgekjPZ4vITad4TZafyQKYGGtsrleWBOq+61Fw11jw7cwyu51qtFiVV+C7J0oxa/dBVvZtAj/RcBMSxO0xlIQyVu+a0Y7Tua4UyIz4d6bPlWiJtZc05Qrcv0SNHkg1ZFA3SkAE/GVKwjA8tUR3Q735svAFYykiqkKdVTRnQpvruX2m0+WPNXSiOYPaVVmnCMHxzTHfrZn4h8dPJeCxU1HKzSina0pDrD8WGyvP9mUg9cpwF9USX85VebzwbVWlztWSZ3qI/oPITkdFd0iwbY703Geh0A1Qrw+HNFd90VKV3ZwkybSL/J88UxKrNyiSvdyXbpFVeUBTyOigqzD8plCJBX2VS6Xnol2KZdMmpTKc69JxSBV4rNHhJJBXDthrqV36ie8rbef59yVJMmObSxFTuzUfyak7RjLv4gZYXnLGRNzxDlBiQIaPWQuhpAq+b+aXiVmdiV2HzFqWBaBuTo0mDW8qte2RJE1ZyU6CsKaWXFFZThnVmYPTqwkzqrsmyPNEn5lrhuvRzR+s5Uplq9gZqYbjWFJom1xYt6LIOCqcpDsxvfCgKdg8YcZMZglKpm70JtzRJS+cA2bVb47WZ13iBo+3Hpiq2qBInFYCQaNe1+qC58LTN9VdLS9KbZrnOzvkFqGkgwhZaVV+AjqIxVEcQOqIF/JoR1oxUr5uCNFHl+ZwsDafqVDUcWnEklSMbk6Eiutp4OeoKo/W04qlsQamMmBJp1ZvzSKkXZyxnaGuV7ALH7pY4q2wYHN23qi2p6o6FnvyBNxBnM482DckdcioQT8FZ15Wqdlde2KrBVJ4aYr6+0DiobjUkda6jT2Wyv+bH0r/T7dbaVXtjQ6/bmlJuGkJLLJcpnjNJ/emUl8gpMyaR/u8aecVqln0rwBjO5styRahOu8gOINm5SGrNPmhBbse63euCDlainq/6ZLVLdjiKzOfL1ZtD03w+k3VbrKx1gS21JM2gPGbh8IYFXMi0zdHb7FcqFs2DhaDCSIQ6YxS8UnVc15be2qbd2yQ5svL6emh0WOB5a9Uda88n+sOhOKGqfGUoG2Wt69K8QsolwFVTfMjrAinQ1OfJH//43ffl6/Vvfdv6mfW2rJu0rJD6N76uyANtsZiDMOTpO3+xlqfVJk8V1pOBSjegFxQpmKCmcjTP/RvmmWHy8hA4SZUpV8bzGd+rFmYD+uaUsXTDnIJMn9SZmdDsjQF1x5p9Vx4LfUspa3WKUS3PlmhpLI1LUoOcyGKj9y/SV35MDfhWgX/G99jlcr1wK6DRG65V5ha0ZwM6jcmx0ei0QgtosRZ66xm/0ucfNUreinom5dWKDabCku5ZS6FS0ZsVyjInzYbbeMbNx53FqG5yBvWg8ciaUI0+x5TdoX5X8xxO19nOzdkjZSK3hnlxobGOy5R74nppadTzCS0L4tjKQ2tVhpovrfzUGJPlPGOVF3Op25soHicrcr5Vp0G80KMFiAjXBTuMdBuPDDDF5itki/VMhx9KypCmmdXY6l+wx9aj8XL1SN9YZHVX8oTSdLog74EsapRIu1uwR84N5nGp0tPqdW46fSA+HdP1wj3Dlp7011bJyNudiWj3hp4rjd2h2SxPvZng8v9MKuM5ZYxA5/ZNOyVfZURNYKn6QGnUn3eHcokvsePuE336VOOfMM0ljKrUMcolsHjWPFg9qtYoeKR6V69TDa/KtAxFB2Ey93RhrmncQNV02SywS8vqjYZfBu22PLE0ssNORvKQ4kuy3NBYqU+p5Fyl7LlK3xgO1co8zwul5YocyjPjHim4Qovjy/Ox3KGcPGOoBu0ZDF8YgzFYrUr5TklbTGijWTLNzgD4gRBe6mWuYozkpaxPBEkUWgOwTRd0q8BwfTmwUZvISCXL2u0d6X2DZm1aK4QyvMfMXI0cA8ApzlHJPJirnLrkaXdmuQVzMNQX5CMdfnORrLd3C1j0crgy166g5ldmuSowtssUxn1P665GGuv52Q3IztfRhwsaAyuWOMGyVvpT1mSGMkc2l2IzT+ZFcym+VHm4KYKRPQsLFZaCsZBalQZVWVBTIS+ODeCb4rpCasbMqnZuT8V7U2MkziRyKc6Uekvr96xBXTCU8VrxSJ4vlOXewFIGPNjkDZsWNb6s3eX1kvepDXN5YOya5n1FavKLgcAuCmCeT/jndN4ZTuVGF4RG5Z7p3SdvqfnFdGS7HlnYNdNHzEQvq8JgYVBkvb5UaQE4lTmRjQay1CfmQgFTfTH1SOGxul4jY32iqoC7k6XlgWXVou4q0lB3tKsMdtacmXQXbHbFXI/7FrD/EtOpr5Hh3lF0sKU5yR6JPUGzFam1EIF7nLfe+5IgVJu0Ji1HazDgW3KDGbfKnqw7IGA1dSSttVLB4Bh1xSx0DaScPG26fXUmg5ifMHlmRmsrkRnrTbVvVWDM4z6oOAYy6DtCgYb2tYZWolytx4PNyVk275v0fEFTpmAlDEVrUlox93lrwDPO0CVBSaiqlJAnK3Ww7RdDkRWrDcesWNWR4lHyQKBUpd6oegpvi11+4ZHmXKsulQZdZoCVkKxVMSqcljdLgmRSK6O6NOeztQCWPgXitWlGpv4a8MiT1DqDFiIYG+z9yUg1xkOwXrznpjEZ8pIKhFcpTBkbTGp5UdX0RmvJkDS3UOmRcN/IC6zI6+w9/vFELTRYRnvw0KHXdWmoPG6NBw3Sdby5cc+TuOeU2WLX6qTSXdlzusHOl4Juj6hmqyUXKENiqqbc54GLqSJfJRtLZUo65AOh1AHzcaw7TMlsifZ8rNLPxuLU7PJIp9cZMGG0MiBiv2N276nVlaVyT0dDIMuluruwIOueSBs0pZtAlKYluNZAoa0yOaEpmURCc/GFj2hS/9LnBdCbdOkNyyBVuWWpEjusyFZ9oM/pO2SHHxn03BCs5lCv8vVFRzHzhmUOyPGYFBim3ljLZU6lqZsuWVoP6NZt0R5TnUZpPibrstIbKSTHTBb0UpPVvkyDrXmfueXyPV3TbVoFU1NbNerbNYm1YYj1CqUCM+r3vamj9I1OxSOrs0bVnAZLE33GFhSKhNrCtQm+a0/72no1oMWqSwcLFJ6rT+m6xtMAkhIzXjN2teIs1R6rs3y5PluLnSYnDDVZogwKBt/7CxEEvlzpAmpo826dclXNfCJqhgU6NNNU17w30krh3Vv6sK+PLXVkSgvytuRY+hBsF3kEKqUxZ+qODOijLwdqft1sSleti7CMAxqOMjRL36IsvodMHbY5n4F0MeXy2rjbMEymO0ZqsM2b6y89BrYicsZfvS3xVVFzgH1Z/a3Ns4QxuHJpaZm6PjZJMS8XSHM9aIJJYT4DWnTuurfKLhjYmtXgAVHqVBMsobUucdZQp6WOTXN2QamDopo3remaWekSozqidN1gFtZ8TAVrNAOxZzNVx5nqkw4nPpvSAugU+iOS7spMlysARzN1QyR5BfjEUiaHpVGPlqcPqMJsTrOl8URtsFWdVG4sKIbvyw94aroe64M+bVHLdX08tUqMxPRvUfaQVMjqI63CNzVX5G11rTI01zXHqjI3ZHViu+6kZUrVbsFyTG0kM5QTLAU9sHRypugLWV0CcQL708v0yBW07mOLUu/0JjMzXBfim/xjdUwC5hqMO56tWpZENQ20SsRPtstE5EYJ7JWQFrgWm4WpWK2O9BLTd91BXc+Xe4OpshgVehVr0pwsVg5bYZu3tQLpWaGNqXVnlgQA4as2MjYHfcMAc/MWabElDS0/Neim0Fn3FWo84y63PRsewxSoqlBerVTplrReAdNd9B4a8rA1CCxQTjKfg7ExZjqKXPY+gw3aY6t0qaI1NSmvU7xhaozHqOJ/If9F+OZ/NEAdGaim0QxsVF0np2aZylsmC+p5895qYlNmr171DdZOeShFFmtJnwyUfEGrdB8IVfkZVSAtDgGFt2/ySusS+loBk6OUegUkYMFx6gVyfbc/I/X7rW7V4ZhnHljgmj3VHwwVVSob8yHHLCRqYOhKpZV/OrcaXeZRlXloNuhu1+wxC/WG5TF5/vn8fb4yExRAot6w0B2rVN7mqMGqJzEPebLx2DIGZVCyphbZ6nesjig8VfP0SO8+bdVBn5qpj1VZq97WyRes6y4zYPLaQKUGpG9f6wIysG/xwUJhX1oqJVWyJJVq0qSoMgwlkBIrmB2QrIUnLYEcmmRFbDgk7ygrb8l4rvy8oKN1wxlFFmakVGmZTl4DwQmKrVmti7PeUK47C1ZlJktZbFoPbcnTJ2q+ajhrrUc26ZvS2tCkVpVVW2BdNVS5IY0qU2s2K1REhZuJgi5VSE/oAz7fNMnyfN0Sld7Q4gYUXWCaVnUF1hHXmTGdIQjDCtOYAVsVVZnUbY2nGCBSTdOoBvN1WXBLc2vWEbS5yXeXQmGujq3ApJbtpUwr5qwD02B2DVpYgr7q6aVBk7L0hi626sHyZq9LOp4j9zquQpXUp9SCXgEHWjc1dSkCk5YqEuNb4BpMwPOqNJkZ9LjDzJi7vLgamWVvbfUH5p1efyTY5Vlfe2hTJKcs1nK9alsUdMft6zfqW0u9lUemOunb6kveZTbG+jzv9FXJgCkyew8Grum2tgb7A2NFDugK6G4ds3yLmTvWUmJJs0Dafa9Luipp5xmzvlCt2XBlLBt6ly+T/kpsYW7uLsUuKEeI1mInFmmSyhN3NVoouql/09B+t6BQAm1ZKkkKqqCZFikxQkdvSAVL7Ijr/h1xYZatArM0OlPGpacaSOKOuRqa68maZo28ZC+UwrRCT+ZT0FjtCQnzbpmV5nqtMYqm9P5Kt+uFJT/udhWzoLLNPvNoZrvWw6d8vU+S1kTqyC1ytQbD16iKc14tDUyDLVtMXrd4MNbzdcro1pV8uQLKNjkQGekhPRgudGq80uixQ87rkrJceiTtXL2O5ND8rDIXTYoRTU1zKDtYSWrUP3kpKe+q8kSrr0CTMZcup9w3R0ynqzyamrJIubM1K5VsklzqusEsV/KQ0Xpyw1CFVs+crjSJ0psjzeyr3EqYCCxt9gcrQaAarF3lpxRoMFVtrOftisoP1nK1z3SVSgHUUrbxXCxQLqhRslJVLGotylS+VBnK4kTkwHICS8clmzOqOVb8RWd7IFU7Qq/Q7CvWY6ssU9Jwbmgi5Qz6y8nEZXh6WaLpZ+aQ1JjxYqLU0TK0tpRkzp3rrYoyaEhyXyvJdIPsrt05Y3hSw1R0zhwpDWHIlFoNOlyZHgFDjZamdWUpGYbWMASxszQ9UysNVafDT/nuwrIafXm8HslVK6/SVlWW5IoorFWdro8ZSgE0cpZ0fUhX7gkVA/S6uTafj1jVrsg6z/7OUr2wXtd9quRVR/D4vFa/uHLXWJgLsccW6Ipa7pUtrWDo3cFAN8oLsi6uvWZdnQ/Um4V8nROZQqvpSrrTGJmeItddMz+fKiNdYv2FPxmsE4GyDfRegyMXYrBIXqCp5tCQDIm0DE3XgIOK/yxZoiwzBXLEzKf8ekV2Kyy/Zloz44E2AOHfMEuWSz5VnF5LomTH6otrUyDpDhjpljToWsFSekE11KYAlrrmGWtZZB1KylO8UlgonlX3yHyTXmh6Ib/WC3bL8Ewqzw5V2dVsqdR6KLZarlrqWg7V61j11XLzo9DM812Xroj5KXCJ+aBcpoWK6Fbk0hDIdUg/J91hU3YKd1RvviIppldZTunGlL9tCJU7E2v63KouWLBIykqJGZJdl2reXEtWn2qWyWrfaHXmGl23beHpWJuz2i2yrGqPeUO9MfSajDlxhQon3ipZK9AuZ9xDq3NvtZaGjbzliJ2ZAubZonB7xjTuTftyr7kQxo5DLXSQ98+NvtS/rdrcQlKk/Hq9GFDP5fWo1Ogs71lPhSfDKTL4x/Id4emSmtVXXK+zElpTDSySOzNppVYbT/pLh7qlC313aEq8nQdWXO/TyrORwzC23YUZaDzUWYdpCkal0XhY8MjVZJEvr/lCgV5VpJlQLS9W1KTJOsO5NencXZGFRmM5KJAuzz1frDp02dULnjK3tFZdrHuzVVNslu9PWlXu9mo4mVa67BO63zfq/Qk/U7oOpXszs/7S1VNmu2ZarvS0Tl/X+7eWA7EsWIw4UiYCehslG4prNRywJeRKpeCKRgF4gfT1L3zhP4pGnzclXfhf4TfdWS2X11m2t3LH/P/8D037nnjrzh/n8rrdsHvWndX63/7JP/3gtw3ksreXw757huFtuSnMUflvfvELX7uxU9dP7cKfSWdrxi+hYAdX+YZkXsiJtS/4i6SSBBEjsDiGxWM4lsSxA5wo1uAGfophaaxd85+KY3gylsbSGSwex1JZLFbLFmtQeyKdhscgI4MVkW8z4fsQxTC4gqwUnsDjKSwON5IJVHcSw7NYMknEa1BvLVNELkfwgSdyqHQMS2eLWCwVy2C13Anq0qceFfT43KiIZCoJo8JR3SnoO3aQwv2h4CdoVOlgVNCh7ahwNKp2sR2MCh5LtaFP7WBURDCqNmqcwFM4DpXmUOVYMnXJqPaxGhpyLgffaFS5YFTF3PGv5ahOsVQqmcSwGo4NkDtzvBhiQjt3UkSuTTEMT2PJD/3M/RPAwCTqKKoFWtxP4WhUUORzcRw7xLH9EANT/qjaRXiQwPYuwcDiyUswMIclIB9P7aeuxkAEscN9NOR4McLAHBZPQUPtXBvDU6ijZ0lshkaFt0OY5dowhD3USApGJcGtJLZ3DHPlu78Wg1HtpZIpf1SpPRyIKonth3OVOvbnKhjVwSVzVTt5yVzV0KgIHN9/yVyhUe3vQ2+T8WI0V+1gVLXcKTpmKTgTMDhUKTpaKTgXCcOi852O/F9vhWcohddBCn/5pzeF5z8FJ1D5hzqFt/2r6LSot1Dl4ZmtR/7RU9eCszax8NjG4Pino6PwBKqgbizM9Y+O8osGN8Nm/JOkgoZ+PQ9zqsEfsb+TUUQfkNE+OTnxMQJdYMdA8inssBhmYSf+Z+oA2xYlsP09VBWimO1Tx6jYrtd26C0eunDmXmh3p77kYVCNn41+Ji90/gA/25aFdBo9UuQ71AOLspm8u2BFTmp4BaUhlRZkqV+aegOBaTnGimoMF2UpXyrP67xdsmhaXtNlr8d0qo2WzefzXL5ql+ts6x5TKnRKPWlhsXrZWNB1UOz0O6u8y3YbA+PJTK92mMYNrTqYrSdzsBtvTyesWJ7rrjY3lqhdm+IcnRX6M6ky7bAFNt8Q6gXWqFfIh9y4ycLNOlcoN521M1Vdcn6b72t8iXPqjfvGs/l0Me7fHBous56P373+Jvuu9N7P6MYD93/70w//7W9Pf3CASBXbI5I1rH0M8KxhZyDoDjAcbgD3PsSJUwyY5zFw1GPgeIcHwEQPCf/G8Vnx+FqE94Dku2KgGMwQkPoBsd/jqyz81euzwXTBCMraqgr0Qx3sQ305fkHdwLDPYbkeV2025qM+cVzAnlheudC9Mx34X27hRqBS1LDT2tl/KxZH5y7b093LdtvdvczVUPPj/TbqwN39YufhX+Nd+098QOwF4o3AkaSoAU/K1GAUFzEmRLqA1+FEFuFPHLFbbK8GMgNwDuQDUbusFEYUfUQ7Bq5/GDSGA6NNppD0yOSuaqwYNraHZ0/giYN4+ySHHYCKBJICyYrDyxvDfUmDnUJjySJ2DKx3P2oMNXV8dWOIwPZgZP5BesFJeAGTDBnfJekoPFYZnvtsTsLtDcET8JfcB4olrtoYtsMAKE9cz5mWnfeYFleHi9mov7bErq6pNA8WmGxphqZRpKgbU7re4XiTLjQ9sUc/1pxeoVr4T6FyuklXaqm/rulKVe91+s1J6Svyi6AigjIHCmQqdfLyKvAYMs4CdKr5f3jOVzMzKCeOGEvWfzCejMG9WCqHdPBwZ0ECmiB2GRLSlCFvFznhdyydCXvaRr9isRxcpnNYJguCPIElYvFYFgpBUTwG3cGBgcdyMLh4RNUpKLUP6ibSUOPxWHxn9LFcbdNUztdio9HsWD07DInI+LnHO7Dyq4Gux2BYeHFzI4FGithbDHqWxFJxAtRjUKexbDqDnUsAoNrpZcBFI0YDQd1KQhNtnwfGkqgEgkMs2q2BhE8GxDeqPgHPxKHJOJ7J5DLIis1gGZTgG8aWTp/59WE1AHYOwTeWCdkB6td2qETwGNwD1Tzt9wJBLBb8RP/SfifQH3oyk05DCz7wCMjzIYQT6Bn/BkYk4sTlm2DOJTTCn9uW8FBkXGB2n4DSnzrVrq6vdjEjQODY9ufm8vwjUVbU5cwOjcb2sVdISagwhyGTLB3Wmw5/nL60XPuSB3I+vqGyiZ3cTHTP7zxoFmFf0z6KZF7aSuyS27Gw1hiqLoPtwCesLoboFYvhyQQeMg0iFkf45vOTJLaF7c4IfuMk3W/cgF+nF9PVoj116MtkEO2fwIxTB/4Sjs9Dc5gv2mu+aK+hHBxt7gvkOI4n4F4Cz4XLa35haOIwVO791EbreNlze76TSJrksuH9NIjzWMIX7TUsUwS7h0AywxftuVC0EyCxgANksXgkIpLAIPdyZ6h3RBJPhNX7dSZ2RHvN51wwmpA4ctGNHZaazPi5Z7uFUDVozGAcJrebJsHOS/o7UoMxp+JJGCkIdqydzZyHIUCjdnwpdH0bORt0K4Z+o65D/4uo94lEItIxUsDqcrUiZGYx4gBd5wDgOUiBaIcfYLTmsHgCy2aPA55ZBGDXItHugwQpP9uhxiLWCuI59ylEey7tK2aoqhR0zpd3qRQaMNyAmgkinkqeXjHMbUKLnz83QyvcD3yB2R3/nGqP1LhL6nuBsnL+50tF+yn6iHYwXyraXynQInGlaH+5alO75IH2pxDtZ78Q0R4vBqI9RJFAtON+H1LYFrbH21p/4yTdb9yAX6cX02vR/lq0vxbtnzm9Fu0o5fzPXzLRfnaMJbPoZYq/BBRPBB1F7yY2y4ipGpbD3/MXARGq49jXsALQTzpaAvwwWgEksB9ib56gd1xQZ0TfPjwR7/hh1EefjeFtDPkXYNCtC5FRELKgd/iQSOgR4luZD1JvYtgb0SpaAvsxovXNAhqexmoI5ukN2UFn4SL2RkB2GPZm1n9PnjlGRXi0YobAup8MlkJjaRjrcdR8FnGi8+uPWzIjQiAn0oiH+DP9eeLquHoMmo0aPJ+sbZYPEWTOVRhMXgpxhOInr8OFtJS5kP1K61QvSdHK8CX1XXiLFfRgF/N20mULa7sU+koEul1WQzWhGT996fPtFxljLiCk7G6lfoJ531m/TaKycSz+hS8AaUcL8smAas6l1HbRmcAO4xcX5FNFX7T7A05sKSmWiqHlcOD6KSxe87NwzF+Q3xHtiPpQyTS2WUzd/3kvyPvMAKVwQT4aTQpBNliQDydvA7HPuiAPFLb3c1yQB63CX5DfQ0P51VuQh5l+vSCPXS3af80W5DGE2EQMC94ebcbgDy2DHV5iVsTDWj/NgvxBG3kk7OM7op3YdMl/a08UEcr5DARPBR0Fk2VrayA3ieR7vqUQ899y/QBjISsb2QkfRmYCgRnYm8cYDliZLEb0jeCQRZqzFPXRbwNp90kCqd9g4VwEIZYN0F9DLi8E9JpMfQ3Dvn4cqtop7AMEq42WDeDMvVy0X0cDAh3FR0ALHsWB6aBDYpDLBjxbwzbvU9ttAgtcnKKUzGwvksFsAeG2EUOLwfC+nbpaxdYQfiMmTOQ2NkY7t0u3G7sAR0yw+MnKei74ylzI/lceCLJJkYy5pL7zRLjh52E6j6an6OOC9r1Loa/EuLa6dyTaP1HnvsgA2i+I9rBzxOk5Iy8Q7ThJIz+30GpP4scvNIHvWKbY/v5Fqz3V9kV7Mbi/oaQEAVZ7Csd90Z4LKsJ8q33HRkfem6ijWey8aP95Wu1AdUFuaLVHxEqgiQus9nBiN2L6s1rtgNUHP0ervRa8a0/sIb/YXz2rPYW9ttrP3/u1ttqxl4j2LLb3GUX7xmqvYWB97Cd90R4YG0lsKxpO3wo8pDHfXTpyyfadoK+FfoO+a3ToTeg/Erlj+5mBU3XwAOb7akeXQQOhCzi6ge3k+HVHTuHnBhf6JIY/A6dw/yfKDMpioZN3WPNR5PGdDv3Fd+o6iuo7Ch3TI4/z0Bkci/oeFUuHrurbSnYvjqJu+RAIi2O7T18YS9TvEDJH2HYYUYVHm1Z85/hPSGE/L7p0fmK5T5mOLnxf3USIHA==</script><script 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</script><script 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</script><script 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</script><script 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</script><script 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</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>
|