817 lines
2.3 MiB
817 lines
2.3 MiB
<!doctype html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<style>
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html, body {
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padding: 0;
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margin: 0;
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height: 100%;
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border: none;
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-webkit-text-size-adjust: 100%;
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font-family: Helvetica, sans-serif;
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}
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#loading {
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position: absolute;
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top: 0;
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left: 0;
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right: 0;
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width: 100%;
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height: 100%;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-pack: center;
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-ms-flex-pack: center;
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justify-content: center;
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}
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.wrapper {
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position: relative;
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top: 20%;
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width: 10vw;
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height: 10vw;
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display: -webkit-box;
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display: -ms-flexbox;
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display: flex;
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-webkit-box-orient: vertical;
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-webkit-box-direction: normal;
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-ms-flex-direction: column;
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flex-direction: column;
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-webkit-box-align: center;
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-ms-flex-align: center;
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align-items: center;
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}
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.logo > svg {
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width: 100%;
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height: 100%;
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}
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#stage {
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font-size: 16px;
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margin-top: 20px;
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}
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</style>
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</head>
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<body>
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<div id="loading">
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<div class="wrapper">
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<div class="logo">
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<svg width="144" height="144" viewBox="0 0 144 144" fill="none" xmlns="http://www.w3.org/2000/svg"><mask id="a" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="144" height="144"><circle cx="72" cy="72" r="72" fill="#fff"/></mask><g mask="url(#a)"><path d="M144 0H0v144h144V0Z" fill="#10255F"/><rect x="-67.999" y="-92" width="232" height="48" rx="24" transform="rotate(30 -68 -92)" fill="#4581B7"/><rect x="-22.718" y="-10.43" width="232" height="48" rx="24" transform="rotate(30 -22.718 -10.43)" fill="#5491C7"/><rect x="39.885" y="81.139" width="232" height="48" rx="24" transform="rotate(30 39.885 81.14)" fill="#4581B7"/></g></svg>
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</div>
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<div id="stage">Loading...</div>
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</div>
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</div>
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<script>/*! For license information please see main.js.LICENSE.txt */
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(size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n \n ...b,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSizeA,\n b: $assetsInitialSizeB,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTimeA,\n b: $downloadTimeB,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSizeA,\n b: $assetsAllSizeB,\n },\n {\n $chunksInitialA,\n $chunksInitialB,\n $chunksAsyncA,\n $chunksAsyncB,\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSizeA,\n b: $assetsAsyncSizeB,\n },\n ].[a != b],\n })\n .[diff.size()]\n};\n",T="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n$statsACompressed: $statA.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.extensions.payload.compilations.resources.size.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n",D="\n$aModules: $statA.compilation.modules.[not shouldHideModule()];\n$bModules: $statB.compilation.modules.[not shouldHideModule()];\n\n$addedModules: $bModules.[not identifier.resolveModule($statA.compilation.hash)].({module: $, hash: $statB.compilation.hash});\n$removedModules: $aModules.[not identifier.resolveModule($statB.compilation.hash)].({module: $, hash: $statA.compilation.hash});\n$intersectedModules: $statA.compilation.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n}).[b.module];\n\n$modulesDiff: {\n added: $addedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: 0,\n b: $moduleSize\n }\n ]\n })\n .sort(diff[type='size'].b desc),\n removed: $removedModules\n .({\n $moduleSize: module.getModuleSize(hash, $useCompressedSize).size;\n module,\n hash,\n diff: [\n {\n type: 'size',\n a: $moduleSize,\n b: 0\n }\n ]\n })\n .sort(diff[type='size'].a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n ...b,\n diff: [\n {\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize,\n hasDiff: $moduleASize != $moduleBSize\n },\n {\n $totalAModules: $a.module.modules.size();\n $totalBModules: $b.module.modules.size();\n type: 'number',\n a: $totalAModules,\n b: $totalBModules,\n plural: { words: ['concat module', 'concat modules'] },\n hasDiff: $totalAModules != $totalBModules\n },\n ].[hasDiff],\n })\n .[diff.size()]\n};\n",L="\n$addedPackages: ($statB.compilation.nodeModules.name - 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Dn(e,t){const{chart:n,_cachedMeta:i}=e,r=n._stacks||(n._stacks={}),{iScale:o,vScale:a,index:s}=i,l=o.axis,c=a.axis,u=function(e,t,n){return`${e.id}.${t.id}.${n.stack||n.type}`}(o,a,i),d=t.length;let h;for(let e=0;e<d;++e){const n=t[e],{[l]:o,[c]:d}=n;h=(n._stacks||(n._stacks={}))[c]=Sn(r,u,o),h[s]=d,h._top=Tn(h,a,!0,i.type),h._bottom=Tn(h,a,!1,i.type)}}function Ln(e,t){const n=e.scales;return Object.keys(n).filter((e=>n[e].axis===t)).shift()}function In(e,t){const n=e.controller.index,i=e.vScale&&e.vScale.axis;if(i){t=t||e._parsed;for(const e of t){const t=e._stacks;if(!t||void 0===t[i]||void 0===t[i][n])return;delete t[i][n]}}}const zn=e=>"reset"===e||"none"===e,Nn=(e,t)=>t?e:Object.assign({},e);class On{constructor(e,t){this.chart=e,this._ctx=e.ctx,this.index=t,this._cachedDataOpts={},this._cachedMeta=this.getMeta(),this._type=this._cachedMeta.type,this.options=void 0,this._parsing=!1,this._data=void 0,this._objectData=void 0,this._sharedOptions=void 0,this._drawStart=void 0,this._drawCount=void 0,this.enableOptionSharing=!1,this.supportsDecimation=!1,this.$context=void 0,this._syncList=[],this.initialize()}initialize(){const e=this._cachedMeta;this.configure(),this.linkScales(),e._stacked=An(e.vScale,e),this.addElements()}updateIndex(e){this.index!==e&&In(this._cachedMeta),this.index=e}linkScales(){const e=this.chart,t=this._cachedMeta,n=this.getDataset(),i=(e,t,n,i)=>"x"===e?t:"r"===e?i:n,r=t.xAxisID=u(n.xAxisID,Ln(e,"x")),o=t.yAxisID=u(n.yAxisID,Ln(e,"y")),a=t.rAxisID=u(n.rAxisID,Ln(e,"r")),s=t.indexAxis,l=t.iAxisID=i(s,r,o,a),c=t.vAxisID=i(s,o,r,a);t.xScale=this.getScaleForId(r),t.yScale=this.getScaleForId(o),t.rScale=this.getScaleForId(a),t.iScale=this.getScaleForId(l),t.vScale=this.getScaleForId(c)}getDataset(){return this.chart.data.datasets[this.index]}getMeta(){return this.chart.getDatasetMeta(this.index)}getScaleForId(e){return this.chart.scales[e]}_getOtherScale(e){const t=this._cachedMeta;return e===t.iScale?t.vScale:t.iScale}reset(){this._update("reset")}_destroy(){const e=this._cachedMeta;this._data&&te(this._data,this),e._stacked&&In(e)}_dataCheck(){const e=this.getDataset(),t=e.data||(e.data=[]),n=this._data;if(s(t))this._data=function(e){const t=Object.keys(e),n=new Array(t.length);let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i],n[i]={x:o,y:e[o]};return n}(t);else if(n!==t){if(n){te(n,this);const e=this._cachedMeta;In(e),e._parsed=[]}t&&Object.isExtensible(t)&&(this,(i=t)._chartjs?i._chartjs.listeners.push(this):(Object.defineProperty(i,"_chartjs",{configurable:!0,enumerable:!1,value:{listeners:[this]}}),ee.forEach((e=>{const t="_onData"+M(e),n=i[e];Object.defineProperty(i,e,{configurable:!0,enumerable:!1,value(...e){const r=n.apply(this,e);return i._chartjs.listeners.forEach((n=>{"function"==typeof n[t]&&n[t](...e)})),r}})})))),this._syncList=[],this._data=t}var i}addElements(){const e=this._cachedMeta;this._dataCheck(),this.datasetElementType&&(e.dataset=new this.datasetElementType)}buildOrUpdateElements(e){const t=this._cachedMeta,n=this.getDataset();let i=!1;this._dataCheck();const r=t._stacked;t._stacked=An(t.vScale,t),t.stack!==n.stack&&(i=!0,In(t),t.stack=n.stack),this._resyncElements(e),(i||r!==t._stacked)&&Dn(this,t._parsed)}configure(){const e=this.chart.config,t=e.datasetScopeKeys(this._type),n=e.getOptionScopes(this.getDataset(),t,!0);this.options=e.createResolver(n,this.getContext()),this._parsing=this.options.parsing,this._cachedDataOpts={}}parse(e,t){const{_cachedMeta:n,_data:i}=this,{iScale:r,_stacked:o}=n,l=r.axis;let c,u,d,h=0===e&&t===i.length||n._sorted,p=e>0&&n._parsed[e-1];if(!1===this._parsing)n._parsed=i,n._sorted=!0,d=i;else{d=a(i[e])?this.parseArrayData(n,i,e,t):s(i[e])?this.parseObjectData(n,i,e,t):this.parsePrimitiveData(n,i,e,t);const r=()=>null===u[l]||p&&u[l]<p[l];for(c=0;c<t;++c)n._parsed[c+e]=u=d[c],h&&(r()&&(h=!1),p=u);n._sorted=h}o&&Dn(this,d)}parsePrimitiveData(e,t,n,i){const{iScale:r,vScale:o}=e,a=r.axis,s=o.axis,l=r.getLabels(),c=r===o,u=new Array(i);let d,h,p;for(d=0,h=i;d<h;++d)p=d+n,u[d]={[a]:c||r.parse(l[p],p),[s]:o.parse(t[p],p)};return u}parseArrayData(e,t,n,i){const{xScale:r,yScale:o}=e,a=new Array(i);let s,l,c,u;for(s=0,l=i;s<l;++s)c=s+n,u=t[c],a[s]={x:r.parse(u[0],c),y:o.parse(u[1],c)};return a}parseObjectData(e,t,n,i){const{xScale:r,yScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l=new Array(i);let c,u,d,h;for(c=0,u=i;c<u;++c)d=c+n,h=t[d],l[c]={x:r.parse(k(h,a),d),y:o.parse(k(h,s),d)};return l}getParsed(e){return this._cachedMeta._parsed[e]}getDataElement(e){return this._cachedMeta.data[e]}applyStack(e,t,n){const i=this.chart,r=this._cachedMeta,o=t[e.axis];return Cn({keys:Mn(i,!0),values:t._stacks[e.axis]},o,r.index,{mode:n})}updateRangeFromParsed(e,t,n,i){const r=n[t.axis];let o=null===r?NaN:r;const a=i&&n._stacks[t.axis];i&&a&&(i.values=a,o=Cn(i,r,this._cachedMeta.index)),e.min=Math.min(e.min,o),e.max=Math.max(e.max,o)}getMinMax(e,t){const n=this._cachedMeta,i=n._parsed,r=n._sorted&&e===n.iScale,o=i.length,a=this._getOtherScale(e),s=((e,t,n)=>e&&!t.hidden&&t._stacked&&{keys:Mn(n,!0),values:null})(t,n,this.chart),c={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY},{min:u,max:d}=function(e){const{min:t,max:n,minDefined:i,maxDefined:r}=e.getUserBounds();return{min:i?t:Number.NEGATIVE_INFINITY,max:r?n:Number.POSITIVE_INFINITY}}(a);let h,p;function f(){p=i[h];const t=p[a.axis];return!l(p[e.axis])||u>t||d<t}for(h=0;h<o&&(f()||(this.updateRangeFromParsed(c,e,p,s),!r));++h);if(r)for(h=o-1;h>=0;--h)if(!f()){this.updateRangeFromParsed(c,e,p,s);break}return c}getAllParsedValues(e){const t=this._cachedMeta._parsed,n=[];let i,r,o;for(i=0,r=t.length;i<r;++i)o=t[i][e.axis],l(o)&&n.push(o);return n}getMaxOverflow(){return!1}getLabelAndValue(e){const t=this._cachedMeta,n=t.iScale,i=t.vScale,r=this.getParsed(e);return{label:n?""+n.getLabelForValue(r[n.axis]):"",value:i?""+i.getLabelForValue(r[i.axis]):""}}_update(e){const t=this._cachedMeta;this.update(e||"default"),t._clip=function(e){let t,n,i,r;return s(e)?(t=e.top,n=e.right,i=e.bottom,r=e.left):t=n=i=r=e,{top:t,right:n,bottom:i,left:r,disabled:!1===e}}(u(this.options.clip,function(e,t,n){if(!1===n)return!1;const i=kn(e,n),r=kn(t,n);return{top:r.end,right:i.end,bottom:r.start,left:i.start}}(t.xScale,t.yScale,this.getMaxOverflow())))}update(e){}draw(){const e=this._ctx,t=this.chart,n=this._cachedMeta,i=n.data||[],r=t.chartArea,o=[],a=this._drawStart||0,s=this._drawCount||i.length-a,l=this.options.drawActiveElementsOnTop;let c;for(n.dataset&&n.dataset.draw(e,r,a,s),c=a;c<a+s;++c){const t=i[c];t.hidden||(t.active&&l?o.push(t):t.draw(e,r))}for(c=0;c<o.length;++c)o[c].draw(e,r)}getStyle(e,t){const n=t?"active":"default";return void 0===e&&this._cachedMeta.dataset?this.resolveDatasetElementOptions(n):this.resolveDataElementOptions(e||0,n)}getContext(e,t,n){const i=this.getDataset();let r;if(e>=0&&e<this._cachedMeta.data.length){const t=this._cachedMeta.data[e];r=t.$context||(t.$context=function(e,t,n){return kt(e,{active:!1,dataIndex:t,parsed:void 0,raw:void 0,element:n,index:t,mode:"default",type:"data"})}(this.getContext(),e,t)),r.parsed=this.getParsed(e),r.raw=i.data[e],r.index=r.dataIndex=e}else r=this.$context||(this.$context=function(e,t){return kt(e,{active:!1,dataset:void 0,datasetIndex:t,index:t,mode:"default",type:"dataset"})}(this.chart.getContext(),this.index)),r.dataset=i,r.index=r.datasetIndex=this.index;return r.active=!!t,r.mode=n,r}resolveDatasetElementOptions(e){return this._resolveElementOptions(this.datasetElementType.id,e)}resolveDataElementOptions(e,t){return this._resolveElementOptions(this.dataElementType.id,t,e)}_resolveElementOptions(e,t="default",n){const i="active"===t,r=this._cachedDataOpts,o=e+"-"+t,a=r[o],s=this.enableOptionSharing&&C(n);if(a)return Nn(a,s);const l=this.chart.config,c=l.datasetElementScopeKeys(this._type,e),u=i?[`${e}Hover`,"hover",e,""]:[e,""],d=l.getOptionScopes(this.getDataset(),c),h=Object.keys(Je.elements[e]),p=l.resolveNamedOptions(d,h,(()=>this.getContext(n,i)),u);return p.$shared&&(p.$shared=s,r[o]=Object.freeze(Nn(p,s))),p}_resolveAnimations(e,t,n){const i=this.chart,r=this._cachedDataOpts,o=`animation-${t}`,a=r[o];if(a)return a;let s;if(!1!==i.options.animation){const i=this.chart.config,r=i.datasetAnimationScopeKeys(this._type,t),o=i.getOptionScopes(this.getDataset(),r);s=i.createResolver(o,this.getContext(e,n,t))}const l=new xn(i,s&&s.animations);return s&&s._cacheable&&(r[o]=Object.freeze(l)),l}getSharedOptions(e){if(e.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}_getSharedOptions(e,t){const n=this.resolveDataElementOptions(e,t),i=this._sharedOptions,r=this.getSharedOptions(n),o=this.includeOptions(t,r)||r!==i;return this.updateSharedOptions(r,t,n),{sharedOptions:r,includeOptions:o}}updateElement(e,t,n,i){zn(i)?Object.assign(e,n):this._resolveAnimations(t,i).update(e,n)}updateSharedOptions(e,t,n){e&&!zn(t)&&this._resolveAnimations(void 0,t).update(e,n)}_setStyle(e,t,n,i){e.active=i;const r=this.getStyle(t,i);this._resolveAnimations(t,n,i).update(e,{options:!i&&this.getSharedOptions(r)||r})}removeHoverStyle(e,t,n){this._setStyle(e,n,"active",!1)}setHoverStyle(e,t,n){this._setStyle(e,n,"active",!0)}_removeDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!1)}_setDatasetHoverStyle(){const e=this._cachedMeta.dataset;e&&this._setStyle(e,void 0,"active",!0)}_resyncElements(e){const t=this._data,n=this._cachedMeta.data;for(const[e,t,n]of this._syncList)this[e](t,n);this._syncList=[];const i=n.length,r=t.length,o=Math.min(r,i);o&&this.parse(0,o),r>i?this._insertElements(i,r-i,e):r<i&&this._removeElements(r,i-r)}_insertElements(e,t,n=!0){const i=this._cachedMeta,r=i.data,o=e+t;let a;const s=e=>{for(e.length+=t,a=e.length-1;a>=o;a--)e[a]=e[a-t]};for(s(r),a=e;a<o;++a)r[a]=new this.dataElementType;this._parsing&&s(i._parsed),this.parse(e,t),n&&this.updateElements(r,e,t,"reset")}updateElements(e,t,n,i){}_removeElements(e,t){const n=this._cachedMeta;if(this._parsing){const i=n._parsed.splice(e,t);n._stacked&&In(n,i)}n.data.splice(e,t)}_sync(e){if(this._parsing)this._syncList.push(e);else{const[t,n,i]=e;this[t](n,i)}this.chart._dataChanges.push([this.index,...e])}_onDataPush(){const e=arguments.length;this._sync(["_insertElements",this.getDataset().data.length-e,e])}_onDataPop(){this._sync(["_removeElements",this._cachedMeta.data.length-1,1])}_onDataShift(){this._sync(["_removeElements",0,1])}_onDataSplice(e,t){t&&this._sync(["_removeElements",e,t]);const n=arguments.length-2;n&&this._sync(["_insertElements",e,n])}_onDataUnshift(){this._sync(["_insertElements",0,arguments.length])}}function En(e){const t=e.iScale,n=function(e,t){if(!e._cache.$bar){const n=e.getMatchingVisibleMetas(t);let i=[];for(let t=0,r=n.length;t<r;t++)i=i.concat(n[t].controller.getAllParsedValues(e));e._cache.$bar=ne(i.sort(((e,t)=>e-t)))}return e._cache.$bar}(t,e.type);let i,r,o,a,s=t._length;const l=()=>{32767!==o&&-32768!==o&&(C(a)&&(s=Math.min(s,Math.abs(o-a)||s)),a=o)};for(i=0,r=n.length;i<r;++i)o=t.getPixelForValue(n[i]),l();for(a=void 0,i=0,r=t.ticks.length;i<r;++i)o=t.getPixelForTick(i),l();return s}function $n(e,t,n,i){return a(e)?function(e,t,n,i){const r=n.parse(e[0],i),o=n.parse(e[1],i),a=Math.min(r,o),s=Math.max(r,o);let l=a,c=s;Math.abs(a)>Math.abs(s)&&(l=s,c=a),t[n.axis]=c,t._custom={barStart:l,barEnd:c,start:r,end:o,min:a,max:s}}(e,t,n,i):t[n.axis]=n.parse(e,i),t}function jn(e,t,n,i){const r=e.iScale,o=e.vScale,a=r.getLabels(),s=r===o,l=[];let c,u,d,h;for(c=n,u=n+i;c<u;++c)h=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push($n(h,d,o,c));return l}function _n(e){return e&&void 0!==e.barStart&&void 0!==e.barEnd}function Pn(e,t,n,i){let r=t.borderSkipped;const o={};if(!r)return void(e.borderSkipped=o);if(!0===r)return void(e.borderSkipped={top:!0,right:!0,bottom:!0,left:!0});const{start:a,end:s,reverse:l,top:c,bottom:u}=function(e){let t,n,i,r,o;return e.horizontal?(t=e.base>e.x,n="left",i="right"):(t=e.base<e.y,n="bottom",i="top"),t?(r="end",o="start"):(r="start",o="end"),{start:n,end:i,reverse:t,top:r,bottom:o}}(e);"middle"===r&&n&&(e.enableBorderRadius=!0,(n._top||0)===i?r=c:(n._bottom||0)===i?r=u:(o[Bn(u,a,s,l)]=!0,r=c)),o[Bn(r,a,s,l)]=!0,e.borderSkipped=o}function Bn(e,t,n,i){var r,o,a;return i?(a=n,e=Rn(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Rn(e,t,n),e}function Rn(e,t,n){return"start"===e?t:"end"===e?n:e}function Fn(e,{inflateAmount:t},n){e.inflateAmount="auto"===t?1===n?.33:0:t}On.defaults={},On.prototype.datasetElementType=null,On.prototype.dataElementType=null;class Hn extends On{parsePrimitiveData(e,t,n,i){return jn(e,t,n,i)}parseArrayData(e,t,n,i){return jn(e,t,n,i)}parseObjectData(e,t,n,i){const{iScale:r,vScale:o}=e,{xAxisKey:a="x",yAxisKey:s="y"}=this._parsing,l="x"===r.axis?a:s,c="x"===o.axis?a:s,u=[];let d,h,p,f;for(d=n,h=n+i;d<h;++d)f=t[d],p={},p[r.axis]=r.parse(k(f,l),d),u.push($n(k(f,c),p,o,d));return u}updateRangeFromParsed(e,t,n,i){super.updateRangeFromParsed(e,t,n,i);const r=n._custom;r&&t===this._cachedMeta.vScale&&(e.min=Math.min(e.min,r.min),e.max=Math.max(e.max,r.max))}getMaxOverflow(){return 0}getLabelAndValue(e){const t=this._cachedMeta,{iScale:n,vScale:i}=t,r=this.getParsed(e),o=r._custom,a=_n(o)?"["+o.start+", "+o.end+"]":""+i.getLabelForValue(r[i.axis]);return{label:""+n.getLabelForValue(r[n.axis]),value:a}}initialize(){this.enableOptionSharing=!0,super.initialize(),this._cachedMeta.stack=this.getDataset().stack}update(e){const t=this._cachedMeta;this.updateElements(t.data,0,t.data.length,e)}updateElements(e,t,n,i){const r="reset"===i,{index:a,_cachedMeta:{vScale:s}}=this,l=s.getBasePixel(),c=s.isHorizontal(),u=this._getRuler(),{sharedOptions:d,includeOptions:h}=this._getSharedOptions(t,i);for(let p=t;p<t+n;p++){const t=this.getParsed(p),n=r||o(t[s.axis])?{base:l,head:l}:this._calculateBarValuePixels(p),f=this._calculateBarIndexPixels(p,u),g=(t._stacks||{})[s.axis],m={horizontal:c,base:n.base,enableBorderRadius:!g||_n(t._custom)||a===g._top||a===g._bottom,x:c?n.head:f.center,y:c?f.center:n.head,height:c?f.size:Math.abs(n.size),width:c?Math.abs(n.size):f.size};h&&(m.options=d||this.resolveDataElementOptions(p,e[p].active?"active":i));const v=m.options||e[p].options;Pn(m,v,g,a),Fn(m,v,u.ratio),this.updateElement(e[p],p,m,i)}}_getStacks(e,t){const{iScale:n}=this._cachedMeta,i=n.getMatchingVisibleMetas(this._type).filter((e=>e.controller.options.grouped)),r=n.options.stacked,a=[],s=e=>{const n=e.controller.getParsed(t),i=n&&n[e.vScale.axis];if(o(i)||isNaN(i))return!0};for(const n of i)if((void 0===t||!s(n))&&((!1===r||-1===a.indexOf(n.stack)||void 0===r&&void 0===n.stack)&&a.push(n.stack),n.index===e))break;return a.length||a.push(void 0),a}_getStackCount(e){return this._getStacks(void 0,e).length}_getStackIndex(e,t,n){const i=this._getStacks(e,n),r=void 0!==t?i.indexOf(t):-1;return-1===r?i.length-1:r}_getRuler(){const e=this.options,t=this._cachedMeta,n=t.iScale,i=[];let r,o;for(r=0,o=t.data.length;r<o;++r)i.push(n.getPixelForValue(this.getParsed(r)[n.axis],r));const a=e.barThickness;return{min:a||En(t),pixels:i,start:n._startPixel,end:n._endPixel,stackCount:this._getStackCount(),scale:n,grouped:e.grouped,ratio:a?1:e.categoryPercentage*e.barPercentage}}_calculateBarValuePixels(e){const{_cachedMeta:{vScale:t,_stacked:n},options:{base:i,minBarLength:r}}=this,a=i||0,s=this.getParsed(e),l=s._custom,c=_n(l);let u,d,h=s[t.axis],p=0,f=n?this.applyStack(t,s,n):h;f!==h&&(p=f-h,f=h),c&&(h=l.barStart,f=l.barEnd-l.barStart,0!==h&&j(h)!==j(l.barEnd)&&(p=0),p+=h);const g=o(i)||c?p:i;let m=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(p+f):m,d=u-m,Math.abs(d)<r){d=function(e,t,n){return 0!==e?j(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,a)*r,h===a&&(m-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),o=Math.max(e,n);m=Math.max(Math.min(m,o),i),u=m+d}if(m===t.getPixelForValue(a)){const e=j(d)*t.getLineWidthForValue(a)/2;m+=e,d-=e}return{size:d,base:m,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,a=u(i.maxBarThickness,1/0);let s,l;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,c="flex"===i.barThickness?function(e,t,n,i){const r=t.pixels,o=r[e];let a=e>0?r[e-1]:null,s=e<r.length-1?r[e+1]:null;const l=n.categoryPercentage;null===a&&(a=o-(null===s?t.end-t.start:s-o)),null===s&&(s=o+o-a);const c=o-(o-Math.min(a,s))/2*l;return{chunk:Math.abs(s-a)/2*l/i,ratio:n.barPercentage,start:c}}(e,t,i,n):function(e,t,n,i){const r=n.barThickness;let a,s;return o(r)?(a=t.min*n.categoryPercentage,s=n.barPercentage):(a=r*i,s=1),{chunk:a/i,ratio:s,start:t.pixels[e]-a/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);s=c.start+c.chunk*u+c.chunk/2,l=Math.min(a,c.chunk*c.ratio)}else s=n.getPixelForValue(this.getParsed(e)[n.axis],e),l=Math.min(a,t.min*t.ratio);return{base:s-l/2,head:s+l/2,center:s,size:l}}draw(){const e=this._cachedMeta,t=e.vScale,n=e.data,i=n.length;let r=0;for(;r<i;++r)null!==this.getParsed(r)[t.axis]&&n[r].draw(this._ctx)}}Hn.id="bar",Hn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Hn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Un extends On{initialize(){this.enableOptionSharing=!0,super.initialize()}parsePrimitiveData(e,t,n,i){const r=super.parsePrimitiveData(e,t,n,i);for(let e=0;e<r.length;e++)r[e]._custom=this.resolveDataElementOptions(e+n).radius;return r}parseArrayData(e,t,n,i){const r=super.parseArrayData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i[2],this.resolveDataElementOptions(e+n).radius)}return r}parseObjectData(e,t,n,i){const r=super.parseObjectData(e,t,n,i);for(let e=0;e<r.length;e++){const i=t[n+e];r[e]._custom=u(i&&i.r&&+i.r,this.resolveDataElementOptions(e+n).radius)}return r}getMaxOverflow(){const e=this._cachedMeta.data;let t=0;for(let n=e.length-1;n>=0;--n)t=Math.max(t,e[n].size(this.resolveDataElementOptions(n))/2);return t>0&&t}getLabelAndValue(e){const t=this._cachedMeta,{xScale:n,yScale:i}=t,r=this.getParsed(e),o=n.getLabelForValue(r.x),a=i.getLabelForValue(r.y),s=r._custom;return{label:t.label,value:"("+o+", "+a+(s?", "+s:"")+")"}}update(e){const t=this._cachedMeta.data;this.updateElements(t,0,t.length,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:s,includeOptions:l}=this._getSharedOptions(t,i),c=o.axis,u=a.axis;for(let d=t;d<t+n;d++){const t=e[d],n=!r&&this.getParsed(d),h={},p=h[c]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[c]),f=h[u]=r?a.getBasePixel():a.getPixelForValue(n[u]);h.skip=isNaN(p)||isNaN(f),l&&(h.options=s||this.resolveDataElementOptions(d,t.active?"active":i),r&&(h.options.radius=0)),this.updateElement(t,d,h,i)}}resolveDataElementOptions(e,t){const n=this.getParsed(e);let i=super.resolveDataElementOptions(e,t);i.$shared&&(i=Object.assign({},i,{$shared:!1}));const r=i.radius;return"active"!==t&&(i.radius=0),i.radius+=u(n&&n._custom,r),i}}Un.id="bubble",Un.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Un.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class qn extends On{constructor(e,t){super(e,t),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(e,t){const n=this.getDataset().data,i=this._cachedMeta;if(!1===this._parsing)i._parsed=n;else{let r,o,a=e=>+n[e];if(s(n[e])){const{key:e="value"}=this._parsing;a=t=>+k(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return F(this.options.rotation-90)}_getCircumference(){return F(this.options.circumference)}_getRotationExtents(){let e=D,t=-D;for(let n=0;n<this.chart.data.datasets.length;++n)if(this.chart.isDatasetVisible(n)){const i=this.chart.getDatasetMeta(n).controller,r=i._getRotation(),o=i._getCircumference();e=Math.min(e,r),t=Math.max(t,r+o)}return{rotation:e,circumference:t-e}}update(e){const t=this.chart,{chartArea:n}=t,i=this._cachedMeta,r=i.data,o=this.getMaxBorderWidth()+this.getMaxOffset(r)+this.options.spacing,a=Math.max((Math.min(n.width,n.height)-o)/2,0),s=Math.min((c=a,"string"==typeof(l=this.options.cutout)&&l.endsWith("%")?parseFloat(l)/100:l/c),1);var l,c;const u=this._getRingWeight(this.index),{circumference:h,rotation:p}=this._getRotationExtents(),{ratioX:f,ratioY:g,offsetX:m,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<D){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),h=Math.sin(l),p=(e,t,i)=>V(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>V(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=p(0,c,d),m=p(N,u,h),v=f(T,c,d),y=f(T+N,u,h);i=(g-v)/2,r=(m-y)/2,o=-(g+v)/2,a=-(m+y)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,h,s),y=(n.width-o)/f,b=(n.height-o)/g,w=Math.max(Math.min(y,b)/2,0),x=d(this.options.radius,w),k=(x-Math.max(x*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=m*x,this.offsetY=v*x,i.total=this.calculateTotal(),this.outerRadius=x-k*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-k*u,0),this.updateElements(r,0,r.length,e)}_circumference(e,t){const n=this.options,i=this._cachedMeta,r=this._getCircumference();return t&&n.animation.animateRotate||!this.chart.getDataVisibility(e)||null===i._parsed[e]||i.data[e].hidden?0:this.calculateCircumference(i._parsed[e]*r/D)}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.chartArea,s=o.options.animation,l=(a.left+a.right)/2,c=(a.top+a.bottom)/2,u=r&&s.animateScale,d=u?0:this.innerRadius,h=u?0:this.outerRadius,{sharedOptions:p,includeOptions:f}=this._getSharedOptions(t,i);let g,m=this._getRotation();for(g=0;g<t;++g)m+=this._circumference(g,r);for(g=t;g<t+n;++g){const t=this._circumference(g,r),n=e[g],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:m,endAngle:m+t,circumference:t,outerRadius:h,innerRadius:d};f&&(o.options=p||this.resolveDataElementOptions(g,n.active?"active":i)),m+=t,this.updateElement(n,g,o,i)}}calculateTotal(){const e=this._cachedMeta,t=e.data;let n,i=0;for(n=0;n<t.length;n++){const r=e._parsed[n];null===r||isNaN(r)||!this.chart.getDataVisibility(n)||t[n].hidden||(i+=Math.abs(r))}return i}calculateCircumference(e){const t=this._cachedMeta.total;return t>0&&!isNaN(e)?D*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e],n.options.locale);return{label:i[e]||"",value:r}}getMaxBorderWidth(e){let t=0;const n=this.chart;let i,r,o,a,s;if(!e)for(i=0,r=n.data.datasets.length;i<r;++i)if(n.isDatasetVisible(i)){o=n.getDatasetMeta(i),e=o.data,a=o.controller;break}if(!e)return 0;for(i=0,r=e.length;i<r;++i)s=a.resolveDataElementOptions(i),"inner"!==s.borderAlign&&(t=Math.max(t,s.borderWidth||0,s.hoverBorderWidth||0));return t}getMaxOffset(e){let t=0;for(let n=0,i=e.length;n<i;++n){const e=this.resolveDataElementOptions(n);t=Math.max(t,e.offset||0,e.hoverOffset||0)}return t}_getRingWeightOffset(e){let t=0;for(let n=0;n<e;++n)this.chart.isDatasetVisible(n)&&(t+=this._getRingWeight(n));return t}_getRingWeight(e){return Math.max(u(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}qn.id="doughnut",qn.defaults={datasetElementType:!1,dataElementType:"arc",animation:{animateRotate:!0,animateScale:!1},animations:{numbers:{type:"number",properties:["circumference","endAngle","innerRadius","outerRadius","startAngle","x","y","offset","borderWidth","spacing"]}},cutout:"50%",rotation:0,circumference:360,radius:"100%",spacing:0,indexAxis:"r"},qn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},qn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label(e){let t=e.label;const n=": "+e.formattedValue;return a(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class Wn extends On{initialize(){this.enableOptionSharing=!0,this.supportsDecimation=!0,super.initialize()}update(e){const t=this._cachedMeta,{dataset:n,data:i=[],_dataset:r}=t,o=this.chart._animationsDisabled;let{start:a,count:s}=se(t,i,o);this._drawStart=a,this._drawCount=s,le(t)&&(a=0,s=i.length),n._chart=this.chart,n._datasetIndex=this.index,n._decimated=!!r._decimated,n.points=i;const l=this.resolveDatasetElementOptions(e);this.options.showLine||(l.borderWidth=0),l.segment=this.options.segment,this.updateElement(n,void 0,{animated:!o,options:l},e),this.updateElements(i,a,s,e)}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,{sharedOptions:u,includeOptions:d}=this._getSharedOptions(t,i),h=a.axis,p=s.axis,{spanGaps:f,segment:g}=this.options,m=P(f)?f:Number.POSITIVE_INFINITY,v=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let f=t;f<t+n;++f){const t=e[f],n=this.getParsed(f),b=v?t:{},w=o(n[p]),x=b[h]=a.getPixelForValue(n[h],f),k=b[p]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[p],f);b.skip=isNaN(x)||isNaN(k)||w,b.stop=f>0&&Math.abs(n[h]-y[h])>m,g&&(b.parsed=n,b.raw=c.data[f]),d&&(b.options=u||this.resolveDataElementOptions(f,t.active?"active":i)),v||this.updateElement(t,f,b,i),y=n}}getMaxOverflow(){const e=this._cachedMeta,t=e.dataset,n=t.options&&t.options.borderWidth||0,i=e.data||[];if(!i.length)return n;const r=i[0].size(this.resolveDataElementOptions(0)),o=i[i.length-1].size(this.resolveDataElementOptions(i.length-1));return Math.max(n,r,o)/2}draw(){const e=this._cachedMeta;e.dataset.updateControlPoints(this.chart.chartArea,e.iScale.axis),super.draw()}}Wn.id="line",Wn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},Wn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Gn extends On{constructor(e,t){super(e,t),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=an(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta.data;this._updateRadius(),this.updateElements(t,0,t.length,e)}getMinMax(){const e=this._cachedMeta,t={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return e.data.forEach(((e,n)=>{const i=this.getParsed(n).r;!isNaN(i)&&this.chart.getDataVisibility(n)&&(i<t.min&&(t.min=i),i>t.max&&(t.max=i))})),t}_updateRadius(){const e=this.chart,t=e.chartArea,n=e.options,i=Math.min(t.right-t.left,t.bottom-t.top),r=Math.max(i/2,0),o=(r-Math.max(n.cutoutPercentage?r/100*n.cutoutPercentage:1,0))/e.getVisibleDatasetCount();this.outerRadius=r-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(e,t,n,i){const r="reset"===i,o=this.chart,a=o.options.animation,s=this._cachedMeta.rScale,l=s.xCenter,c=s.yCenter,u=s.getIndexAngle(0)-.5*T;let d,h=u;const p=360/this.countVisibleElements();for(d=0;d<t;++d)h+=this._computeAngle(d,i,p);for(d=t;d<t+n;d++){const t=e[d];let n=h,f=h+this._computeAngle(d,i,p),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;h=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const m={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,m,i)}}countVisibleElements(){const e=this._cachedMeta;let t=0;return e.data.forEach(((e,n)=>{!isNaN(this.getParsed(n).r)&&this.chart.getDataVisibility(n)&&t++})),t}_computeAngle(e,t,n){return this.chart.getDataVisibility(e)?F(this.resolveDataElementOptions(e,t).angle||n):0}}Gn.id="polarArea",Gn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},Gn.overrides={aspectRatio:1,plugins:{legend:{labels:{generateLabels(e){const t=e.data;if(t.labels.length&&t.datasets.length){const{labels:{pointStyle:n}}=e.legend.options;return t.labels.map(((t,i)=>{const r=e.getDatasetMeta(0).controller.getStyle(i);return{text:t,fillStyle:r.backgroundColor,strokeStyle:r.borderColor,lineWidth:r.borderWidth,pointStyle:n,hidden:!e.getDataVisibility(i),index:i}}))}return[]}},onClick(e,t,n){n.chart.toggleDataVisibility(t.index),n.chart.update()}},tooltip:{callbacks:{title:()=>"",label:e=>e.chart.data.labels[e.dataIndex]+": "+e.formattedValue}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};class Yn extends qn{}Yn.id="pie",Yn.defaults={cutout:0,rotation:0,circumference:360,radius:"100%"};class Vn extends On{getLabelAndValue(e){const t=this._cachedMeta.vScale,n=this.getParsed(e);return{label:t.getLabels()[e],value:""+t.getLabelForValue(n[t.axis])}}parseObjectData(e,t,n,i){return jt.bind(this)(e,t,n,i)}update(e){const t=this._cachedMeta,n=t.dataset,i=t.data||[],r=t.iScale.getLabels();if(n.points=i,"resize"!==e){const t=this.resolveDatasetElementOptions(e);this.options.showLine||(t.borderWidth=0);const o={_loop:!0,_fullLoop:r.length===i.length,options:t};this.updateElement(n,void 0,o,e)}this.updateElements(i,0,i.length,e)}updateElements(e,t,n,i){const r=this._cachedMeta.rScale,o="reset"===i;for(let a=t;a<t+n;a++){const t=e[a],n=this.resolveDataElementOptions(a,t.active?"active":i),s=r.getPointPositionForValue(a,this.getParsed(a).r),l=o?r.xCenter:s.x,c=o?r.yCenter:s.y,u={x:l,y:c,angle:s.angle,skip:isNaN(l)||isNaN(c),options:n};this.updateElement(t,a,u,i)}}}Vn.id="radar",Vn.defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}},Vn.overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};class Qn{constructor(){this.x=void 0,this.y=void 0,this.active=!1,this.options=void 0,this.$animations=void 0}tooltipPosition(e){const{x:t,y:n}=this.getProps(["x","y"],e);return{x:t,y:n}}hasValue(){return P(this.x)&&P(this.y)}getProps(e,t){const n=this.$animations;if(!t||!n)return this;const i={};return e.forEach((e=>{i[e]=n[e]&&n[e].active()?n[e]._to:this[e]})),i}}Qn.defaults={},Qn.defaultRoutes=void 0;const Zn={values:e=>a(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=$(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),an(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor($(e)));return 1===i||2===i||5===i?Zn.numeric.call(this,e,t,n):""}};var Jn={formatters:Zn};function Kn(e,t,n,i,r){const o=u(i,0),a=Math.min(u(r,e.length),e.length);let s,l,c,d=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)d++,c=Math.round(o+d*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),d++,c=Math.round(o+d*n))}Je.set("scale",{display:!0,offset:!1,reverse:!1,beginAtZero:!1,bounds:"ticks",grace:0,grid:{display:!0,lineWidth:1,drawBorder:!0,drawOnChartArea:!0,drawTicks:!0,tickLength:8,tickWidth:(e,t)=>t.lineWidth,tickColor:(e,t)=>t.color,offset:!1,borderDash:[],borderDashOffset:0,borderWidth:1},title:{display:!1,text:"",padding:{top:4,bottom:4}},ticks:{minRotation:0,maxRotation:50,mirror:!1,textStrokeWidth:0,textStrokeColor:"",padding:3,display:!0,autoSkip:!0,autoSkipPadding:3,labelOffset:0,callback:Jn.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),Je.route("scale.ticks","color","","color"),Je.route("scale.grid","color","","borderColor"),Je.route("scale.grid","borderColor","","borderColor"),Je.route("scale.title","color","","color"),Je.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),Je.describe("scales",{_fallback:"scale"}),Je.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Xn=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function ei(e,t){const n=[],i=e.length/t,r=e.length;let o=0;for(;o<r;o+=i)n.push(e[Math.floor(o)]);return n}function ti(e,t,n){const i=e.ticks.length,r=Math.min(t,i-1),o=e._startPixel,a=e._endPixel,s=1e-6;let l,c=e.getPixelForTick(r);if(!(n&&(l=1===i?Math.max(c-o,a-c):0===t?(e.getPixelForTick(1)-c)/2:(c-e.getPixelForTick(r-1))/2,c+=r<t?l:-l,c<o-s||c>a+s)))return c}function ni(e){return e.drawTicks?e.tickLength:0}function ii(e,t){if(!e.display)return 0;const n=wt(e.font,t),i=bt(e.padding);return(a(e.text)?e.text.length:1)*n.lineHeight+i.height}function ri(e,t,n){let i=oe(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=(e=>"left"===e?"right":"right"===e?"left":e)(i)),i}class oi extends Qn{constructor(e){super(),this.id=e.id,this.type=e.type,this.options=void 0,this.ctx=e.ctx,this.chart=e.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(e){this.options=e.setContext(this.getContext()),this.axis=e.axis,this._userMin=this.parse(e.min),this._userMax=this.parse(e.max),this._suggestedMin=this.parse(e.suggestedMin),this._suggestedMax=this.parse(e.suggestedMax)}parse(e,t){return e}getUserBounds(){let{_userMin:e,_userMax:t,_suggestedMin:n,_suggestedMax:i}=this;return e=c(e,Number.POSITIVE_INFINITY),t=c(t,Number.NEGATIVE_INFINITY),n=c(n,Number.POSITIVE_INFINITY),i=c(i,Number.NEGATIVE_INFINITY),{min:c(e,n),max:c(t,i),minDefined:l(e),maxDefined:l(t)}}getMinMax(e){let t,{min:n,max:i,minDefined:r,maxDefined:o}=this.getUserBounds();if(r&&o)return{min:n,max:i};const a=this.getMatchingVisibleMetas();for(let s=0,l=a.length;s<l;++s)t=a[s].controller.getMinMax(this,e),r||(n=Math.min(n,t.min)),o||(i=Math.max(i,t.max));return n=o&&n>i?i:n,i=r&&n>i?n:i,{min:c(n,c(i,n)),max:c(i,c(n,i))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const e=this.chart.data;return this.options.labels||(this.isHorizontal()?e.xLabels:e.yLabels)||e.labels||[]}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){h(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:a}=this.options,s=a.sampleSize;this.beforeUpdate(),this.maxWidth=e,this.maxHeight=t,this._margins=n=Object.assign({left:0,right:0,top:0,bottom:0},n),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+n.left+n.right:this.height+n.top+n.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=function(e,t,n){const{min:i,max:r}=e,o=d(t,(r-i)/2),a=(e,t)=>n&&0===e?0:e+t;return{min:a(i,-Math.abs(o)),max:a(r,o)}}(this,r,i),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const l=s<this.ticks.length;this._convertTicksToLabels(l?ei(this.ticks,s):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),a.display&&(a.autoSkip||"auto"===a.source)&&(this.ticks=function(e,t){const n=e.options.ticks,i=n.maxTicksLimit||function(e){const t=e.options.offset,n=e._tickSize(),i=e._length/n+(t?0:1),r=e._maxLength/n;return Math.floor(Math.min(i,r))}(e),r=n.major.enabled?function(e){const t=[];let n,i;for(n=0,i=e.length;n<i;n++)e[n].major&&t.push(n);return t}(t):[],a=r.length,s=r[0],l=r[a-1],c=[];if(a>i)return function(e,t,n,i){let r,o=0,a=n[0];for(i=Math.ceil(i),r=0;r<e.length;r++)r===a&&(t.push(e[r]),o++,a=n[o*i])}(t,c,r,a/i),c;const u=function(e,t,n){const i=function(e){const t=e.length;let n,i;if(t<2)return!1;for(i=e[0],n=1;n<t;++n)if(e[n]-e[n-1]!==i)return!1;return i}(e),r=t.length/n;if(!i)return Math.max(r,1);const o=function(e){const t=[],n=Math.sqrt(e);let i;for(i=1;i<n;i++)e%i==0&&(t.push(i),t.push(e/i));return n===(0|n)&&t.push(n),t.sort(((e,t)=>e-t)).pop(),t}(i);for(let e=0,t=o.length-1;e<t;e++){const t=o[e];if(t>r)return t}return Math.max(r,1)}(r,t,i);if(a>0){let e,n;const i=a>1?Math.round((l-s)/(a-1)):null;for(Kn(t,c,u,o(i)?0:s-i,s),e=0,n=a-1;e<n;e++)Kn(t,c,u,r[e],r[e+1]);return Kn(t,c,u,l,o(i)?t.length:l+i),c}return Kn(t,c,u),c}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),l&&this._convertTicksToLabels(this.ticks),this.beforeFit(),this.fit(),this.afterFit(),this.afterUpdate()}configure(){let e,t,n=this.options.reverse;this.isHorizontal()?(e=this.left,t=this.right):(e=this.top,t=this.bottom,n=!n),this._startPixel=e,this._endPixel=t,this._reversePixels=n,this._length=t-e,this._alignToPixels=this.options.alignToPixels}afterUpdate(){h(this.options.afterUpdate,[this])}beforeSetDimensions(){h(this.options.beforeSetDimensions,[this])}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=0,this.right=this.width):(this.height=this.maxHeight,this.top=0,this.bottom=this.height),this.paddingLeft=0,this.paddingTop=0,this.paddingRight=0,this.paddingBottom=0}afterSetDimensions(){h(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),h(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){h(this.options.beforeTickToLabelConversion,[this])}generateTickLabels(e){const t=this.options.ticks;let n,i,r;for(n=0,i=e.length;n<i;n++)r=e[n],r.label=h(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){h(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){h(this.options.beforeCalculateLabelRotation,[this])}calculateLabelRotation(){const e=this.options,t=e.ticks,n=this.ticks.length,i=t.minRotation||0,r=t.maxRotation;let o,a,s,l=i;if(!this._isVisible()||!t.display||i>=r||n<=1||!this.isHorizontal())return void(this.labelRotation=i);const c=this._getLabelSizes(),u=c.widest.width,d=c.highest.height,h=Q(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:h/(n-1),u+6>o&&(o=h/(n-(e.offset?.5:1)),a=this.maxHeight-ni(e.grid)-t.padding-ii(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=H(Math.min(Math.asin(Q((c.highest.height+6)/o,-1,1)),Math.asin(Q(a/s,-1,1))-Math.asin(Q(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){h(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){h(this.options.beforeFit,[this])}fit(){const e={width:0,height:0},{chart:t,options:{ticks:n,title:i,grid:r}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=ii(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=ni(r)+o):(e.height=this.maxHeight,e.width=ni(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=F(this.labelRotation),c=Math.cos(l),u=Math.sin(l);if(a){const t=n.mirror?0:u*r.width+c*o.height;e.height=Math.min(this.maxHeight,e.height+t+s)}else{const t=n.mirror?0:c*r.width+u*o.height;e.width=Math.min(this.maxWidth,e.width+t+s)}this._calculatePadding(t,i,u,c)}}this._handleMargins(),a?(this.width=this._length=t.width-this._margins.left-this._margins.right,this.height=e.height):(this.width=e.width,this.height=this._length=t.height-this._margins.top-this._margins.bottom)}_calculatePadding(e,t,n,i){const{ticks:{align:r,padding:o},position:a}=this.options,s=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,c=this.right-this.getPixelForTick(this.ticks.length-1);let u=0,d=0;s?l?(u=i*e.width,d=n*t.height):(u=n*e.height,d=i*t.width):"start"===r?d=t.width:"end"===r?u=e.width:"inner"!==r&&(u=e.width/2,d=t.width/2),this.paddingLeft=Math.max((u-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-c+o)*this.width/(this.width-c),0)}else{let n=t.height/2,i=e.height/2;"start"===r?(n=0,i=e.height):"end"===r&&(n=t.height,i=0),this.paddingTop=n+o,this.paddingBottom=i+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){h(this.options.afterFit,[this])}isHorizontal(){const{axis:e,position:t}=this.options;return"top"===t||"bottom"===t||"x"===e}isFullSize(){return this.options.fullSize}_convertTicksToLabels(e){let t,n;for(this.beforeTickToLabelConversion(),this.generateTickLabels(e),t=0,n=e.length;t<n;t++)o(e[t].label)&&(e.splice(t,1),n--,t--);this.afterTickToLabelConversion()}_getLabelSizes(){let e=this._labelSizes;if(!e){const t=this.options.ticks.sampleSize;let n=this.ticks;t<n.length&&(n=ei(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],s=[];let l,c,u,d,h,f,g,m,v,y,b,w=0,x=0;for(l=0;l<t;++l){if(d=e[l].label,h=this._resolveTickFontOptions(l),n.font=f=h.string,g=i[f]=i[f]||{data:{},gc:[]},m=h.lineHeight,v=y=0,o(d)||a(d)){if(a(d))for(c=0,u=d.length;c<u;++c)b=d[c],o(b)||a(b)||(v=Ke(n,g.data,g.gc,v,b),y+=m)}else v=Ke(n,g.data,g.gc,v,d),y=m;r.push(v),s.push(y),w=Math.max(v,w),x=Math.max(y,x)}!function(e,t){p(e,(e=>{const n=e.gc,i=n.length/2;let r;if(i>t){for(r=0;r<i;++r)delete e.data[n[r]];n.splice(0,i)}}))}(i,t);const k=r.indexOf(w),M=s.indexOf(x),C=e=>({width:r[e]||0,height:s[e]||0});return{first:C(0),last:C(t-1),widest:C(k),highest:C(M),widths:r,heights:s}}getLabelForValue(e){return e}getPixelForValue(e,t){return NaN}getValueForPixel(e){}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getPixelForDecimal(e){this._reversePixels&&(e=1-e);const t=this._startPixel+e*this._length;return Q(this._alignToPixels?et(this.chart,t,0):t,-32768,32767)}getDecimalForPixel(e){const t=(e-this._startPixel)/this._length;return this._reversePixels?1-t:t}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:e,max:t}=this;return e<0&&t<0?t:e>0&&t>0?e:0}getContext(e){const t=this.ticks||[];if(e>=0&&e<t.length){const n=t[e];return n.$context||(n.$context=function(e,t,n){return kt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=kt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=F(this.labelRotation),n=Math.abs(Math.cos(t)),i=Math.abs(Math.sin(t)),r=this._getLabelSizes(),o=e.autoSkipPadding||0,a=r?r.widest.width+o:0,s=r?r.highest.height+o:0;return this.isHorizontal()?s*n>a*i?a/n:s/i:s*i<a*n?s/n:a/i}_isVisible(){const e=this.options.display;return"auto"!==e?!!e:this.getMatchingVisibleMetas().length>0}_computeGridLineItems(e){const t=this.axis,n=this.chart,i=this.options,{grid:r,position:o}=i,a=r.offset,l=this.isHorizontal(),c=this.ticks.length+(a?1:0),d=ni(r),h=[],p=r.setContext(this.getContext()),f=p.drawBorder?p.borderWidth:0,g=f/2,m=function(e){return et(n,e,f)};let v,y,b,w,x,k,M,C,A,S,T,D;if("top"===o)v=m(this.bottom),k=this.bottom-d,C=v-g,S=m(e.top)+g,D=e.bottom;else if("bottom"===o)v=m(this.top),S=e.top,D=m(e.bottom)-g,k=v+g,C=this.top+d;else if("left"===o)v=m(this.right),x=this.right-d,M=v-g,A=m(e.left)+g,T=e.right;else if("right"===o)v=m(this.left),A=e.left,T=m(e.right)-g,x=v+g,M=this.left+d;else if("x"===t){if("center"===o)v=m((e.top+e.bottom)/2+.5);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}S=e.top,D=e.bottom,k=v+g,C=k+d}else if("y"===t){if("center"===o)v=m((e.left+e.right)/2);else if(s(o)){const e=Object.keys(o)[0],t=o[e];v=m(this.chart.scales[e].getPixelForValue(t))}x=v-g,M=x-d,A=e.left,T=e.right}const L=u(i.ticks.maxTicksLimit,c),I=Math.max(1,Math.ceil(c/L));for(y=0;y<c;y+=I){const e=r.setContext(this.getContext(y)),t=e.lineWidth,i=e.color,o=e.borderDash||[],s=e.borderDashOffset,c=e.tickWidth,u=e.tickColor,d=e.tickBorderDash||[],p=e.tickBorderDashOffset;b=ti(this,y,a),void 0!==b&&(w=et(n,b,t),l?x=M=A=T=w:k=C=S=D=w,h.push({tx1:x,ty1:k,tx2:M,ty2:C,x1:A,y1:S,x2:T,y2:D,width:t,color:i,borderDash:o,borderDashOffset:s,tickWidth:c,tickColor:u,tickBorderDash:d,tickBorderDashOffset:p}))}return this._ticksLength=c,this._borderValue=v,h}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),l=this.ticks,{align:c,crossAlign:u,padding:d,mirror:h}=r,p=ni(n.grid),f=p+d,g=h?-d:f,m=-F(this.labelRotation),v=[];let y,b,w,x,k,M,C,A,S,T,D,L,I="middle";if("top"===i)M=this.bottom-g,C=this._getXAxisLabelAlignment();else if("bottom"===i)M=this.top+g,C=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(p);C=e.textAlign,k=e.x}else if("x"===t){if("center"===i)M=(e.top+e.bottom)/2+f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];M=this.chart.scales[e].getPixelForValue(t)+f}C=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)k=(e.left+e.right)/2-f;else if(s(i)){const e=Object.keys(i)[0],t=i[e];k=this.chart.scales[e].getPixelForValue(t)}C=this._getYAxisLabelAlignment(p).textAlign}"y"===t&&("start"===c?I="top":"end"===c&&(I="bottom"));const z=this._getLabelSizes();for(y=0,b=l.length;y<b;++y){w=l[y],x=w.label;const e=r.setContext(this.getContext(y));A=this.getPixelForTick(y)+r.labelOffset,S=this._resolveTickFontOptions(y),T=S.lineHeight,D=a(x)?x.length:1;const t=D/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,p=C;if(o?(k=A,"inner"===C&&(p=y===b-1?this.options.reverse?"left":"right":0===y?this.options.reverse?"right":"left":"center"),L="top"===i?"near"===u||0!==m?-D*T+T/2:"center"===u?-z.highest.height/2-t*T+T:-z.highest.height+T/2:"near"===u||0!==m?T/2:"center"===u?z.highest.height/2-t*T:z.highest.height-D*T,h&&(L*=-1)):(M=A,L=(1-D)*T/2),e.showLabelBackdrop){const t=bt(e.backdropPadding),n=z.heights[y],i=z.widths[y];let r=M+L-t.top,o=k-t.left;switch(I){case"middle":r-=n/2;break;case"bottom":r-=n}switch(C){case"center":o-=i/2;break;case"right":o-=i}d={left:o,top:r,width:i+t.width,height:n+t.height,color:e.backdropColor}}v.push({rotation:m,label:x,font:S,color:n,strokeColor:s,strokeWidth:c,textOffset:L,textAlign:p,textBaseline:I,translation:[k,M],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-F(this.labelRotation))return"top"===e?"left":"right";let n="center";return"start"===t.align?n="left":"end"===t.align?n="right":"inner"===t.align&&(n="inner"),n}_getYAxisLabelAlignment(e){const{position:t,ticks:{crossAlign:n,mirror:i,padding:r}}=this.options,o=e+r,a=this._getLabelSizes().widest.width;let s,l;return"left"===t?i?(l=this.right+r,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l+=a)):(l=this.right-o,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l=this.left)):"right"===t?i?(l=this.left+r,"near"===n?s="right":"center"===n?(s="center",l-=a/2):(s="left",l-=a)):(l=this.left+o,"near"===n?s="left":"center"===n?(s="center",l+=a/2):(s="right",l=this.right)):s="right",{textAlign:s,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const e=this.chart,t=this.options.position;return"left"===t||"right"===t?{top:0,left:this.left,bottom:e.height,right:this.right}:"top"===t||"bottom"===t?{top:this.top,left:0,bottom:this.bottom,right:e.width}:void 0}drawBackground(){const{ctx:e,options:{backgroundColor:t},left:n,top:i,width:r,height:o}=this;t&&(e.save(),e.fillStyle=t,e.fillRect(n,i,r,o),e.restore())}getLineWidthForValue(e){const t=this.options.grid;if(!this._isVisible()||!t.display)return 0;const n=this.ticks.findIndex((t=>t.value===e));return n>=0?t.setContext(this.getContext(n)).lineWidth:0}drawGrid(e){const t=this.options.grid,n=this.ctx,i=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(e));let r,o;const a=(e,t,i)=>{i.width&&i.color&&(n.save(),n.lineWidth=i.width,n.strokeStyle=i.color,n.setLineDash(i.borderDash||[]),n.lineDashOffset=i.borderDashOffset,n.beginPath(),n.moveTo(e.x,e.y),n.lineTo(t.x,t.y),n.stroke(),n.restore())};if(t.display)for(r=0,o=i.length;r<o;++r){const e=i[r];t.drawOnChartArea&&a({x:e.x1,y:e.y1},{x:e.x2,y:e.y2},e),t.drawTicks&&a({x:e.tx1,y:e.ty1},{x:e.tx2,y:e.ty2},{color:e.tickColor,width:e.tickWidth,borderDash:e.tickBorderDash,borderDashOffset:e.tickBorderDashOffset})}}drawBorder(){const{chart:e,ctx:t,options:{grid:n}}=this,i=n.setContext(this.getContext()),r=n.drawBorder?i.borderWidth:0;if(!r)return;const o=n.setContext(this.getContext(0)).lineWidth,a=this._borderValue;let s,l,c,u;this.isHorizontal()?(s=et(e,this.left,r)-r/2,l=et(e,this.right,o)+o/2,c=u=a):(c=et(e,this.top,r)-r/2,u=et(e,this.bottom,o)+o/2,s=l=a),t.save(),t.lineWidth=i.borderWidth,t.strokeStyle=i.borderColor,t.beginPath(),t.moveTo(s,c),t.lineTo(l,u),t.stroke(),t.restore()}drawLabels(e){if(!this.options.ticks.display)return;const t=this.ctx,n=this._computeLabelArea();n&&ot(t,n);const i=this._labelItems||(this._labelItems=this._computeLabelItems(e));let r,o;for(r=0,o=i.length;r<o;++r){const e=i[r],n=e.font,o=e.label;e.backdrop&&(t.fillStyle=e.backdrop.color,t.fillRect(e.backdrop.left,e.backdrop.top,e.backdrop.width,e.backdrop.height)),ct(t,o,0,e.textOffset,n,e)}n&&at(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=wt(n.font),o=bt(n.padding),l=n.align;let c=r.lineHeight/2;"bottom"===t||"center"===t||s(t)?(c+=o.bottom,a(n.text)&&(c+=r.lineHeight*(n.text.length-1))):c+=o.top;const{titleX:u,titleY:d,maxWidth:h,rotation:p}=function(e,t,n,i){const{top:r,left:o,bottom:a,right:l,chart:c}=e,{chartArea:u,scales:d}=c;let h,p,f,g=0;const m=a-r,v=l-o;if(e.isHorizontal()){if(p=ae(i,o,l),s(n)){const e=Object.keys(n)[0],i=n[e];f=d[e].getPixelForValue(i)+m-t}else f="center"===n?(u.bottom+u.top)/2+m-t:Xn(e,n,t);h=l-o}else{if(s(n)){const e=Object.keys(n)[0],i=n[e];p=d[e].getPixelForValue(i)-v+t}else p="center"===n?(u.left+u.right)/2-v+t:Xn(e,n,t);f=ae(i,a,r),g="left"===n?-N:N}return{titleX:p,titleY:f,maxWidth:h,rotation:g}}(this,c,t,l);ct(e,n.text,0,0,r,{color:n.color,maxWidth:h,rotation:p,textAlign:ri(l,t,i),textBaseline:"middle",translation:[u,d]})}draw(e){this._isVisible()&&(this.drawBackground(),this.drawGrid(e),this.drawBorder(),this.drawTitle(),this.drawLabels(e))}_layers(){const e=this.options,t=e.ticks&&e.ticks.z||0,n=u(e.grid&&e.grid.z,-1);return this._isVisible()&&this.draw===oi.prototype.draw?[{z:n,draw:e=>{this.drawBackground(),this.drawGrid(e),this.drawTitle()}},{z:n+1,draw:()=>{this.drawBorder()}},{z:t,draw:e=>{this.drawLabels(e)}}]:[{z:t,draw:e=>{this.draw(e)}}]}getMatchingVisibleMetas(e){const t=this.chart.getSortedVisibleDatasetMetas(),n=this.axis+"AxisID",i=[];let r,o;for(r=0,o=t.length;r<o;++r){const o=t[r];o[n]!==this.id||e&&o.type!==e||i.push(o)}return i}_resolveTickFontOptions(e){return wt(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class ai{constructor(e,t,n){this.type=e,this.scope=t,this.override=n,this.items=Object.create(null)}isForType(e){return Object.prototype.isPrototypeOf.call(this.type.prototype,e.prototype)}register(e){const t=Object.getPrototypeOf(e);let n;(function(e){return"id"in e&&"defaults"in e})(t)&&(n=this.register(t));const i=this.items,r=e.id,o=this.scope+"."+r;if(!r)throw new Error("class does not have id: "+e);return r in i||(i[r]=e,function(e,t,n){const i=y(Object.create(null),[n?Je.get(n):{},Je.get(t),e.defaults]);Je.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const i=n.split("."),r=i.pop(),o=[e].concat(i).join("."),a=t[n].split("."),s=a.pop(),l=a.join(".");Je.route(o,r,l,s)}))}(t,e.defaultRoutes),e.descriptors&&Je.describe(t,e.descriptors)}(e,o,n),this.override&&Je.override(e.id,e.overrides)),o}get(e){return this.items[e]}unregister(e){const t=this.items,n=e.id,i=this.scope;n in t&&delete t[n],i&&n in Je[i]&&(delete Je[i][n],this.override&&delete Ye[n])}}var si=new class{constructor(){this.controllers=new ai(On,"datasets",!0),this.elements=new ai(Qn,"elements"),this.plugins=new ai(Object,"plugins"),this.scales=new ai(oi,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...e){this._each("register",e)}remove(...e){this._each("unregister",e)}addControllers(...e){this._each("register",e,this.controllers)}addElements(...e){this._each("register",e,this.elements)}addPlugins(...e){this._each("register",e,this.plugins)}addScales(...e){this._each("register",e,this.scales)}getController(e){return this._get(e,this.controllers,"controller")}getElement(e){return this._get(e,this.elements,"element")}getPlugin(e){return this._get(e,this.plugins,"plugin")}getScale(e){return this._get(e,this.scales,"scale")}removeControllers(...e){this._each("unregister",e,this.controllers)}removeElements(...e){this._each("unregister",e,this.elements)}removePlugins(...e){this._each("unregister",e,this.plugins)}removeScales(...e){this._each("unregister",e,this.scales)}_each(e,t,n){[...t].forEach((t=>{const i=n||this._getRegistryForType(t);n||i.isForType(t)||i===this.plugins&&t.id?this._exec(e,i,t):p(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=M(e);h(n["before"+i],[],n),t[e](n),h(n["after"+i],[],n)}_getRegistryForType(e){for(let t=0;t<this._typedRegistries.length;t++){const n=this._typedRegistries[t];if(n.isForType(e))return n}return this.plugins}_get(e,t,n){const i=t.get(e);if(void 0===i)throw new Error('"'+e+'" is not a registered '+n+".");return i}};class li extends On{update(e){const t=this._cachedMeta,{data:n=[]}=t,i=this.chart._animationsDisabled;let{start:r,count:o}=se(t,n,i);if(this._drawStart=r,this._drawCount=o,le(t)&&(r=0,o=n.length),this.options.showLine){const{dataset:r,_dataset:o}=t;r._chart=this.chart,r._datasetIndex=this.index,r._decimated=!!o._decimated,r.points=n;const a=this.resolveDatasetElementOptions(e);a.segment=this.options.segment,this.updateElement(r,void 0,{animated:!i,options:a},e)}this.updateElements(n,r,o,e)}addElements(){const{showLine:e}=this.options;!this.datasetElementType&&e&&(this.datasetElementType=si.getElement("line")),super.addElements()}updateElements(e,t,n,i){const r="reset"===i,{iScale:a,vScale:s,_stacked:l,_dataset:c}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),h=this.includeOptions(i,d),p=a.axis,f=s.axis,{spanGaps:g,segment:m}=this.options,v=P(g)?g:Number.POSITIVE_INFINITY,y=this.chart._animationsDisabled||r||"none"===i;let b=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=y?t:{},w=o(n[f]),x=g[p]=a.getPixelForValue(n[p],u),k=g[f]=r||w?s.getBasePixel():s.getPixelForValue(l?this.applyStack(s,n,l):n[f],u);g.skip=isNaN(x)||isNaN(k)||w,g.stop=u>0&&Math.abs(n[p]-b[p])>v,m&&(g.parsed=n,g.raw=c.data[u]),h&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),y||this.updateElement(t,u,g,i),b=n}this.updateSharedOptions(d,i,u)}getMaxOverflow(){const e=this._cachedMeta,t=e.data||[];if(!this.options.showLine){let e=0;for(let n=t.length-1;n>=0;--n)e=Math.max(e,t[n].size(this.resolveDataElementOptions(n))/2);return e>0&&e}const n=e.dataset,i=n.options&&n.options.borderWidth||0;if(!t.length)return i;const r=t[0].size(this.resolveDataElementOptions(0)),o=t[t.length-1].size(this.resolveDataElementOptions(t.length-1));return Math.max(i,r,o)/2}}li.id="scatter",li.defaults={datasetElementType:!1,dataElementType:"point",showLine:!1,fill:!1},li.overrides={interaction:{mode:"point"},plugins:{tooltip:{callbacks:{title:()=>"",label:e=>"("+e.label+", "+e.formattedValue+")"}}},scales:{x:{type:"linear"},y:{type:"linear"}}};var ci=Object.freeze({__proto__:null,BarController:Hn,BubbleController:Un,DoughnutController:qn,LineController:Wn,PolarAreaController:Gn,PieController:Yn,RadarController:Vn,ScatterController:li});function ui(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class di{constructor(e){this.options=e||{}}init(e){}formats(){return ui()}parse(e,t){return ui()}format(e,t){return ui()}add(e,t,n){return ui()}diff(e,t,n){return ui()}startOf(e,t,n){return ui()}endOf(e,t){return ui()}}di.override=function(e){Object.assign(di.prototype,e)};var hi={_date:di};function pi(e,t,n,i){const{controller:r,data:o,_sorted:a}=e,s=r._cachedMeta.iScale;if(s&&t===s.axis&&"r"!==t&&a&&o.length){const e=s._reversePixels?X:K;if(!i)return e(o,t,n);if(r._sharedOptions){const i=o[0],r="function"==typeof i.getRange&&i.getRange(t);if(r){const i=e(o,t,n-r),a=e(o,t,n+r);return{lo:i.lo,hi:a.hi}}}}return{lo:0,hi:o.length-1}}function fi(e,t,n,i,r){const o=e.getSortedVisibleDatasetMetas(),a=n[t];for(let e=0,n=o.length;e<n;++e){const{index:n,data:s}=o[e],{lo:l,hi:c}=pi(o[e],t,a,r);for(let e=l;e<=c;++e){const t=s[e];t.skip||i(t,n,e)}}}function gi(e,t,n,i,r){const o=[];return r||e.isPointInArea(t)?(fi(e,n,t,(function(n,a,s){(r||rt(n,e.chartArea,0))&&n.inRange(t.x,t.y,i)&&o.push({element:n,datasetIndex:a,index:s})}),!0),o):o}function mi(e,t,n,i,r,o){return o||e.isPointInArea(t)?"r"!==n||i?function(e,t,n,i,r,o){let a=[];const s=function(e){const t=-1!==e.indexOf("x"),n=-1!==e.indexOf("y");return function(e,i){const r=t?Math.abs(e.x-i.x):0,o=n?Math.abs(e.y-i.y):0;return Math.sqrt(Math.pow(r,2)+Math.pow(o,2))}}(n);let l=Number.POSITIVE_INFINITY;return fi(e,n,t,(function(n,c,u){const d=n.inRange(t.x,t.y,r);if(i&&!d)return;const h=n.getCenterPoint(r);if(!o&&!e.isPointInArea(h)&&!d)return;const p=s(t,h);p<l?(a=[{element:n,datasetIndex:c,index:u}],l=p):p===l&&a.push({element:n,datasetIndex:c,index:u})})),a}(e,t,n,i,r,o):function(e,t,n,i){let r=[];return fi(e,n,t,(function(e,n,o){const{startAngle:a,endAngle:s}=e.getProps(["startAngle","endAngle"],i),{angle:l}=q(e,{x:t.x,y:t.y});V(l,a,s)&&r.push({element:e,datasetIndex:n,index:o})})),r}(e,t,n,r):[]}function vi(e,t,n,i,r){const o=[],a="x"===n?"inXRange":"inYRange";let s=!1;return fi(e,n,t,((e,i,l)=>{e[a](t[n],r)&&(o.push({element:e,datasetIndex:i,index:l}),s=s||e.inRange(t.x,t.y,r))})),i&&!s?[]:o}var yi={evaluateInteractionItems:fi,modes:{index(e,t,n,i){const r=Zt(t,e),o=n.axis||"x",a=n.includeInvisible||!1,s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a),l=[];return s.length?(e.getSortedVisibleDatasetMetas().forEach((e=>{const t=s[0].index,n=e.data[t];n&&!n.skip&&l.push({element:n,datasetIndex:e.index,index:t})})),l):[]},dataset(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;let s=n.intersect?gi(e,r,o,i,a):mi(e,r,o,!1,i,a);if(s.length>0){const t=s[0].datasetIndex,n=e.getDatasetMeta(t).data;s=[];for(let e=0;e<n.length;++e)s.push({element:n[e],datasetIndex:t,index:e})}return s},point:(e,t,n,i)=>gi(e,Zt(t,e),n.axis||"xy",i,n.includeInvisible||!1),nearest(e,t,n,i){const r=Zt(t,e),o=n.axis||"xy",a=n.includeInvisible||!1;return mi(e,r,o,n.intersect,i,a)},x:(e,t,n,i)=>vi(e,Zt(t,e),"x",n.intersect,i),y:(e,t,n,i)=>vi(e,Zt(t,e),"y",n.intersect,i)}};const bi=["left","top","right","bottom"];function wi(e,t){return e.filter((e=>e.pos===t))}function xi(e,t){return e.filter((e=>-1===bi.indexOf(e.pos)&&e.box.axis===t))}function ki(e,t){return e.sort(((e,n)=>{const i=t?n:e,r=t?e:n;return 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o,a,s,l,c,u;for(o=0,a=e.length,c=0;o<a;++o){s=e[o],l=s.box,l.update(s.width||t.w,s.height||t.h,Si(s.horizontal,t));const{same:a,other:d}=Ai(t,n,s,i);c|=a&&r.length,u=u||d,l.fullSize||r.push(s)}return c&&Ti(r,t,n,i)||u}function Di(e,t,n,i,r){e.top=n,e.left=t,e.right=t+i,e.bottom=n+r,e.width=i,e.height=r}function Li(e,t,n,i){const r=n.padding;let{x:o,y:a}=t;for(const s of e){const e=s.box,l=i[s.stack]||{count:1,placed:0,weight:1},c=s.stackWeight/l.weight||1;if(s.horizontal){const i=t.w*c,o=l.size||e.height;C(l.start)&&(a=l.start),e.fullSize?Di(e,r.left,a,n.outerWidth-r.right-r.left,o):Di(e,t.left+l.placed,a,i,o),l.start=a,l.placed+=i,a=e.bottom}else{const i=t.h*c,a=l.size||e.width;C(l.start)&&(o=l.start),e.fullSize?Di(e,o,r.top,a,n.outerHeight-r.bottom-r.top):Di(e,o,t.top+l.placed,a,i),l.start=o,l.placed+=i,o=e.right}}t.x=o,t.y=a}Je.set("layout",{autoPadding:!0,padding:{top:0,right:0,bottom:0,left:0}});var 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t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),a.resizeDelay||0),this._dataChanges=[],fr[this.id]=this,s&&l?(mn.listen(this,"complete",dr),mn.listen(this,"progress",hr),this._initialize(),this.attached&&this.update()):console.error("Failed to create chart: can't acquire context from the given item")}get aspectRatio(){const{options:{aspectRatio:e,maintainAspectRatio:t},width:n,height:i,_aspectRatio:r}=this;return o(e)?t&&r?r:i?n/i:null:e}get data(){return this.config.data}set data(e){this.config.data=e}get options(){return this._options}set options(e){this.config.options=e}_initialize(){return this.notifyPlugins("beforeInit"),this.options.responsive?this.resize():Kt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return tt(this.canvas,this.ctx),this}stop(){return mn.stop(this),this}resize(e,t){mn.running(this)?this._resizeBeforeDraw={width:e,height:t}:this._resize(e,t)}_resize(e,t){const n=this.options,i=this.canvas,r=n.maintainAspectRatio&&this.aspectRatio,o=this.platform.getMaximumSize(i,e,t,r),a=n.devicePixelRatio||this.platform.getDevicePixelRatio(),s=this.width?"resize":"attach";this.width=o.width,this.height=o.height,this._aspectRatio=this.aspectRatio,Kt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),h(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){p(this.options.scales||{},((e,t)=>{e.id=t}))}buildOrUpdateScales(){const e=this.options,t=e.scales,n=this.scales,i=Object.keys(n).reduce(((e,t)=>(e[t]=!1,e)),{});let r=[];t&&(r=r.concat(Object.keys(t).map((e=>{const n=t[e],i=Ki(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),p(r,(t=>{const r=t.options,o=r.id,a=Ki(o,r),s=u(r.type,t.dtype);void 0!==r.position&&cr(r.position,a)===cr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(si.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),p(i,((e,t)=>{e||delete n[t]})),p(n,(e=>{Ii.configure(this,e,e.options),Ii.addBox(this,e)}))}_updateMetasets(){const e=this._metasets,t=this.data.datasets.length,n=e.length;if(e.sort(((e,t)=>e.index-t.index)),n>t){for(let e=t;e<n;++e)this._destroyDatasetMeta(e);e.splice(t,n-t)}this._sortedMetasets=e.slice(0).sort(ur("order","index"))}_removeUnreferencedMetasets(){const{_metasets:e,data:{datasets:t}}=this;e.length>t.length&&delete this._stacks,e.forEach(((e,n)=>{0===t.filter((t=>t===e._dataset)).length&&this._destroyDatasetMeta(n)}))}buildOrUpdateControllers(){const e=[],t=this.data.datasets;let n,i;for(this._removeUnreferencedMetasets(),n=0,i=t.length;n<i;n++){const i=t[n];let r=this.getDatasetMeta(n);const o=i.type||this.config.type;if(r.type&&r.type!==o&&(this._destroyDatasetMeta(n),r=this.getDatasetMeta(n)),r.type=o,r.indexAxis=i.indexAxis||Ji(o,this.options),r.order=i.order||0,r.index=n,r.label=""+i.label,r.visible=this.isDatasetVisible(n),r.controller)r.controller.updateIndex(n),r.controller.linkScales();else{const t=si.getController(o),{datasetElementType:i,dataElementType:a}=Je.datasets[o];Object.assign(t.prototype,{dataElementType:si.getElement(a),datasetElementType:i&&si.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){p(this.data.datasets,((e,t)=>{this.getDatasetMeta(t).controller.reset()}),this)}reset(){this._resetElements(),this.notifyPlugins("reset")}update(e){const t=this.config;t.update();const n=this._options=t.createResolver(t.chartOptionScopes(),this.getContext()),i=this._animationsDisabled=!n.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:e,cancelable:!0}))return;const r=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let e=0,t=this.data.datasets.length;e<t;e++){const{controller:t}=this.getDatasetMeta(e),n=!i&&-1===r.indexOf(t);t.buildOrUpdateElements(n),o=Math.max(+t.getMaxOverflow(),o)}o=this._minPadding=n.layout.autoPadding?o:0,this._updateLayout(o),i||p(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(ur("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){p(this.scales,(e=>{Ii.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);S(t,n)&&!!this._responsiveListeners===e.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:e}=this,t=this._getUniformDataChanges()||[];for(const{method:n,start:i,count:r}of t)mr(e,i,"_removeElements"===n?-r:r)}_getUniformDataChanges(){const e=this._dataChanges;if(!e||!e.length)return;this._dataChanges=[];const t=this.data.datasets.length,n=t=>new Set(e.filter((e=>e[0]===t)).map(((e,t)=>t+","+e.splice(1).join(",")))),i=n(0);for(let e=1;e<t;e++)if(!S(i,n(e)))return;return Array.from(i).map((e=>e.split(","))).map((e=>({method:e[1],start:+e[2],count:+e[3]})))}_updateLayout(e){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;Ii.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],p(this.boxes,(e=>{n&&"chartArea"===e.position||(e.configure&&e.configure(),this._layers.push(...e._layers()))}),this),this._layers.forEach(((e,t)=>{e._idx=t})),this.notifyPlugins("afterLayout")}_updateDatasets(e){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:e,cancelable:!0})){for(let e=0,t=this.data.datasets.length;e<t;++e)this.getDatasetMeta(e).controller.configure();for(let t=0,n=this.data.datasets.length;t<n;++t)this._updateDataset(t,A(e)?e({datasetIndex:t}):e);this.notifyPlugins("afterDatasetsUpdate",{mode:e})}}_updateDataset(e,t){const n=this.getDatasetMeta(e),i={meta:n,index:e,mode:t,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetUpdate",i)&&(n.controller._update(t),i.cancelable=!1,this.notifyPlugins("afterDatasetUpdate",i))}render(){!1!==this.notifyPlugins("beforeRender",{cancelable:!0})&&(mn.has(this)?this.attached&&!mn.running(this)&&mn.start(this):(this.draw(),dr({chart:this})))}draw(){let e;if(this._resizeBeforeDraw){const{width:e,height:t}=this._resizeBeforeDraw;this._resize(e,t),this._resizeBeforeDraw=null}if(this.clear(),this.width<=0||this.height<=0)return;if(!1===this.notifyPlugins("beforeDraw",{cancelable:!0}))return;const t=this._layers;for(e=0;e<t.length&&t[e].z<=0;++e)t[e].draw(this.chartArea);for(this._drawDatasets();e<t.length;++e)t[e].draw(this.chartArea);this.notifyPlugins("afterDraw")}_getSortedDatasetMetas(e){const t=this._sortedMetasets,n=[];let i,r;for(i=0,r=t.length;i<r;++i){const r=t[i];e&&!r.visible||n.push(r)}return n}getSortedVisibleDatasetMetas(){return this._getSortedDatasetMetas(!0)}_drawDatasets(){if(!1===this.notifyPlugins("beforeDatasetsDraw",{cancelable:!0}))return;const e=this.getSortedVisibleDatasetMetas();for(let t=e.length-1;t>=0;--t)this._drawDataset(e[t]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(e){const t=this.ctx,n=e._clip,i=!n.disabled,r=this.chartArea,o={meta:e,index:e.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(i&&ot(t,{left:!1===n.left?0:r.left-n.left,right:!1===n.right?this.width:r.right+n.right,top:!1===n.top?0:r.top-n.top,bottom:!1===n.bottom?this.height:r.bottom+n.bottom}),e.controller.draw(),i&&at(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return rt(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=yi.modes[t];return"function"==typeof r?r(this,e,n,i):[]}getDatasetMeta(e){const t=this.data.datasets[e],n=this._metasets;let i=n.filter((e=>e&&e._dataset===t)).pop();return i||(i={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:t&&t.order||0,index:e,_dataset:t,_parsed:[],_sorted:!1},n.push(i)),i}getContext(){return this.$context||(this.$context=kt(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(e){const t=this.data.datasets[e];if(!t)return!1;const n=this.getDatasetMeta(e);return"boolean"==typeof n.hidden?!n.hidden:!t.hidden}setDatasetVisibility(e,t){this.getDatasetMeta(e).hidden=!t}toggleDataVisibility(e){this._hiddenIndices[e]=!this._hiddenIndices[e]}getDataVisibility(e){return!this._hiddenIndices[e]}_updateVisibility(e,t,n){const i=n?"show":"hide",r=this.getDatasetMeta(e),o=r.controller._resolveAnimations(void 0,i);C(t)?(r.data[t].hidden=!n,this.update()):(this.setDatasetVisibility(e,n),o.update(r,{visible:n}),this.update((t=>t.datasetIndex===e?i:void 0)))}hide(e,t){this._updateVisibility(e,t,!1)}show(e,t){this._updateVisibility(e,t,!0)}_destroyDatasetMeta(e){const t=this._metasets[e];t&&t.controller&&t.controller._destroy(),delete this._metasets[e]}_stop(){let e,t;for(this.stop(),mn.remove(this),e=0,t=this.data.datasets.length;e<t;++e)this._destroyDatasetMeta(e)}destroy(){this.notifyPlugins("beforeDestroy");const{canvas:e,ctx:t}=this;this._stop(),this.config.clearCache(),e&&(this.unbindEvents(),tt(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete fr[this.id],this.notifyPlugins("afterDestroy")}toBase64Image(...e){return this.canvas.toDataURL(...e)}bindEvents(){this.bindUserEvents(),this.options.responsive?this.bindResponsiveEvents():this.attached=!0}bindUserEvents(){const e=this._listeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(e,t,n)=>{e.offsetX=t,e.offsetY=n,this._eventHandler(e)};p(this.options.events,(e=>n(e,i)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const e=this._responsiveListeners,t=this.platform,n=(n,i)=>{t.addEventListener(this,n,i),e[n]=i},i=(n,i)=>{e[n]&&(t.removeEventListener(this,n,i),delete e[n])},r=(e,t)=>{this.canvas&&this.resize(e,t)};let o;const a=()=>{i("attach",a),this.attached=!0,this.resize(),n("resize",r),n("detach",o)};o=()=>{this.attached=!1,i("resize",r),this._stop(),this._resize(0,0),n("attach",a)},t.isAttached(this.canvas)?a():o()}unbindEvents(){p(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},p(this._responsiveListeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._responsiveListeners=void 0}updateHoverStyle(e,t,n){const i=n?"set":"remove";let r,o,a,s;for("dataset"===t&&(r=this.getDatasetMeta(e[0].datasetIndex),r.controller["_"+i+"DatasetHoverStyle"]()),a=0,s=e.length;a<s;++a){o=e[a];const t=o&&this.getDatasetMeta(o.datasetIndex).controller;t&&t[i+"HoverStyle"](o.element,o.datasetIndex,o.index)}}getActiveElements(){return this._active||[]}setActiveElements(e){const t=this._active||[],n=e.map((({datasetIndex:e,index:t})=>{const n=this.getDatasetMeta(e);if(!n)throw new Error("No dataset found at index "+e);return{datasetIndex:e,element:n.data[t],index:t}}));!f(n,t)&&(this._active=n,this._lastEvent=null,this._updateHoverStyles(n,t))}notifyPlugins(e,t,n){return this._plugins.notify(this,e,t,n)}_updateHoverStyles(e,t,n){const i=this.options.hover,r=(e,t)=>e.filter((e=>!t.some((t=>e.datasetIndex===t.datasetIndex&&e.index===t.index)))),o=r(t,e),a=n?e:r(e,t);o.length&&this.updateHoverStyle(o,i.mode,!1),a.length&&i.mode&&this.updateHoverStyle(a,i.mode,!0)}_eventHandler(e,t){const n={event:e,replay:t,cancelable:!0,inChartArea:this.isPointInArea(e)},i=t=>(t.options.events||this.options.events).includes(e.native.type);if(!1===this.notifyPlugins("beforeEvent",n,i))return;const r=this._handleEvent(e,t,n.inChartArea);return n.cancelable=!1,this.notifyPlugins("afterEvent",n,i),(r||n.changed)&&this.render(),this}_handleEvent(e,t,n){const{_active:i=[],options:r}=this,o=t,a=this._getActiveElements(e,i,n,o),s=function(e){return"mouseup"===e.type||"click"===e.type||"contextmenu"===e.type}(e),l=function(e,t,n,i){return n&&"mouseout"!==e.type?i?t:e:null}(e,this._lastEvent,n,s);n&&(this._lastEvent=null,h(r.onHover,[e,a,this],this),s&&h(r.onClick,[e,a,this],this));const c=!f(a,i);return(c||t)&&(this._active=a,this._updateHoverStyles(a,i,t)),this._lastEvent=l,c}_getActiveElements(e,t,n,i){if("mouseout"===e.type)return[];if(!n)return t;const r=this.options.hover;return this.getElementsAtEventForMode(e,r.mode,r,i)}}const yr=()=>p(vr.instances,(e=>e._plugins.invalidate())),br=!0;function wr(e,t,n){const{startAngle:i,pixelMargin:r,x:o,y:a,outerRadius:s,innerRadius:l}=t;let c=r/s;e.beginPath(),e.arc(o,a,s,i-c,n+c),l>r?(c=r/l,e.arc(o,a,l,n+c,i-c,!0)):e.arc(o,a,r,n+N,i-N),e.closePath(),e.clip()}function xr(e,t,n,i){return{x:n+e*Math.cos(t),y:i+e*Math.sin(t)}}function kr(e,t,n,i,r,o){const{x:a,y:s,startAngle:l,pixelMargin:c,innerRadius:u}=t,d=Math.max(t.outerRadius+i+n-c,0),h=u>0?u+i+n+c:0;let p=0;const f=r-l;if(i){const e=((u>0?u-i:0)+(d>0?d-i:0))/2;p=(f-(0!==e?f*e/(e+i):f))/2}const g=(f-Math.max(.001,f*d-n/T)/d)/2,m=l+g+p,v=r-g-p,{outerStart:y,outerEnd:b,innerStart:w,innerEnd:x}=function(e,t,n,i){const r=mt(e.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]),o=(n-t)/2,a=Math.min(o,i*t/2),s=e=>{const t=(n-Math.min(o,e))*i/2;return Q(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:Q(r.innerStart,0,a),innerEnd:Q(r.innerEnd,0,a)}}(t,h,d,v-m),k=d-y,M=d-b,C=m+y/k,A=v-b/M,S=h+w,D=h+x,L=m+w/S,I=v-x/D;if(e.beginPath(),o){if(e.arc(a,s,d,C,A),b>0){const t=xr(M,A,a,s);e.arc(t.x,t.y,b,A,v+N)}const t=xr(D,v,a,s);if(e.lineTo(t.x,t.y),x>0){const t=xr(D,I,a,s);e.arc(t.x,t.y,x,v+N,I+Math.PI)}if(e.arc(a,s,h,v-x/h,m+w/h,!0),w>0){const t=xr(S,L,a,s);e.arc(t.x,t.y,w,L+Math.PI,m-N)}const n=xr(k,m,a,s);if(e.lineTo(n.x,n.y),y>0){const t=xr(k,C,a,s);e.arc(t.x,t.y,y,m-N,C)}}else{e.moveTo(a,s);const t=Math.cos(C)*d+a,n=Math.sin(C)*d+s;e.lineTo(t,n);const i=Math.cos(A)*d+a,r=Math.sin(A)*d+s;e.lineTo(i,r)}e.closePath()}Object.defineProperties(vr,{defaults:{enumerable:br,value:Je},instances:{enumerable:br,value:fr},overrides:{enumerable:br,value:Ye},registry:{enumerable:br,value:si},version:{enumerable:br,value:"3.9.1"},getChart:{enumerable:br,value:gr},register:{enumerable:br,value:(...e)=>{si.add(...e),yr()}},unregister:{enumerable:br,value:(...e)=>{si.remove(...e),yr()}}});class Mr extends Qn{constructor(e){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,e&&Object.assign(this,e)}inRange(e,t,n){const i=this.getProps(["x","y"],n),{angle:r,distance:o}=q(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),h=this.options.spacing/2,p=u(d,s-a)>=D||V(r,a,s),f=Z(o,l+h,c+h);return p&&f}getCenterPoint(e){const{x:t,y:n,startAngle:i,endAngle:r,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius","circumference"],e),{offset:s,spacing:l}=this.options,c=(i+r)/2,u=(o+a+l+s)/2;return{x:t+Math.cos(c)*u,y:n+Math.sin(c)*u}}tooltipPosition(e){return this.getCenterPoint(e)}draw(e){const{options:t,circumference:n}=this,i=(t.offset||0)/2,r=(t.spacing||0)/2,o=t.circular;if(this.pixelMargin="inner"===t.borderAlign?.33:0,this.fullCircles=n>D?Math.floor(n/D):0,0===n||this.innerRadius<0||this.outerRadius<0)return;e.save();let a=0;if(i){a=i/2;const t=(this.startAngle+this.endAngle)/2;e.translate(Math.cos(t)*a,Math.sin(t)*a),this.circumference>=T&&(a=i)}e.fillStyle=t.backgroundColor,e.strokeStyle=t.borderColor;const s=function(e,t,n,i,r){const{fullCircles:o,startAngle:a,circumference:s}=t;let l=t.endAngle;if(o){kr(e,t,n,i,a+D,r);for(let t=0;t<o;++t)e.fill();isNaN(s)||(l=a+s%D,s%D==0&&(l+=D))}return 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Xr?r:Yr(r,i)}(t),{line:r,scale:o,axis:a}=t,c=r.options,u=c.fill,d=c.backgroundColor,{above:h=d,below:p=d}=u||{};i&&r.points.length&&(ot(e,n),function(e,t){const{line:n,target:i,above:r,below:o,area:a,scale:s}=t,l=n._loop?"angle":t.axis;e.save(),"x"===l&&o!==r&&(to(e,i,a.top),no(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),to(e,i,a.bottom)),no(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:h,below:p,area:n,scale:o,axis:a}),at(e))}function to(e,t,n){const{segments:i,points:r}=t;let o=!0,a=!1;e.beginPath();for(const s of i){const{start:i,end:l}=s,c=r[i],u=r[Wr(i,l,r)];o?(e.moveTo(c.x,c.y),o=!1):(e.lineTo(c.x,n),e.lineTo(c.x,c.y)),a=!!t.pathSegment(e,s,{move:a}),a?e.closePath():e.lineTo(u.x,n)}e.lineTo(t.first().x,n),e.closePath(),e.clip()}function no(e,t){const{line:n,target:i,property:r,color:o,scale:a}=t,s=function(e,t,n){const i=e.segments,r=e.points,o=t.points,a=[];for(const e of i){let{start:i,end:s}=e;s=Wr(i,s,r);const l=qr(n,r[i],r[s],e.loop);if(!t.segments){a.push({source:e,target:l,start:r[i],end:r[s]});continue}const c=pn(t,l);for(const t of c){const i=qr(n,o[t.start],o[t.end],t.loop),s=hn(e,r,i);for(const e of s)a.push({source:e,target:t,start:{[n]:Gr(l,i,"start",Math.max)},end:{[n]:Gr(l,i,"end",Math.min)}})}}return a}(n,i,r);for(const{source:t,target:l,start:c,end:u}of s){const{style:{backgroundColor:s=o}={}}=t,d=!0!==i;e.save(),e.fillStyle=s,io(e,a,d&&qr(r,c,u)),e.beginPath();const h=!!n.pathSegment(e,t);let p;if(d){h?e.closePath():ro(e,i,u,r);const t=!!i.pathSegment(e,l,{move:h,reverse:!0});p=h&&t,p||ro(e,i,c,r)}e.closePath(),e.fill(p?"evenodd":"nonzero"),e.restore()}}function io(e,t,n){const{top:i,bottom:r}=t.chart.chartArea,{property:o,start:a,end:s}=n||{};"x"===o&&(e.beginPath(),e.rect(a,i,s-a,r-i),e.clip())}function ro(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var oo={id:"filler",afterDatasetsUpdate(e,t,n){const i=(e.data.datasets||[]).length,r=[];let o,a,s,l;for(a=0;a<i;++a)o=e.getDatasetMeta(a),s=o.dataset,l=null,s&&s.options&&s instanceof zr&&(l={visible:e.isDatasetVisible(a),index:a,fill:Zr(s,a,i),chart:e,axis:o.controller.options.indexAxis,scale:o.vScale,line:s}),o.$filler=l,r.push(l);for(a=0;a<i;++a)l=r[a],l&&!1!==l.fill&&(l.fill=Qr(r,a,n.propagate))},beforeDraw(e,t,n){const i="beforeDraw"===n.drawTime,r=e.getSortedVisibleDatasetMetas(),o=e.chartArea;for(let t=r.length-1;t>=0;--t){const n=r[t].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&n.fill&&eo(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;Vr(n)&&eo(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;Vr(i)&&"beforeDatasetDraw"===n.drawTime&&eo(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ao=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=e.pointStyleWidth||Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class so extends Qn{constructor(e){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t,n){this.maxWidth=e,this.maxHeight=t,this._margins=n,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const e=this.options.labels||{};let t=h(e.generateLabels,[this.chart],this)||[];e.filter&&(t=t.filter((t=>e.filter(t,this.chart.data)))),e.sort&&(t=t.sort(((t,n)=>e.sort(t,n,this.chart.data)))),this.options.reverse&&t.reverse(),this.legendItems=t}fit(){const{options:e,ctx:t}=this;if(!e.display)return void(this.width=this.height=0);const n=e.labels,i=wt(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=ao(n,r);let l,c;t.font=i.string,this.isHorizontal()?(l=this.maxWidth,c=this._fitRows(o,r,a,s)+10):(c=this.maxHeight,l=this._fitCols(o,r,a,s)+10),this.width=Math.min(l,e.maxWidth||this.maxWidth),this.height=Math.min(c,e.maxHeight||this.maxHeight)}_fitRows(e,t,n,i){const{ctx:r,maxWidth:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.lineWidths=[0],c=i+a;let u=e;r.textAlign="left",r.textBaseline="middle";let d=-1,h=-c;return this.legendItems.forEach(((e,p)=>{const f=n+t/2+r.measureText(e.text).width;(0===p||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(p>0?0:1)]=0,h+=c,d++),s[p]={left:0,top:h,row:d,width:f,height:i},l[l.length-1]+=f+a})),u}_fitCols(e,t,n,i){const{ctx:r,maxHeight:o,options:{labels:{padding:a}}}=this,s=this.legendHitBoxes=[],l=this.columnSizes=[],c=o-e;let u=a,d=0,h=0,p=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&h+i+2*a>c&&(u+=d+a,l.push({width:d,height:h}),p+=d+a,f++,d=h=0),s[o]={left:p,top:h,col:f,width:g,height:i},d=Math.max(d,g),h+=i+a})),u+=d,l.push({width:d,height:h}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=sn(r,this.left,this.width);if(this.isHorizontal()){let r=0,a=ae(n,this.left+i,this.right-this.lineWidths[r]);for(const s of t)r!==s.row&&(r=s.row,a=ae(n,this.left+i,this.right-this.lineWidths[r])),s.top+=this.top+e+i,s.left=o.leftForLtr(o.x(a),s.width),a+=s.width+i}else{let r=0,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const s of t)s.col!==r&&(r=s.col,a=ae(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),s.top=a,s.left+=this.left+i,s.left=o.leftForLtr(o.x(s.left),s.width),a+=s.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;ot(e,this),this._draw(),at(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,a=Je.color,s=sn(e.rtl,this.left,this.width),l=wt(o.font),{color:c,padding:d}=o,h=l.size,p=h/2;let f;this.drawTitle(),i.textAlign=s.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=l.string;const{boxWidth:g,boxHeight:m,itemHeight:v}=ao(o,h),y=this.isHorizontal(),b=this._computeTitleHeight();f=y?{x:ae(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:ae(r,this.top+b+d,this.bottom-t[0].height),line:0},ln(this.ctx,e.textDirection);const w=v+d;this.legendItems.forEach(((x,k)=>{i.strokeStyle=x.fontColor||c,i.fillStyle=x.fontColor||c;const M=i.measureText(x.text).width,C=s.textAlign(x.textAlign||(x.textAlign=o.textAlign)),A=g+p+M;let S=f.x,T=f.y;s.setWidth(this.width),y?k>0&&S+A+d>this.right&&(T=f.y+=w,f.line++,S=f.x=ae(r,this.left+d,this.right-n[f.line])):k>0&&T+w>this.bottom&&(S=f.x=S+t[f.line].width+d,f.line++,T=f.y=ae(r,this.top+b+d,this.bottom-t[f.line].height)),function(e,t,n){if(isNaN(g)||g<=0||isNaN(m)||m<0)return;i.save();const r=u(n.lineWidth,1);if(i.fillStyle=u(n.fillStyle,a),i.lineCap=u(n.lineCap,"butt"),i.lineDashOffset=u(n.lineDashOffset,0),i.lineJoin=u(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=u(n.strokeStyle,a),i.setLineDash(u(n.lineDash,[])),o.usePointStyle){const a={radius:m*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},l=s.xPlus(e,g/2);it(i,a,l,t+p,o.pointStyleWidth&&g)}else{const o=t+Math.max((h-m)/2,0),a=s.leftForLtr(e,g),l=yt(n.borderRadius);i.beginPath(),Object.values(l).some((e=>0!==e))?dt(i,{x:a,y:o,w:g,h:m,radius:l}):i.rect(a,o,g,m),i.fill(),0!==r&&i.stroke()}i.restore()}(s.x(S),T,x),S=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(C,S+g+p,y?S+A:this.right,e.rtl),function(e,t,n){ct(i,n.text,e,t+v/2,l,{strikethrough:n.hidden,textAlign:s.textAlign(n.textAlign)})}(s.x(S),T,x),y?f.x+=A+d:f.y+=w})),cn(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=wt(t.font),i=bt(t.padding);if(!t.display)return;const r=sn(e.rtl,this.left,this.width),o=this.ctx,a=t.position,s=n.size/2,l=i.top+s;let c,u=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),c=this.top+l,u=ae(e.align,u,this.right-d);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);c=l+ae(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const h=ae(a,u,u+d);o.textAlign=r.textAlign(oe(a)),o.textBaseline="middle",o.strokeStyle=t.color,o.fillStyle=t.color,o.font=n.string,ct(o,t.text,h,c,n)}_computeTitleHeight(){const e=this.options.title,t=wt(e.font),n=bt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(Z(e,this.left,this.right)&&Z(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],Z(e,i.left,i.left+i.width)&&Z(t,i.top,i.top+i.height))return this.legendItems[n];return null}handleEvent(e){const t=this.options;if(!function(e,t){return!("mousemove"!==e&&"mouseout"!==e||!t.onHover&&!t.onLeave)||!(!t.onClick||"click"!==e&&"mouseup"!==e)}(e.type,t))return;const n=this._getLegendItemAt(e.x,e.y);if("mousemove"===e.type||"mouseout"===e.type){const o=this._hoveredItem,a=(r=n,null!==(i=o)&&null!==r&&i.datasetIndex===r.datasetIndex&&i.index===r.index);o&&!a&&h(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&h(t.onHover,[e,n,this],this)}else n&&h(t.onClick,[e,n,this],this);var i,r}}var lo={id:"legend",_element:so,start(e,t,n){const i=e.legend=new so({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i)},stop(e){Ii.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;Ii.configure(e,i,n),i.options=n},afterUpdate(e){const t=e.legend;t.buildLabels(),t.adjustHitBoxes()},afterEvent(e,t){t.replay||e.legend.handleEvent(t.event)},defaults:{display:!0,position:"top",align:"center",fullSize:!0,reverse:!1,weight:1e3,onClick(e,t,n){const i=t.datasetIndex,r=n.chart;r.isDatasetVisible(i)?(r.hide(i),t.hidden=!0):(r.show(i),t.hidden=!1)},onHover:null,onLeave:null,labels:{color:e=>e.chart.options.color,boxWidth:40,padding:10,generateLabels(e){const t=e.data.datasets,{labels:{usePointStyle:n,pointStyle:i,textAlign:r,color:o}}=e.legend.options;return e._getSortedDatasetMetas().map((e=>{const a=e.controller.getStyle(n?0:void 0),s=bt(a.borderWidth);return{text:t[e.index].label,fillStyle:a.backgroundColor,fontColor:o,hidden:!e.visible,lineCap:a.borderCapStyle,lineDash:a.borderDash,lineDashOffset:a.borderDashOffset,lineJoin:a.borderJoinStyle,lineWidth:(s.width+s.height)/4,strokeStyle:a.borderColor,pointStyle:i||a.pointStyle,rotation:a.rotation,textAlign:r||a.textAlign,borderRadius:0,datasetIndex:e.index}}),this)}},title:{color:e=>e.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:e=>!e.startsWith("on"),labels:{_scriptable:e=>!["generateLabels","filter","sort"].includes(e)}}};class co extends Qn{constructor(e){super(),this.chart=e.chart,this.options=e.options,this.ctx=e.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(e,t){const n=this.options;if(this.left=0,this.top=0,!n.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=e,this.height=this.bottom=t;const i=a(n.text)?n.text.length:1;this._padding=bt(n.padding);const r=i*wt(n.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=r:this.width=r}isHorizontal(){const e=this.options.position;return"top"===e||"bottom"===e}_drawArgs(e){const{top:t,left:n,bottom:i,right:r,options:o}=this,a=o.align;let s,l,c,u=0;return this.isHorizontal()?(l=ae(a,n,r),c=t+e,s=r-n):("left"===o.position?(l=n+e,c=ae(a,i,t),u=-.5*T):(l=r-e,c=ae(a,t,i),u=.5*T),s=i-t),{titleX:l,titleY:c,maxWidth:s,rotation:u}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=wt(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:o,maxWidth:a,rotation:s}=this._drawArgs(i);ct(e,t.text,0,0,n,{color:t.color,maxWidth:a,rotation:s,textAlign:oe(t.align),textBaseline:"middle",translation:[r,o]})}}var uo={id:"title",_element:co,start(e,t,n){!function(e,t){const n=new co({ctx:e.ctx,options:t,chart:e});Ii.configure(e,n,t),Ii.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;Ii.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const ho=new WeakMap;var po={id:"subtitle",start(e,t,n){const i=new co({ctx:e.ctx,options:n,chart:e});Ii.configure(e,i,n),Ii.addBox(e,i),ho.set(e,i)},stop(e){Ii.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);Ii.configure(e,i,n),i.options=n},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const fo={average(e){if(!e.length)return!1;let t,n,i=0,r=0,o=0;for(t=0,n=e.length;t<n;++t){const n=e[t].element;if(n&&n.hasValue()){const e=n.tooltipPosition();i+=e.x,r+=e.y,++o}}return{x:i/o,y:r/o}},nearest(e,t){if(!e.length)return!1;let n,i,r,o=t.x,a=t.y,s=Number.POSITIVE_INFINITY;for(n=0,i=e.length;n<i;++n){const i=e[n].element;if(i&&i.hasValue()){const e=W(t,i.getCenterPoint());e<s&&(s=e,r=i)}}if(r){const e=r.tooltipPosition();o=e.x,a=e.y}return{x:o,y:a}}};function go(e,t){return t&&(a(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function mo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function vo(e,t){const{element:n,datasetIndex:i,index:r}=t,o=e.getDatasetMeta(i).controller,{label:a,value:s}=o.getLabelAndValue(r);return{chart:e,label:a,parsed:o.getParsed(r),raw:e.data.datasets[i].data[r],formattedValue:s,dataset:o.getDataset(),dataIndex:r,datasetIndex:i,element:n}}function yo(e,t){const n=e.chart.ctx,{body:i,footer:r,title:o}=e,{boxWidth:a,boxHeight:s}=t,l=wt(t.bodyFont),c=wt(t.titleFont),u=wt(t.footerFont),d=o.length,h=r.length,f=i.length,g=bt(t.padding);let m=g.height,v=0,y=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);y+=e.beforeBody.length+e.afterBody.length,d&&(m+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),y&&(m+=f*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(y-f)*l.lineHeight+(y-1)*t.bodySpacing),h&&(m+=t.footerMarginTop+h*u.lineHeight+(h-1)*t.footerSpacing);let b=0;const w=function(e){v=Math.max(v,n.measureText(e).width+b)};return n.save(),n.font=c.string,p(e.title,w),n.font=l.string,p(e.beforeBody.concat(e.afterBody),w),b=t.displayColors?a+2+t.boxPadding:0,p(i,(e=>{p(e.before,w),p(e.lines,w),p(e.after,w)})),b=0,n.font=u.string,p(e.footer,w),n.restore(),v+=g.width,{width:v,height:m}}function bo(e,t,n,i){const{x:r,width:o}=n,{width:a,chartArea:{left:s,right:l}}=e;let c="center";return"center"===i?c=r<=(s+l)/2?"left":"right":r<=o/2?c="left":r>=a-o/2&&(c="right"),function(e,t,n,i){const{x:r,width:o}=i,a=n.caretSize+n.caretPadding;return"left"===e&&r+o+a>t.width||"right"===e&&r-o-a<0||void 0}(c,e,t,n)&&(c="center"),c}function wo(e,t,n){const i=n.yAlign||t.yAlign||function(e,t){const{y:n,height:i}=t;return n<i/2?"top":n>e.height-i/2?"bottom":"center"}(e,n);return{xAlign:n.xAlign||t.xAlign||bo(e,t,n,i),yAlign:i}}function xo(e,t,n,i){const{caretSize:r,caretPadding:o,cornerRadius:a}=e,{xAlign:s,yAlign:l}=n,c=r+o,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(a);let f=function(e,t){let{x:n,width:i}=e;return"right"===t?n-=i:"center"===t&&(n-=i/2),n}(t,s);const g=function(e,t,n){let{y:i,height:r}=e;return"top"===t?i+=n:i-="bottom"===t?r+n:r/2,i}(t,l,c);return"center"===l?"left"===s?f+=c:"right"===s&&(f-=c):"left"===s?f-=Math.max(u,h)+r:"right"===s&&(f+=Math.max(d,p)+r),{x:Q(f,0,i.width-t.width),y:Q(g,0,i.height-t.height)}}function ko(e,t,n){const i=bt(n.padding);return"center"===t?e.x+e.width/2:"right"===t?e.x+e.width-i.right:e.x+i.left}function Mo(e){return go([],mo(e))}function Co(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class Ao extends Qn{constructor(e){super(),this.opacity=0,this._active=[],this._eventPosition=void 0,this._size=void 0,this._cachedAnimations=void 0,this._tooltipItems=[],this.$animations=void 0,this.$context=void 0,this.chart=e.chart||e._chart,this._chart=this.chart,this.options=e.options,this.dataPoints=void 0,this.title=void 0,this.beforeBody=void 0,this.body=void 0,this.afterBody=void 0,this.footer=void 0,this.xAlign=void 0,this.yAlign=void 0,this.x=void 0,this.y=void 0,this.height=void 0,this.width=void 0,this.caretX=void 0,this.caretY=void 0,this.labelColors=void 0,this.labelPointStyles=void 0,this.labelTextColors=void 0}initialize(e){this.options=e,this._cachedAnimations=void 0,this.$context=void 0}_resolveAnimations(){const e=this._cachedAnimations;if(e)return e;const t=this.chart,n=this.options.setContext(this.getContext()),i=n.enabled&&t.options.animation&&n.animations,r=new xn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,kt(this.chart.getContext(),{tooltip:this,tooltipItems:this._tooltipItems,type:"tooltip"})))}getTitle(e,t){const{callbacks:n}=t,i=n.beforeTitle.apply(this,[e]),r=n.title.apply(this,[e]),o=n.afterTitle.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return p(e,(e=>{const t={before:[],lines:[],after:[]},r=Co(n,e);go(t.before,mo(r.beforeLabel.call(this,e))),go(t.lines,r.label.call(this,e)),go(t.after,mo(r.afterLabel.call(this,e))),i.push(t)})),i}getAfterBody(e,t){return Mo(t.callbacks.afterBody.apply(this,[e]))}getFooter(e,t){const{callbacks:n}=t,i=n.beforeFooter.apply(this,[e]),r=n.footer.apply(this,[e]),o=n.afterFooter.apply(this,[e]);let a=[];return a=go(a,mo(i)),a=go(a,mo(r)),a=go(a,mo(o)),a}_createItems(e){const t=this._active,n=this.chart.data,i=[],r=[],o=[];let a,s,l=[];for(a=0,s=t.length;a<s;++a)l.push(vo(this.chart,t[a]));return e.filter&&(l=l.filter(((t,i,r)=>e.filter(t,i,r,n)))),e.itemSort&&(l=l.sort(((t,i)=>e.itemSort(t,i,n)))),p(l,(t=>{const n=Co(e.callbacks,t);i.push(n.labelColor.call(this,t)),r.push(n.labelPointStyle.call(this,t)),o.push(n.labelTextColor.call(this,t))})),this.labelColors=i,this.labelPointStyles=r,this.labelTextColors=o,this.dataPoints=l,l}update(e,t){const n=this.options.setContext(this.getContext()),i=this._active;let r,o=[];if(i.length){const e=fo[n.position].call(this,i,this._eventPosition);o=this._createItems(n),this.title=this.getTitle(o,n),this.beforeBody=this.getBeforeBody(o,n),this.body=this.getBody(o,n),this.afterBody=this.getAfterBody(o,n),this.footer=this.getFooter(o,n);const t=this._size=yo(this,n),a=Object.assign({},e,t),s=wo(this.chart,n,a),l=xo(n,a,s,this.chart);this.xAlign=s.xAlign,this.yAlign=s.yAlign,r={opacity:1,x:l.x,y:l.y,width:t.width,height:t.height,caretX:e.x,caretY:e.y}}else 0!==this.opacity&&(r={opacity:0});this._tooltipItems=o,this.$context=void 0,r&&this._resolveAnimations().update(this,r),e&&n.external&&n.external.call(this,{chart:this.chart,tooltip:this,replay:t})}drawCaret(e,t,n,i){const r=this.getCaretPosition(e,n,i);t.lineTo(r.x1,r.y1),t.lineTo(r.x2,r.y2),t.lineTo(r.x3,r.y3)}getCaretPosition(e,t,n){const{xAlign:i,yAlign:r}=this,{caretSize:o,cornerRadius:a}=n,{topLeft:s,topRight:l,bottomLeft:c,bottomRight:u}=yt(a),{x:d,y:h}=e,{width:p,height:f}=t;let g,m,v,y,b,w;return"center"===r?(b=h+f/2,"left"===i?(g=d,m=g-o,y=b+o,w=b-o):(g=d+p,m=g+o,y=b-o,w=b+o),v=g):(m="left"===i?d+Math.max(s,c)+o:"right"===i?d+p-Math.max(l,u)-o:this.caretX,"top"===r?(y=h,b=y-o,g=m-o,v=m+o):(y=h+f,b=y+o,g=m+o,v=m-o),w=y),{x1:g,x2:m,x3:v,y1:y,y2:b,y3:w}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=wt(n.titleFont),a=n.titleSpacing,t.fillStyle=n.titleColor,t.font=o.string,s=0;s<r;++s)t.fillText(i[s],l.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+a,s+1===r&&(e.y+=n.titleMarginBottom-a)}}_drawColorBox(e,t,n,i,r){const o=this.labelColors[n],a=this.labelPointStyles[n],{boxHeight:l,boxWidth:c,boxPadding:u}=r,d=wt(r.bodyFont),h=ko(this,"left",r),p=i.x(h),f=l<d.lineHeight?(d.lineHeight-l)/2:0,g=t.y+f;if(r.usePointStyle){const t={radius:Math.min(c,l)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,c)+c/2,s=g+l/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,nt(e,t,n,s),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,nt(e,t,n,s)}else{e.lineWidth=s(o.borderWidth)?Math.max(...Object.values(o.borderWidth)):o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,c-u),n=i.leftForLtr(i.xPlus(p,1),c-u-2),a=yt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,dt(e,{x:t,y:g,w:c,h:l,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),dt(e,{x:n,y:g+1,w:c-2,h:l-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,g,c,l),e.strokeRect(t,g,c,l),e.fillStyle=o.backgroundColor,e.fillRect(n,g+1,c-2,l-2))}e.fillStyle=this.labelTextColors[n]}drawBody(e,t,n){const{body:i}=this,{bodySpacing:r,bodyAlign:o,displayColors:a,boxHeight:s,boxWidth:l,boxPadding:c}=n,u=wt(n.bodyFont);let d=u.lineHeight,h=0;const f=sn(n.rtl,this.x,this.width),g=function(n){t.fillText(n,f.x(e.x+h),e.y+d/2),e.y+=d+r},m=f.textAlign(o);let v,y,b,w,x,k,M;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=ko(this,m,n),t.fillStyle=n.bodyColor,p(this.beforeBody,g),h=a&&"right"!==m?"center"===o?l/2+c:l+2+c:0,w=0,k=i.length;w<k;++w){for(v=i[w],y=this.labelTextColors[w],t.fillStyle=y,p(v.before,g),b=v.lines,a&&b.length&&(this._drawColorBox(t,e,w,f,n),d=Math.max(u.lineHeight,s)),x=0,M=b.length;x<M;++x)g(b[x]),d=u.lineHeight;p(v.after,g)}h=0,d=u.lineHeight,p(this.afterBody,g),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=sn(n.rtl,this.x,this.width);for(e.x=ko(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=wt(n.footerFont),t.fillStyle=n.footerColor,t.font=o.string,a=0;a<r;++a)t.fillText(i[a],s.x(e.x),e.y+o.lineHeight/2),e.y+=o.lineHeight+n.footerSpacing}}drawBackground(e,t,n,i){const{xAlign:r,yAlign:o}=this,{x:a,y:s}=e,{width:l,height:c}=n,{topLeft:u,topRight:d,bottomLeft:h,bottomRight:p}=yt(i.cornerRadius);t.fillStyle=i.backgroundColor,t.strokeStyle=i.borderColor,t.lineWidth=i.borderWidth,t.beginPath(),t.moveTo(a+u,s),"top"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+l-d,s),t.quadraticCurveTo(a+l,s,a+l,s+d),"center"===o&&"right"===r&&this.drawCaret(e,t,n,i),t.lineTo(a+l,s+c-p),t.quadraticCurveTo(a+l,s+c,a+l-p,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+h,s+c),t.quadraticCurveTo(a,s+c,a,s+c-h),"center"===o&&"left"===r&&this.drawCaret(e,t,n,i),t.lineTo(a,s+u),t.quadraticCurveTo(a,s,a+u,s),t.closePath(),t.fill(),i.borderWidth>0&&t.stroke()}_updateAnimationTarget(e){const t=this.chart,n=this.$animations,i=n&&n.x,r=n&&n.y;if(i||r){const n=fo[e.position].call(this,this._active,this._eventPosition);if(!n)return;const o=this._size=yo(this,e),a=Object.assign({},n,this._size),s=wo(t,e,a),l=xo(e,a,s,t);i._to===l.x&&r._to===l.y||(this.xAlign=s.xAlign,this.yAlign=s.yAlign,this.width=o.width,this.height=o.height,this.caretX=n.x,this.caretY=n.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(e){const t=this.options.setContext(this.getContext());let n=this.opacity;if(!n)return;this._updateAnimationTarget(t);const i={width:this.width,height:this.height},r={x:this.x,y:this.y};n=Math.abs(n)<.001?0:n;const o=bt(t.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;t.enabled&&a&&(e.save(),e.globalAlpha=n,this.drawBackground(r,e,i,t),ln(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),cn(e,t.textDirection),e.restore())}getActiveElements(){return this._active||[]}setActiveElements(e,t){const n=this._active,i=e.map((({datasetIndex:e,index:t})=>{const n=this.chart.getDatasetMeta(e);if(!n)throw new Error("Cannot find a dataset at index "+e);return{datasetIndex:e,element:n.data[t],index:t}})),r=!f(n,i),o=this._positionChanged(i,t);(r||o)&&(this._active=i,this._eventPosition=t,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(e,t,n=!0){if(t&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const i=this.options,r=this._active||[],o=this._getActiveElements(e,r,t,n),a=this._positionChanged(o,e),s=t||!f(o,r)||a;return s&&(this._active=o,(i.enabled||i.external)&&(this._eventPosition={x:e.x,y:e.y},this.update(!0,t))),s}_getActiveElements(e,t,n,i){const r=this.options;if("mouseout"===e.type)return[];if(!i)return t;const o=this.chart.getElementsAtEventForMode(e,r.mode,r,n);return r.reverse&&o.reverse(),o}_positionChanged(e,t){const{caretX:n,caretY:i,options:r}=this,o=fo[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}Ao.positioners=fo;var So={id:"tooltip",_element:Ao,positioners:fo,afterInit(e,t,n){n&&(e.tooltip=new Ao({chart:e,options:n}))},beforeUpdate(e,t,n){e.tooltip&&e.tooltip.initialize(n)},reset(e,t,n){e.tooltip&&e.tooltip.initialize(n)},afterDraw(e){const t=e.tooltip;if(t&&t._willRender()){const n={tooltip:t};if(!1===e.notifyPlugins("beforeTooltipDraw",n))return;t.draw(e.ctx),e.notifyPlugins("afterTooltipDraw",n)}},afterEvent(e,t){if(e.tooltip){const n=t.replay;e.tooltip.handleEvent(t.event,n,t.inChartArea)&&(t.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(e,t)=>t.bodyFont.size,boxWidth:(e,t)=>t.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:{beforeTitle:i,title(e){if(e.length>0){const t=e[0],n=t.chart.data.labels,i=n?n.length:0;if(this&&this.options&&"dataset"===this.options.mode)return t.dataset.label||"";if(t.label)return t.label;if(i>0&&t.dataIndex<i)return n[t.dataIndex]}return""},afterTitle:i,beforeBody:i,beforeLabel:i,label(e){if(this&&this.options&&"dataset"===this.options.mode)return e.label+": "+e.formattedValue||e.formattedValue;let t=e.dataset.label||"";t&&(t+=": ");const n=e.formattedValue;return o(n)||(t+=n),t},labelColor(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{borderColor:t.borderColor,backgroundColor:t.backgroundColor,borderWidth:t.borderWidth,borderDash:t.borderDash,borderDashOffset:t.borderDashOffset,borderRadius:0}},labelTextColor(){return this.options.bodyColor},labelPointStyle(e){const t=e.chart.getDatasetMeta(e.datasetIndex).controller.getStyle(e.dataIndex);return{pointStyle:t.pointStyle,rotation:t.rotation}},afterLabel:i,afterBody:i,beforeFooter:i,footer:i,afterFooter:i}},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:e=>"filter"!==e&&"itemSort"!==e&&"external"!==e,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]},To=Object.freeze({__proto__:null,Decimation:Ur,Filler:oo,Legend:lo,SubTitle:po,Title:uo,Tooltip:So});class Do extends oi{constructor(e){super(e),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(e){const t=this._addedLabels;if(t.length){const e=this.getLabels();for(const{index:n,label:i}of t)e[n]===i&&e.splice(n,1);this._addedLabels=[]}super.init(e)}parse(e,t){if(o(e))return null;const n=this.getLabels();return((e,t)=>null===e?null:Q(Math.round(e),0,t))(t=isFinite(t)&&n[t]===e?t:function(e,t,n,i){const r=e.indexOf(t);return-1===r?((e,t,n,i)=>("string"==typeof t?(n=e.push(t)-1,i.unshift({index:n,label:t})):isNaN(t)&&(n=null),n))(e,t,n,i):r!==e.lastIndexOf(t)?n:r}(n,e,u(t,e),this._addedLabels),n.length-1)}determineDataLimits(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let{min:n,max:i}=this.getMinMax(!0);"ticks"===this.options.bounds&&(e||(n=0),t||(i=this.getLabels().length-1)),this.min=n,this.max=i}buildTicks(){const e=this.min,t=this.max,n=this.options.offset,i=[];let r=this.getLabels();r=0===e&&t===r.length-1?r:r.slice(e,t+1),this._valueRange=Math.max(r.length-(n?0:1),1),this._startValue=this.min-(n?.5:0);for(let n=e;n<=t;n++)i.push({value:n});return i}getLabelForValue(e){const t=this.getLabels();return e>=0&&e<t.length?t[e]:e}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(e){return"number"!=typeof e&&(e=this.parse(e)),null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getPixelForTick(e){const t=this.ticks;return e<0||e>t.length-1?null:this.getPixelForValue(t[e].value)}getValueForPixel(e){return Math.round(this._startValue+this.getDecimalForPixel(e)*this._valueRange)}getBasePixel(){return this.bottom}}function Lo(e,t,{horizontal:n,minRotation:i}){const r=F(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}Do.id="category",Do.defaults={ticks:{callback:Do.prototype.getLabelForValue}};class Io extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._endValue=void 0,this._valueRange=0}parse(e,t){return o(e)||("number"==typeof e||e instanceof Number)&&!isFinite(+e)?null:+e}handleTickRangeOptions(){const{beginAtZero:e}=this.options,{minDefined:t,maxDefined:n}=this.getUserBounds();let{min:i,max:r}=this;const o=e=>i=t?i:e,a=e=>r=n?r:e;if(e){const e=j(i),t=j(r);e<0&&t<0?a(0):e>0&&t>0&&o(0)}if(i===r){let t=1;(r>=Number.MAX_SAFE_INTEGER||i<=Number.MIN_SAFE_INTEGER)&&(t=Math.abs(.05*r)),a(r+t),e||o(i-t)}this.min=i,this.max=r}getTickLimit(){const e=this.options.ticks;let t,{maxTicksLimit:n,stepSize:i}=e;return i?(t=Math.ceil(this.max/i)-Math.floor(this.min/i)+1,t>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${i} would result generating up to ${t} ticks. Limiting to 1000.`),t=1e3)):(t=this.computeTickLimit(),n=n||11),n&&(t=Math.min(n,t)),t}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const e=this.options,t=e.ticks;let n=this.getTickLimit();n=Math.max(2,n);const i=function(e,t){const n=[],{bounds:i,step:r,min:a,max:s,precision:l,count:c,maxTicks:u,maxDigits:d,includeBounds:h}=e,p=r||1,f=u-1,{min:g,max:m}=t,v=!o(a),y=!o(s),b=!o(c),w=(m-g)/(d+1);let x,k,M,C,A=_((m-g)/f/p)*p;if(A<1e-14&&!v&&!y)return[{value:g},{value:m}];C=Math.ceil(m/A)-Math.floor(g/A),C>f&&(A=_(C*A/f/p)*p),o(l)||(x=Math.pow(10,l),A=Math.ceil(A*x)/x),"ticks"===i?(k=Math.floor(g/A)*A,M=Math.ceil(m/A)*A):(k=g,M=m),v&&y&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((s-a)/r,A/1e3)?(C=Math.round(Math.min((s-a)/A,u)),A=(s-a)/C,k=a,M=s):b?(k=v?a:k,M=y?s:M,C=c-1,A=(M-k)/C):(C=(M-k)/A,C=B(C,Math.round(C),A/1e3)?Math.round(C):Math.ceil(C));const S=Math.max(U(A),U(k));x=Math.pow(10,o(l)?S:l),k=Math.round(k*x)/x,M=Math.round(M*x)/x;let T=0;for(v&&(h&&k!==a?(n.push({value:a}),k<a&&T++,B(Math.round((k+T*A)*x)/x,a,Lo(a,w,e))&&T++):k<a&&T++);T<C;++T)n.push({value:Math.round((k+T*A)*x)/x});return y&&h&&M!==s?n.length&&B(n[n.length-1].value,s,Lo(s,w,e))?n[n.length-1].value=s:n.push({value:s}):y&&M!==s||n.push({value:M}),n}({maxTicks:n,bounds:e.bounds,min:e.min,max:e.max,precision:t.precision,step:t.stepSize,count:t.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:t.minRotation||0,includeBounds:!1!==t.includeBounds},this._range||this);return"ticks"===e.bounds&&R(i,this,"value"),e.reverse?(i.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),i}configure(){const e=this.ticks;let t=this.min,n=this.max;if(super.configure(),this.options.offset&&e.length){const i=(n-t)/Math.max(e.length-1,1)/2;t-=i,n+=i}this._startValue=t,this._endValue=n,this._valueRange=n-t}getLabelForValue(e){return an(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Io{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?e:0,this.max=l(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=F(this.options.ticks.minRotation),i=(e?Math.sin(n):Math.cos(n))||.001,r=this._resolveTickFontOptions(0);return Math.ceil(t/Math.min(40,r.lineHeight/i))}getPixelForValue(e){return null===e?NaN:this.getPixelForDecimal((e-this._startValue)/this._valueRange)}getValueForPixel(e){return this._startValue+this.getDecimalForPixel(e)*this._valueRange}}function No(e){return 1==e/Math.pow(10,Math.floor($(e)))}zo.id="linear",zo.defaults={ticks:{callback:Jn.formatters.numeric}};class Oo extends oi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Io.prototype.parse.apply(this,[e,t]);if(0!==n)return l(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=l(e)?Math.max(0,e):null,this.max=l(t)?Math.max(0,t):null,this.options.beginAtZero&&(this._zero=!0),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:e,maxDefined:t}=this.getUserBounds();let n=this.min,i=this.max;const r=t=>n=e?n:t,o=e=>i=t?i:e,a=(e,t)=>Math.pow(10,Math.floor($(e))+t);n===i&&(n<=0?(r(1),o(10)):(r(a(n,-1)),o(a(i,1)))),n<=0&&r(a(i,-1)),i<=0&&o(a(n,1)),this._zero&&this.min!==this._suggestedMin&&n===a(this.min,0)&&r(a(n,-1)),this.min=n,this.max=i}buildTicks(){const e=this.options,t=function(e,t){const n=Math.floor($(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=c(e.min,Math.pow(10,Math.floor($(t.min)))),a=Math.floor($(o)),s=Math.floor(o/Math.pow(10,a)),l=a<0?Math.pow(10,Math.abs(a)):1;do{r.push({value:o,major:No(o)}),++s,10===s&&(s=1,++a,l=a>=0?1:l),o=Math.round(s*Math.pow(10,a)*l)/l}while(a<n||a===n&&s<i);const u=c(e.max,o);return r.push({value:u,major:No(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&R(t,this,"value"),e.reverse?(t.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),t}getLabelForValue(e){return void 0===e?"0":an(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=$(e),this._valueRange=$(this.max)-$(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:($(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Eo(e){const t=e.ticks;if(t.display&&e.display){const e=bt(t.backdropPadding);return u(t.font&&t.font.size,Je.font.size)+e.height}return 0}function $o(e,t,n,i,r){return e===i||e===r?{start:t-n/2,end:t+n/2}:e<i||e>r?{start:t-n,end:t}:{start:t,end:t+n}}function jo(e,t,n,i,r){const o=Math.abs(Math.sin(n)),a=Math.abs(Math.cos(n));let s=0,l=0;i.start<t.l?(s=(t.l-i.start)/o,e.l=Math.min(e.l,t.l-s)):i.end>t.r&&(s=(i.end-t.r)/o,e.r=Math.max(e.r,t.r+s)),r.start<t.t?(l=(t.t-r.start)/a,e.t=Math.min(e.t,t.t-l)):r.end>t.b&&(l=(r.end-t.b)/a,e.b=Math.max(e.b,t.b+l))}function _o(e){return 0===e||180===e?"center":e<180?"left":"right"}function Po(e,t,n){return 90===n||270===n?e-=t/2:(n>270||n<90)&&(e-=t),e}function Bo(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,D);else{let n=e.getPointPosition(0,t);r.moveTo(n.x,n.y);for(let o=1;o<i;o++)n=e.getPointPosition(o,t),r.lineTo(n.x,n.y)}}Oo.id="logarithmic",Oo.defaults={ticks:{callback:Jn.formatters.logarithmic,major:{enabled:!0}}};class Ro extends Io{constructor(e){super(e),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const e=this._padding=bt(Eo(this.options)/2),t=this.width=this.maxWidth-e.width,n=this.height=this.maxHeight-e.height;this.xCenter=Math.floor(this.left+t/2+e.left),this.yCenter=Math.floor(this.top+n/2+e.top),this.drawingArea=Math.floor(Math.min(t,n)/2)}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!1);this.min=l(e)&&!isNaN(e)?e:0,this.max=l(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Eo(this.options))}generateTickLabels(e){Io.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=h(this.options.pointLabels.callback,[e,t],this);return n||0===n?n:""})).filter(((e,t)=>this.chart.getDataVisibility(t)))}fit(){const e=this.options;e.display&&e.pointLabels.display?function(e){const t={l:e.left+e._padding.left,r:e.right-e._padding.right,t:e.top+e._padding.top,b:e.bottom-e._padding.bottom},n=Object.assign({},t),i=[],r=[],o=e._pointLabels.length,s=e.options.pointLabels,l=s.centerPointLabels?T/o:0;for(let h=0;h<o;h++){const o=s.setContext(e.getPointLabelContext(h));r[h]=o.padding;const p=e.getPointPosition(h,e.drawingArea+r[h],l),f=wt(o.font),g=(c=e.ctx,u=f,d=a(d=e._pointLabels[h])?d:[d],{w:Xe(c,u.string,d),h:d.length*u.lineHeight});i[h]=g;const m=Y(e.getIndexAngle(h)+l),v=Math.round(H(m));jo(n,t,m,$o(v,p.x,g.w,0,180),$o(v,p.y,g.h,90,270))}var c,u,d;e.setCenterPoint(t.l-n.l,n.r-t.r,t.t-n.t,n.b-t.b),e._pointLabelItems=function(e,t,n){const i=[],r=e._pointLabels.length,o=e.options,a=Eo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?T/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),h=Math.round(H(Y(r.angle+N))),p=t[o],f=Po(r.y,p.h,h),g=_o(h),m=(c=r.x,u=p.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:m,top:f,right:m+p.w,bottom:f+p.h})}var c,u,d;return i}(e,i,r)}(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(e,t,n,i){this.xCenter+=Math.floor((e-t)/2),this.yCenter+=Math.floor((n-i)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(e,t,n,i))}getIndexAngle(e){return Y(e*(D/(this._pointLabels.length||1))+F(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(o(e))return NaN;const t=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-e)*t:(e-this.min)*t}getValueForDistanceFromCenter(e){if(o(e))return NaN;const t=e/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-t:this.min+t}getPointLabelContext(e){const t=this._pointLabels||[];if(e>=0&&e<t.length){const n=t[e];return function(e,t,n){return kt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-N+n;return{x:Math.cos(i)*t+this.xCenter,y:Math.sin(i)*t+this.yCenter,angle:i}}getPointPositionForValue(e,t){return this.getPointPosition(e,this.getDistanceFromCenterForValue(t))}getBasePosition(e){return this.getPointPositionForValue(e||0,this.getBaseValue())}getPointLabelPosition(e){const{left:t,top:n,right:i,bottom:r}=this._pointLabelItems[e];return{left:t,top:n,right:i,bottom:r}}drawBackground(){const{backgroundColor:e,grid:{circular:t}}=this.options;if(e){const n=this.ctx;n.save(),n.beginPath(),Bo(this,this.getDistanceFromCenterForValue(this._endValue),t,this._pointLabels.length),n.closePath(),n.fillStyle=e,n.fill(),n.restore()}}drawGrid(){const e=this.ctx,t=this.options,{angleLines:n,grid:i}=t,r=this._pointLabels.length;let a,s,l;if(t.pointLabels.display&&function(e,t){const{ctx:n,options:{pointLabels:i}}=e;for(let r=t-1;r>=0;r--){const t=i.setContext(e.getPointLabelContext(r)),a=wt(t.font),{x:s,y:l,textAlign:c,left:u,top:d,right:h,bottom:p}=e._pointLabelItems[r],{backdropColor:f}=t;if(!o(f)){const e=yt(t.borderRadius),i=bt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=h-u+i.width,s=p-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),dt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}ct(n,e._pointLabels[r],s,l+a.lineHeight/2,a,{color:t.color,textAlign:c,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(s=this.getDistanceFromCenterForValue(e.value),function(e,t,n,i){const r=e.ctx,o=t.circular,{color:a,lineWidth:s}=t;!o&&!i||!a||!s||n<0||(r.save(),r.strokeStyle=a,r.lineWidth=s,r.setLineDash(t.borderDash),r.lineDashOffset=t.borderDashOffset,r.beginPath(),Bo(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),s,r))})),n.display){for(e.save(),a=r-1;a>=0;a--){const i=n.setContext(this.getPointLabelContext(a)),{color:r,lineWidth:o}=i;o&&r&&(e.lineWidth=o,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,s=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,s),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(l.x,l.y),e.stroke())}e.restore()}}drawBorder(){}drawLabels(){const e=this.ctx,t=this.options,n=t.ticks;if(!n.display)return;const i=this.getIndexAngle(0);let r,o;e.save(),e.translate(this.xCenter,this.yCenter),e.rotate(i),e.textAlign="center",e.textBaseline="middle",this.ticks.forEach(((i,a)=>{if(0===a&&!t.reverse)return;const s=n.setContext(this.getContext(a)),l=wt(s.font);if(r=this.getDistanceFromCenterForValue(this.ticks[a].value),s.showLabelBackdrop){e.font=l.string,o=e.measureText(i.label).width,e.fillStyle=s.backdropColor;const t=bt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}ct(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Ro.id="radialLinear",Ro.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:Jn.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Ro.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Ro.descriptors={angleLines:{_fallback:"grid"}};const Fo={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Ho=Object.keys(Fo);function Uo(e,t){return e-t}function qo(e,t){if(o(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:a}=e._parseOpts;let s=t;return"function"==typeof i&&(s=i(s)),l(s)||(s="string"==typeof i?n.parse(s,i):n.parse(s)),null===s?null:(r&&(s="week"!==r||!P(a)&&!0!==a?n.startOf(s,r):n.startOf(s,"isoWeek",a)),+s)}function Wo(e,t,n,i){const r=Ho.length;for(let o=Ho.indexOf(e);o<r-1;++o){const e=Fo[Ho[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Ho[o]}return Ho[r-1]}function Go(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=J(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Yo(e,t,n){const i=[],r={},o=t.length;let a,s;for(a=0;a<o;++a)s=t[a],r[s]=a,i.push({value:s,major:!1});return 0!==o&&n?function(e,t,n,i){const r=e._adapter,o=+r.startOf(t[0].value,i),a=t[t.length-1].value;let s,l;for(s=o;s<=a;s=+r.add(s,1,i))l=n[s],l>=0&&(t[l].major=!0);return t}(e,i,r,n):i}class Vo extends oi{constructor(e){super(e),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(e,t){const n=e.time||(e.time={}),i=this._adapter=new hi._date(e.adapters.date);i.init(t),b(n.displayFormats,i.formats()),this._parseOpts={parser:n.parser,round:n.round,isoWeekday:n.isoWeekday},super.init(e),this._normalized=t.normalized}parse(e,t){return void 0===e?null:qo(this,e)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const e=this.options,t=this._adapter,n=e.time.unit||"day";let{min:i,max:r,minDefined:o,maxDefined:a}=this.getUserBounds();function 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f=Math.min(d.pos,c+5e3);r(f,u),c=f}}var kt=!1,Mt=!1;function Ct(e,t,n){this.marker=e,this.from=t,this.to=n}function At(e,t){if(e)for(var n=0;n<e.length;++n){var i=e[n];if(i.marker==t)return i}}function St(e,t){for(var n,i=0;i<e.length;++i)e[i]!=t&&(n||(n=[])).push(e[i]);return n}function Tt(e,t){if(t.full)return null;var n=Xe(e,t.from.line)&&Ye(e,t.from.line).markedSpans,i=Xe(e,t.to.line)&&Ye(e,t.to.line).markedSpans;if(!n&&!i)return null;var r=t.from.ch,o=t.to.ch,a=0==nt(t.from,t.to),s=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.from||(a.inclusiveLeft?o.from<=t:o.from<t)||o.from==t&&"bookmark"==a.type&&(!n||!o.marker.insertLeft)){var s=null==o.to||(a.inclusiveRight?o.to>=t:o.to>t);(i||(i=[])).push(new Ct(a,o.from,s?null:o.to))}}return i}(n,r,a),l=function(e,t,n){var i;if(e)for(var r=0;r<e.length;++r){var o=e[r],a=o.marker;if(null==o.to||(a.inclusiveRight?o.to>=t:o.to>t)||o.from==t&&"bookmark"==a.type&&(!n||o.marker.insertLeft)){var 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0,o=0;o<t.markedSpans.length;++o)if((r=t.markedSpans[o]).marker.collapsed&&!r.marker.widgetNode&&r.from==n.to&&(null==r.to||r.to!=n.from)&&(r.marker.inclusiveLeft||n.marker.inclusiveRight)&&Ut(e,t,r))return!0}function qt(e){for(var t=0,n=(e=Bt(e)).parent,i=0;i<n.lines.length;++i){var r=n.lines[i];if(r==e)break;t+=r.height}for(var o=n.parent;o;o=(n=o).parent)for(var a=0;a<o.children.length;++a){var s=o.children[a];if(s==n)break;t+=s.height}return t}function Wt(e){if(0==e.height)return 0;for(var t,n=e.text.length,i=e;t=$t(i);){var r=t.find(0,!0);i=r.from.line,n+=r.from.ch-r.to.ch}for(i=e;t=jt(i);){var o=t.find(0,!0);n-=i.text.length-o.from.ch,n+=(i=o.to.line).text.length-o.to.ch}return n}function Gt(e){var t=e.display,n=e.doc;t.maxLine=Ye(n,n.first),t.maxLineLength=Wt(t.maxLine),t.maxLineChanged=!0,n.iter((function(e){var n=Wt(e);n>t.maxLineLength&&(t.maxLineLength=n,t.maxLine=e)}))}var Yt=function(e,t,n){this.text=e,It(this,t),this.height=n?n(this):1};function Vt(e){e.parent=null,Lt(e)}Yt.prototype.lineNo=function(){return Je(this)},be(Yt);var Qt={},Zt={};function Jt(e,t){if(!e||/^\s*$/.test(e))return null;var n=t.addModeClass?Zt:Qt;return n[e]||(n[e]=e.replace(/\S+/g,"cm-$&"))}function Kt(e,t){var n=I("span",null,null,l?"padding-right: .1px":null),i={pre:I("pre",[n],"CodeMirror-line"),content:n,col:0,pos:0,cm:e,trailingSpace:!1,splitSpaces:e.getOption("lineWrapping")};t.measure={};for(var r=0;r<=(t.rest?t.rest.length:0);r++){var o=r?t.rest[r-1]:t.line,a=void 0;i.pos=0,i.addToken=en,Ie(e.display.measure)&&(a=ue(o,e.doc.direction))&&(i.addToken=tn(i.addToken,a)),i.map=[],rn(o,i,pt(e,o,t!=e.display.externalMeasured&&Je(o))),o.styleClasses&&(o.styleClasses.bgClass&&(i.bgClass=E(o.styleClasses.bgClass,i.bgClass||"")),o.styleClasses.textClass&&(i.textClass=E(o.styleClasses.textClass,i.textClass||""))),0==i.map.length&&i.map.push(0,0,i.content.appendChild(Le(e.display.measure))),0==r?(t.measure.map=i.map,t.measure.cache={}):((t.measure.maps||(t.measure.maps=[])).push(i.map),(t.measure.caches||(t.measure.caches=[])).push({}))}if(l){var s=i.content.lastChild;(/\bcm-tab\b/.test(s.className)||s.querySelector&&s.querySelector(".cm-tab"))&&(i.content.className="cm-tab-wrap-hack")}return ge(e,"renderLine",e,t.line,i.pre),i.pre.className&&(i.textClass=E(i.pre.className,i.textClass||"")),i}function Xt(e){var t=L("span","•","cm-invalidchar");return t.title="\\u"+e.charCodeAt(0).toString(16),t.setAttribute("aria-label",t.title),t}function 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y=e.cm.options.tabSize,b=y-e.col%y;(v=c.appendChild(L("span",V(b),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=b}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(L("span","\r"==f[0]?"␍":"","cm-invalidchar"))).setAttribute("cm-text",f[0]),e.col+=1):((v=e.cm.options.specialCharPlaceholder(f[0])).setAttribute("cm-text",f[0]),a&&s<9?c.appendChild(L("span",[v])):c.appendChild(v),e.col+=1);e.map.push(e.pos,e.pos+1,v),e.pos++}}else e.col+=t.length,c=document.createTextNode(u),e.map.push(e.pos,e.pos+t.length,c),a&&s<9&&(h=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||h||o||l){var w=n||"";i&&(w+=i),r&&(w+=r);var x=L("span",[c],w,o);if(l)for(var k in l)l.hasOwnProperty(k)&&"style"!=k&&"class"!=k&&x.setAttribute(k,l[k]);return e.content.appendChild(x)}e.content.appendChild(c)}}function tn(e,t){return function(n,i,r,o,a,s,l){r=r?r+" cm-force-border":"cm-force-border";for(var c=n.pos,u=c+i.length;;){for(var d=void 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n&&n.line==t.line?(e.display.externalMeasured=null,t.measure=n.measure,n.built):Kt(e,t)}function fn(e,t){var n=t.text.className,i=pn(e,t);t.text==t.node&&(t.node=i.pre),t.text.parentNode.replaceChild(i.pre,t.text),t.text=i.pre,i.bgClass!=t.bgClass||i.textClass!=t.textClass?(t.bgClass=i.bgClass,t.textClass=i.textClass,gn(e,t)):n&&(t.text.className=n)}function gn(e,t){(function(e,t){var n=t.bgClass?t.bgClass+" "+(t.line.bgClass||""):t.line.bgClass;if(n&&(n+=" CodeMirror-linebackground"),t.background)n?t.background.className=n:(t.background.parentNode.removeChild(t.background),t.background=null);else if(n){var i=hn(t);t.background=i.insertBefore(L("div",null,n),i.firstChild),e.display.input.setUneditable(t.background)}})(e,t),t.line.wrapClass?hn(t).className=t.line.wrapClass:t.node!=t.text&&(t.node.className="");var n=t.textClass?t.textClass+" "+(t.line.textClass||""):t.line.textClass;t.text.className=n||""}function 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d=(e.options.lineWrapping?ii:ni)(e,t,n,o,u,i,r);s=(c=1!=d.level)?d.from:d.to-1,l=c?d.to:d.from-1}var h,p,f=null,g=null,m=ae((function(t){var n=En(e,o,t);return n.top+=a,n.bottom+=a,!!ei(n,i,r,!1)&&(n.top<=r&&n.left<=i&&(f=t,g=n),!0)}),s,l),v=!1;if(g){var y=i-g.left<g.right-i,b=y==c;m=f+(b?0:1),p=b?"after":"before",h=y?g.left:g.right}else{!c&&(m==l||m==s)&&m++,p=0==m?"after":m==t.text.length?"before":En(e,o,m-(c?1:0)).bottom+a<=r==c?"after":"before";var w=Vn(e,tt(n,m,p),"line",t,o);h=w.left,v=r<w.top?-1:r>=w.bottom?1:0}return Zn(n,m=oe(t.text,m,1),p,v,i-h)}function ni(e,t,n,i,r,o,a){var s=ae((function(s){var l=r[s],c=1!=l.level;return ei(Vn(e,tt(n,c?l.to:l.from,c?"before":"after"),"line",t,i),o,a,!0)}),0,r.length-1),l=r[s];if(s>0){var c=1!=l.level,u=Vn(e,tt(n,c?l.from:l.to,c?"after":"before"),"line",t,i);ei(u,o,a,!0)&&u.top>a&&(l=r[s-1])}return l}function ii(e,t,n,i,r,o,a){var s=Kn(e,t,i,a),l=s.begin,c=s.end;/\s/.test(t.text.charAt(c-1))&&c--;for(var u=null,d=null,h=0;h<r.length;h++){var p=r[h];if(!(p.from>=c||p.to<=l)){var f=En(e,i,1!=p.level?Math.min(c,p.to)-1:Math.max(l,p.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=p,d=g)}}return u||(u=r[r.length-1]),u.from<l&&(u={from:l,to:u.to,level:u.level}),u.to>c&&(u={from:u.from,to:c,level:u.level}),u}function ri(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==$n){$n=L("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)$n.appendChild(document.createTextNode("x")),$n.appendChild(L("br"));$n.appendChild(document.createTextNode("x"))}D(e.measure,$n);var n=$n.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),T(e.measure),n||1}function oi(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=L("span","xxxxxxxxxx"),n=L("pre",[t],"CodeMirror-line-like");D(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function ai(e){for(var t=e.display,n={},i={},r=t.gutters.clientLeft,o=t.gutters.firstChild,a=0;o;o=o.nextSibling,++a){var s=e.display.gutterSpecs[a].className;n[s]=o.offsetLeft+o.clientLeft+r,i[s]=o.clientWidth}return{fixedPos:si(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function si(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function li(e){var t=ri(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/oi(e.display)-3);return function(r){if(Ht(e.doc,r))return 0;var o=0;if(r.widgets)for(var a=0;a<r.widgets.length;a++)r.widgets[a].height&&(o+=r.widgets[a].height);return n?o+(Math.ceil(r.text.length/i)||1)*t:o+t}}function ci(e){var t=e.doc,n=li(e);t.iter((function(e){var t=n(e);t!=e.height&&Ze(e,t)}))}function ui(e,t,n,i){var r=e.display;if(!n&&"true"==Ce(t).getAttribute("cm-not-content"))return null;var o,a,s=r.lineSpace.getBoundingClientRect();try{o=t.clientX-s.left,a=t.clientY-s.top}catch{return null}var l,c=Jn(e,o,a);if(i&&c.xRel>0&&(l=Ye(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=tt(c.line,Math.max(0,Math.round((o-Sn(e.display).left)/oi(e.display))-u))}return c}function di(e,t){if(t>=e.display.viewTo||(t-=e.display.viewFrom)<0)return null;for(var n=e.display.view,i=0;i<n.length;i++)if((t-=n[i].size)<0)return i}function hi(e,t,n,i){null==t&&(t=e.doc.first),null==n&&(n=e.doc.first+e.doc.size),i||(i=0);var r=e.display;if(i&&n<r.viewTo&&(null==r.updateLineNumbers||r.updateLineNumbers>t)&&(r.updateLineNumbers=t),e.curOp.viewChanged=!0,t>=r.viewTo)Mt&&Rt(e.doc,t)<r.viewTo&&fi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?fi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)fi(e);else if(t<=r.viewFrom){var o=gi(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):fi(e)}else if(n>=r.viewTo){var a=gi(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):fi(e)}else{var s=gi(e,t,t,-1),l=gi(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(an(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):fi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function pi(e,t,n){e.curOp.viewChanged=!0;var i=e.display,r=e.display.externalMeasured;if(r&&t>=r.lineN&&t<r.lineN+r.size&&(i.externalMeasured=null),!(t<i.viewFrom||t>=i.viewTo)){var o=i.view[di(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==R(a,n)&&a.push(n)}}}function fi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function gi(e,t,n,i){var r,o=di(e,t),a=e.display.view;if(!Mt||n==e.doc.first+e.doc.size)return{index:o,lineN:n};for(var s=e.display.viewFrom,l=0;l<o;l++)s+=a[l].size;if(s!=t){if(i>0){if(o==a.length-1)return null;r=s+a[o].size-t,o++}else r=s-t;t+=r,n+=r}for(;Rt(e.doc,n)!=n;){if(o==(i<0?0:a.length-1))return null;n+=i*a[o-(i<0?1:0)].size,o+=i}return{index:o,lineN:n}}function mi(e){for(var t=e.display.view,n=0,i=0;i<t.length;i++){var r=t[i];!r.hidden&&(!r.node||r.changes)&&++n}return n}function vi(e){e.display.input.showSelection(e.display.input.prepareSelection())}function yi(e,t){void 0===t&&(t=!0);var n=e.doc,i={},r=i.cursors=document.createDocumentFragment(),o=i.selection=document.createDocumentFragment(),a=e.options.$customCursor;a&&(t=!0);for(var s=0;s<n.sel.ranges.length;s++)if(t||s!=n.sel.primIndex){var l=n.sel.ranges[s];if(!(l.from().line>=e.display.viewTo||l.to().line<e.display.viewFrom)){var c=l.empty();if(a){var u=a(e,l);u&&bi(e,u,r)}else(c||e.options.showCursorWhenSelecting)&&bi(e,l.head,r);c||xi(e,l,o)}}return i}function bi(e,t,n){var i=Vn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(L("div"," ","CodeMirror-cursor"));if(r.style.left=i.left+"px",r.style.top=i.top+"px",r.style.height=Math.max(0,i.bottom-i.top)*e.options.cursorHeight+"px",/\bcm-fat-cursor\b/.test(e.getWrapperElement().className)){var o=Yn(e,t,"div",null,null),a=o.right-o.left;r.style.width=(a>0?a:e.defaultCharWidth())+"px"}if(i.other){var s=n.appendChild(L("div"," ","CodeMirror-cursor CodeMirror-secondarycursor"));s.style.display="",s.style.left=i.other.left+"px",s.style.top=i.other.top+"px",s.style.height=.85*(i.other.bottom-i.other.top)+"px"}}function wi(e,t){return e.top-t.top||e.left-t.left}function xi(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Sn(e.display),s=a.left,l=Math.max(i.sizerWidth,Dn(e)-i.sizer.offsetLeft)-a.right,c="ltr"==r.direction;function u(e,t,n,i){t<0&&(t=0),t=Math.round(t),i=Math.round(i),o.appendChild(L("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(n??l-e)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ye(r,t),h=d.text.length;function p(n,i){return Yn(e,tt(t,n),"div",d,i)}function f(t,n,i){var r=Xn(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return p("after"==i?r.begin:r.end-(/\s/.test(d.text.charAt(r.end-1))?2:1),o)[o]}var g=ue(d,r.direction);return function(e,t,n,i){if(!e)return i(t,n,"ltr",0);for(var r=!1,o=0;o<e.length;++o){var a=e[o];(a.from<n&&a.to>t||t==n&&a.to==t)&&(i(Math.max(a.from,t),Math.min(a.to,n),1==a.level?"rtl":"ltr",o),r=!0)}r||i(t,n,"ltr")}(g,n||0,i??h,(function(e,t,r,d){var m="ltr"==r,v=p(e,m?"left":"right"),y=p(t-1,m?"right":"left"),b=null==n&&0==e,w=null==i&&t==h,x=0==d,k=!g||d==g.length-1;if(y.top-v.top<=3){var M=(c?w:b)&&k,C=(c?b:w)&&x?s:(m?v:y).left,A=M?l:(m?y:v).right;u(C,v.top,A-C,v.bottom)}else{var S,T,D,L;m?(S=c&&b&&x?s:v.left,T=c?l:f(e,r,"before"),D=c?s:f(t,r,"after"),L=c&&w&&k?l:y.right):(S=c?f(e,r,"before"):s,T=!c&&b&&x?l:v.right,D=!c&&w&&k?s:y.left,L=c?f(t,r,"after"):l),u(S,v.top,T-S,v.bottom),v.bottom<y.top&&u(s,v.bottom,null,y.top),u(D,y.top,L-D,y.bottom)}(!o||wi(v,o)<0)&&(o=v),wi(y,o)<0&&(o=y),(!a||wi(v,a)<0)&&(a=v),wi(y,a)<0&&(a=y)})),{start:o,end:a}}var h=t.from(),p=t.to();if(h.line==p.line)d(h.line,h.ch,p.ch);else{var f=Ye(r,h.line),g=Ye(r,p.line),m=Bt(f)==Bt(g),v=d(h.line,h.ch,m?f.text.length+1:null).end,y=d(p.line,m?0:null,p.ch).start;m&&(v.top<y.top-2?(u(v.right,v.top,null,v.bottom),u(s,y.top,y.left,y.bottom)):u(v.right,v.top,y.left-v.right,v.bottom)),v.bottom<y.top&&u(s,v.bottom,null,y.top)}n.appendChild(o)}function ki(e){if(e.state.focused){var t=e.display;clearInterval(t.blinker);var n=!0;t.cursorDiv.style.visibility="",e.options.cursorBlinkRate>0?t.blinker=setInterval((function(){e.hasFocus()||Si(e),t.cursorDiv.style.visibility=(n=!n)?"":"hidden"}),e.options.cursorBlinkRate):e.options.cursorBlinkRate<0&&(t.cursorDiv.style.visibility="hidden")}}function Mi(e){e.hasFocus()||(e.display.input.focus(),e.state.focused||Ai(e))}function Ci(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Si(e))}),100)}function Ai(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(ge(e,"focus",e,t),e.state.focused=!0,O(e.display.wrapper,"CodeMirror-focused"),!e.curOp&&e.display.selForContextMenu!=e.doc.sel&&(e.display.input.reset(),l&&setTimeout((function(){return e.display.input.reset(!0)}),20)),e.display.input.receivedFocus()),ki(e))}function Si(e,t){e.state.delayingBlurEvent||(e.state.focused&&(ge(e,"blur",e,t),e.state.focused=!1,S(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ti(e){for(var t=e.display,n=t.lineDiv.offsetTop,i=Math.max(0,t.scroller.getBoundingClientRect().top),r=t.lineDiv.getBoundingClientRect().top,o=0,l=0;l<t.view.length;l++){var c=t.view[l],u=e.options.lineWrapping,d=void 0,h=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var p=c.node.offsetTop+c.node.offsetHeight;d=p-n,n=p}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(h=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Ze(c.line,d),Di(c.line),c.rest))for(var m=0;m<c.rest.length;m++)Di(c.rest[m]);if(h>e.display.sizerWidth){var v=Math.ceil(h/oi(e.display));v>e.display.maxLineLength&&(e.display.maxLineLength=v,e.display.maxLine=c.line,e.display.maxLineChanged=!0)}}}Math.abs(o)>2&&(t.scroller.scrollTop+=o)}function Di(e){if(e.widgets)for(var t=0;t<e.widgets.length;++t){var n=e.widgets[t],i=n.node.parentNode;i&&(n.height=i.offsetHeight)}}function Li(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-Cn(e));var r=n&&null!=n.bottom?n.bottom:i+e.wrapper.clientHeight,o=Ke(t,i),a=Ke(t,r);if(n&&n.ensure){var s=n.ensure.from.line,l=n.ensure.to.line;s<o?(o=s,a=Ke(t,qt(Ye(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,qt(Ye(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Ii(e,t){var n=e.display,i=ri(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Ln(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+An(n),l=t.top<i,c=t.bottom>s-i;if(t.top<r)a.scrollTop=l?0:t.top;else if(t.bottom>r+o){var u=Math.min(t.top,(c?s:t.bottom)-o);u!=r&&(a.scrollTop=u)}var d=e.options.fixedGutter?0:n.gutters.offsetWidth,h=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,p=Dn(e)-n.gutters.offsetWidth,f=t.right-t.left>p;return f&&(t.right=t.left+p),t.left<10?a.scrollLeft=0:t.left<h?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>p+h-3&&(a.scrollLeft=t.right+(f?0:10)-p),a}function zi(e,t){null!=t&&(Ei(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Ni(e){Ei(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function Oi(e,t,n){(null!=t||null!=n)&&Ei(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Ei(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,$i(e,Qn(e,t.from),Qn(e,t.to),t.margin))}function $i(e,t,n,i){var r=Ii(e,{left:Math.min(t.left,n.left),top:Math.min(t.top,n.top)-i,right:Math.max(t.right,n.right),bottom:Math.max(t.bottom,n.bottom)+i});Oi(e,r.scrollLeft,r.scrollTop)}function ji(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||cr(e,{top:t}),_i(e,t,!0),n&&cr(e),rr(e,100))}function _i(e,t,n){t=Math.max(0,Math.min(e.display.scroller.scrollHeight-e.display.scroller.clientHeight,t)),(e.display.scroller.scrollTop!=t||n)&&(e.doc.scrollTop=t,e.display.scrollbars.setScrollTop(t),e.display.scroller.scrollTop!=t&&(e.display.scroller.scrollTop=t))}function Pi(e,t,n,i){t=Math.max(0,Math.min(t,e.display.scroller.scrollWidth-e.display.scroller.clientWidth)),(!(n?t==e.doc.scrollLeft:Math.abs(e.doc.scrollLeft-t)<2)||i)&&(e.doc.scrollLeft=t,hr(e),e.display.scroller.scrollLeft!=t&&(e.display.scroller.scrollLeft=t),e.display.scrollbars.setScrollLeft(t))}function Bi(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+An(e.display));return{clientHeight:t.scroller.clientHeight,viewHeight:t.wrapper.clientHeight,scrollWidth:t.scroller.scrollWidth,clientWidth:t.scroller.clientWidth,viewWidth:t.wrapper.clientWidth,barLeft:e.options.fixedGutter?n:0,docHeight:i,scrollHeight:i+Tn(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ri=function(e,t,n){this.cm=n;var i=this.vert=L("div",[L("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=L("div",[L("div",null,null,"height: 100%; min-height: 1px")],"CodeMirror-hscrollbar");i.tabIndex=r.tabIndex=-1,e(i),e(r),he(i,"scroll",(function(){i.clientHeight&&t(i.scrollTop,"vertical")})),he(r,"scroll",(function(){r.clientWidth&&t(r.scrollLeft,"horizontal")})),this.checkedZeroWidth=!1,a&&s<8&&(this.horiz.style.minHeight=this.vert.style.minWidth="18px")};Ri.prototype.update=function(e){var t=e.scrollWidth>e.clientWidth+1,n=e.scrollHeight>e.clientHeight+1,i=e.nativeBarWidth;if(n){this.vert.style.display="block",this.vert.style.bottom=t?i+"px":"0";var r=e.viewHeight-(t?i:0);this.vert.firstChild.style.height=Math.max(0,e.scrollHeight-e.clientHeight+r)+"px"}else this.vert.scrollTop=0,this.vert.style.display="",this.vert.firstChild.style.height="0";if(t){this.horiz.style.display="block",this.horiz.style.right=n?i+"px":"0",this.horiz.style.left=e.barLeft+"px";var o=e.viewWidth-e.barLeft-(n?i:0);this.horiz.firstChild.style.width=Math.max(0,e.scrollWidth-e.clientWidth+o)+"px"}else this.horiz.style.display="",this.horiz.firstChild.style.width="0";return!this.checkedZeroWidth&&e.clientHeight>0&&(0==i&&this.zeroWidthHack(),this.checkedZeroWidth=!0),{right:n?i:0,bottom:t?i:0}},Ri.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ri.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ri.prototype.zeroWidthHack=function(){var e=y&&!p?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.pointerEvents=this.vert.style.pointerEvents="none",this.disableHoriz=new B,this.disableVert=new B},Ri.prototype.enableZeroWidthBar=function(e,t,n){e.style.pointerEvents="auto",t.set(1e3,(function i(){var r=e.getBoundingClientRect();("vert"==n?document.elementFromPoint(r.right-1,(r.top+r.bottom)/2):document.elementFromPoint((r.right+r.left)/2,r.bottom-1))!=e?e.style.pointerEvents="none":t.set(1e3,i)}))},Ri.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Hi(e,t){t||(t=Bi(e));var n=e.display.barWidth,i=e.display.barHeight;Ui(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ti(e),Ui(e,Bi(e)),n=e.display.barWidth,i=e.display.barHeight}function Ui(e,t){var n=e.display,i=n.scrollbars.update(t);n.sizer.style.paddingRight=(n.barWidth=i.right)+"px",n.sizer.style.paddingBottom=(n.barHeight=i.bottom)+"px",n.heightForcer.style.borderBottom=i.bottom+"px solid transparent",i.right&&i.bottom?(n.scrollbarFiller.style.display="block",n.scrollbarFiller.style.height=i.bottom+"px",n.scrollbarFiller.style.width=i.right+"px"):n.scrollbarFiller.style.display="",i.bottom&&e.options.coverGutterNextToScrollbar&&e.options.fixedGutter?(n.gutterFiller.style.display="block",n.gutterFiller.style.height=i.bottom+"px",n.gutterFiller.style.width=t.gutterWidth+"px"):n.gutterFiller.style.display=""}Fi.prototype.update=function(){return{bottom:0,right:0}},Fi.prototype.setScrollLeft=function(){},Fi.prototype.setScrollTop=function(){},Fi.prototype.clear=function(){};var qi={native:Ri,null:Fi};function Wi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&S(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new qi[e.options.scrollbarStyle]((function(t){e.display.wrapper.insertBefore(t,e.display.scrollbarFiller),he(t,"mousedown",(function(){e.state.focused&&setTimeout((function(){return e.display.input.focus()}),0)})),t.setAttribute("cm-not-content","true")}),(function(t,n){"horizontal"==n?Pi(e,t):ji(e,t)}),e),e.display.scrollbars.addClass&&O(e.display.wrapper,e.display.scrollbars.addClass)}var Gi=0;function Yi(e){e.curOp={cm:e,viewChanged:!1,startHeight:e.doc.height,forceUpdate:!1,updateInput:0,typing:!1,changeObjs:null,cursorActivityHandlers:null,cursorActivityCalled:0,selectionChanged:!1,updateMaxLine:!1,scrollLeft:null,scrollTop:null,scrollToPos:null,focus:!1,id:++Gi,markArrays:null},function(e){sn?sn.ops.push(e):e.ownsGroup=sn={ops:[e],delayedCallbacks:[]}}(e.curOp)}function Vi(e){var t=e.curOp;t&&function(e,t){var n=e.ownsGroup;if(n)try{!function(e){var t=e.delayedCallbacks,n=0;do{for(;n<t.length;n++)t[n].call(null);for(var i=0;i<e.ops.length;i++){var r=e.ops[i];if(r.cursorActivityHandlers)for(;r.cursorActivityCalled<r.cursorActivityHandlers.length;)r.cursorActivityHandlers[r.cursorActivityCalled++].call(null,r.cm)}}while(n<t.length)}(n)}finally{sn=null,function(e){for(var t=0;t<e.ops.length;t++)e.ops[t].cm.curOp=null;!function(e){for(var t=e.ops,n=0;n<t.length;n++)Qi(t[n]);for(var i=0;i<t.length;i++)Zi(t[i]);for(var r=0;r<t.length;r++)Ji(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)Xi(t[a])}(e)}(n)}}(t)}function Qi(e){var t=e.cm,n=t.display;(function(e){var t=e.display;!t.scrollbarsClipped&&t.scroller.offsetWidth&&(t.nativeBarWidth=t.scroller.offsetWidth-t.scroller.clientWidth,t.heightForcer.style.height=Tn(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=Tn(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Gt(t),e.mustUpdate=e.viewChanged||e.forceUpdate||null!=e.scrollTop||e.scrollToPos&&(e.scrollToPos.from.line<n.viewFrom||e.scrollToPos.to.line>=n.viewTo)||n.maxLineChanged&&t.options.lineWrapping,e.update=e.mustUpdate&&new ar(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Zi(e){e.updatedDisplay=e.mustUpdate&&sr(e.cm,e.update)}function Ji(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ti(t),e.barMeasure=Bi(t),n.maxLineChanged&&!t.options.lineWrapping&&(e.adjustWidthTo=zn(t,n.maxLine,n.maxLine.text.length).left+3,t.display.sizerWidth=e.adjustWidthTo,e.barMeasure.scrollWidth=Math.max(n.scroller.clientWidth,n.sizer.offsetLeft+e.adjustWidthTo+Tn(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Dn(t))),(e.updatedDisplay||e.selectionChanged)&&(e.preparedSelection=n.input.prepareSelection())}function Ki(e){var t=e.cm;null!=e.adjustWidthTo&&(t.display.sizer.style.minWidth=e.adjustWidthTo+"px",e.maxScrollLeft<t.doc.scrollLeft&&Pi(t,Math.min(t.display.scroller.scrollLeft,e.maxScrollLeft),!0),t.display.maxLineChanged=!1);var n=e.focus&&e.focus==N();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Hi(t,e.barMeasure),e.updatedDisplay&&dr(t,e.barMeasure),e.selectionChanged&&ki(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function Xi(e){var t=e.cm,n=t.display,i=t.doc;if(e.updatedDisplay&&lr(t,e.update),null!=n.wheelStartX&&(null!=e.scrollTop||null!=e.scrollLeft||e.scrollToPos)&&(n.wheelStartX=n.wheelStartY=null),null!=e.scrollTop&&_i(t,e.scrollTop,e.forceScroll),null!=e.scrollLeft&&Pi(t,e.scrollLeft,!0,!0),e.scrollToPos){var r=function(e,t,n,i){var r;null==i&&(i=0),!e.options.lineWrapping&&t==n&&(n="before"==t.sticky?tt(t.line,t.ch+1,"before"):t,t=t.ch?tt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Vn(e,t),l=n&&n!=t?Vn(e,n):s,c=Ii(e,r={left:Math.min(s.left,l.left),top:Math.min(s.top,l.top)-i,right:Math.max(s.left,l.left),bottom:Math.max(s.bottom,l.bottom)+i}),u=e.doc.scrollTop,d=e.doc.scrollLeft;if(null!=c.scrollTop&&(ji(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,lt(i,e.scrollToPos.from),lt(i,e.scrollToPos.to),e.scrollToPos.margin);!function(e,t){if(!me(e,"scrollCursorIntoView")){var n=e.display,i=n.sizer.getBoundingClientRect(),r=null;if(t.top+i.top<0?r=!0:t.bottom+i.top>(window.innerHeight||document.documentElement.clientHeight)&&(r=!1),null!=r&&!f){var o=L("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-Cn(e.display))+"px;\n height: "+(t.bottom-t.top+Tn(e)+n.barHeight)+"px;\n left: "+t.left+"px; width: "+Math.max(2,t.right-t.left)+"px;");e.display.lineSpace.appendChild(o),o.scrollIntoView(r),e.display.lineSpace.removeChild(o)}}}(t,r)}var o=e.maybeHiddenMarkers,a=e.maybeUnhiddenMarkers;if(o)for(var s=0;s<o.length;++s)o[s].lines.length||ge(o[s],"hide");if(a)for(var l=0;l<a.length;++l)a[l].lines.length&&ge(a[l],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&ge(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function er(e,t){if(e.curOp)return t();Yi(e);try{return t()}finally{Vi(e)}}function tr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Yi(e);try{return t.apply(e,arguments)}finally{Vi(e)}}}function nr(e){return function(){if(this.curOp)return e.apply(this,arguments);Yi(this);try{return e.apply(this,arguments)}finally{Vi(this)}}}function ir(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Yi(t);try{return e.apply(this,arguments)}finally{Vi(t)}}}function rr(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,j(or,e))}function or(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=ft(e,t.highlightFrontier),r=[];t.iter(i.line,Math.min(t.first+t.size,e.display.viewTo+500),(function(o){if(i.line>=e.display.viewFrom){var a=o.styles,s=o.text.length>e.options.maxHighlightLength?Ue(t.mode,i.state):null,l=ht(e,o,i,!0);s&&(i.state=s),o.styles=l.styles;var c=o.styleClasses,u=l.classes;u?o.styleClasses=u:c&&(o.styleClasses=null);for(var d=!a||a.length!=o.styles.length||c!=u&&(!c||!u||c.bgClass!=u.bgClass||c.textClass!=u.textClass),h=0;!d&&h<a.length;++h)d=a[h]!=o.styles[h];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&>(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return rr(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&er(e,(function(){for(var t=0;t<r.length;t++)pi(e,r[t],"text")}))}}var ar=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Li(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Dn(e),this.force=n,this.dims=ai(e),this.events=[]};function sr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return fi(e),!1;if(!t.force&&t.visible.from>=n.viewFrom&&t.visible.to<=n.viewTo&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo)&&n.renderedView==n.view&&0==mi(e))return!1;pr(e)&&(fi(e),t.dims=ai(e));var r=i.first+i.size,o=Math.max(t.visible.from-e.options.viewportMargin,i.first),a=Math.min(r,t.visible.to+e.options.viewportMargin);n.viewFrom<o&&o-n.viewFrom<20&&(o=Math.max(i.first,n.viewFrom)),n.viewTo>a&&n.viewTo-a<20&&(a=Math.min(r,n.viewTo)),Mt&&(o=Rt(e.doc,o),a=Ft(e.doc,a));var s=o!=n.viewFrom||a!=n.viewTo||n.lastWrapHeight!=t.wrapperHeight||n.lastWrapWidth!=t.wrapperWidth;(function(e,t,n){var i=e.display;0==i.view.length||t>=i.viewTo||n<=i.viewFrom?(i.view=an(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=an(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(di(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(an(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,di(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=qt(Ye(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=mi(e);if(!s&&0==c&&!t.force&&n.renderedView==n.view&&(null==n.updateLineNumbers||n.updateLineNumbers>=n.viewTo))return!1;var u=function(e){if(e.hasFocus())return null;var t=N();if(!t||!z(e.display.lineDiv,t))return null;var n={activeElt:t};if(window.getSelection){var i=window.getSelection();i.anchorNode&&i.extend&&z(e.display.lineDiv,i.anchorNode)&&(n.anchorNode=i.anchorNode,n.anchorOffset=i.anchorOffset,n.focusNode=i.focusNode,n.focusOffset=i.focusOffset)}return n}(e);return c>4&&(n.lineDiv.style.display="none"),function(e,t,n){var i=e.display,r=e.options.lineNumbers,o=i.lineDiv,a=o.firstChild;function s(t){var n=t.nextSibling;return l&&y&&e.display.currentWheelTarget==t?t.style.display="none":t.parentNode.removeChild(t),n}for(var c=i.view,u=i.viewFrom,d=0;d<c.length;d++){var h=c[d];if(!h.hidden)if(h.node&&h.node.parentNode==o){for(;a!=h.node;)a=s(a);var p=r&&null!=t&&t<=u&&h.lineNumber;h.changes&&(R(h.changes,"gutter")>-1&&(p=!1),dn(e,h,u,n)),p&&(T(h.lineNumber),h.lineNumber.appendChild(document.createTextNode(et(e.options,u)))),a=h.node.nextSibling}else{var f=yn(e,h,u,n);o.insertBefore(f,a)}u+=h.size}for(;a;)a=s(a)}(e,n.updateLineNumbers,t.dims),c>4&&(n.lineDiv.style.display=""),n.renderedView=n.view,function(e){if(e&&e.activeElt&&e.activeElt!=N()&&(e.activeElt.focus(),!/^(INPUT|TEXTAREA)$/.test(e.activeElt.nodeName)&&e.anchorNode&&z(document.body,e.anchorNode)&&z(document.body,e.focusNode))){var t=window.getSelection(),n=document.createRange();n.setEnd(e.anchorNode,e.anchorOffset),n.collapse(!1),t.removeAllRanges(),t.addRange(n),t.extend(e.focusNode,e.focusOffset)}}(u),T(n.cursorDiv),T(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,rr(e,400)),n.updateLineNumbers=null,!0}function lr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Dn(e))i&&(t.visible=Li(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+An(e.display)-Ln(e),n.top)}),t.visible=Li(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!sr(e,t))break;Ti(e);var r=Bi(e);vi(e),Hi(e,r),dr(e,r),t.force=!1}t.signal(e,"update",e),(e.display.viewFrom!=e.display.reportedViewFrom||e.display.viewTo!=e.display.reportedViewTo)&&(t.signal(e,"viewportChange",e,e.display.viewFrom,e.display.viewTo),e.display.reportedViewFrom=e.display.viewFrom,e.display.reportedViewTo=e.display.viewTo)}function cr(e,t){var n=new ar(e,t);if(sr(e,n)){Ti(e),lr(e,n);var i=Bi(e);vi(e),Hi(e,i),dr(e,i),n.finish()}}function ur(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",cn(e,"gutterChanged",e)}function dr(e,t){e.display.sizer.style.minHeight=t.docHeight+"px",e.display.heightForcer.style.top=t.docHeight+"px",e.display.gutters.style.height=t.docHeight+e.display.barHeight+Tn(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=si(t)-t.scroller.scrollLeft+e.doc.scrollLeft,r=t.gutters.offsetWidth,o=i+"px",a=0;a<n.length;a++)if(!n[a].hidden){e.options.fixedGutter&&(n[a].gutter&&(n[a].gutter.style.left=o),n[a].gutterBackground&&(n[a].gutterBackground.style.left=o));var s=n[a].alignable;if(s)for(var l=0;l<s.length;l++)s[l].style.left=o}e.options.fixedGutter&&(t.gutters.style.left=i+r+"px")}}function pr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=et(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(L("div",[L("div",n)],"CodeMirror-linenumber CodeMirror-gutter-elt")),o=r.firstChild.offsetWidth,a=r.offsetWidth-o;return i.lineGutter.style.width="",i.lineNumInnerWidth=Math.max(o,i.lineGutter.offsetWidth-a)+1,i.lineNumWidth=i.lineNumInnerWidth+a,i.lineNumChars=i.lineNumInnerWidth?n.length:-1,i.lineGutter.style.width=i.lineNumWidth+"px",ur(e.display),!0}return!1}function fr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof o&&(a=o.style,o=o.className),"CodeMirror-linenumbers"==o){if(!t)continue;i=!0}n.push({className:o,style:a})}return t&&!i&&n.push({className:"CodeMirror-linenumbers",style:null}),n}function gr(e){var t=e.gutters,n=e.gutterSpecs;T(t),e.lineGutter=null;for(var i=0;i<n.length;++i){var r=n[i],o=r.className,a=r.style,s=t.appendChild(L("div",null,"CodeMirror-gutter "+o));a&&(s.style.cssText=a),"CodeMirror-linenumbers"==o&&(e.lineGutter=s,s.style.width=(e.lineNumWidth||1)+"px")}t.style.display=n.length?"":"none",ur(e)}function mr(e){gr(e.display),hi(e),hr(e)}function vr(e,t,i,r){var o=this;this.input=i,o.scrollbarFiller=L("div",null,"CodeMirror-scrollbar-filler"),o.scrollbarFiller.setAttribute("cm-not-content","true"),o.gutterFiller=L("div",null,"CodeMirror-gutter-filler"),o.gutterFiller.setAttribute("cm-not-content","true"),o.lineDiv=I("div",null,"CodeMirror-code"),o.selectionDiv=L("div",null,null,"position: relative; z-index: 1"),o.cursorDiv=L("div",null,"CodeMirror-cursors"),o.measure=L("div",null,"CodeMirror-measure"),o.lineMeasure=L("div",null,"CodeMirror-measure"),o.lineSpace=I("div",[o.measure,o.lineMeasure,o.selectionDiv,o.cursorDiv,o.lineDiv],null,"position: relative; outline: none");var c=I("div",[o.lineSpace],"CodeMirror-lines");o.mover=L("div",[c],null,"position: relative"),o.sizer=L("div",[o.mover],"CodeMirror-sizer"),o.sizerWidth=null,o.heightForcer=L("div",null,null,"position: absolute; height: "+F+"px; width: 1px;"),o.gutters=L("div",null,"CodeMirror-gutters"),o.lineGutter=null,o.scroller=L("div",[o.sizer,o.heightForcer,o.gutters],"CodeMirror-scroll"),o.scroller.setAttribute("tabIndex","-1"),o.wrapper=L("div",[o.scrollbarFiller,o.gutterFiller,o.scroller],"CodeMirror"),o.wrapper.setAttribute("translate","no"),a&&s<8&&(o.gutters.style.zIndex=-1,o.scroller.style.paddingRight=0),!l&&!(n&&v)&&(o.scroller.draggable=!0),e&&(e.appendChild?e.appendChild(o.wrapper):e(o.wrapper)),o.viewFrom=o.viewTo=t.first,o.reportedViewFrom=o.reportedViewTo=t.first,o.view=[],o.renderedView=null,o.externalMeasured=null,o.viewOffset=0,o.lastWrapHeight=o.lastWrapWidth=0,o.updateLineNumbers=null,o.nativeBarWidth=o.barHeight=o.barWidth=0,o.scrollbarsClipped=!1,o.lineNumWidth=o.lineNumInnerWidth=o.lineNumChars=null,o.alignWidgets=!1,o.cachedCharWidth=o.cachedTextHeight=o.cachedPaddingH=null,o.maxLine=null,o.maxLineLength=0,o.maxLineChanged=!1,o.wheelDX=o.wheelDY=o.wheelStartX=o.wheelStartY=null,o.shift=!1,o.selForContextMenu=null,o.activeTouch=null,o.gutterSpecs=fr(r.gutters,r.lineNumbers),gr(o),i.init(o)}ar.prototype.signal=function(e,t){ye(e,t)&&this.events.push(arguments)},ar.prototype.finish=function(){for(var e=0;e<this.events.length;e++)ge.apply(null,this.events[e])};var yr=0,br=null;function wr(e){var t=e.wheelDeltaX,n=e.wheelDeltaY;return null==t&&e.detail&&e.axis==e.HORIZONTAL_AXIS&&(t=e.detail),null==n&&e.detail&&e.axis==e.VERTICAL_AXIS?n=e.detail:null==n&&(n=e.wheelDelta),{x:t,y:n}}function xr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function kr(e,t){var i=wr(t),r=i.x,o=i.y,a=br;0===t.deltaMode&&(r=t.deltaX,o=t.deltaY,a=1);var s=e.display,c=s.scroller,u=c.scrollWidth>c.clientWidth,h=c.scrollHeight>c.clientHeight;if(r&&u||o&&h){if(o&&y&&l)e:for(var p=t.target,f=s.view;p!=c;p=p.parentNode)for(var g=0;g<f.length;g++)if(f[g].node==p){e.display.currentWheelTarget=p;break e}if(r&&!n&&!d&&null!=a)return o&&h&&ji(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&h)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,v=e.doc.scrollTop,b=v+s.wrapper.clientHeight;m<0?v=Math.max(0,v+m-50):b=Math.min(e.doc.height,b+m+50),cr(e,{top:v,bottom:b})}yr<20&&0!==t.deltaMode&&(null==s.wheelStartX?(s.wheelStartX=c.scrollLeft,s.wheelStartY=c.scrollTop,s.wheelDX=r,s.wheelDY=o,setTimeout((function(){if(null!=s.wheelStartX){var e=c.scrollLeft-s.wheelStartX,t=c.scrollTop-s.wheelStartY,n=t&&s.wheelDY&&t/s.wheelDY||e&&s.wheelDX&&e/s.wheelDX;s.wheelStartX=s.wheelStartY=null,n&&(br=(br*yr+n)/(yr+1),++yr)}}),200)):(s.wheelDX+=r,s.wheelDY+=o))}}a?br=-.53:n?br=15:u?br=-.7:h&&(br=-1/3);var Mr=function(e,t){this.ranges=e,this.primIndex=t};Mr.prototype.primary=function(){return this.ranges[this.primIndex]},Mr.prototype.equals=function(e){if(e==this)return!0;if(e.primIndex!=this.primIndex||e.ranges.length!=this.ranges.length)return!1;for(var t=0;t<this.ranges.length;t++){var n=this.ranges[t],i=e.ranges[t];if(!it(n.anchor,i.anchor)||!it(n.head,i.head))return!1}return!0},Mr.prototype.deepCopy=function(){for(var e=[],t=0;t<this.ranges.length;t++)e[t]=new Cr(rt(this.ranges[t].anchor),rt(this.ranges[t].head));return new Mr(e,this.primIndex)},Mr.prototype.somethingSelected=function(){for(var e=0;e<this.ranges.length;e++)if(!this.ranges[e].empty())return!0;return!1},Mr.prototype.contains=function(e,t){t||(t=e);for(var n=0;n<this.ranges.length;n++){var i=this.ranges[n];if(nt(t,i.from())>=0&&nt(e,i.to())<=0)return n}return-1};var Cr=function(e,t){this.anchor=e,this.head=t};function Ar(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return nt(e.from(),t.from())})),n=R(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=nt(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=at(s.from(),a.from()),u=ot(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new Cr(d?u:c,d?c:u))}}return new Mr(t,n)}function Sr(e,t){return new Mr([new Cr(e,t||e)],0)}function Tr(e){return e.text?tt(e.from.line+e.text.length-1,Q(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Dr(e,t){if(nt(e,t.from)<0)return e;if(nt(e,t.to)<=0)return Tr(t);var n=e.line+t.text.length-(t.to.line-t.from.line)-1,i=e.ch;return e.line==t.to.line&&(i+=Tr(t).ch-t.to.ch),tt(n,i)}function Lr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new Cr(Dr(r.anchor,t),Dr(r.head,t)))}return Ar(e.cm,n,e.sel.primIndex)}function Ir(e,t,n){return e.line==t.line?tt(n.line,e.ch-t.ch+n.ch):tt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Re(e.options,e.doc.modeOption),Nr(e)}function Nr(e){e.doc.iter((function(e){e.stateAfter&&(e.stateAfter=null),e.styles&&(e.styles=null)})),e.doc.modeFrontier=e.doc.highlightFrontier=e.doc.first,rr(e,100),e.state.modeGen++,e.curOp&&hi(e)}function Or(e,t){return 0==t.from.ch&&0==t.to.ch&&""==Q(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function Er(e,t,n,i){function r(e){return n?n[e]:null}function 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c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||Or(e.doc,t)?hi(e,o.line,a.line+1,c):pi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var h={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&cn(e,"change",e,h),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(h)}e.display.selForContextMenu=null}(e.cm,t,i):Er(e,t,i),eo(e,n,U),e.cantEdit&&oo(e,tt(e.firstLine(),0))&&(e.cantEdit=!1)}}function go(e,t,n,i,r){var o;i||(i=n),nt(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),co(e,{from:n,to:i,text:t,origin:r})}function mo(e,t,n,i){n<e.line?e.line+=i:t<e.line&&(e.line=t,e.ch=0)}function vo(e,t,n,i){for(var r=0;r<e.length;++r){var o=e[r],a=!0;if(o.ranges){o.copied||((o=e[r]=o.deepCopy()).copied=!0);for(var s=0;s<o.ranges.length;s++)mo(o.ranges[s].anchor,t,n,i),mo(o.ranges[s].head,t,n,i)}else{for(var l=0;l<o.changes.length;++l){var c=o.changes[l];if(n<c.from.line)c.from=tt(c.from.line+i,c.from.ch),c.to=tt(c.to.line+i,c.to.ch);else if(t<=c.to.line){a=!1;break}}a||(e.splice(0,r+1),r=0)}}}function yo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;vo(e.done,n,i,r),vo(e.undone,n,i,r)}function bo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ye(e,st(e,t)):r=Je(t),null==r?null:(i(o,r)&&e.cm&&pi(e.cm,r,n),o)}function wo(e){this.lines=e,this.parent=null;for(var t=0,n=0;n<e.length;++n)e[n].parent=this,t+=e[n].height;this.height=t}function xo(e){this.children=e;for(var t=0,n=0,i=0;i<e.length;++i){var r=e[i];t+=r.chunkSize(),n+=r.height,r.parent=this}this.size=t,this.height=n,this.parent=null}Cr.prototype.from=function(){return at(this.anchor,this.head)},Cr.prototype.to=function(){return ot(this.anchor,this.head)},Cr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},wo.prototype={chunkSize:function(){return this.lines.length},removeInner:function(e,t){for(var n=e,i=e+t;n<i;++n){var r=this.lines[n];this.height-=r.height,Vt(r),cn(r,"delete")}this.lines.splice(e,t)},collapse:function(e){e.push.apply(e,this.lines)},insertInner:function(e,t,n){this.height+=n,this.lines=this.lines.slice(0,e).concat(t).concat(this.lines.slice(e));for(var i=0;i<t.length;++i)t[i].parent=this},iterN:function(e,t,n){for(var i=e+t;e<i;++e)if(n(this.lines[e]))return!0}},xo.prototype={chunkSize:function(){return this.size},removeInner:function(e,t){this.size-=t;for(var n=0;n<this.children.length;++n){var i=this.children[n],r=i.chunkSize();if(e<r){var o=Math.min(t,r-e),a=i.height;if(i.removeInner(e,o),this.height-=a-i.height,r==o&&(this.children.splice(n--,1),i.parent=null),0==(t-=o))break;e=0}else e-=r}if(this.size-t<25&&(this.children.length>1||!(this.children[0]instanceof wo))){var s=[];this.collapse(s),this.children=[new wo(s)],this.children[0].parent=this}},collapse:function(e){for(var t=0;t<this.children.length;++t)this.children[t].collapse(e)},insertInner:function(e,t,n){this.size+=t.length,this.height+=n;for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<=o){if(r.insertInner(e,t,n),r.lines&&r.lines.length>50){for(var a=r.lines.length%25+25,s=a;s<r.lines.length;){var l=new wo(r.lines.slice(s,s+=25));r.height-=l.height,this.children.splice(++i,0,l),l.parent=this}r.lines=r.lines.slice(0,a),this.maybeSpill()}break}e-=o}},maybeSpill:function(){if(!(this.children.length<=10)){var e=this;do{var t=new xo(e.children.splice(e.children.length-5,5));if(e.parent){e.size-=t.size,e.height-=t.height;var n=R(e.parent.children,e);e.parent.children.splice(n+1,0,t)}else{var i=new xo(e.children);i.parent=e,e.children=[i,t],e=i}t.parent=e.parent}while(e.children.length>10);e.parent.maybeSpill()}},iterN:function(e,t,n){for(var i=0;i<this.children.length;++i){var r=this.children[i],o=r.chunkSize();if(e<o){var a=Math.min(t,o-e);if(r.iterN(e,a,n))return!0;if(0==(t-=a))break;e=0}else e-=o}}};var ko=function(e,t,n){if(n)for(var i in n)n.hasOwnProperty(i)&&(this[i]=n[i]);this.doc=e,this.node=t};function Mo(e,t,n){qt(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}ko.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Je(n);if(null!=i&&t){for(var r=0;r<t.length;++r)t[r]==this&&t.splice(r--,1);t.length||(n.widgets=null);var o=kn(this);Ze(n,Math.max(0,n.height-o)),e&&(er(e,(function(){Mo(e,n,-o),pi(e,i,"widget")})),cn(e,"lineWidgetCleared",e,this,i))}},ko.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=kn(this)-t;!r||(Ht(this.doc,i)||Ze(i,i.height+r),n&&er(n,(function(){n.curOp.forceUpdate=!0,Mo(n,i,r),cn(n,"lineWidgetChanged",n,e,Je(i))})))},be(ko);var Co=0,Ao=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++Co};function So(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[So(e,t,n,i,r)],a=o[0],s=i.widgetNode;return $r(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(So(e,lt(e,t),lt(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=Q(o)})),new To(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return tr(e.cm,So)(e,t,n,i,r);var o=new Ao(e,r),a=nt(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=I("span",[o.replacedWith],"CodeMirror-widget"),i.handleMouseEvents||o.widgetNode.setAttribute("cm-ignore-events","true"),i.insertLeft&&(o.widgetNode.insertLeft=!0)),o.collapsed){if(Pt(e,t.line,t,n,o)||t.line!=n.line&&Pt(e,n.line,t,n,o))throw new Error("Inserting collapsed marker partially overlapping an existing one");Mt=!0}o.addToHistory&&Fr(e,{from:t,to:n,origin:"markText"},e.sel,NaN);var s,l=t.line,c=e.cm;if(e.iter(l,n.line+1,(function(i){c&&o.collapsed&&!c.options.lineWrapping&&Bt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Ze(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&i.has(e.markedSpans)?e.markedSpans.push(t):(e.markedSpans=e.markedSpans?e.markedSpans.concat([t]):[t],i&&i.add(e.markedSpans)),t.marker.attachLine(e)}(i,new Ct(o,l==t.line?t.ch:null,l==n.line?n.ch:null),e.cm&&e.cm.curOp),++l})),o.collapsed&&e.iter(t.line,n.line+1,(function(t){Ht(e,t)&&Ze(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(kt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++Co,o.atomic=!0),c){if(s&&(c.curOp.updateMaxLine=!0),o.collapsed)hi(c,t.line,n.line+1);else if(o.className||o.startStyle||o.endStyle||o.css||o.attributes||o.title)for(var u=t.line;u<=n.line;u++)pi(c,u,"text");o.atomic&&no(c.doc),cn(c,"markerAdded",c,o)}return o}Ao.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Yi(e),ye(this,"clear")){var n=this.find();n&&cn(this,"clear",n.from,n.to)}for(var i=null,r=null,o=0;o<this.lines.length;++o){var a=this.lines[o],s=At(a.markedSpans,this);e&&!this.collapsed?pi(e,Je(a),"text"):e&&(null!=s.to&&(r=Je(a)),null!=s.from&&(i=Je(a))),a.markedSpans=St(a.markedSpans,s),null==s.from&&this.collapsed&&!Ht(this.doc,a)&&e&&Ze(a,ri(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Bt(this.lines[l]),u=Wt(c);u>e.display.maxLineLength&&(e.display.maxLine=c,e.display.maxLineLength=u,e.display.maxLineChanged=!0)}null!=i&&e&&this.collapsed&&hi(e,i,r+1),this.lines.length=0,this.explicitlyCleared=!0,this.atomic&&this.doc.cantEdit&&(this.doc.cantEdit=!1,e&&no(e.doc)),e&&cn(e,"markerCleared",e,this,i,r),t&&Vi(e),this.parent&&this.parent.clear()}},Ao.prototype.find=function(e,t){null==e&&"bookmark"==this.type&&(e=1);for(var n,i,r=0;r<this.lines.length;++r){var o=this.lines[r],a=At(o.markedSpans,this);if(null!=a.from&&(n=tt(t?o:Je(o),a.from),-1==e))return n;if(null!=a.to&&(i=tt(t?o:Je(o),a.to),1==e))return i}return n&&{from:n,to:i}},Ao.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;!t||!i||er(i,(function(){var r=t.line,o=Je(t.line),a=Nn(i,o);if(a&&(Bn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Ht(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=kn(n)-s;l&&Ze(r,r.height+l)}cn(i,"markerChanged",i,e)}))},Ao.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(!t.maybeHiddenMarkers||-1==R(t.maybeHiddenMarkers,this))&&(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Ao.prototype.detachLine=function(e){if(this.lines.splice(R(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Ao);var To=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function Do(e){return e.findMarks(tt(e.first,0),e.clipPos(tt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];$r(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==R(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}To.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();cn(this,"clear")}},To.prototype.find=function(e,t){return this.primary.find(e,t)},be(To);var Io=0,zo=function(e,t,n,i,r){if(!(this instanceof zo))return new zo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new wo([new Yt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=tt(n,0);this.sel=Sr(o),this.history=new Pr(null),this.id=++Io,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Er(this,{from:o,to:o,text:e}),Xr(this,Sr(o),U)};zo.prototype=K(xo.prototype,{constructor:zo,iter:function(e,t,n){n?this.iterN(e-this.first,t-e,n):this.iterN(this.first,this.first+this.size,e)},insert:function(e,t){for(var n=0,i=0;i<t.length;++i)n+=t[i].height;this.insertInner(e-this.first,t,n)},remove:function(e,t){this.removeInner(e-this.first,t)},getValue:function(e){var t=Qe(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:ir((function(e){var t=tt(this.first,0),n=this.first+this.size-1;co(this,{from:t,to:tt(n,Ye(this,n).text.length),text:this.splitLines(e),origin:"setValue",full:!0},!0),this.cm&&Oi(this.cm,0,0),Xr(this,Sr(t),U)})),replaceRange:function(e,t,n,i){go(this,e,t=lt(this,t),n=n?lt(this,n):t,i)},getRange:function(e,t,n){var i=Ve(this,lt(this,e),lt(this,t));return!1===n?i:""===n?i.join(""):i.join(n||this.lineSeparator())},getLine:function(e){var t=this.getLineHandle(e);return t&&t.text},getLineHandle:function(e){if(Xe(this,e))return Ye(this,e)},getLineNumber:function(e){return Je(e)},getLineHandleVisualStart:function(e){return"number"==typeof e&&(e=Ye(this,e)),Bt(e)},lineCount:function(){return this.size},firstLine:function(){return this.first},lastLine:function(){return this.first+this.size-1},clipPos:function(e){return lt(this,e)},getCursor:function(e){var t=this.sel.primary();return null==e||"head"==e?t.head:"anchor"==e?t.anchor:"end"==e||"to"==e||!1===e?t.to():t.from()},listSelections:function(){return this.sel.ranges},somethingSelected:function(){return this.sel.somethingSelected()},setCursor:ir((function(e,t,n){Jr(this,lt(this,"number"==typeof e?tt(e,t||0):e),null,n)})),setSelection:ir((function(e,t,n){Jr(this,lt(this,e),lt(this,t||e),n)})),extendSelection:ir((function(e,t,n){Vr(this,lt(this,e),t&<(this,t),n)})),extendSelections:ir((function(e,t){Qr(this,ct(this,e),t)})),extendSelectionsBy:ir((function(e,t){Qr(this,ct(this,Z(this.sel.ranges,e)),t)})),setSelections:ir((function(e,t,n){if(e.length){for(var i=[],r=0;r<e.length;r++)i[r]=new Cr(lt(this,e[r].anchor),lt(this,e[r].head||e[r].anchor));null==t&&(t=Math.min(e.length-1,this.sel.primIndex)),Xr(this,Ar(this.cm,i,t),n)}})),addSelection:ir((function(e,t,n){var i=this.sel.ranges.slice(0);i.push(new Cr(lt(this,e),lt(this,t||e))),Xr(this,Ar(this.cm,i,i.length-1),n)})),getSelection:function(e){for(var t,n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());t=t?t.concat(r):r}return!1===e?t:t.join(e||this.lineSeparator())},getSelections:function(e){for(var t=[],n=this.sel.ranges,i=0;i<n.length;i++){var r=Ve(this,n[i].from(),n[i].to());!1!==e&&(r=r.join(e||this.lineSeparator())),t[i]=r}return t},replaceSelection:function(e,t,n){for(var i=[],r=0;r<this.sel.ranges.length;r++)i[r]=e;this.replaceSelections(i,t,n||"+input")},replaceSelections:ir((function(e,t,n){for(var i=[],r=this.sel,o=0;o<r.ranges.length;o++){var a=r.ranges[o];i[o]={from:a.from(),to:a.to(),text:this.splitLines(e[o]),origin:n}}for(var s=t&&"end"!=t&&function(e,t,n){for(var i=[],r=tt(e.first,0),o=r,a=0;a<t.length;a++){var s=t[a],l=Ir(s.from,r,o),c=Ir(Tr(s),r,o);if(r=s.to,o=c,"around"==n){var u=e.sel.ranges[a],d=nt(u.head,u.anchor)<0;i[a]=new Cr(d?c:l,d?l:c)}else i[a]=new Cr(l,l)}return new Mr(i,e.sel.primIndex)}(this,i,t),l=i.length-1;l>=0;l--)co(this,i[l]);s?Kr(this,s):this.cm&&Ni(this.cm)})),undo:ir((function(){ho(this,"undo")})),redo:ir((function(){ho(this,"redo")})),undoSelection:ir((function(){ho(this,"undo",!0)})),redoSelection:ir((function(){ho(this,"redo",!0)})),setExtending:function(e){this.extend=e},getExtending:function(){return this.extend},historySize:function(){for(var e=this.history,t=0,n=0,i=0;i<e.done.length;i++)e.done[i].ranges||++t;for(var r=0;r<e.undone.length;r++)e.undone[r].ranges||++n;return{undo:t,redo:n}},clearHistory:function(){var e=this;this.history=new Pr(this.history),$r(this,(function(t){return t.history=e.history}),!0)},markClean:function(){this.cleanGeneration=this.changeGeneration(!0)},changeGeneration:function(e){return e&&(this.history.lastOp=this.history.lastSelOp=this.history.lastOrigin=null),this.history.generation},isClean:function(e){return this.history.generation==(e||this.cleanGeneration)},getHistory:function(){return{done:Gr(this.history.done),undone:Gr(this.history.undone)}},setHistory:function(e){var t=this.history=new Pr(this.history);t.done=Gr(e.done.slice(0),null,!0),t.undone=Gr(e.undone.slice(0),null,!0)},setGutterMarker:ir((function(e,t,n){return bo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ne(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:ir((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&bo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ne(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!(Xe(this,e)&&(t=e,e=Ye(this,e))))return null}else if(null==(t=Je(e)))return null;return{line:t,handle:e,text:e.text,gutterMarkers:e.gutterMarkers,textClass:e.textClass,bgClass:e.bgClass,wrapClass:e.wrapClass,widgets:e.widgets}},addLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(C(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:ir((function(e,t,n){return bo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass",r=e[i];if(!r)return!1;if(null==n)e[i]=null;else{var o=r.match(C(n));if(!o)return!1;var a=o.index+o[0].length;e[i]=r.slice(0,o.index)+(o.index&&a!=r.length?" 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p=i.ranges[h],f=p.from(),g=p.to();p.empty()&&(n&&n>0?f=tt(f.line,f.ch-n):e.state.overwrite&&!s?g=tt(g.line,Math.min(Ye(o,g.line).text.length,g.ch+Q(l).length)):s&&La&&La.lineWise&&La.text.join("\n")==l.join("\n")&&(f=g=tt(f.line,0)));var m={from:f,to:g,text:c?c[h%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};co(e.doc,m),cn(e,"inputRead",e,m)}t&&!s&&Oa(e,t),Ni(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Na(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),!t.isReadOnly()&&!t.options.disableInput&&er(t,(function(){return za(t,n,0,null,"paste")})),!0}function Oa(e,t){if(e.options.electricChars&&e.options.smartIndent)for(var n=e.doc.sel,i=n.ranges.length-1;i>=0;i--){var r=n.ranges[i];if(!(r.head.ch>100||i&&n.ranges[i-1].head.line==r.head.line)){var o=e.getModeAt(r.head),a=!1;if(o.electricChars){for(var s=0;s<o.electricChars.length;s++)if(t.indexOf(o.electricChars.charAt(s))>-1){a=Da(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ye(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=Da(e,r.head.line,"smart"));a&&cn(e,"electricInput",e,r.head.line)}}}function Ea(e){for(var t=[],n=[],i=0;i<e.doc.sel.ranges.length;i++){var r=e.doc.sel.ranges[i].head.line,o={anchor:tt(r,0),head:tt(r+1,0)};n.push(o),t.push(e.getRange(o.anchor,o.head))}return{text:t,ranges:n}}function $a(e,t,n,i){e.setAttribute("autocorrect",n?"":"off"),e.setAttribute("autocapitalize",i?"":"off"),e.setAttribute("spellcheck",!!t)}function ja(){var e=L("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=L("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),g&&(e.style.border="1px solid black"),$a(e),t}function _a(e,t,n,i,r){var o=t,a=n,s=Ye(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a;if("codepoint"==i){var c=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(c))a=null;else{var u=n>0?c>=55296&&c<56320:c>=56320&&c<57343;a=new tt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(u?2:1))),-n)}}else a=r?function(e,t,n,i){var r=ue(t,e.doc.direction);if(!r)return Ko(t,n,i);n.ch>=t.text.length?(n.ch=t.text.length,n.sticky="before"):n.ch<=0&&(n.ch=0,n.sticky="after");var o=le(r,n.ch,n.sticky),a=r[o];if("ltr"==e.doc.direction&&a.level%2==0&&(i>0?a.to>n.ch:a.from<n.ch))return Ko(t,n,i);var s,l=function(e,n){return Jo(t,e instanceof tt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||On(e,t),Xn(e,t,s,n)):{begin:0,end:t.text.length}},u=c("before"==n.sticky?l(n,-1):n.ch);if("rtl"==e.doc.direction||1==a.level){var d=1==a.level==i<0,h=l(n,d?1:-1);if(null!=h&&(d?h<=a.to&&h<=u.end:h>=a.from&&h>=u.begin)){var p=d?"before":"after";return new tt(n.line,h,p)}}var f=function(e,t,i){for(;e>=0&&e<r.length;e+=t){var o=r[e],a=t>0==(1!=o.level),s=a?i.begin:l(i.end,-1);if(o.from<=s&&s<o.to||(s=a?o.from:l(o.to,-1),i.begin<=s&&s<i.end))return c=s,a?new tt(n.line,l(c,1),"before"):new tt(n.line,c,"after")}var c},g=f(o+i,i,u);if(g)return g;var m=i>0?u.end:l(u.begin,-1);return null==m||i>0&&m==t.text.length||!(g=f(i>0?0:r.length-1,i,c(m)))?null:g}(e.cm,s,t,n):Ko(s,t,n);if(null==a){if(o||!function(){var n=t.line+l;return!(n<e.first||n>=e.first+e.size)&&(t=new tt(n,t.ch,t.sticky),s=Ye(e,n))}())return!1;t=Xo(r,e.cm,s,t.line,l)}else t=a;return!0}if("char"==i||"codepoint"==i)c();else if("column"==i)c(!0);else if("word"==i||"group"==i)for(var u=null,d="group"==i,h=e.cm&&e.cm.getHelper(t,"wordChars"),p=!0;!(n<0)||c(!p);p=!1){var f=s.text.charAt(t.ch)||"\n",g=te(f,h)?"w":d&&"\n"==f?"n":!d||/\s/.test(f)?null:"p";if(d&&!p&&!g&&(g="s"),u&&u!=g){n<0&&(n=1,c(),t.sticky="after");break}if(g&&(u=g),n>0&&!c(!p))break}var m=oo(e,t,o,a,!0);return it(o,m)&&(m.hitSide=!0),m}function Pa(e,t,n,i){var r,o,a=e.doc,s=t.left;if("page"==i){var l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*ri(e.display),3);r=(n>0?t.bottom:t.top)+n*c}else"line"==i&&(r=n>0?t.bottom+3:t.top-3);for(;(o=Jn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Ba=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new B,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ra(e,t){var n=Nn(e,t.line);if(!n||n.hidden)return null;var i=Ye(e.doc,t.line),r=In(n,i,t.line),o=ue(i,e.doc.direction),a="left";o&&(a=le(o,t.ch)%2?"right":"left");var s=_n(r.map,t.ch,a);return s.offset="right"==s.collapse?s.end:s.start,s}function Fa(e,t){return t&&(e.bad=!0),e}function Ha(e,t,n){var i;if(t==e.display.lineDiv){if(!(i=e.display.lineDiv.childNodes[n]))return Fa(e.clipPos(tt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return Ua(o,t,n)}}function Ua(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Fa(tt(Je(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?Q(e.rest):e.line;return Fa(tt(Je(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(!a&&1==t.childNodes.length&&3==t.firstChild.nodeType&&(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Je(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),tt(u,d)}}}var d=u(a,s,n);if(d)return Fa(d,r);for(var h=s.nextSibling,p=a?a.nodeValue.length-n:0;h;h=h.nextSibling){if(d=u(h,h.firstChild,0))return Fa(tt(d.line,d.ch-p),r);p+=h.textContent.length}for(var f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Fa(tt(d.line,d.ch+g),r);g+=f.textContent.length}}Ba.prototype.init=function(e){var t=this,n=this,i=n.cm,r=n.div=e.lineDiv;function o(e){for(var t=e.target;t;t=t.parentNode){if(t==r)return!0;if(/\bCodeMirror-(?:line)?widget\b/.test(t.className))break}return!1}function a(e){if(o(e)&&!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,U),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=La.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=ja(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=La.text.join("\n");var c=N();$(l),setTimeout((function(){i.display.lineSpace.removeChild(s),c.focus(),c==r&&n.showPrimarySelection()}),50)}}r.contentEditable=!0,$a(r,i.options.spellcheck,i.options.autocorrect,i.options.autocapitalize),he(r,"paste",(function(e){!o(e)||me(i,e)||Na(e,i)||s<=11&&setTimeout(tr(i,(function(){return t.updateFromDOM()})),20)})),he(r,"compositionstart",(function(e){t.composing={data:e.data,done:!1}})),he(r,"compositionupdate",(function(e){t.composing||(t.composing={data:e.data,done:!1})})),he(r,"compositionend",(function(e){t.composing&&(e.data!=t.composing.data&&t.readFromDOMSoon(),t.composing.done=!0)})),he(r,"touchstart",(function(){return n.forceCompositionEnd()})),he(r,"input",(function(){t.composing||t.readFromDOMSoon()})),he(r,"copy",a),he(r,"cut",a)},Ba.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Ba.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=N()==this.div,e},Ba.prototype.showSelection=function(e,t){!e||!this.cm.display.view.length||((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Ba.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Ba.prototype.showPrimarySelection=function(){var e=this.getSelection(),t=this.cm,i=t.doc.sel.primary(),r=i.from(),o=i.to();if(t.display.viewTo==t.display.viewFrom||r.line>=t.display.viewTo||o.line<t.display.viewFrom)e.removeAllRanges();else{var a=Ha(t,e.anchorNode,e.anchorOffset),s=Ha(t,e.focusNode,e.focusOffset);if(!a||a.bad||!s||s.bad||0!=nt(at(a,s),r)||0!=nt(ot(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ra(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ra(t,o);if(!u){var d=l[l.length-1].measure,h=d.maps?d.maps[d.maps.length-1]:d.map;u={node:h[h.length-1],offset:h[h.length-2]-h[h.length-3]}}if(!c||!u)return void e.removeAllRanges();var p,f=e.rangeCount&&e.getRangeAt(0);try{p=A(c.node,c.offset,u.offset,u.node)}catch{}p&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),p.collapsed||(e.removeAllRanges(),e.addRange(p))):(e.removeAllRanges(),e.addRange(p)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}}},Ba.prototype.startGracePeriod=function(){var e=this;clearTimeout(this.gracePeriod),this.gracePeriod=setTimeout((function(){e.gracePeriod=!1,e.selectionChanged()&&e.cm.operation((function(){return e.cm.curOp.selectionChanged=!0}))}),20)},Ba.prototype.showMultipleSelections=function(e){D(this.cm.display.cursorDiv,e.cursors),D(this.cm.display.selectionDiv,e.selection)},Ba.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Ba.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Ba.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&((!this.selectionInEditor()||N()!=this.div)&&this.showSelection(this.prepareSelection(),!0),this.div.focus())},Ba.prototype.blur=function(){this.div.blur()},Ba.prototype.getField=function(){return this.div},Ba.prototype.supportsTouch=function(){return!0},Ba.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):er(this.cm,(function(){return t.cm.curOp.selectionChanged=!0})),this.polling.set(this.cm.options.pollInterval,(function e(){t.cm.state.focused&&(t.pollSelection(),t.polling.set(t.cm.options.pollInterval,e))}))},Ba.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Ba.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(m&&u&&this.cm.display.gutterSpecs.length&&function(e){for(var t=e;t;t=t.parentNode)if(/CodeMirror-gutter-wrapper/.test(t.className))return!0;return!1}(e.anchorNode))return this.cm.triggerOnKeyDown({type:"keydown",keyCode:8,preventDefault:Math.abs}),this.blur(),void this.focus();if(!this.composing){this.rememberSelection();var n=Ha(t,e.anchorNode,e.anchorOffset),i=Ha(t,e.focusNode,e.focusOffset);n&&i&&er(t,(function(){Xr(t.doc,Sr(n,i),U),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Ba.prototype.pollContent=function(){null!=this.readDOMTimeout&&(clearTimeout(this.readDOMTimeout),this.readDOMTimeout=null);var e,t,n,i=this.cm,r=i.display,o=i.doc.sel.primary(),a=o.from(),s=o.to();if(0==a.ch&&a.line>i.firstLine()&&(a=tt(a.line-1,Ye(i.doc,a.line-1).length)),s.ch==Ye(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=tt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=di(i,a.line))?(t=Je(r.view[0].line),n=r.view[0].node):(t=Je(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=di(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Je(r.view[u+1].line)-1,c=r.view[u+1].node.previousSibling),!n)return!1;for(var d=i.doc.splitLines(function(e,t,n,i,r){var o="",a=!1,s=e.doc.lineSeparator(),l=!1;function c(){a&&(o+=s,l&&(o+=s),a=l=!1)}function u(e){e&&(c(),o+=e)}function d(t){if(1==t.nodeType){var n=t.getAttribute("cm-text");if(n)return void u(n);var o,h=t.getAttribute("cm-marker");if(h){var p=e.findMarks(tt(i,0),tt(r+1,0),function(e){return function(t){return t.id==e}}(+h));return void(p.length&&(o=p[0].find(0))&&u(Ve(e.doc,o.from,o.to).join(s)))}if("false"==t.getAttribute("contenteditable"))return;var f=/^(pre|div|p|li|table|br)$/i.test(t.nodeName);if(!/^br$/i.test(t.nodeName)&&0==t.textContent.length)return;f&&c();for(var g=0;g<t.childNodes.length;g++)d(t.childNodes[g]);/^(pre|p)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "))}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),h=Ve(i.doc,tt(t,0),tt(l,Ye(i.doc,l).text.length));d.length>1&&h.length>1;)if(Q(d)==Q(h))d.pop(),h.pop(),l--;else{if(d[0]!=h[0])break;d.shift(),h.shift(),t++}for(var p=0,f=0,g=d[0],m=h[0],v=Math.min(g.length,m.length);p<v&&g.charCodeAt(p)==m.charCodeAt(p);)++p;for(var y=Q(d),b=Q(h),w=Math.min(y.length-(1==d.length?p:0),b.length-(1==h.length?p:0));f<w&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)++f;if(1==d.length&&1==h.length&&t==a.line)for(;p&&p>a.ch&&y.charCodeAt(y.length-f-1)==b.charCodeAt(b.length-f-1);)p--,f++;d[d.length-1]=y.slice(0,y.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(p).replace(/\u200b+$/,"");var x=tt(t,p),k=tt(l,h.length?Q(h).length-f:0);return d.length>1||d[0]||nt(x,k)?(go(i.doc,d,x,k,"+input"),!0):void 0},Ba.prototype.ensurePolled=function(){this.forceCompositionEnd()},Ba.prototype.reset=function(){this.forceCompositionEnd()},Ba.prototype.forceCompositionEnd=function(){!this.composing||(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Ba.prototype.readFromDOMSoon=function(){var e=this;null==this.readDOMTimeout&&(this.readDOMTimeout=setTimeout((function(){if(e.readDOMTimeout=null,e.composing){if(!e.composing.done)return;e.composing=null}e.updateFromDOM()}),80))},Ba.prototype.updateFromDOM=function(){var e=this;(this.cm.isReadOnly()||!this.pollContent())&&er(this.cm,(function(){return hi(e.cm)}))},Ba.prototype.setUneditable=function(e){e.contentEditable="false"},Ba.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||tr(this.cm,za)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Ba.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Ba.prototype.onContextMenu=function(){},Ba.prototype.resetPosition=function(){},Ba.prototype.needsContentAttribute=!0;var qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new B,this.hasSelection=!1,this.composing=null};qa.prototype.init=function(e){var t=this,n=this,i=this.cm;this.createField(e);var r=this.textarea;function o(e){if(!me(i,e)){if(i.somethingSelected())Ia({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=Ea(i);Ia({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,U):(n.prevInput="",r.value=t.text.join("\n"),$(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),g&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){me(i,e)||Na(e,i)||(i.state.pasteIncoming=+new Date,n.fastPoll())})),he(r,"cut",o),he(r,"copy",o),he(e.scroller,"paste",(function(t){if(!Mn(e,t)&&!me(i,t)){if(!r.dispatchEvent)return i.state.pasteIncoming=+new Date,void n.focus();var o=new Event("paste");o.clipboardData=t.clipboardData,r.dispatchEvent(o)}})),he(e.lineSpace,"selectstart",(function(t){Mn(e,t)||we(t)})),he(r,"compositionstart",(function(){var e=i.getCursor("from");n.composing&&n.composing.range.clear(),n.composing={start:e,range:i.markText(e,i.getCursor("to"),{className:"CodeMirror-composing"})}})),he(r,"compositionend",(function(){n.composing&&(n.poll(),n.composing.range.clear(),n.composing=null)}))},qa.prototype.createField=function(e){this.wrapper=ja(),this.textarea=this.wrapper.firstChild},qa.prototype.screenReaderLabelChanged=function(e){e?this.textarea.setAttribute("aria-label",e):this.textarea.removeAttribute("aria-label")},qa.prototype.prepareSelection=function(){var e=this.cm,t=e.display,n=e.doc,i=yi(e);if(e.options.moveInputWithCursor){var r=Vn(e,n.sel.primary().head,"div"),o=t.wrapper.getBoundingClientRect(),a=t.lineDiv.getBoundingClientRect();i.teTop=Math.max(0,Math.min(t.wrapper.clientHeight-10,r.top+a.top-o.top)),i.teLeft=Math.max(0,Math.min(t.wrapper.clientWidth-10,r.left+a.left-o.left))}return i},qa.prototype.showSelection=function(e){var t=this.cm.display;D(t.cursorDiv,e.cursors),D(t.selectionDiv,e.selection),null!=e.teTop&&(this.wrapper.style.top=e.teTop+"px",this.wrapper.style.left=e.teLeft+"px")},qa.prototype.reset=function(e){if(!this.contextMenuPending&&!this.composing){var t=this.cm;if(t.somethingSelected()){this.prevInput="";var n=t.getSelection();this.textarea.value=n,t.state.focused&&$(this.textarea),a&&s>=9&&(this.hasSelection=n)}else e||(this.prevInput=this.textarea.value="",a&&s>=9&&(this.hasSelection=null))}},qa.prototype.getField=function(){return this.textarea},qa.prototype.supportsTouch=function(){return!1},qa.prototype.focus=function(){if("nocursor"!=this.cm.options.readOnly&&(!v||N()!=this.textarea))try{this.textarea.focus()}catch{}},qa.prototype.blur=function(){this.textarea.blur()},qa.prototype.resetPosition=function(){this.wrapper.style.top=this.wrapper.style.left=0},qa.prototype.receivedFocus=function(){this.slowPoll()},qa.prototype.slowPoll=function(){var e=this;this.pollingFast||this.polling.set(this.cm.options.pollInterval,(function(){e.poll(),e.cm.state.focused&&e.slowPoll()}))},qa.prototype.fastPoll=function(){var e=!1,t=this;t.pollingFast=!0,t.polling.set(20,(function n(){t.poll()||e?(t.pollingFast=!1,t.slowPoll()):(e=!0,t.polling.set(60,n))}))},qa.prototype.poll=function(){var e=this,t=this.cm,n=this.textarea,i=this.prevInput;if(this.contextMenuPending||!t.state.focused||Oe(n)&&!i&&!this.composing||t.isReadOnly()||t.options.disableInput||t.state.keySeq)return!1;var r=n.value;if(r==i&&!t.somethingSelected())return!1;if(a&&s>=9&&this.hasSelection===r||y&&/[\uf700-\uf7ff]/.test(r))return t.display.input.reset(),!1;if(t.doc.sel==t.display.selForContextMenu){var o=r.charCodeAt(0);if(8203==o&&!i&&(i=""),8666==o)return this.reset(),this.cm.execCommand("undo")}for(var l=0,c=Math.min(i.length,r.length);l<c&&i.charCodeAt(l)==r.charCodeAt(l);)++l;return er(t,(function(){za(t,r.slice(l),i.length-l,null,e.composing?"*compose":null),r.length>1e3||r.indexOf("\n")>-1?n.value=e.prevInput="":e.prevInput=r,e.composing&&(e.composing.range.clear(),e.composing.range=t.markText(e.composing.start,t.getCursor("to"),{className:"CodeMirror-composing"}))})),!0},qa.prototype.ensurePolled=function(){this.pollingFast&&this.poll()&&(this.pollingFast=!1)},qa.prototype.onKeyPress=function(){a&&s>=9&&(this.hasSelection=null),this.fastPoll()},qa.prototype.onContextMenu=function(e){var t=this,n=t.cm,i=n.display,r=t.textarea;t.contextMenuPending&&t.contextMenuPending();var o=ui(n,e),c=i.scroller.scrollTop;if(o&&!d){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&tr(n,Xr)(n.doc,Sr(o),U);var u,h=r.style.cssText,p=t.wrapper.style.cssText,f=t.wrapper.offsetParent.getBoundingClientRect();if(t.wrapper.style.cssText="position: static",r.style.cssText="position: absolute; width: 30px; height: 30px;\n top: "+(e.clientY-f.top-5)+"px; left: "+(e.clientX-f.left-5)+"px;\n z-index: 1000; background: "+(a?"rgba(255, 255, 255, .05)":"transparent")+";\n outline: none; border-width: 0; outline: none; overflow: hidden; opacity: .05; filter: alpha(opacity=5);",l&&(u=window.scrollY),i.input.focus(),l&&window.scrollTo(null,u),i.input.reset(),n.somethingSelected()||(r.value=t.prevInput=" "),t.contextMenuPending=v,i.selForContextMenu=n.doc.sel,clearTimeout(i.detectingSelectAll),a&&s>=9&&m(),M){Me(e);var g=function(){fe(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function m(){if(null!=r.selectionStart){var e=n.somethingSelected(),o=""+(e?r.value:"");r.value="⇚",r.value=o,t.prevInput=e?"":"",r.selectionStart=1,r.selectionEnd=o.length,i.selForContextMenu=n.doc.sel}}function v(){if(t.contextMenuPending==v&&(t.contextMenuPending=!1,t.wrapper.style.cssText=p,r.style.cssText=h,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&m();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?tr(n,so)(n):e++<10?i.detectingSelectAll=setTimeout(o,500):(i.selForContextMenu=null,i.input.reset())};i.detectingSelectAll=setTimeout(o,200)}}},qa.prototype.readOnlyChanged=function(e){e||this.reset(),this.textarea.disabled="nocursor"==e,this.textarea.readOnly=!!e},qa.prototype.setUneditable=function(){},qa.prototype.needsContentAttribute=!1,function(e){var t=e.optionHandlers;function n(n,i,r,o){e.defaults[n]=i,r&&(t[n]=o?function(e,t,n){n!=xa&&r(e,t,n)}:r)}e.defineOption=n,e.Init=xa,n("value","",(function(e,t){return e.setValue(t)}),!0),n("mode",null,(function(e,t){e.doc.modeOption=t,zr(e)}),!0),n("indentUnit",2,zr,!0),n("indentWithTabs",!1),n("smartIndent",!0),n("tabSize",4,(function(e){Nr(e),Fn(e),hi(e)}),!0),n("lineSeparator",null,(function(e,t){if(e.doc.lineSep=t,t){var n=[],i=e.doc.first;e.doc.iter((function(e){for(var r=0;;){var o=e.text.indexOf(t,r);if(-1==o)break;r=o+t.length,n.push(tt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)go(e.doc,t,n[r],tt(n[r].line,n[r].ch+t.length))}})),n("specialChars",/[\u0000-\u001f\u007f-\u009f\u00ad\u061c\u200b\u200e\u200f\u2028\u2029\ufeff\ufff9-\ufffc]/g,(function(e,t,n){e.state.specialChars=new RegExp(t.source+(t.test("\t")?"":"|\t"),"g"),n!=xa&&e.refresh()})),n("specialCharPlaceholder",Xt,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",v?"contenteditable":"textarea",(function(){throw new Error("inputStyle can not (yet) be changed in a running editor")}),!0),n("spellcheck",!1,(function(e,t){return e.getInputField().spellcheck=t}),!0),n("autocorrect",!1,(function(e,t){return e.getInputField().autocorrect=t}),!0),n("autocapitalize",!1,(function(e,t){return e.getInputField().autocapitalize=t}),!0),n("rtlMoveVisually",!w),n("wholeLineUpdateBefore",!0),n("theme","default",(function(e){wa(e),mr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Qo(t),r=n!=xa&&Qo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Aa,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=fr(t,e.options.lineNumbers),mr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?si(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Hi(e)}),!0),n("scrollbarStyle","native",(function(e){Wi(e),Hi(e),e.display.scrollbars.setScrollTop(e.doc.scrollTop),e.display.scrollbars.setScrollLeft(e.doc.scrollLeft)}),!0),n("lineNumbers",!1,(function(e,t){e.display.gutterSpecs=fr(e.options.gutters,t),mr(e)}),!0),n("firstLineNumber",1,mr,!0),n("lineNumberFormatter",(function(e){return e}),mr,!0),n("showCursorWhenSelecting",!1,vi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Si(e),e.display.input.blur()),e.display.input.readOnlyChanged(t)})),n("screenReaderLabel",null,(function(e,t){t=""===t?null:t,e.display.input.screenReaderLabelChanged(t)})),n("disableInput",!1,(function(e,t){t||e.display.input.reset()}),!0),n("dragDrop",!0,Ca),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,vi,!0),n("singleCursorHeightPerLine",!0,vi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Nr,!0),n("addModeClass",!1,Nr,!0),n("pollInterval",100),n("undoDepth",200,(function(e,t){return e.doc.history.undoDepth=t})),n("historyEventDelay",1250),n("viewportMargin",10,(function(e){return e.refresh()}),!0),n("maxHighlightLength",1e4,Nr,!0),n("moveInputWithCursor",!0,(function(e,t){t||e.display.input.resetPosition()})),n("tabindex",null,(function(e,t){return e.display.input.getField().tabIndex=t||""})),n("autofocus",null),n("direction","ltr",(function(e,t){return e.doc.setDirection(t)}),!0),n("phrases",null)}(Sa),function(e){var t=e.optionHandlers,n=e.helpers={};e.prototype={constructor:e,focus:function(){window.focus(),this.display.input.focus()},setOption:function(e,n){var i=this.options,r=i[e];i[e]==n&&"mode"!=e||(i[e]=n,t.hasOwnProperty(e)&&tr(this,t[e])(this,n,r),ge(this,"optionChange",this,e))},getOption:function(e){return this.options[e]},getDoc:function(){return this.doc},addKeyMap:function(e,t){this.state.keyMaps[t?"push":"unshift"](Qo(e))},removeKeyMap:function(e){for(var t=this.state.keyMaps,n=0;n<t.length;++n)if(t[n]==e||t[n].name==e)return t.splice(n,1),!0},addOverlay:nr((function(t,n){var i=t.token?t:e.getMode(this.options,t);if(i.startState)throw new Error("Overlays may not be stateful.");(function(e,t,n){for(var i=0,r=n(t);i<e.length&&n(e[i])<=r;)i++;e.splice(i,0,t)})(this.state.overlays,{mode:i,modeSpec:t,opaque:n&&n.opaque,priority:n&&n.priority||0},(function(e){return e.priority})),this.state.modeGen++,hi(this)})),removeOverlay:nr((function(e){for(var t=this.state.overlays,n=0;n<t.length;++n){var i=t[n].modeSpec;if(i==e||"string"==typeof e&&i.name==e)return t.splice(n,1),this.state.modeGen++,void hi(this)}})),indentLine:nr((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),Xe(this.doc,e)&&Da(this,e,t,n)})),indentSelection:nr((function(e){for(var t=this.doc.sel.ranges,n=-1,i=0;i<t.length;i++){var r=t[i];if(r.empty())r.head.line>n&&(Da(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Ni(this));else{var o=r.from(),a=r.to(),s=Math.max(n,o.line);n=Math.min(this.lastLine(),a.line-(a.ch?0:1))+1;for(var l=s;l<n;++l)Da(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Zr(this.doc,i,new Cr(o,c[i].to()),U)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,tt(e),t,!0)},getTokenTypeAt:function(e){e=lt(this.doc,e);var t,n=pt(this,Ye(this.doc,e.line)),i=0,r=(n.length-1)/2,o=e.ch;if(0==o)t=n[2];else for(;;){var a=i+r>>1;if((a?n[2*a-1]:0)>=o)r=a;else{if(!(n[2*a+1]<o)){t=n[2*a+2];break}i=a+1}}var s=t?t.indexOf("overlay "):-1;return s<0?t:0==s?null:t.slice(0,s-1)},getModeAt:function(t){var n=this.doc.mode;return n.innerMode?e.innerMode(n,this.getTokenAt(t).state).mode:n},getHelper:function(e,t){return this.getHelpers(e,t)[0]},getHelpers:function(e,t){var i=[];if(!n.hasOwnProperty(t))return i;var r=n[t],o=this.getModeAt(e);if("string"==typeof o[t])r[o[t]]&&i.push(r[o[t]]);else if(o[t])for(var a=0;a<o[t].length;a++){var s=r[o[t][a]];s&&i.push(s)}else o.helperType&&r[o.helperType]?i.push(r[o.helperType]):r[o.name]&&i.push(r[o.name]);for(var l=0;l<r._global.length;l++){var c=r._global[l];c.pred(o,this)&&-1==R(i,c.val)&&i.push(c.val)}return i},getStateAfter:function(e,t){var n=this.doc;return ft(this,(e=st(n,e??n.first+n.size-1))+1,t).state},cursorCoords:function(e,t){var n=this.doc.sel.primary();return Vn(this,null==e?n.head:"object"==typeof e?lt(this.doc,e):e?n.from():n.to(),t||"page")},charCoords:function(e,t){return Yn(this,lt(this.doc,e),t||"page")},coordsChar:function(e,t){return Jn(this,(e=Gn(this,e,t||"page")).left,e.top)},lineAtHeight:function(e,t){return e=Gn(this,{top:e,left:0},t||"page").top,Ke(this.doc,e+this.display.viewOffset)},heightAtLine:function(e,t,n){var i,r=!1;if("number"==typeof e){var o=this.doc.first+this.doc.size-1;e<this.doc.first?e=this.doc.first:e>o&&(e=o,r=!0),i=Ye(this.doc,e)}else i=e;return Wn(this,i,{top:0,left:0},t||"page",n||r).top+(r?this.doc.height-qt(i):0)},defaultTextHeight:function(){return ri(this.display)},defaultCharWidth:function(){return oi(this.display)},getViewport:function(){return{from:this.display.viewFrom,to:this.display.viewTo}},addWidget:function(e,t,n,i,r){var o=this.display,a=(e=Vn(this,lt(this.doc,e))).bottom,s=e.left;if(t.style.position="absolute",t.setAttribute("cm-ignore-events","true"),this.display.input.setUneditable(t),o.sizer.appendChild(t),"over"==i)a=e.top;else if("above"==i||"near"==i){var l=Math.max(o.wrapper.clientHeight,this.doc.height),c=Math.max(o.sizer.clientWidth,o.lineSpace.clientWidth);("above"==i||e.bottom+t.offsetHeight>l)&&e.top>t.offsetHeight?a=e.top-t.offsetHeight:e.bottom+t.offsetHeight<=l&&(a=e.bottom),s+t.offsetWidth>c&&(s=c-t.offsetWidth)}t.style.top=a+"px",t.style.left=t.style.right="","right"==r?(s=o.sizer.clientWidth-t.offsetWidth,t.style.right="0px"):("left"==r?s=0:"middle"==r&&(s=(o.sizer.clientWidth-t.offsetWidth)/2),t.style.left=s+"px"),n&&function(e,t){var n=Ii(e,t);null!=n.scrollTop&&ji(e,n.scrollTop),null!=n.scrollLeft&&Pi(e,n.scrollLeft)}(this,{left:s,top:a,right:s+t.offsetWidth,bottom:a+t.offsetHeight})},triggerOnKeyDown:nr(ca),triggerOnKeyPress:nr(da),triggerOnKeyUp:ua,triggerOnMouseDown:nr(ga),execCommand:function(e){if(ea.hasOwnProperty(e))return ea[e].call(null,this)},triggerElectric:nr((function(e){Oa(this,e)})),findPosH:function(e,t,n,i){var r=1;t<0&&(r=-1,t=-t);for(var o=lt(this.doc,e),a=0;a<t&&!(o=_a(this.doc,o,r,n,i)).hitSide;++a);return o},moveH:nr((function(e,t){var n=this;this.extendSelectionsBy((function(i){return n.display.shift||n.doc.extend||i.empty()?_a(n.doc,i.head,e,t,n.options.rtlMoveVisually):e<0?i.from():i.to()}),W)})),deleteH:nr((function(e,t){var n=this.doc.sel,i=this.doc;n.somethingSelected()?i.replaceSelection("",null,"+delete"):Zo(this,(function(n){var r=_a(i,n.head,e,t,!1);return e<0?{from:r,to:n.head}:{from:n.head,to:r}}))})),findPosV:function(e,t,n,i){var r=1,o=i;t<0&&(r=-1,t=-t);for(var a=lt(this.doc,e),s=0;s<t;++s){var l=Vn(this,a,"div");if(null==o?o=l.left:l.left=o,(a=Pa(this,l,r,n)).hitSide)break}return a},moveV:nr((function(e,t){var n=this,i=this.doc,r=[],o=!this.display.shift&&!i.extend&&i.sel.somethingSelected();if(i.extendSelectionsBy((function(a){if(o)return e<0?a.from():a.to();var s=Vn(n,a.head,"div");null!=a.goalColumn&&(s.left=a.goalColumn),r.push(s.left);var l=Pa(n,s,e,t);return"page"==t&&a==i.sel.primary()&&zi(n,Yn(n,l,"div").top-s.top),l}),W),r.length)for(var a=0;a<i.sel.ranges.length;a++)i.sel.ranges[a].goalColumn=r[a]})),findWordAt:function(e){var t=Ye(this.doc,e.line).text,n=e.ch,i=e.ch;if(t){var r=this.getHelper(e,"wordChars");"before"!=e.sticky&&i!=t.length||!n?++i:--n;for(var o=t.charAt(n),a=te(o,r)?function(e){return te(e,r)}:/\s/.test(o)?function(e){return/\s/.test(e)}:function(e){return!/\s/.test(e)&&!te(e)};n>0&&a(t.charAt(n-1));)--n;for(;i<t.length&&a(t.charAt(i));)++i}return new Cr(tt(e.line,n),tt(e.line,i))},toggleOverwrite:function(e){null!=e&&e==this.state.overwrite||((this.state.overwrite=!this.state.overwrite)?O(this.display.cursorDiv,"CodeMirror-overwrite"):S(this.display.cursorDiv,"CodeMirror-overwrite"),ge(this,"overwriteToggle",this,this.state.overwrite))},hasFocus:function(){return this.display.input.getField()==N()},isReadOnly:function(){return!(!this.options.readOnly&&!this.doc.cantEdit)},scrollTo:nr((function(e,t){Oi(this,e,t)})),getScrollInfo:function(){var e=this.display.scroller;return{left:e.scrollLeft,top:e.scrollTop,height:e.scrollHeight-Tn(this)-this.display.barHeight,width:e.scrollWidth-Tn(this)-this.display.barWidth,clientHeight:Ln(this),clientWidth:Dn(this)}},scrollIntoView:nr((function(e,t){null==e?(e={from:this.doc.sel.primary().head,to:null},null==t&&(t=this.options.cursorScrollMargin)):"number"==typeof e?e={from:tt(e,0),to:null}:null==e.from&&(e={from:e,to:null}),e.to||(e.to=e.from),e.margin=t||0,null!=e.from.line?function(e,t){Ei(e),e.curOp.scrollToPos=t}(this,e):$i(this,e.from,e.to,e.margin)})),setSize:nr((function(e,t){var n=this,i=function(e){return"number"==typeof e||/^\d+$/.test(String(e))?e+"px":e};null!=e&&(this.display.wrapper.style.width=i(e)),null!=t&&(this.display.wrapper.style.height=i(t)),this.options.lineWrapping&&Rn(this);var r=this.display.viewFrom;this.doc.iter(r,this.display.viewTo,(function(e){if(e.widgets)for(var t=0;t<e.widgets.length;t++)if(e.widgets[t].noHScroll){pi(n,r,"widget");break}++r})),this.curOp.forceUpdate=!0,ge(this,"refresh",this)})),operation:function(e){return er(this,e)},startOperation:function(){return Yi(this)},endOperation:function(){return Vi(this)},refresh:nr((function(){var e=this.display.cachedTextHeight;hi(this),this.curOp.forceUpdate=!0,Fn(this),Oi(this,this.doc.scrollLeft,this.doc.scrollTop),ur(this.display),(null==e||Math.abs(e-ri(this.display))>.5||this.options.lineWrapping)&&ci(this),ge(this,"refresh",this)})),swapDoc:nr((function(e){var t=this.doc;return t.cm=null,this.state.selectingText&&this.state.selectingText(),jr(this,e),Fn(this),this.display.input.reset(),Oi(this,e.scrollLeft,e.scrollTop),this.curOp.forceScroll=!0,cn(this,"swapDoc",this,t),t})),phrase:function(e){var t=this.options.phrases;return t&&Object.prototype.hasOwnProperty.call(t,e)?t[e]:e},getInputField:function(){return this.display.input.getField()},getWrapperElement:function(){return this.display.wrapper},getScrollerElement:function(){return this.display.scroller},getGutterElement:function(){return 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On={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:Sn,tag:"^comment|^</[a-zA-Z][\\w:-]*\\s*>|^<[a-zA-Z][\\w-]*(?:attribute)*?\\s*/?>|^<\\?[\\s\\S]*?\\?>|^<![a-zA-Z]+\\s[\\s\\S]*?>|^<!\\[CDATA\\[[\\s\\S]*?\\]\\]>",link:/^!?\[(label)\]\(\s*(href)(?:\s+(title))?\s*\)/,reflink:/^!?\[(label)\]\[(ref)\]/,nolink:/^!?\[(ref)\](?:\[\])?/,reflinkSearch:"reflink|nolink(?!\\()",emStrong:{lDelim:/^(?:\*+(?:([punct_])|[^\s*]))|^_+(?:([punct*])|([^\s_]))/,rDelimAst:/^(?:[^_*\\]|\\.)*?\_\_(?:[^_*\\]|\\.)*?\*(?:[^_*\\]|\\.)*?(?=\_\_)|(?:[^*\\]|\\.)+(?=[^*])|[punct_](\*+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\*+)(?=[punct_\s]|$)|[punct_\s](\*+)(?=[^punct*_\s])|[\s](\*+)(?=[punct_])|[punct_](\*+)(?=[punct_])|(?:[^punct*_\s\\]|\\.)(\*+)(?=[^punct*_\s])/,rDelimUnd:/^(?:[^_*\\]|\\.)*?\*\*(?:[^_*\\]|\\.)*?\_(?:[^_*\\]|\\.)*?(?=\*\*)|(?:[^_\\]|\\.)+(?=[^_])|[punct*](\_+)(?=[\s]|$)|(?:[^punct*_\s\\]|\\.)(\_+)(?=[punct*\s]|$)|[punct*\s](\_+)(?=[^punct*_\s])|[\s](\_+)(?=[punct*])|[punct*](\_+)(?=[punct*])/},code:/^(`+)([^`]|[^`][\s\S]*?[^`])\1(?!`)/,br:/^( {2,}|\\)\n(?!\s*$)/,del:Sn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function En(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function $n(e){let t,n,i="",r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}On._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",On.punctuation=yn(On.punctuation).replace(/punctuation/g,On._punctuation).getRegex(),On.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,On.escapedEmSt=/(?:^|[^\\])(?:\\\\)*\\[*_]/g,On._comment=yn(Nn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),On.emStrong.lDelim=yn(On.emStrong.lDelim).replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimAst=yn(On.emStrong.rDelimAst,"g").replace(/punct/g,On._punctuation).getRegex(),On.emStrong.rDelimUnd=yn(On.emStrong.rDelimUnd,"g").replace(/punct/g,On._punctuation).getRegex(),On._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,On._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,On._email=/[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+(@)[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+(?![-_])/,On.autolink=yn(On.autolink).replace("scheme",On._scheme).replace("email",On._email).getRegex(),On._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,On.tag=yn(On.tag).replace("comment",On._comment).replace("attribute",On._attribute).getRegex(),On._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,On._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,On._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,On.link=yn(On.link).replace("label",On._label).replace("href",On._href).replace("title",On._title).getRegex(),On.reflink=yn(On.reflink).replace("label",On._label).replace("ref",Nn._label).getRegex(),On.nolink=yn(On.nolink).replace("ref",Nn._label).getRegex(),On.reflinkSearch=yn(On.reflinkSearch,"g").replace("reflink",On.reflink).replace("nolink",On.nolink).getRegex(),On.normal={...On},On.pedantic={...On.normal,strong:{start:/^__|\*\*/,middle:/^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/,endAst:/\*\*(?!\*)/g,endUnd:/__(?!_)/g},em:{start:/^_|\*/,middle:/^()\*(?=\S)([\s\S]*?\S)\*(?!\*)|^_(?=\S)([\s\S]*?\S)_(?!_)/,endAst:/\*(?!\*)/g,endUnd:/_(?!_)/g},link:yn(/^!?\[(label)\]\((.*?)\)/).replace("label",On._label).getRegex(),reflink:yn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",On._label).getRegex()},On.gfm={...On.normal,escape:yn(On.escape).replace("])","~|])").getRegex(),_extended_email:/[A-Za-z0-9._+-]+(@)[a-zA-Z0-9-_]+(?:\.[a-zA-Z0-9-_]*[a-zA-Z0-9])+(?![-_])/,url:/^((?:ftp|https?):\/\/|www\.)(?:[a-zA-Z0-9\-]+\.?)+[^\s<]*|^email/,_backpedal:/(?:[^?!.,:;*_'"~()&]+|\([^)]*\)|&(?![a-zA-Z0-9]+;$)|[?!.,:;*_'"~)]+(?!$))+/,del:/^(~~?)(?=[^\s~])([\s\S]*?[^\s~])\1(?=[^~]|$)/,text:/^([`~]+|[^`~])(?:(?= {2,}\n)|(?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)|[\s\S]*?(?:(?=[\\<!\[`*~_]|\b_|https?:\/\/|ftp:\/\/|www\.|$)|[^ ](?= {2,}\n)|[^a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-](?=[a-zA-Z0-9.!#$%&'*+\/=?_`{\|}~-]+@)))/},On.gfm.url=yn(On.gfm.url,"i").replace("email",On.gfm._extended_email).getRegex(),On.breaks={...On.gfm,br:yn(On.br).replace("{2,}","*").getRegex(),text:yn(On.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()};var jn=class{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||sn,this.options.tokenizer=this.options.tokenizer||new zn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};let t={block:Nn.normal,inline:On.normal};this.options.pedantic?(t.block=Nn.pedantic,t.inline=On.pedantic):this.options.gfm&&(t.block=Nn.gfm,this.options.breaks?t.inline=On.breaks:t.inline=On.gfm),this.tokenizer.rules=t}static get rules(){return{block:Nn,inline:On}}static lex(e,t){return new jn(t).lex(e)}static lexInline(e,t){return new jn(t).inlineTokens(e)}lex(e){let t;for(e=e.replace(/\r\n|\r/g,"\n"),this.blockTokens(e,this.tokens);t=this.inlineQueue.shift();)this.inlineTokens(t.src,t.tokens);return this.tokens}blockTokens(e,t=[]){let n,i,r,o;for(e=this.options.pedantic?e.replace(/\t/g," ").replace(/^ +$/gm,""):e.replace(/^( *)(\t+)/gm,((e,t,n)=>t+" ".repeat(n.length)));e;)if(!(this.options.extensions&&this.options.extensions.block&&this.options.extensions.block.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.space(e)){e=e.substring(n.raw.length),1===n.raw.length&&t.length>0?t[t.length-1].raw+="\n":t.push(n);continue}if(n=this.tokenizer.code(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?t.push(n):(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.fences(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.heading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.hr(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.blockquote(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.list(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.html(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.def(e)){e=e.substring(n.raw.length),i=t[t.length-1],!i||"paragraph"!==i.type&&"text"!==i.type?this.tokens.links[n.tag]||(this.tokens.links[n.tag]={href:n.href,title:n.title}):(i.raw+="\n"+n.raw,i.text+="\n"+n.raw,this.inlineQueue[this.inlineQueue.length-1].src=i.text);continue}if(n=this.tokenizer.table(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.lheading(e)){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t,n=1/0,i=e.slice(1);this.options.extensions.startBlock.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(this.state.top&&(n=this.tokenizer.paragraph(r))){i=t[t.length-1],o&&"paragraph"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n),o=r.length!==e.length,e=e.substring(n.raw.length);continue}if(n=this.tokenizer.text(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===i.type?(i.raw+="\n"+n.raw,i.text+="\n"+n.text,this.inlineQueue.pop(),this.inlineQueue[this.inlineQueue.length-1].src=i.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return this.state.top=!0,t}inline(e,t=[]){return this.inlineQueue.push({src:e,tokens:t}),t}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){let e=Object.keys(this.tokens.links);if(e.length>0)for(;null!=(o=this.tokenizer.rules.inline.reflinkSearch.exec(l));)e.includes(o[0].slice(o[0].lastIndexOf("[")+1,-1))&&(l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.reflinkSearch.lastIndex))}for(;null!=(o=this.tokenizer.rules.inline.blockSkip.exec(l));)l=l.slice(0,o.index)+"["+Ln("a",o[0].length-2)+"]"+l.slice(this.tokenizer.rules.inline.blockSkip.lastIndex);for(;null!=(o=this.tokenizer.rules.inline.escapedEmSt.exec(l));)l=l.slice(0,o.index+o[0].length-2)+"++"+l.slice(this.tokenizer.rules.inline.escapedEmSt.lastIndex),this.tokenizer.rules.inline.escapedEmSt.lastIndex--;for(;e;)if(a||(s=""),a=!1,!(this.options.extensions&&this.options.extensions.inline&&this.options.extensions.inline.some((i=>!!(n=i.call({lexer:this},e,t))&&(e=e.substring(n.raw.length),t.push(n),!0))))){if(n=this.tokenizer.escape(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.tag(e)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.link(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.reflink(e,this.tokens.links)){e=e.substring(n.raw.length),i=t[t.length-1],i&&"text"===n.type&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(n=this.tokenizer.emStrong(e,l,s)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.codespan(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.br(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.del(e)){e=e.substring(n.raw.length),t.push(n);continue}if(n=this.tokenizer.autolink(e,$n)){e=e.substring(n.raw.length),t.push(n);continue}if(!this.state.inLink&&(n=this.tokenizer.url(e,$n))){e=e.substring(n.raw.length),t.push(n);continue}if(r=e,this.options.extensions&&this.options.extensions.startInline){let t,n=1/0,i=e.slice(1);this.options.extensions.startInline.forEach((function(e){t=e.call({lexer:this},i),"number"==typeof t&&t>=0&&(n=Math.min(n,t))})),n<1/0&&n>=0&&(r=e.substring(0,n+1))}if(n=this.tokenizer.inlineText(r,En)){e=e.substring(n.raw.length),"_"!==n.raw.slice(-1)&&(s=n.raw.slice(-1)),a=!0,i=t[t.length-1],i&&"text"===i.type?(i.raw+=n.raw,i.text+=n.text):t.push(n);continue}if(e){let t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}return t}},_n=class{constructor(e){this.options=e||sn}code(e,t,n){let i=(t||"").match(/\S*/)[0];if(this.options.highlight){let t=this.options.highlight(e,i);null!=t&&t!==e&&(n=!0,e=t)}return e=e.replace(/\n$/,"")+"\n",i?'<pre><code class="'+this.options.langPrefix+fn(i)+'">'+(n?e:fn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:fn(e,!0))+"</code></pre>\n"}blockquote(e){return`<blockquote>\n${e}</blockquote>\n`}html(e){return e}heading(e,t,n,i){return this.options.headerIds?`<h${t} id="${this.options.headerPrefix+i.slug(n)}">${e}</h${t}>\n`:`<h${t}>${e}</h${t}>\n`}hr(){return this.options.xhtml?"<hr/>\n":"<hr>\n"}list(e,t,n){let i=t?"ol":"ul";return"<"+i+(t&&1!==n?' start="'+n+'"':"")+">\n"+e+"</"+i+">\n"}listitem(e){return`<li>${e}</li>\n`}checkbox(e){return"<input "+(e?'checked="" ':"")+'disabled="" type="checkbox"'+(this.options.xhtml?" /":"")+"> "}paragraph(e){return`<p>${e}</p>\n`}table(e,t){return t&&(t=`<tbody>${t}</tbody>`),"<table>\n<thead>\n"+e+"</thead>\n"+t+"</table>\n"}tablerow(e){return`<tr>\n${e}</tr>\n`}tablecell(e,t){let n=t.header?"th":"td";return(t.align?`<${n} align="${t.align}">`:`<${n}>`)+e+`</${n}>\n`}strong(e){return`<strong>${e}</strong>`}em(e){return`<em>${e}</em>`}codespan(e){return`<code>${e}</code>`}br(){return this.options.xhtml?"<br/>":"<br>"}del(e){return`<del>${e}</del>`}link(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+e+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=xn(this.options.sanitize,this.options.baseUrl,e)))return n;let i=`<img src="${e}" alt="${n}"`;return t&&(i+=` title="${t}"`),i+=this.options.xhtml?"/>":">",i}text(e){return e}},Pn=class{strong(e){return e}em(e){return e}codespan(e){return e}del(e){return e}html(e){return e}text(e){return e}link(e,t,n){return""+n}image(e,t,n){return""+n}br(){return""}},Bn=class{constructor(){this.seen={}}serialize(e){return e.toLowerCase().trim().replace(/<[!\/a-z].*?>/gi,"").replace(/[\u2000-\u206F\u2E00-\u2E7F\\'!"#$%&()*+,./:;<=>?@[\]^`{|}~]/g,"").replace(/\s/g,"-")}getNextSafeSlug(e,t){let n=e,i=0;if(this.seen.hasOwnProperty(n)){i=this.seen[e];do{i++,n=e+"-"+i}while(this.seen.hasOwnProperty(n))}return t||(this.seen[e]=i,this.seen[n]=0),n}slug(e,t={}){let n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}},Rn=class{constructor(e){this.options=e||sn,this.options.renderer=this.options.renderer||new 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e.view.Popup({className:"view-editor-view-list-hint",hoverTriggers:".view-editor-view-list .item.with-usage",render:function(t,n){e.view.render(t,wo(e),e.view.get(n.textContent),{})}}),r.textContent=`Available ${[...e.view.entries].filter((([,e])=>e.options.usage)).length} views`;let p=()=>o.innerHTML='<a href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return p(),e.view.on("define",Le(p,100)),{el:h,render(t,i,r){let o=ho(i,l.context),s="string"==typeof i.params.view?"custom":"default",c=i.params.view,d=null;if(u.setValue(c),n.hidden="custom"!==s,a.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),!c&&"default"===s&&(c=xo),l.view!==c||l.data!==t||l.context!==o){r.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(r,d,t,o)}catch(t){e.view.render(r,(n=>{n.className="report-error render-error",n.innerHTML=Ke(String(t))+"<br>(see details in console)",e.log("error",t)}))}l={data:t,context:o,view:c}}}}}(e,t),a=le("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=le("div","report-content"),l=[...n.el,a,s];return i={header:n,queryEditor:r,viewEditor:o,reportEditorEl:a,reportContentEl:s,layout:l}}let i=null;e.page.define("report",(function(e,t,i){let{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);let c=o.perform(t,i);if(c.error)return a.el.hidden=!0,void(l.hidden=!0);a.el.hidden=!1,l.hidden=!1,a.render(c.data,i,l)}),{reuseEl:!0,init(e){n().layout.forEach((t=>e.appendChild(t)))},encodeParams:so,decodeParams:lo})}var Co="\n## Working with views\n\nA presentation in Discovery.js is setting up as a tree of views.\nThere are several ways to define a view, some may be more convenient in one case, others in another.\nThe main notation is an object, all other notations are converted to it.\nThe only required property is `view` which defines a view name, any other properties are optional:\n\n```discovery-view\n{\n view: \"view-name\"\n}\n```\n\nThe following properties are supported by any view:\n\n- `when` – control view rendering (should it be rendered or not) before an input data is transformed (`data` is applied)\n- `data` – transform input data for the view and its nested views\n- `whenData` – control view rendering after an input data is transformed\n- `className` – add class name(s) to the root element of view if any\n- `postRender` - a function which should be invoked after view rendering but before placing to destination place in DOM\n- `tooltip` – setup a tooltip to show on view hovering, can be applied for views with a container only\n\nThe order of evaluation during a view render:\n\n```js\n input data | output data (the result of \"data\" evaluation if any)\n |\nrender start ---\x3e [when] --\x3e [data] -|-> [whenData] --\x3e [postRender] --\x3e [className] --\x3e render finish\n |\n```\n\nWhen `data` property is specified, it changes flow's data according the following rules:\n\n- a string – treated as a query which result is used as the output data\n- a function like `fn(data, context)` – the result of the function invocation is used as the output data\n- any other value used as the output data\n\n> Note: Only `when` and `data` properties get an input data, any other functions and queries receive\na result of `data` property evalution. When `data` is not specified all the queries and functions\nreceive the same input data.\n\nProperties `when` and `whenData` can take:\n\n- a string – treated as a query\n- `true` – treated as a empty query which mean that the data itself is examinated with no any transformation\n- `undefined` – same when not specified, just render (ignore the property)\n- a function like `fn(data, context)`\n- any other value used as is\n\nRegardless of how the value is obtained, it is coerce to a boolean.\nPlase note, that Jora rules are used which mean that empty arrays and object with no own keys are falsy (truthy in JavaScript).\nThe view is only rendered if the resulting value is truthy.\n\n## Queries for properties\n\nIn some cases, it is necessary to compute the value of a property based on the data.\nTo do this, you can use a string value for a property that starts with `=`.\nThis will mean that everything after the `=` is a query which will take output data and produce a value for the property.\nOther values are passed to the view render as is, without any changes.\n\nIn the following, limit number of items rendered at once only if there are more than 12 items:\n\n```discovery-view\n{\n view: 'list',\n limit: '=size() <= 12 and 10' // the same as '=size() <= 12 ? false : 10'\n}\n```\n\n> Note: In those rare cases when you need to pass to a property a string that starts with `=`,\nyou can use a query like `=\"=some string\"`,<br>e.g. `{ view: 'example', prop: '=\"=string=\"' }`\n\n## Shorthand notations\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ view: 'name' }`\n| `'name:<query>'` | `{ view: 'name', data: '<query>' }`\n| `'name{ foo: size() / 2, bar: \"qux\" }'` | `{ view: 'name', foo: '=size() / 2', bar: 'qux' }`\n\n## List of views\n\nIf you need to specify a list of views, then you must use an array.\nAn array with view definitions can be passed anywhere a view is accepted as a value.\n\n```discovery-view\n[\n {\n view: 'list',\n item: [\n 'text:name',\n { view: 'badge', data: 'something.size()' }\n ]\n },\n 'table{ limit: 10 }'\n]\n```\n\n## Tooltip\n\nA canonical form for a toolup setup is an object with fields (all are optional):\n\n```js\n{\n className: 'string',\n position: 'trigger', // 'trigger' or 'pointer' (default)\n content: 'a view setup'\n}\n```\n\nInstead of such object, any view notation can be used, i.e. a string, an object with `view` property, an array or a function:\n\n| Shorhand notation | Expands into ... |\n| --- | --- |\n| `'name'` | `{ content: 'name' }`\n| `{ view: 'name' }` | `{ content: { view: 'name' } }`\n| `['view', { view: 'name' }]` | `{ content: ['view', { view: 'name' }] }`\n\nA content is rendering into a popup container. When `className` is used it behaves the same as for a view but applies to a popup container.\n";function Ao(e){e.page.define("views-showcase",{view:"context",data:()=>[...e.view.values],modifiers:[{view:"block",className:"sidebar",content:{view:"content-filter",content:{view:"menu",name:"view",limit:!1,data:"\n .[name ~= #.filter]\n .sort(name asc)\n .({ ..., disabled: no options.usage })\n ",item:"text-match:{ text: name, match: #.filter }"}}}],content:{view:"block",className:"content",data:"$[=> name=(#.view.name or #.id)]",content:{view:"switch",content:[{when:"no $ and #.id",content:'alert-warning:"View \\"" + #.id + "\\" not found"'},{when:"no $",content:['h1:"Views showcase"','alert:"← Select a view to get details"',{view:"markdown",source:Co}]},{content:[{view:"context",postRender:function(t,n,i,r){e.setPageRef(i.name),e.cancelScheduledRender(),r.id=e.pageRef}},wo(e)]}]}}},{sidebar:!1})}function So(e,t){let n=le("style",null,":host{display:none}"),i=new Set,r=Promise.resolve();return Array.isArray(t)&&(e.append(...t.map((e=>{switch("string"==typeof e&&(e={type:"style",content:e}),e.type){case"style":case"inline":return le("style",{media:e.media},e.content);case"link":case"external":{let t,r,o=new Promise(((e,n)=>{t=e,r=n}));return i.add(o),le("link",{rel:"stylesheet",href:e.href,media:e.media,onerror(e){i.delete(o),r(e),i.size||n.remove()},onload(){i.delete(o),t(),i.size||n.remove()}})}default:throw new Error(`Unknown type "${e.type}" for a style descriptor`)}}))),i.size&&(r=Promise.all(i),e.append(n))),r}var To=0,Do=[{view:"badge",when:'view.data != parent.(view or viewRoot).data or "data" in view.config',data:{text:"D"},tooltip:'text:"Data value was changed"'},{view:"badge",when:"view.context != parent.(view or viewRoot).context",data:{text:"C"},tooltip:'text:"Context value was changed"'}];function 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</script>
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<script>
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window['Pako'] = (() => {
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const exports = {};
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const module = { exports };
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((module, exports) => {
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/*! pako 2.1.0 https://github.com/nodeca/pako @license (MIT AND Zlib) */
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e,a,n,i=t.w_size;do{if(a=t.window_size-t.lookahead-t.strstart,t.strstart>=i+(i-ct)&&(t.window.set(t.window.subarray(i,i+i-a),0),t.match_start-=i,t.strstart-=i,t.block_start-=i,t.insert>t.strstart&&(t.insert=t.strstart),kt(t),a+=i),0===t.strm.avail_in)break;if(e=Rt(t.strm,t.window,t.strstart+t.lookahead,a),t.lookahead+=e,t.lookahead+t.insert>=3)for(n=t.strstart-t.insert,t.ins_h=t.window[n],t.ins_h=yt(t,t.ins_h,t.window[n+1]);t.insert&&(t.ins_h=yt(t,t.ins_h,t.window[n+3-1]),t.prev[n&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=n,n++,t.insert--,!(t.lookahead+t.insert<3)););}while(t.lookahead<ct&&0!==t.strm.avail_in)},Ut=function(t,e){var a,n,i,r=t.pending_buf_size-5>t.w_size?t.w_size:t.pending_buf_size-5,s=0,o=t.strm.avail_in;do{if(a=65535,i=t.bi_valid+42>>3,t.strm.avail_out<i)break;if(i=t.strm.avail_out-i,a>(n=t.strstart-t.block_start)+t.strm.avail_in&&(a=n+t.strm.avail_in),a>i&&(a=i),a<r&&(0===a&&e!==V||e===q||a!==n+t.strm.avail_in))break;s=e===V&&a===n+t.strm.avail_in?1:0,Y(t,0,0,s),t.pending_buf[t.pending-4]=a,t.pending_buf[t.pending-3]=a>>8,t.pending_buf[t.pending-2]=~a,t.pending_buf[t.pending-1]=~a>>8,xt(t.strm),n&&(n>a&&(n=a),t.strm.output.set(t.window.subarray(t.block_start,t.block_start+n),t.strm.next_out),t.strm.next_out+=n,t.strm.avail_out-=n,t.strm.total_out+=n,t.block_start+=n,a-=n),a&&(Rt(t.strm,t.strm.output,t.strm.next_out,a),t.strm.next_out+=a,t.strm.avail_out-=a,t.strm.total_out+=a)}while(0===s);return(o-=t.strm.avail_in)&&(o>=t.w_size?(t.matches=2,t.window.set(t.strm.input.subarray(t.strm.next_in-t.w_size,t.strm.next_in),0),t.strstart=t.w_size,t.insert=t.strstart):(t.window_size-t.strstart<=o&&(t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,t.insert>t.strstart&&(t.insert=t.strstart)),t.window.set(t.strm.input.subarray(t.strm.next_in-o,t.strm.next_in),t.strstart),t.strstart+=o,t.insert+=o>t.w_size-t.insert?t.w_size-t.insert:o),t.block_start=t.strstart),t.high_water<t.strstart&&(t.high_water=t.strstart),s?4:e!==q&&e!==V&&0===t.strm.avail_in&&t.strstart===t.block_start?2:(i=t.window_size-t.strstart,t.strm.avail_in>i&&t.block_start>=t.w_size&&(t.block_start-=t.w_size,t.strstart-=t.w_size,t.window.set(t.window.subarray(t.w_size,t.w_size+t.strstart),0),t.matches<2&&t.matches++,i+=t.w_size,t.insert>t.strstart&&(t.insert=t.strstart)),i>t.strm.avail_in&&(i=t.strm.avail_in),i&&(Rt(t.strm,t.window,t.strstart,i),t.strstart+=i,t.insert+=i>t.w_size-t.insert?t.w_size-t.insert:i),t.high_water<t.strstart&&(t.high_water=t.strstart),i=t.bi_valid+42>>3,r=(i=t.pending_buf_size-i>65535?65535:t.pending_buf_size-i)>t.w_size?t.w_size:i,((n=t.strstart-t.block_start)>=r||(n||e===V)&&e!==q&&0===t.strm.avail_in&&n<=i)&&(a=n>i?i:n,s=e===V&&0===t.strm.avail_in&&a===n?1:0,Y(t,t.block_start,a,s),t.block_start+=a,xt(t.strm)),s?3:1)},Dt=function(t,e){for(var a,n;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),0!==a&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a)),t.match_length>=3)if(n=X(t,t.strstart-t.match_start,t.match_length-3),t.lookahead-=t.match_length,t.match_length<=t.max_lazy_match&&t.lookahead>=3){t.match_length--;do{t.strstart++,t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart}while(0!=--t.match_length);t.strstart++}else t.strstart+=t.match_length,t.match_length=0,t.ins_h=t.window[t.strstart],t.ins_h=yt(t,t.ins_h,t.window[t.strstart+1]);else n=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++;if(n&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2},Tt=function(t,e){for(var a,n,i;;){if(t.lookahead<ct){if(St(t),t.lookahead<ct&&e===q)return 1;if(0===t.lookahead)break}if(a=0,t.lookahead>=3&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart),t.prev_length=t.match_length,t.prev_match=t.match_start,t.match_length=2,0!==a&&t.prev_length<t.max_lazy_match&&t.strstart-a<=t.w_size-ct&&(t.match_length=Zt(t,a),t.match_length<=5&&(t.strategy===st||3===t.match_length&&t.strstart-t.match_start>4096)&&(t.match_length=2)),t.prev_length>=3&&t.match_length<=t.prev_length){i=t.strstart+t.lookahead-3,n=X(t,t.strstart-1-t.prev_match,t.prev_length-3),t.lookahead-=t.prev_length-1,t.prev_length-=2;do{++t.strstart<=i&&(t.ins_h=yt(t,t.ins_h,t.window[t.strstart+3-1]),a=t.prev[t.strstart&t.w_mask]=t.head[t.ins_h],t.head[t.ins_h]=t.strstart)}while(0!=--t.prev_length);if(t.match_available=0,t.match_length=2,t.strstart++,n&&(zt(t,!1),0===t.strm.avail_out))return 1}else if(t.match_available){if((n=X(t,0,t.window[t.strstart-1]))&&zt(t,!1),t.strstart++,t.lookahead--,0===t.strm.avail_out)return 1}else t.match_available=1,t.strstart++,t.lookahead--}return t.match_available&&(n=X(t,0,t.window[t.strstart-1]),t.match_available=0),t.insert=t.strstart<2?t.strstart:2,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2};function Ot(t,e,a,n,i){this.good_length=t,this.max_lazy=e,this.nice_length=a,this.max_chain=n,this.func=i}var It=[new Ot(0,0,0,0,Ut),new Ot(4,4,8,4,Dt),new Ot(4,5,16,8,Dt),new Ot(4,6,32,32,Dt),new Ot(4,4,16,16,Tt),new Ot(8,16,32,32,Tt),new Ot(8,16,128,128,Tt),new Ot(8,32,128,256,Tt),new Ot(32,128,258,1024,Tt),new Ot(32,258,258,4096,Tt)];function Ft(){this.strm=null,this.status=0,this.pending_buf=null,this.pending_buf_size=0,this.pending_out=0,this.pending=0,this.wrap=0,this.gzhead=null,this.gzindex=0,this.method=ft,this.last_flush=-1,this.w_size=0,this.w_bits=0,this.w_mask=0,this.window=null,this.window_size=0,this.prev=null,this.head=null,this.ins_h=0,this.hash_size=0,this.hash_bits=0,this.hash_mask=0,this.hash_shift=0,this.block_start=0,this.match_length=0,this.prev_match=0,this.match_available=0,this.strstart=0,this.match_start=0,this.lookahead=0,this.prev_length=0,this.max_chain_length=0,this.max_lazy_match=0,this.level=0,this.strategy=0,this.good_match=0,this.nice_match=0,this.dyn_ltree=new Uint16Array(1146),this.dyn_dtree=new Uint16Array(122),this.bl_tree=new Uint16Array(78),vt(this.dyn_ltree),vt(this.dyn_dtree),vt(this.bl_tree),this.l_desc=null,this.d_desc=null,this.bl_desc=null,this.bl_count=new Uint16Array(16),this.heap=new Uint16Array(573),vt(this.heap),this.heap_len=0,this.heap_max=0,this.depth=new Uint16Array(573),vt(this.depth),this.sym_buf=0,this.lit_bufsize=0,this.sym_next=0,this.sym_end=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}var Lt=function(t){if(!t)return 1;var e=t.state;return!e||e.strm!==t||e.status!==wt&&57!==e.status&&69!==e.status&&73!==e.status&&91!==e.status&&103!==e.status&&e.status!==mt&&e.status!==bt?1:0},Nt=function(t){if(Lt(t))return gt(t,at);t.total_in=t.total_out=0,t.data_type=_t;var e=t.state;return e.pending=0,e.pending_out=0,e.wrap<0&&(e.wrap=-e.wrap),e.status=2===e.wrap?57:e.wrap?wt:mt,t.adler=2===e.wrap?0:1,e.last_flush=-2,P(e),tt},Bt=function(t){var e,a=Nt(t);return a===tt&&((e=t.state).window_size=2*e.w_size,vt(e.head),e.max_lazy_match=It[e.level].max_lazy,e.good_match=It[e.level].good_length,e.nice_match=It[e.level].nice_length,e.max_chain_length=It[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=2,e.match_available=0,e.ins_h=0),a},Ct=function(t,e,a,n,i,r){if(!t)return at;var s=1;if(e===rt&&(e=6),n<0?(s=0,n=-n):n>15&&(s=2,n-=16),i<1||i>9||a!==ft||n<8||n>15||e<0||e>9||r<0||r>ht||8===n&&1!==s)return gt(t,at);8===n&&(n=9);var o=new Ft;return t.state=o,o.strm=t,o.status=wt,o.wrap=s,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+3-1)/3),o.window=new Uint8Array(2*o.w_size),o.head=new Uint16Array(o.hash_size),o.prev=new Uint16Array(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new Uint8Array(o.pending_buf_size),o.sym_buf=o.lit_bufsize,o.sym_end=3*(o.lit_bufsize-1),o.level=e,o.strategy=r,o.method=a,Bt(t)},Mt={deflateInit:function(t,e){return Ct(t,e,ft,15,8,dt)},deflateInit2:Ct,deflateReset:Bt,deflateResetKeep:Nt,deflateSetHeader:function(t,e){return Lt(t)||2!==t.state.wrap?at:(t.state.gzhead=e,tt)},deflate:function(t,e){if(Lt(t)||e>$||e<0)return t?gt(t,at):at;var a=t.state;if(!t.output||0!==t.avail_in&&!t.input||a.status===bt&&e!==V)return gt(t,0===t.avail_out?it:at);var n=a.last_flush;if(a.last_flush=e,0!==a.pending){if(xt(t),0===t.avail_out)return a.last_flush=-1,tt}else if(0===t.avail_in&&pt(e)<=pt(n)&&e!==V)return gt(t,it);if(a.status===bt&&0!==t.avail_in)return gt(t,it);if(a.status===wt&&0===a.wrap&&(a.status=mt),a.status===wt){var i=ft+(a.w_bits-8<<4)<<8;if(i|=(a.strategy>=ot||a.level<2?0:a.level<6?1:6===a.level?2:3)<<6,0!==a.strstart&&(i|=32),Et(a,i+=31-i%31),0!==a.strstart&&(Et(a,t.adler>>>16),Et(a,65535&t.adler)),t.adler=1,a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(57===a.status)if(t.adler=0,At(a,31),At(a,139),At(a,8),a.gzhead)At(a,(a.gzhead.text?1:0)+(a.gzhead.hcrc?2:0)+(a.gzhead.extra?4:0)+(a.gzhead.name?8:0)+(a.gzhead.comment?16:0)),At(a,255&a.gzhead.time),At(a,a.gzhead.time>>8&255),At(a,a.gzhead.time>>16&255),At(a,a.gzhead.time>>24&255),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,255&a.gzhead.os),a.gzhead.extra&&a.gzhead.extra.length&&(At(a,255&a.gzhead.extra.length),At(a,a.gzhead.extra.length>>8&255)),a.gzhead.hcrc&&(t.adler=H(t.adler,a.pending_buf,a.pending,0)),a.gzindex=0,a.status=69;else if(At(a,0),At(a,0),At(a,0),At(a,0),At(a,0),At(a,9===a.level?2:a.strategy>=ot||a.level<2?4:0),At(a,3),a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt;if(69===a.status){if(a.gzhead.extra){for(var r=a.pending,s=(65535&a.gzhead.extra.length)-a.gzindex;a.pending+s>a.pending_buf_size;){var o=a.pending_buf_size-a.pending;if(a.pending_buf.set(a.gzhead.extra.subarray(a.gzindex,a.gzindex+o),a.pending),a.pending=a.pending_buf_size,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex+=o,xt(t),0!==a.pending)return a.last_flush=-1,tt;r=0,s-=o}var l=new Uint8Array(a.gzhead.extra);a.pending_buf.set(l.subarray(a.gzindex,a.gzindex+s),a.pending),a.pending+=s,a.gzhead.hcrc&&a.pending>r&&(t.adler=H(t.adler,a.pending_buf,a.pending-r,r)),a.gzindex=0}a.status=73}if(73===a.status){if(a.gzhead.name){var h,d=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),xt(t),0!==a.pending)return a.last_flush=-1,tt;d=0}h=a.gzindex<a.gzhead.name.length?255&a.gzhead.name.charCodeAt(a.gzindex++):0,At(a,h)}while(0!==h);a.gzhead.hcrc&&a.pending>d&&(t.adler=H(t.adler,a.pending_buf,a.pending-d,d)),a.gzindex=0}a.status=91}if(91===a.status){if(a.gzhead.comment){var _,f=a.pending;do{if(a.pending===a.pending_buf_size){if(a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f)),xt(t),0!==a.pending)return a.last_flush=-1,tt;f=0}_=a.gzindex<a.gzhead.comment.length?255&a.gzhead.comment.charCodeAt(a.gzindex++):0,At(a,_)}while(0!==_);a.gzhead.hcrc&&a.pending>f&&(t.adler=H(t.adler,a.pending_buf,a.pending-f,f))}a.status=103}if(103===a.status){if(a.gzhead.hcrc){if(a.pending+2>a.pending_buf_size&&(xt(t),0!==a.pending))return a.last_flush=-1,tt;At(a,255&t.adler),At(a,t.adler>>8&255),t.adler=0}if(a.status=mt,xt(t),0!==a.pending)return a.last_flush=-1,tt}if(0!==t.avail_in||0!==a.lookahead||e!==q&&a.status!==bt){var u=0===a.level?Ut(a,e):a.strategy===ot?function(t,e){for(var a;;){if(0===t.lookahead&&(St(t),0===t.lookahead)){if(e===q)return 1;break}if(t.match_length=0,a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++,a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):a.strategy===lt?function(t,e){for(var a,n,i,r,s=t.window;;){if(t.lookahead<=ut){if(St(t),t.lookahead<=ut&&e===q)return 1;if(0===t.lookahead)break}if(t.match_length=0,t.lookahead>=3&&t.strstart>0&&(n=s[i=t.strstart-1])===s[++i]&&n===s[++i]&&n===s[++i]){r=t.strstart+ut;do{}while(n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&n===s[++i]&&i<r);t.match_length=ut-(r-i),t.match_length>t.lookahead&&(t.match_length=t.lookahead)}if(t.match_length>=3?(a=X(t,1,t.match_length-3),t.lookahead-=t.match_length,t.strstart+=t.match_length,t.match_length=0):(a=X(t,0,t.window[t.strstart]),t.lookahead--,t.strstart++),a&&(zt(t,!1),0===t.strm.avail_out))return 1}return t.insert=0,e===V?(zt(t,!0),0===t.strm.avail_out?3:4):t.sym_next&&(zt(t,!1),0===t.strm.avail_out)?1:2}(a,e):It[a.level].func(a,e);if(3!==u&&4!==u||(a.status=bt),1===u||3===u)return 0===t.avail_out&&(a.last_flush=-1),tt;if(2===u&&(e===J?W(a):e!==$&&(Y(a,0,0,!1),e===Q&&(vt(a.head),0===a.lookahead&&(a.strstart=0,a.block_start=0,a.insert=0))),xt(t),0===t.avail_out))return a.last_flush=-1,tt}return e!==V?tt:a.wrap<=0?et:(2===a.wrap?(At(a,255&t.adler),At(a,t.adler>>8&255),At(a,t.adler>>16&255),At(a,t.adler>>24&255),At(a,255&t.total_in),At(a,t.total_in>>8&255),At(a,t.total_in>>16&255),At(a,t.total_in>>24&255)):(Et(a,t.adler>>>16),Et(a,65535&t.adler)),xt(t),a.wrap>0&&(a.wrap=-a.wrap),0!==a.pending?tt:et)},deflateEnd:function(t){if(Lt(t))return at;var e=t.state.status;return t.state=null,e===mt?gt(t,nt):tt},deflateSetDictionary:function(t,e){var a=e.length;if(Lt(t))return at;var n=t.state,i=n.wrap;if(2===i||1===i&&n.status!==wt||n.lookahead)return at;if(1===i&&(t.adler=C(t.adler,e,a,0)),n.wrap=0,a>=n.w_size){0===i&&(vt(n.head),n.strstart=0,n.block_start=0,n.insert=0);var r=new Uint8Array(n.w_size);r.set(e.subarray(a-n.w_size,a),0),e=r,a=n.w_size}var s=t.avail_in,o=t.next_in,l=t.input;for(t.avail_in=a,t.next_in=0,t.input=e,St(n);n.lookahead>=3;){var h=n.strstart,d=n.lookahead-2;do{n.ins_h=yt(n,n.ins_h,n.window[h+3-1]),n.prev[h&n.w_mask]=n.head[n.ins_h],n.head[n.ins_h]=h,h++}while(--d);n.strstart=h,n.lookahead=2,St(n)}return n.strstart+=n.lookahead,n.block_start=n.strstart,n.insert=n.lookahead,n.lookahead=0,n.match_length=n.prev_length=2,n.match_available=0,t.next_in=o,t.input=l,t.avail_in=s,n.wrap=i,tt},deflateInfo:"pako deflate (from Nodeca project)"};function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var jt=function(t,e){return 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Uint8Array(r.wsize)),n>=r.wsize?(r.window.set(e.subarray(a-r.wsize,a),0),r.wnext=0,r.whave=r.wsize):((i=r.wsize-r.wnext)>n&&(i=n),r.window.set(e.subarray(a-n,a-n+i),r.wnext),(n-=i)?(r.window.set(e.subarray(a-n,a),0),r.wnext=n,r.whave=r.wsize):(r.wnext+=i,r.wnext===r.wsize&&(r.wnext=0),r.whave<r.wsize&&(r.whave+=i))),0},Qe={inflateReset:Ye,inflateReset2:Ge,inflateResetKeep:Pe,inflateInit:function(t){return Xe(t,15)},inflateInit2:Xe,inflate:function(t,e){var a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=0,R=new Uint8Array(4),Z=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]);if(Ke(t)||!t.output||!t.input&&0!==t.avail_in)return Ae;(a=t.state).mode===Te&&(a.mode=Oe),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,_=o,f=l,x=ye;t:for(;;)switch(a.mode){case Ue:if(0===a.wrap){a.mode=Oe;break}for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(2&a.wrap&&35615===h){0===a.wbits&&(a.wbits=15),a.check=0,R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0),h=0,d=0,a.mode=16181;break}if(a.head&&(a.head.done=!1),!(1&a.wrap)||(((255&h)<<8)+(h>>8))%31){t.msg="incorrect header check",a.mode=Be;break}if((15&h)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(d-=4,y=8+(15&(h>>>=4)),0===a.wbits&&(a.wbits=y),y>15||y>a.wbits){t.msg="invalid window size",a.mode=Be;break}a.dmax=1<<a.wbits,a.flags=0,t.adler=a.check=1,a.mode=512&h?16189:Te,h=0,d=0;break;case 16181:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.flags=h,(255&a.flags)!==Se){t.msg="unknown compression method",a.mode=Be;break}if(57344&a.flags){t.msg="unknown header flags set",a.mode=Be;break}a.head&&(a.head.text=h>>8&1),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16182;case 16182:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.time=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,R[2]=h>>>16&255,R[3]=h>>>24&255,a.check=H(a.check,R,4,0)),h=0,d=0,a.mode=16183;case 16183:for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.head&&(a.head.xflags=255&h,a.head.os=h>>8),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0,a.mode=16184;case 16184:if(1024&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length=h,a.head&&(a.head.extra_len=h),512&a.flags&&4&a.wrap&&(R[0]=255&h,R[1]=h>>>8&255,a.check=H(a.check,R,2,0)),h=0,d=0}else a.head&&(a.head.extra=null);a.mode=16185;case 16185:if(1024&a.flags&&((u=a.length)>o&&(u=o),u&&(a.head&&(y=a.head.extra_len-a.length,a.head.extra||(a.head.extra=new Uint8Array(a.head.extra_len)),a.head.extra.set(n.subarray(r,r+u),y)),512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,a.length-=u),a.length))break t;a.length=0,a.mode=16186;case 16186:if(2048&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.name+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.name=null);a.length=0,a.mode=16187;case 16187:if(4096&a.flags){if(0===o)break t;u=0;do{y=n[r+u++],a.head&&y&&a.length<65536&&(a.head.comment+=String.fromCharCode(y))}while(y&&u<o);if(512&a.flags&&4&a.wrap&&(a.check=H(a.check,n,u,r)),o-=u,r+=u,y)break t}else a.head&&(a.head.comment=null);a.mode=16188;case 16188:if(512&a.flags){for(;d<16;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(65535&a.check)){t.msg="header crc mismatch",a.mode=Be;break}h=0,d=0}a.head&&(a.head.hcrc=a.flags>>9&1,a.head.done=!0),t.adler=a.check=0,a.mode=Te;break;case 16189:for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}t.adler=a.check=Ce(h),h=0,d=0,a.mode=De;case De:if(0===a.havedict)return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,ze;t.adler=a.check=1,a.mode=Te;case Te:if(e===ve||e===ke)break t;case Oe:if(a.last){h>>>=7&d,d-=7&d,a.mode=Ne;break}for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}switch(a.last=1&h,d-=1,3&(h>>>=1)){case 0:a.mode=16193;break;case 1:if(qe(a),a.mode=Fe,e===ke){h>>>=2,d-=2;break t}break;case 2:a.mode=16196;break;case 3:t.msg="invalid block type",a.mode=Be}h>>>=2,d-=2;break;case 16193:for(h>>>=7&d,d-=7&d;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if((65535&h)!=(h>>>16^65535)){t.msg="invalid stored block lengths",a.mode=Be;break}if(a.length=65535&h,h=0,d=0,a.mode=Ie,e===ke)break t;case Ie:a.mode=16195;case 16195:if(u=a.length){if(u>o&&(u=o),u>l&&(u=l),0===u)break t;i.set(n.subarray(r,r+u),s),o-=u,r+=u,l-=u,s+=u,a.length-=u;break}a.mode=Te;break;case 16196:for(;d<14;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(a.nlen=257+(31&h),h>>>=5,d-=5,a.ndist=1+(31&h),h>>>=5,d-=5,a.ncode=4+(15&h),h>>>=4,d-=4,a.nlen>286||a.ndist>30){t.msg="too many length or distance symbols",a.mode=Be;break}a.have=0,a.mode=16197;case 16197:for(;a.have<a.ncode;){for(;d<3;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.lens[Z[a.have++]]=7&h,h>>>=3,d-=3}for(;a.have<19;)a.lens[Z[a.have++]]=0;if(a.lencode=a.lendyn,a.lenbits=7,z={bits:a.lenbits},x=ge(0,a.lens,0,19,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid code lengths set",a.mode=Be;break}a.have=0,a.mode=16198;case 16198:for(;a.have<a.nlen+a.ndist;){for(;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(g<16)h>>>=m,d-=m,a.lens[a.have++]=g;else{if(16===g){for(A=m+2;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(h>>>=m,d-=m,0===a.have){t.msg="invalid bit length repeat",a.mode=Be;break}y=a.lens[a.have-1],u=3+(3&h),h>>>=2,d-=2}else if(17===g){for(A=m+3;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=3+(7&(h>>>=m)),h>>>=3,d-=3}else{for(A=m+7;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}d-=m,y=0,u=11+(127&(h>>>=m)),h>>>=7,d-=7}if(a.have+u>a.nlen+a.ndist){t.msg="invalid bit length repeat",a.mode=Be;break}for(;u--;)a.lens[a.have++]=y}}if(a.mode===Be)break;if(0===a.lens[256]){t.msg="invalid code -- missing end-of-block",a.mode=Be;break}if(a.lenbits=9,z={bits:a.lenbits},x=ge(1,a.lens,0,a.nlen,a.lencode,0,a.work,z),a.lenbits=z.bits,x){t.msg="invalid literal/lengths set",a.mode=Be;break}if(a.distbits=6,a.distcode=a.distdyn,z={bits:a.distbits},x=ge(2,a.lens,a.nlen,a.ndist,a.distcode,0,a.work,z),a.distbits=z.bits,x){t.msg="invalid distances set",a.mode=Be;break}if(a.mode=Fe,e===ke)break t;case Fe:a.mode=Le;case Le:if(o>=6&&l>=258){t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,fe(t,f),s=t.next_out,i=t.output,l=t.avail_out,r=t.next_in,n=t.input,o=t.avail_in,h=a.hold,d=a.bits,a.mode===Te&&(a.back=-1);break}for(a.back=0;b=(E=a.lencode[h&(1<<a.lenbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(b&&0==(240&b)){for(p=m,v=b,k=g;b=(E=a.lencode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,a.length=g,0===b){a.mode=16205;break}if(32&b){a.back=-1,a.mode=Te;break}if(64&b){t.msg="invalid literal/length code",a.mode=Be;break}a.extra=15&b,a.mode=16201;case 16201:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.length+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}a.was=a.length,a.mode=16202;case 16202:for(;b=(E=a.distcode[h&(1<<a.distbits)-1])>>>16&255,g=65535&E,!((m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(0==(240&b)){for(p=m,v=b,k=g;b=(E=a.distcode[k+((h&(1<<p+v)-1)>>p)])>>>16&255,g=65535&E,!(p+(m=E>>>24)<=d);){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}h>>>=p,d-=p,a.back+=p}if(h>>>=m,d-=m,a.back+=m,64&b){t.msg="invalid distance code",a.mode=Be;break}a.offset=g,a.extra=15&b,a.mode=16203;case 16203:if(a.extra){for(A=a.extra;d<A;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}a.offset+=h&(1<<a.extra)-1,h>>>=a.extra,d-=a.extra,a.back+=a.extra}if(a.offset>a.dmax){t.msg="invalid distance too far back",a.mode=Be;break}a.mode=16204;case 16204:if(0===l)break t;if(u=f-l,a.offset>u){if((u=a.offset-u)>a.whave&&a.sane){t.msg="invalid distance too far back",a.mode=Be;break}u>a.wnext?(u-=a.wnext,c=a.wsize-u):c=a.wnext-u,u>a.length&&(u=a.length),w=a.window}else w=i,c=s-a.offset,u=a.length;u>l&&(u=l),l-=u,a.length-=u;do{i[s++]=w[c++]}while(--u);0===a.length&&(a.mode=Le);break;case 16205:if(0===l)break t;i[s++]=a.length,l--,a.mode=Le;break;case Ne:if(a.wrap){for(;d<32;){if(0===o)break t;o--,h|=n[r++]<<d,d+=8}if(f-=l,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,s-f):C(a.check,i,f,s-f)),f=l,4&a.wrap&&(a.flags?h:Ce(h))!==a.check){t.msg="incorrect data check",a.mode=Be;break}h=0,d=0}a.mode=16207;case 16207:if(a.wrap&&a.flags){for(;d<32;){if(0===o)break t;o--,h+=n[r++]<<d,d+=8}if(4&a.wrap&&h!==(4294967295&a.total)){t.msg="incorrect length check",a.mode=Be;break}h=0,d=0}a.mode=16208;case 16208:x=xe;break t;case Be:x=Ee;break t;case 16210:return Re;default:return Ae}return t.next_out=s,t.avail_out=l,t.next_in=r,t.avail_in=o,a.hold=h,a.bits=d,(a.wsize||f!==t.avail_out&&a.mode<Be&&(a.mode<Ne||e!==pe))&&Je(t,t.output,t.next_out,f-t.avail_out),_-=t.avail_in,f-=t.avail_out,t.total_in+=_,t.total_out+=f,a.total+=f,4&a.wrap&&f&&(t.adler=a.check=a.flags?H(a.check,i,f,t.next_out-f):C(a.check,i,f,t.next_out-f)),t.data_type=a.bits+(a.last?64:0)+(a.mode===Te?128:0)+(a.mode===Fe||a.mode===Ie?256:0),(0===_&&0===f||e===pe)&&x===ye&&(x=Ze),x},inflateEnd:function(t){if(Ke(t))return Ae;var e=t.state;return e.window&&(e.window=null),t.state=null,ye},inflateGetHeader:function(t,e){if(Ke(t))return Ae;var a=t.state;return 0==(2&a.wrap)?Ae:(a.head=e,e.done=!1,ye)},inflateSetDictionary:function(t,e){var a,n=e.length;return Ke(t)||0!==(a=t.state).wrap&&a.mode!==De?Ae:a.mode===De&&C(1,e,n,0)!==a.check?Ee:Je(t,e,n,n)?(a.mode=16210,Re):(a.havedict=1,ye)},inflateInfo:"pako inflate (from Nodeca project)"};var Ve=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1},$e=Object.prototype.toString,ta=K.Z_NO_FLUSH,ea=K.Z_FINISH,aa=K.Z_OK,na=K.Z_STREAM_END,ia=K.Z_NEED_DICT,ra=K.Z_STREAM_ERROR,sa=K.Z_DATA_ERROR,oa=K.Z_MEM_ERROR;function la(t){this.options=Kt({chunkSize:65536,windowBits:15,to:""},t||{});var e=this.options;e.raw&&e.windowBits>=0&&e.windowBits<16&&(e.windowBits=-e.windowBits,0===e.windowBits&&(e.windowBits=-15)),!(e.windowBits>=0&&e.windowBits<16)||t&&t.windowBits||(e.windowBits+=32),e.windowBits>15&&e.windowBits<48&&0==(15&e.windowBits)&&(e.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new Qt,this.strm.avail_out=0;var a=Qe.inflateInit2(this.strm,e.windowBits);if(a!==aa)throw new Error(j[a]);if(this.header=new Ve,Qe.inflateGetHeader(this.strm,this.header),e.dictionary&&("string"==typeof e.dictionary?e.dictionary=Wt(e.dictionary):"[object ArrayBuffer]"===$e.call(e.dictionary)&&(e.dictionary=new Uint8Array(e.dictionary)),e.raw&&(a=Qe.inflateSetDictionary(this.strm,e.dictionary))!==aa))throw new Error(j[a])}function ha(t,e){var a=new la(e);if(a.push(t),a.err)throw a.msg||j[a.err];return a.result}la.prototype.push=function(t,e){var a,n,i,r=this.strm,s=this.options.chunkSize,o=this.options.dictionary;if(this.ended)return!1;for(n=e===~~e?e:!0===e?ea:ta,"[object ArrayBuffer]"===$e.call(t)?r.input=new Uint8Array(t):r.input=t,r.next_in=0,r.avail_in=r.input.length;;){for(0===r.avail_out&&(r.output=new Uint8Array(s),r.next_out=0,r.avail_out=s),(a=Qe.inflate(r,n))===ia&&o&&((a=Qe.inflateSetDictionary(r,o))===aa?a=Qe.inflate(r,n):a===sa&&(a=ia));r.avail_in>0&&a===na&&r.state.wrap>0&&0!==t[r.next_in];)Qe.inflateReset(r),a=Qe.inflate(r,n);switch(a){case ra:case sa:case ia:case oa:return this.onEnd(a),this.ended=!0,!1}if(i=r.avail_out,r.next_out&&(0===r.avail_out||a===na))if("string"===this.options.to){var l=Jt(r.output,r.next_out),h=r.next_out-l,d=qt(r.output,l);r.next_out=h,r.avail_out=s-h,h&&r.output.set(r.output.subarray(l,l+h),0),this.onData(d)}else this.onData(r.output.length===r.next_out?r.output:r.output.subarray(0,r.next_out));if(a!==aa||0!==i){if(a===na)return a=Qe.inflateEnd(this.strm),this.onEnd(a),this.ended=!0,!0;if(0===r.avail_in)break}}return!0},la.prototype.onData=function(t){this.chunks.push(t)},la.prototype.onEnd=function(t){t===aa&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=Pt(this.chunks)),this.chunks=[],this.err=t,this.msg=this.strm.msg};var da={Inflate:la,inflate:ha,inflateRaw:function(t,e){return(e=e||{}).raw=!0,ha(t,e)},ungzip:ha,constants:K},_a=de.Deflate,fa=de.deflate,ua=de.deflateRaw,ca=de.gzip,wa=da.Inflate,ma=da.inflate,ba=da.inflateRaw,ga=da.ungzip,pa=K,va={Deflate:_a,deflate:fa,deflateRaw:ua,gzip:ca,Inflate:wa,inflate:ma,inflateRaw:ba,ungzip:ga,constants:pa};t.Deflate=_a,t.Inflate=wa,t.constants=pa,t.default=va,t.deflate=fa,t.deflateRaw=ua,t.gzip=ca,t.inflate=ma,t.inflateRaw=ba,t.ungzip=ga,Object.defineProperty(t,"__esModule",{value:!0})}));
|
||
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
window['JSONXL'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.encode = exports.decode = exports.createWriterBackend = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
var xt = new Uint8Array([0, 0, 74, 83, 79, 78, 88, 76]), at = 0, Ct = 255, Yt = 65535, Pt = 16777215, lt = 268435455, St = 1073741823;
|
||
var $ = 4294967295, Vt = -127, Bt = 127, Dt = -32767, Lt = 32767, Gt = -8388607, jt = 8388607, vt = -2147483647, Xt = 2147483647, qt = 127, Ft = 16383, Kt = 2097151, tt = 0, zt = 1, G = 2, b = 4, L = 8, E = 16, K = 32, z = 64, y = 128, U = 0, R = 1, Q = 2, H = 3, W = 4, et = 5, nt = 6;
|
||
var j = 8, v = 9, X = 10, q = 11, F = 12, Qt = 31, rt = 224, Tt = 7936, k = 0, w = 1, Y = 2, P = 3, S = 4, V = 5, J = 6, Z = 7, _t = 8, Ht = 0, st = 16, ht = 32, Wt = ~E, Jt = G | K | z, it = new Uint8Array(256), ot = new Uint8Array(8).map((e, t) => (it[1 << t] = t, 1 << t)), O = new Uint8Array(256).map((e, t) => { for (let n = 0; n < 8; n++)
|
||
e += t >> n & 1; return e; });
|
||
var ne = 65536, wt = new Uint32Array(16), bt = wt.subarray(0, 8), Zt = wt.subarray(8, 16);
|
||
function gt(e) { return Math.fround(e) === e ? et : nt; }
|
||
function yt(e) { return e < 0 ? e < Dt ? e < Gt ? e < vt ? F : q : X : e < Vt ? v : j : e > Lt ? e > jt ? e > Xt ? F : q : X : e > Bt ? v : j; }
|
||
function re(e) { return e > Yt ? e > Pt ? e > $ ? W : H : Q : e > Ct ? R : U; }
|
||
function Ut(e) { return Number.isInteger(e) ? e < 0 ? yt(e) : re(e) : gt(e); }
|
||
function Ie(e) { return Number.isInteger(e) ? yt(e) : gt(e); }
|
||
function $t(e, t) { let n = Math.max(Math.abs(e), Math.abs(t)), c = e < 0 ? 1 : 0; return Math.max(32 - Math.clz32(n) + c, 1); }
|
||
function ue(e, t, n, c) { switch (c) {
|
||
case U:
|
||
t[k] += 1, t[Y] += n > 127 ? 2 : 1, t[S] += n > 7 ? 1 : 0;
|
||
break;
|
||
case R:
|
||
t[k] += 2, t[Y] += n > 16383 ? 3 : 2, t[S] += n > 1023 ? 2 : 1;
|
||
break;
|
||
case Q:
|
||
t[k] += 3, t[Y] += n > 2097151 ? 4 : 3, t[S] += n > 131071 ? 3 : 2;
|
||
break;
|
||
case H:
|
||
t[k] += 4, t[Y] += n > 268435455 ? 5 : 4, t[S] += n > 16777215 ? 4 : 3;
|
||
break;
|
||
case W: {
|
||
let _ = e.vlqBytesNeeded(n);
|
||
t[k] += _, t[Y] += _, t[S] += e.vlqBytesNeeded((n - (n & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function xe(e, t, n, c) { switch (n < 0 && (n = -n), c) {
|
||
case j: {
|
||
t[w] += 1, t[P] += n > 63 ? 2 : 1, t[V] += n > 3 ? 1 : 0;
|
||
break;
|
||
}
|
||
case v: {
|
||
t[w] += 2, t[P] += n > 8191 ? 3 : 2, t[V] += n > 511 ? 2 : 1;
|
||
break;
|
||
}
|
||
case X: {
|
||
t[w] += 3, t[P] += n > 1048575 ? 4 : 3, t[V] += n > 65535 ? 3 : 2;
|
||
break;
|
||
}
|
||
case q: {
|
||
t[w] += 4, t[P] += n > 134217727 ? 5 : 4, t[V] += n > 8388607 ? 4 : 3;
|
||
break;
|
||
}
|
||
case F: {
|
||
let _ = 2 * n, o = e.vlqBytesNeeded(_);
|
||
t[w] += o, t[P] += o, t[V] += e.vlqBytesNeeded((_ - (_ & 7)) / 8);
|
||
break;
|
||
}
|
||
} }
|
||
function te(e, t, n) { let c = yt(n); if (xe(e, t, n, c), n >= 0) {
|
||
let _ = re(n);
|
||
return ue(e, t, n, _), 1 << c | 1 << _;
|
||
} return 1 << c | ne; }
|
||
function se(e, t, n, c) { let _ = n & ne, o = _ ? w : k, i = _ ? (n >> 8 | n & rt) & 255 : n & (Qt | rt), a = O[i], r = t[o] + (a > 1 ? Math.ceil(e * (a <= 2 ? 1 : a <= 4 ? 2 : 3) / 8) : 0) + (c ? 2 : 0); return { encoding: i << 8 | o, minBytes: r }; }
|
||
function ee(e, t, n, c, _, o) { let i = o <= 16 ? Math.ceil(e * o / 8) + (c ? 2 : 0) : 1 / 0, { encoding: a, minBytes: r } = se(e, t, n, c); if ((a & 15) === w) {
|
||
let l = t[P] + (c ? 1 : 0), f = t[V] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | Z, r = i), l < r && (a = P, r = l), f < r && (a = V, r = f);
|
||
}
|
||
else {
|
||
let l = t[Y] + (c ? 1 : 0), f = t[S] + Math.ceil(e / 2) + (c ? 1 : 0);
|
||
i < r && (a = o << 8 | J, r = i), l < r && (a = Y, r = l), f < r && (a = S, r = f);
|
||
} return { encoding: a | _, minBytes: r }; }
|
||
function Te(e, t, n = !0, c = 0, _ = t.length) { let o = _ - c, i = 0, a = !1, r = t[c], s = t[c]; wt.fill(0); for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
Number.isInteger(x) ? i |= te(e, bt, x) : (i |= 1 << gt(x), a = !0), x < r && (r = x), x > s && (s = x);
|
||
} if (a || o < 2)
|
||
return se(o, bt, i, n); let l = t[c + 1] - t[c], f = l, h = l, N = 0; for (let I = c; I < _; I++) {
|
||
let x = t[I];
|
||
if (I !== c) {
|
||
let p = x - t[I - 1];
|
||
N |= te(e, Zt, p), l !== p && (l = !1), p > f && (f = p), p < h && (h = p);
|
||
}
|
||
} let { encoding: u, minBytes: d } = ee(o, bt, i, n, Ht, $t(r, s)), m = ee(o - 1, Zt, N, n, st, $t(h, f)), D = m.minBytes + e.vlqBytesNeeded(Math.abs(t[c]) * 2); if (D < d && (u = m.encoding, d = D), o > 2 && l !== !1) {
|
||
let I = e.vlqBytesNeeded(t[c]) + e.vlqBytesNeeded(Math.abs(l) * 2) + (n ? 1 : 0);
|
||
I < d && (u = _t, d = I);
|
||
} return { encoding: u, minBytes: d }; }
|
||
function Rt(e, t, n = !0) { let { encoding: c } = Te(e, t, n); return c; }
|
||
function de(e, t) { switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
e.writeNumber(t, R);
|
||
break;
|
||
default: e.writeNumber(t, U);
|
||
} }
|
||
function M(e, t, n) { let c = Rt(e, t); n || e.writeVlq(t.length), de(e, c), kt(e, t, c); }
|
||
function kt(e, t, n) { let c = n & 15, _ = n & 48, o = t; switch (_) {
|
||
case st: {
|
||
e.writeIntVar(o[0]), o = Array.from({ length: t.length - 1 }, (i, a) => t[a + 1] - t[a]);
|
||
break;
|
||
}
|
||
case ht: {
|
||
let i = o[0];
|
||
for (let a = 1; a < o.length; a++)
|
||
o[a] < i && (i = o[a]);
|
||
e.writeIntVar(i), o = Array.from(t, a => a - i);
|
||
break;
|
||
}
|
||
} switch (c) {
|
||
case Y: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeVlq(o[i]);
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let i = 0; i < o.length; i++)
|
||
e.writeIntVar(o[i]);
|
||
break;
|
||
}
|
||
case S: {
|
||
for (let i = 0; i < o.length; i += 2)
|
||
e.writeNumber((o[i] > 7 ? 8 : 0) | o[i] & 7 | (o[i + 1] > 7 ? 128 : 0) | (o[i + 1] & 7) << 4, U);
|
||
for (let i = 0; i < o.length; i++)
|
||
o[i] > 7 && e.writeVlq((o[i] - (o[i] & 7)) / 8);
|
||
break;
|
||
}
|
||
case V: {
|
||
for (let i = 0; i < o.length; i += 2) {
|
||
let a = o[i], r = Math.abs(a), s = o[i + 1] || 0, l = Math.abs(s);
|
||
e.writeNumber((r > 3 ? 8 : 0) | r & 3 | (a < 0 ? 4 : 0) | (l > 3 ? 128 : 0) | (l & 3 | (s < 0 ? 4 : 0)) << 4, U);
|
||
}
|
||
for (let i = 0; i < o.length; i++) {
|
||
let a = o[i] >= 0 ? o[i] : -o[i];
|
||
a > 3 && e.writeVlq((a - (a & 3)) / 4);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++)
|
||
r |= o[s] << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case Z: {
|
||
let i = n >> 8, a = 0, r = 0;
|
||
for (let s = 0; s < o.length; s++) {
|
||
let l = o[s];
|
||
r |= (l < 0 ? -l << 1 | 1 : l << 1) << a, a += i, a >= 16 && (e.writeNumber(r, R), a -= 16, r >>= 16);
|
||
}
|
||
a > 8 ? e.writeNumber(r, R) : a > 0 && e.writeNumber(r, U);
|
||
break;
|
||
}
|
||
case _t: {
|
||
e.writeIntVar(o[0]), e.writeIntVar(o[1] - o[0]);
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let i = c === w, a = n >> 8, r = i ? n & Tt | a & rt : a;
|
||
if (O[a] > 1) {
|
||
let l = i ? o.map(Ie) : o.map(Ut);
|
||
e.writeTypeIndex(l, r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l[f]);
|
||
}
|
||
else {
|
||
let l = 31 - Math.clz32(r);
|
||
for (let f = 0; f < o.length; f++)
|
||
e.writeNumber(o[f], l);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error("Unknown numeric array encoding method:", c);
|
||
} }
|
||
function pe(e, t) { let n = Math.min(e.length, t.length); if (n >= 3) {
|
||
let c = 0;
|
||
for (; c < n && e[c] === t[c]; c++)
|
||
;
|
||
if (c >= 3)
|
||
return c;
|
||
} return 0; }
|
||
function Ae(e, t, n) { let c = Math.min(e.length, t.length - n); if (c >= 3) {
|
||
let _ = 0;
|
||
for (; _ < c && e[e.length - 1 - _] === t[t.length - 1 - _]; _++)
|
||
;
|
||
if (_ >= 3)
|
||
return -_;
|
||
} return 0; }
|
||
function ie(e, t, n, c, _, o, i) { let a = "", r = ""; e.sort((s, l) => t[s] < t[l] ? -1 : 1); for (let s = 0; s < e.length; s++) {
|
||
let l = i++, f = e[s], h = t[f], N = pe(r, h), u = Ae(r, h, N) || h.length, d = N > 0, m = u < 0, D = d || m ? h.slice(N, u) : h;
|
||
o[f] = l, n[l] = D.length << 2 | d << 1 | m << 0, a += D, r = h, d && c.push(N), m && _.push(-u);
|
||
} return a; }
|
||
function oe(e, t) { let n = new Uint32Array(e.length), c = [], _ = [], o = new Uint32Array(e.length), i = new Uint32Array(e.length), a = new Set, r = "", s = 0; for (let f = 0; f < t.length; f++) {
|
||
let h = t[f];
|
||
o[h]++ === 2 && a.add(h);
|
||
} let l = new Uint32Array(a).sort((f, h) => o[h] - o[f]); for (let f of [[0, 127], [127, 16383]])
|
||
if (l.length > s) {
|
||
let h = l.subarray(f[0], f[1]);
|
||
r += ie(h, e, n, c, _, i, s), s += h.length;
|
||
for (let N = 0; N < h.length; N++)
|
||
o[h[N]] = 0;
|
||
} for (let f = 0, h = 0; f < o.length; f++)
|
||
o[f] !== 0 && (o[h++] = f); r += ie(o.subarray(0, o.length - s), e, n, c, _, i, s); for (let f = 0; f < t.length; f++)
|
||
t[f] = i[t[f]]; return { strings: r, stringDefs: n, stringSlicesStart: c, stringSlicesEnd: _, stringRefs: t }; }
|
||
var Ee = new TextEncoder;
|
||
function Ot(e = 65536) { let t = () => { o = [], n(); }, n = () => { i = new Uint8Array(e), a = new DataView(i.buffer), r = 0; }, c = () => { o.push(i.subarray(0, r)), i = a = null; }, _ = s => { r + s > i.length && (c(), n()); }, o = null, i = null, a = null, r = 0; if (e < 8)
|
||
throw new Error("Chunk size can't be less than 8 bytes"); return t(), { ensureCapacity: _, reset: t, emit() { c(); let s = Buffer.concat(o); return o = null, s; }, get written() { return o !== null ? o.reduce((s, l) => s + l.byteLength, 0) + r : 0; }, writeBytes(s) { let l = 0; for (; l < s.byteLength;) {
|
||
let f = s.byteLength - r, h = s.subarray(l, l += f);
|
||
s.set(h, r), r += h.byteLength, l < s.byteLength && (c(), n());
|
||
} }, writeString(s) { let l = 0; for (; l < s.length;) {
|
||
let { read: f, written: h } = Ee.encodeInto(l > 0 ? s.slice(l) : s, r > 0 ? i.subarray(r) : i);
|
||
l += f, r += h, l < s.length && (c(), n());
|
||
} }, writeUint8(s) { _(1), a.setUint8(r, s), r += 1; }, writeInt8(s) { _(1), a.setInt8(r, s), r += 1; }, writeUint16(s) { _(2), a.setUint16(r, s, !0), r += 2; }, writeInt16(s) { _(2), a.setInt16(r, s, !0), r += 2; }, writeUint24(s) { _(3), a.setUint16(r, s, !0), a.setUint8(r + 2, s >> 16), r += 3; }, writeInt24(s) { _(3), a.setInt16(r, s, !0), a.setInt8(r + 2, s >> 16), r += 3; }, writeUint32(s) { _(4), a.setUint32(r, s, !0), r += 4; }, writeInt32(s) { _(4), a.setInt32(r, s, !0), r += 4; }, writeUint64(s) { _(8), a.setBigUint64(r, BigInt(s), !0), r += 8; }, writeFloat32(s) { _(4), a.setFloat32(r, s), r += 4; }, writeFloat64(s) { _(8), a.setFloat64(r, s), r += 8; } }; }
|
||
exports.createWriterBackend = Ot;
|
||
var ce = new Uint8Array(32), ae = new Uint8Array(33);
|
||
for (let e = 0; e < 33; e++)
|
||
ae[32 - e] = Math.ceil(e / 7) || 1;
|
||
function fe(e, t) { let n = new Uint32Array(t.length), c = new Uint32Array(t.length).map((o, i) => i), _ = t.slice(); for (let o = 0; o < e.length; o++)
|
||
n[e[o]]++; c.sort((o, i) => n[i] - n[o] || o - i); for (let o = 0; o < c.length; o++)
|
||
n[c[o]] = o, t[o] = _[c[o]]; for (let o = 0; o < e.length; o++)
|
||
e[o] = n[e[o]]; }
|
||
var Nt = class {
|
||
constructor(t) { this.backend = Ot(t), this.objectKeys = new Map, this.objectEntryDefs = [], this.arrayLengths = [], this.arrayHeaders = new Map, this.arrayHeaderRefs = [], this.strings = new Map, this.stringRefs = []; }
|
||
emit() { let t = new Uint8Array(12), n = new DataView(t.buffer); t.set(xt), n.setUint16(8, at, !0); let c = this.backend.emit(); for (let f of this.objectKeys.keys())
|
||
this.writeString(f); let { strings: _, stringDefs: o, stringSlicesStart: i, stringSlicesEnd: a, stringRefs: r } = oe([...this.strings.keys()], this.stringRefs); this.backend.reset(), this.writeVlq(Buffer.byteLength(_)), this.backend.writeString(_), M(this, o), M(this, i), M(this, a), M(this, r), M(this, this.arrayLengths); let s = [...this.arrayHeaders.keys()]; fe(this.arrayHeaderRefs, s), M(this, s), M(this, this.arrayHeaderRefs), this.writeVlq(this.objectEntryDefs.length), this.writeVlq(this.objectKeys.size); for (let f of this.objectEntryDefs) {
|
||
let h = [0, ...f.keys()], N = f.refs;
|
||
fe(N, h), M(this, h), M(this, N);
|
||
} let l = this.backend.emit(); return Buffer.concat([t, l, c]); }
|
||
writeString(t) { let n = this.strings.get(t); n === void 0 && this.strings.set(t, n = this.strings.size), this.stringRefs.push(n); }
|
||
writeObjectEntryKey(t, n, c) { let _ = this.objectKeys.get(n); _ === void 0 && this.objectKeys.set(n, _ = this.objectKeys.size); let o = t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [] }) : this.objectEntryDefs[t], i = _ << 8 | c, a = this.objectEntryDefs[t].get(i); a === void 0 && o.set(i, a = o.size + 1), o.refs.push(a); }
|
||
writeObjectEntriesEnd(t) { t >= this.objectEntryDefs.length ? this.objectEntryDefs[t] = Object.assign(new Map, { refs: [0] }) : this.objectEntryDefs[t].refs.push(0); }
|
||
writeTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (ce[_] = o++), _++, n >>= 1; let i = 32 - Math.clz32(o - 1), a = 0, r = 0; for (let s = 0; s < t.length; s++)
|
||
r |= ce[c ? it[t[s]] : t[s]] << a, a += i, a >= 8 && (this.backend.writeUint8(r), a -= 8, r >>= 8); a > 0 && this.backend.writeUint8(r); }
|
||
writeArrayLength(t) { this.arrayLengths.push(t); }
|
||
writeArrayHeader(t, n, c, _, o) { let a = (_ | (t & Wt) << 1 | c << 5 | o << 9) << 16 | n, r = this.arrayHeaders.get(a); r === void 0 && this.arrayHeaders.set(a, r = this.arrayHeaders.size), this.arrayHeaderRefs.push(r); }
|
||
vlqBytesNeeded(t) { let n = 0; for (; t > lt;)
|
||
t /= 268435456, n += 4; return ae[Math.clz32(t)] + n; }
|
||
writeVlq(t) { if (t <= qt)
|
||
this.backend.writeUint8(t << 1 | 0);
|
||
else if (t <= Ft)
|
||
this.backend.writeUint16(t << 2 | 1);
|
||
else if (t <= Kt)
|
||
this.backend.writeUint24(t << 3 | 3);
|
||
else {
|
||
let n = t & lt;
|
||
this.backend.writeUint32((t > n ? 2147483648 : 0) + (n << 3 | 7)), t > n && this.writeUintVar((t - n) / (1 << 28));
|
||
} }
|
||
writeUintVar(t) { if (t <= 127)
|
||
this.backend.writeUint8(t & 127);
|
||
else if (t <= 16383)
|
||
this.backend.writeUint16(t << 1 & 32512 | 128 | t & 127);
|
||
else if (t <= 2097151)
|
||
this.backend.writeUint24(t << 2 & 8323072 | 32768 | t << 1 & 32512 | 128 | t & 127);
|
||
else {
|
||
let n = this.vlqBytesNeeded(t);
|
||
this.backend.ensureCapacity(n);
|
||
for (let c = 0; c < n - 1; c++)
|
||
this.backend.writeUint8(128 | t & 127), t = t > $ ? (t - (t & 127)) / 128 : t >>> 7;
|
||
this.backend.writeUint8(t & 127);
|
||
} }
|
||
writeIntVar(t) { let n = 0; t < 0 && (n = 1, t = -t), t <= St ? t = t << 1 | n : t = 2 * t + n, this.writeUintVar(t); }
|
||
writeNumber(t, n) { switch (n) {
|
||
case U:
|
||
this.backend.writeUint8(t);
|
||
break;
|
||
case R:
|
||
this.backend.writeUint16(t);
|
||
break;
|
||
case Q:
|
||
this.backend.writeUint24(t);
|
||
break;
|
||
case H:
|
||
this.backend.writeUint32(t);
|
||
break;
|
||
case W:
|
||
this.writeUintVar(t);
|
||
break;
|
||
case j:
|
||
this.backend.writeInt8(t);
|
||
break;
|
||
case v:
|
||
this.backend.writeInt16(t);
|
||
break;
|
||
case X:
|
||
this.backend.writeInt24(t);
|
||
break;
|
||
case q:
|
||
this.backend.writeInt32(t);
|
||
break;
|
||
case F:
|
||
this.writeIntVar(t);
|
||
break;
|
||
case et:
|
||
this.backend.writeFloat32(t);
|
||
break;
|
||
case nt:
|
||
this.backend.writeFloat64(t);
|
||
break;
|
||
default: throw new Error("Unknown numeric type: " + n);
|
||
} }
|
||
};
|
||
exports.Writer = Nt;
|
||
function Mt(e) { return It(e) || G; }
|
||
function It(e) { switch (typeof e) {
|
||
default: return tt;
|
||
case "boolean": return e ? K : z;
|
||
case "string": return L;
|
||
case "number": return Number.isFinite(e) ? b : G;
|
||
case "object": return e === null ? G : Array.isArray(e) ? y : E;
|
||
} }
|
||
function ut(e, t) { let n = 0; for (let c = 0; c < e.length; c++)
|
||
e[c] === t && n++; return n; }
|
||
var le = new Map, be = Object.freeze({ hasInlinedEntries: !1, columns: le }), we = Object.freeze({ hasInlinedEntries: !0, columns: le });
|
||
function _e(e, t, n) { if (!(n & E))
|
||
return be; let c = n === E, _ = c ? e.length : ut(t, E); if (_ > 1) {
|
||
let o = new Map, i = !1;
|
||
for (let a = 0, r = 0; a < e.length; a++)
|
||
if (c || t[a] === E) {
|
||
let s = e[a];
|
||
for (let l of Object.keys(s)) {
|
||
let f = s[l], h = It(f);
|
||
if (h === tt)
|
||
continue;
|
||
let N = o.get(l);
|
||
N === void 0 && o.set(l, N = { key: l, typeBitmap: 0, values: new Array(_), valueCount: 0 }), N.typeBitmap |= h, N.values[r] = f, N.valueCount++;
|
||
}
|
||
r++;
|
||
}
|
||
for (let a of o.values()) {
|
||
a.valueCount !== _ && (a.typeBitmap |= zt);
|
||
let r = O[a.typeBitmap];
|
||
if (r === 1)
|
||
continue;
|
||
let s = 32 - Math.clz32(r - 1), l = Math.ceil(s * _ / 8), f = 1 + 1 + l, h = a.valueCount * (1 + !i);
|
||
f > h && (i = !0, o.delete(a.key));
|
||
}
|
||
if (o.size > 0)
|
||
return { hasInlinedEntries: i, columns: o };
|
||
} return we; }
|
||
var ge = Ne();
|
||
function he() { ge = Ne(); }
|
||
function Ne() { return new Proxy(Object.create(null), { get(e, t) { return Object.hasOwn(e, t) ? Reflect.get(...arguments) : e[t] = 0; } }); }
|
||
var ye = Object.hasOwnProperty, Ue = new Map;
|
||
function Re(e, t = {}) { function n(r) { let s = It(r); return s === b ? Ut(r) << 3 | it[s] : it[s]; } function c(r, s = Ue) { let l = 0; for (let f in r)
|
||
if (ye.call(r, f) && !s.has(f)) {
|
||
let h = r[f], N = n(h);
|
||
if (N === tt)
|
||
continue;
|
||
i.writeObjectEntryKey(l, f, N), o(N, r[f]), l++;
|
||
} i.writeObjectEntriesEnd(l); } function _(r, s = !1, l = 0) { if (r.length === 0) {
|
||
i.writeArrayLength(0);
|
||
return;
|
||
} let f = null, h = 0, N = null; if (l === 0)
|
||
for (let I = 0; I < r.length; I++)
|
||
l |= Mt(r[I]); O[l] > 1 && (f = r.map(Mt)), l & b && (N = l === b ? r : r.filter((I, x) => f[x] === b), h = Rt(i, N, !1)); let { hasInlinedEntries: u, columns: d } = _e(r, f, l), m = d.size !== 0, D = 0; if (s || i.writeArrayLength(r.length), i.writeArrayHeader(l, h, m, u, D), O[l] > 1 && i.writeTypeIndex(f, l, !0), l & L)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === L) && i.writeString(r[I]); if (l & b && kt(i, N, h), D) {
|
||
let I = l === y ? r : r.filter(Array.isArray);
|
||
M(i, I.map(x => x.length), !0), _(I.flat());
|
||
}
|
||
else if (l & y)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === y) && _(r[I]); if (m) {
|
||
i.writeVlq(d.size);
|
||
for (let I of d.keys())
|
||
i.writeString(I);
|
||
for (let I of d.values())
|
||
_(I.values, !0, I.typeBitmap);
|
||
} if (u)
|
||
for (let I = 0; I < r.length; I++)
|
||
(f === null || f[I] === E) && c(r[I], d); } function o(r, s) { switch (ot[r & 7]) {
|
||
case L:
|
||
i.writeString(s);
|
||
break;
|
||
case b:
|
||
i.writeNumber(s, r >> 3);
|
||
break;
|
||
case E:
|
||
c(s);
|
||
break;
|
||
case y:
|
||
_(s);
|
||
break;
|
||
} } let i = new Nt(t.chunkSize), a = n(e); return he(), i.writeNumber(a, U), o(a, e), i.emit(); }
|
||
exports.encode = Re;
|
||
var mt = new Uint8Array(32), dt = class {
|
||
constructor(t) { this.view = new DataView(t.buffer, t.byteOffset, t.byteLength), this.bytes = t, this.pos = 0; }
|
||
readBytes(t) { return this.bytes.subarray(this.pos, this.pos += t); }
|
||
readTypeIndex(t, n, c) { let _ = 0, o = 0; for (; n > 0;)
|
||
n & 1 && (mt[_++] = o), o++, n >>= 1; let i = new Uint8Array(t), a = 32 - Math.clz32(_ - 1), r = (1 << a) - 1, s = this.readBytes(Math.ceil(a * t / 8)), l = 0, f = 0, h = 0; for (let N = 0; N < t; N++)
|
||
f < a && (h |= s[l] << f, f += 8, l++), i[N] = c ? ot[mt[h & r]] : mt[h & r], h >>= a, f -= a; return i; }
|
||
readVlq() { let t = this.view.getUint8(this.pos); if (!(t & 1))
|
||
t = t >> 1, this.pos += 1;
|
||
else if (!(t & 2))
|
||
t = this.view.getUint8(this.pos + 1) << 6 | t >> 2, this.pos += 2;
|
||
else if (!(t & 4))
|
||
t = this.view.getUint16(this.pos + 1, !0) << 5 | t >> 3, this.pos += 3;
|
||
else {
|
||
let n = this.view.getUint32(this.pos, !0);
|
||
t = n >>> 3 & lt, this.pos += 4, n >>> 31 && (t += this.readUintVar() * (1 << 28));
|
||
} return t; }
|
||
readUintVar() { let t = this.view.getUint8(this.pos++), n = t & 127, c = 128; for (; t & 128;)
|
||
t = this.view.getUint8(this.pos++), n += (t & 127) * c, c *= 128; return n; }
|
||
readIntVar() { let t = this.readUintVar(); return t & 1 ? -(t - 1) / 2 : t <= $ ? t >>> 1 : t / 2; }
|
||
readUint8() { let t = this.view.getUint8(this.pos); return this.pos++, t; }
|
||
readInt8() { let t = this.view.getInt8(this.pos); return this.pos++, t; }
|
||
readUint16() { let t = this.view.getUint16(this.pos, !0); return this.pos += 2, t; }
|
||
readInt16() { let t = this.view.getInt16(this.pos, !0); return this.pos += 2, t; }
|
||
readUint24() { let t = this.view.getUint16(this.pos, !0) | this.view.getUint8(this.pos + 2) << 16; return this.pos += 3, t; }
|
||
readInt24() { let t = this.view.getUint16(this.pos, !0), n = this.view.getUint8(this.pos + 2), c = n & 128 ? (n << 16 | t) - 16777216 : n << 16 | t; return this.pos += 3, c; }
|
||
readUint32() { let t = this.view.getUint32(this.pos, !0); return this.pos += 4, t; }
|
||
readInt32() { let t = this.view.getInt32(this.pos, !0); return this.pos += 4, t; }
|
||
readFloat32() { let t = this.view.getFloat32(this.pos); return this.pos += 4, t; }
|
||
readFloat64() { let t = this.view.getFloat64(this.pos); return this.pos += 8, t; }
|
||
};
|
||
function pt(e, t) { switch (t) {
|
||
case U: return e.readUint8();
|
||
case R: return e.readUint16();
|
||
case Q: return e.readUint24();
|
||
case H: return e.readUint32();
|
||
case W: return e.readUintVar();
|
||
case j: return e.readInt8();
|
||
case v: return e.readInt16();
|
||
case X: return e.readInt24();
|
||
case q: return e.readInt32();
|
||
case F: return e.readIntVar();
|
||
case et: return e.readFloat32();
|
||
case nt: return e.readFloat64();
|
||
} }
|
||
function ke(e) { let t = e.readUint8(); switch (t & 15) {
|
||
case k:
|
||
case w:
|
||
case J:
|
||
case Z:
|
||
t |= e.readUint8() << 8;
|
||
break;
|
||
} return t; }
|
||
function B(e, t = e.readVlq()) { let n = ke(e); return At(e, n, t); }
|
||
function At(e, t, n, c = new Array(n)) { let _ = t & 15, o = t & 48, i = n, a = 0, r = 0; switch (o) {
|
||
case st: {
|
||
a = c[0] = e.readIntVar(), i--, r = 1;
|
||
break;
|
||
}
|
||
case ht: {
|
||
a = e.readIntVar();
|
||
break;
|
||
}
|
||
} switch (_) {
|
||
case Y: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readVlq();
|
||
break;
|
||
}
|
||
case P: {
|
||
for (let s = 0; s < i; s++)
|
||
c[r + s] = e.readIntVar();
|
||
break;
|
||
}
|
||
case S: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++)
|
||
f = l & 1 ? f >> 4 : s[l >> 1], c[r + l] = f & 8 ? e.readVlq() * 8 + (f & 7) : f & 7;
|
||
break;
|
||
}
|
||
case V: {
|
||
let s = e.readBytes(Math.ceil(i / 2));
|
||
for (let l = 0, f = 0; l < i; l++) {
|
||
f = l & 1 ? f >> 4 : s[l >> 1];
|
||
let h = f & 4 ? -1 : 1;
|
||
c[r + l] = f & 8 ? h * (e.readVlq() * 4 + (f & 3)) : h * (f & 3);
|
||
}
|
||
break;
|
||
}
|
||
case J: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & l, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case Z: {
|
||
let s = t >> 8, l = (1 << s) - 1, f = e.readBytes(Math.ceil(i * s / 8)), h = 0, N = 0, u = 0;
|
||
for (let d = 0; d < i; d++) {
|
||
for (; N < s;)
|
||
u |= f[h] << N, N += 8, h++;
|
||
c[r + d] = u & 1 ? -((u & l) >> 1) : (u & l) >> 1, u >>= s, N -= s;
|
||
}
|
||
break;
|
||
}
|
||
case _t: {
|
||
let s = c[0] = e.readIntVar(), l = e.readIntVar();
|
||
for (let f = 1; f < n; f++)
|
||
s = c[f] = s + l;
|
||
break;
|
||
}
|
||
case k:
|
||
case w: {
|
||
let s = _ === w, l = t >> 8, f = s ? t & Tt | l & rt : l;
|
||
if (O[l] > 1) {
|
||
let N = e.readTypeIndex(i, f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N[u]);
|
||
}
|
||
else {
|
||
let N = 31 - Math.clz32(f);
|
||
for (let u = 0; u < i; u++)
|
||
c[r + u] = pt(e, N);
|
||
}
|
||
break;
|
||
}
|
||
default: throw new Error(`Unknown numeric array encoding method: ${_}`);
|
||
} switch (o) {
|
||
case st: {
|
||
c[0] = a;
|
||
for (let s = 1; s < n; s++)
|
||
c[s] += c[s - 1];
|
||
break;
|
||
}
|
||
case ht: {
|
||
for (let s = 0; s < n; s++)
|
||
c[s] += a;
|
||
break;
|
||
}
|
||
} return c; }
|
||
var Oe = new TextDecoder("utf8", { ignoreBOM: !0 });
|
||
function Me(e) { if (e.readBytes(8).some((_, o) => _ !== xt[o]))
|
||
throw new Error("Bad magic number"); let n = e.readUint16(); if (n !== at)
|
||
throw new Error(`Unsupported jsonxl version "${n}", expected "${at}"`); let c = e.readUint16(); return { version: n, flags: c }; }
|
||
function me(e) { let t = Oe.decode(e.readBytes(e.readVlq())), n = B(e), c = B(e), _ = B(e), o = B(e), i = new Array(n), a = 0; for (let r = 0, s = 0, l = 0, f = 0, h = ""; r < n.length; r++) {
|
||
let N = n[r], u = t.slice(s, s += N >> 2);
|
||
N & 2 && (u = h.slice(0, c[l++]) + u), N & 1 && (u = u + h.slice(-_[f++])), i[r] = u, h = u;
|
||
} return { readStrings(r, s) { return o.slice(r, s).map(l => i[l]); }, readString() { return i[o[a++]]; } }; }
|
||
function Ce(e) { let t = B(e), n = 0; return function () { return t[n++]; }; }
|
||
function Ye(e) { let t = B(e), n = B(e), c = 0; return function () { return t[n[c++]]; }; }
|
||
function Pe(e, t) { let n = e.readVlq(), c = e.readVlq(); if (n === 0)
|
||
return () => null; let _ = c ? t(-c) : [], o = new Array(n); for (let i = 0; i < n; i++)
|
||
o[i] = { dict: B(e), refs: B(e), index: 0 }; return function (a) { let r = o[a], s = r.refs[r.index++], l = r.dict[s]; return l === 0 ? null : { key: _[l >> 8], type: l & 255 }; }; }
|
||
function Se(e) { function t(f = {}) { let h = 0, N; for (; N = s(h++);)
|
||
f[N.key] = c(N.type); return f; } function n(f = a()) { if (f === 0)
|
||
return []; let h = r(), N = h >> 16, u = h & 65535, d = N & 1, m = N >> 5 & 1, D = N >> 9 & 1, I = N >> 1 & 255 | (N & 1) << 4, x = new Array(f), p = O[I] > 1 ? _.readTypeIndex(f, I, !0) : null; if (I & Jt)
|
||
if (p === null)
|
||
switch (I) {
|
||
case G:
|
||
x.fill(null);
|
||
break;
|
||
case K:
|
||
x.fill(!0);
|
||
break;
|
||
case z:
|
||
x.fill(!1);
|
||
break;
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
switch (p[T]) {
|
||
case G:
|
||
x[T] = null;
|
||
break;
|
||
case K:
|
||
x[T] = !0;
|
||
break;
|
||
case z:
|
||
x[T] = !1;
|
||
break;
|
||
} if (I & L)
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === L) && (x[T] = i()); if (I & b)
|
||
if (I === b)
|
||
At(_, u, f, x);
|
||
else {
|
||
let T = ut(p, b), A = At(_, u, T);
|
||
for (let C = 0, g = 0; C < f; C++)
|
||
p[C] === b && (x[C] = A[g++]);
|
||
} if (I & y)
|
||
if (D) {
|
||
let T = I === y ? f : ut(p, y), A = B(_, T), C = n();
|
||
for (let g = 0, Et = 0, ct = 0; g < f; g++)
|
||
(p === null || p[g] === y) && (x[g] = C.slice(ct, ct += A[Et++]));
|
||
}
|
||
else
|
||
for (let T = 0; T < f; T++)
|
||
(p === null || p[T] === y) && (x[T] = n()); if (I & E) {
|
||
let T = I === E ? x : [];
|
||
for (let A = 0, C = 0; A < f; A++)
|
||
(p === null || p[A] === E) && (x[A] = T[C++] = {});
|
||
if (m) {
|
||
let A = _.readVlq(), C = new Array(A);
|
||
for (let g = 0; g < A; g++)
|
||
C[g] = i();
|
||
for (let g = 0; g < A; g++) {
|
||
let Et = C[g], ct = n(T.length);
|
||
for (let ft = 0; ft < T.length; ft++)
|
||
ct[ft] !== void 0 && (T[ft][Et] = ct[ft]);
|
||
}
|
||
}
|
||
if (d)
|
||
for (let A = 0; A < T.length; A++)
|
||
t(T[A]);
|
||
} return x; } function c(f) { switch (ot[f & 7]) {
|
||
case G: return null;
|
||
case L: return i();
|
||
case b: return pt(_, f >> 3);
|
||
case E: return t();
|
||
case K: return !0;
|
||
case z: return !1;
|
||
case y: return n();
|
||
} } let _ = new dt(e); Me(_); let { readStrings: o, readString: i } = me(_), a = Ce(_), r = Ye(_), s = Pe(_, o), l = c(_.readUint8()); if (_.pos !== e.byteLength)
|
||
throw new Error("End of input is not reached"); return l; }
|
||
exports.decode = Se;
|
||
//# sourceMappingURL=jsonxl.min.js.map
|
||
})(module, exports);
|
||
return module.exports;
|
||
})();
|
||
</script>
|
||
<script>
|
||
const stage = document.querySelector('#stage');
|
||
|
||
function setStage(name, fn) {
|
||
stage.textContent = `${name}...`;
|
||
requestAnimationFrame(() => {
|
||
setTimeout(fn);
|
||
});
|
||
}
|
||
|
||
function _makeJsonExtAPI() {
|
||
const jsonExtData = new Object(null);
|
||
const chars = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/='.split('');
|
||
const charIndex = chars.reduce(function(res, item, index){
|
||
res[item] = index;
|
||
return res;
|
||
}, {});
|
||
|
||
function decodeFromBase64(input) {
|
||
input = input.replace(/[^a-zA-Z0-9\+\/]/g, '');
|
||
|
||
const output = [];
|
||
let len = input.length;
|
||
let i = 0;
|
||
let chr1;
|
||
let chr2;
|
||
let chr3;
|
||
let enc1;
|
||
let enc2;
|
||
let enc3;
|
||
let enc4;
|
||
|
||
// decode
|
||
while (i < len)
|
||
{
|
||
enc1 = charIndex[input.charAt(i++)];
|
||
enc2 = charIndex[input.charAt(i++)];
|
||
enc3 = charIndex[input.charAt(i++)];
|
||
enc4 = charIndex[input.charAt(i++)];
|
||
|
||
chr1 = (enc1 << 2) | (enc2 >> 4);
|
||
chr2 = ((enc2 & 15) << 4) | (enc3 >> 2);
|
||
chr3 = ((enc3 & 3) << 6) | enc4;
|
||
|
||
output.push(chr1, chr2, chr3);
|
||
}
|
||
|
||
if (enc3 == null || enc3 == 64) output.pop();
|
||
if (enc4 == null || enc4 == 64) output.pop();
|
||
|
||
return Uint8Array.from(output);
|
||
}
|
||
|
||
return {
|
||
getData() {
|
||
return jsonExtData;
|
||
},
|
||
pushChunk(id, chunk) {
|
||
jsonExtData[id] = jsonExtData[id] || [];
|
||
jsonExtData[id].push(chunk);
|
||
},
|
||
parse() {
|
||
return Promise.all(
|
||
Object.entries(jsonExtData).map(([id, chunks]) => {
|
||
if (true === false) {
|
||
return jsonExt.parseChunked(() => chunks).then((data) => ({ id, data }));
|
||
}
|
||
|
||
const inflator = new Pako.Inflate();
|
||
|
||
for(const chunk of chunks) {
|
||
const decoded = decodeFromBase64(chunk);
|
||
inflator.push(decoded);
|
||
}
|
||
|
||
const data = JSONXL.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" 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</script><script 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vfoYg+EDafMk+O5IloLnKOF4R/4zhKLKFhGYGOcMhxGKhb/FGgtcY5DlXhEyPFBPg5SxnBfoItCeSPI8QBtyLoT4s6Tk4CWFt/sG/fKnifTHSVk6HuOS0k2RvgIQxMInKID8x47GgkX+mIsDlx4x8HcoaRS6O59eBT7Q8hE5SqruF4zui5lhGJ4sjTyOZT4BHoYGOeu46M79pyeKqWq1GmzshtFNIpjpuHyJe7RuUuPuadETN5JKVcUQziHErxZicMFDXh4VKgTwNGPh7w6z+O4NzhX8dRccbJ6eOqE1orURJKsIfY1HS0oo0BH7pV4JpB4xH2hUqG4aOIAVVIGn5zQwDF9Np7EHewK35VrMKSLw4MFdP0FB/EchsNYvTiuYwTrE3Taju0vzjIKUd0NQ1PcU0Tn0zr2QZskglCSmM49rOBI3GMtZwyaM0HMPy4fDwe23Rq0TUtYloUKBYiFAc686XrmzEPxcRvQiuOiCri4D/twBJjdrtHsN8GWMVqdjmFhD8wAunDYnVu9Ppw1rU4DDtSeNYQD3AzgiLBgxUiJxcoK3kaZK9zG//ICrtDkOxy0BdLsyQBRizc+NEpqzEgWhCwuEcADQ7Nx4aTwLVB9ZXn1FSZEIXzJwOUxRsGpi/1vXvBIkcyUGBUHf0kQCSz3FOcjYuknAvGXF19T6KrNnySpgAzJofaeXDtYG4CtJGEzqcCDUcmzbLHe5dy5X0ET12lBvxlcx73PPBJX88kDPDh9twVtnrmY+rYwVMIrviMn/J+DuFhWw3GG6hOcuUqa4I2RCk9FQcNnGp1l65cID2Y7XZIaxy2NrTZ9kEpJyJgrTojnDLeb9AMW8OlDV76ZQKnwuk5g/CKWkRrbfFYnVSToGMZDWk0MKMx0McciVA0zB7Sg99H75wqE4UT4biwnLQGHEQ4nLyCa21hLMO5Vqi3Fn+H4gAaDe38jJIcddfwIyQGLOXBM2MAzvBeVQTWjBd6u4NfyA56a9KkI/bege6kywrEqJnM5w9kDqhA4nzjesgmrhbmEbYOfnBiY83hjRA/TCKWKQGTLv+BBeEhJlU/iwcBSh52Ij1JqCEGoxmXdhKlWoqxn75/wQrUdern6FpRGI6AUiLGN6gilr90sQH/BiVndP0S0TGSYCy3BAIgtz+UMaJDDIpL6W1JDl/HqJxjXAqchBv/IDbegDRBIXZLeC2tF6WE0PL+L9drH9EPql9xqIETWSq8BAm6MC0c9ylEuJ4K9AlnEcuCz8G48EJ6B4T/A1klaRoopr2nWueXO58jkzO7lBtCOidNv0tXcFXHOJhDcHNkvpaRHHvQGPz97wcbA6UTE0B/aruoZsMhnHq1KA5pFC1ut5jjQkfYn9h3W8g0Dwd2sArxwXaMUwUgHpbdi5hspc+E/4HEoE3BxwT7ExsHgP4NWE+8HFvI3UZigP+BQnwbGPMKW8/fpJYF7S7V8ZbqOJR8ZdyfEBkniyJfPZUHE+xL/VUMkByiNfCSPDp6+QPiY6cWyTz4rM4gkD7mDqgGEXAWDyudLuIWR8QA7jYTb3JObG19nXRqg6oQP9NobUP5QSYCX4QSkN5CKOgXFEQRxZgSe7nEro5J19iIs1IZufbS74GUy4hxEQ/pZMo8vMtcRmhXyJLdQKuCpaudB7bKT4F8U8kVy1IVNQAvPMpYYgSHH0gflQY0YDkEiR5FBaf+XRhjF+YcZY1FRWIaP0SxkxIXjBUUJRPLADy1z0B9YbUvYRqM7t3vzZqtpcUaw9NCpLITI3bQqItBfD8zgcN7Gy6ze3Jybjc5g0GwNWg3UbnyuknlgG8HjoWG3B+3ewBiKQRN0loZh9W0Xxc2hEM3OwJgPO3gdNWi0hm1DWHjKjqRrxmCVJFIdQ0WJ9wfVASM5pXDMUA/gT9gtBWesOpzGc1gdbBPGK11dmSp26wEmVxyK3rxrC7Pbh/Z2e21hWs0O6l7Wlj5o/YF5mH+uHAxpceefBCkMqdxMsLmMYIQWDp0VHIX1mWIVWI5KpEIpebYxm9BUVOVNYvRDNSvYdpIlDCWWqEWy7hOKISltLAzI2gxwtVzYxqdC+BhCxYIyFceZJIBIrQw2O779s6xtaGOUBnwbgEAXrh1irt8Z2EqwcUhNOnVQrbPwGAsWdBKh1PhjRW1EiXcFDwsxpiVdFQy2ZqTE58yDpY6zjBN54USRKyafj0cWdOHa/IMWcGC1WzCCuMdeRBh7JDg66sFIFgQefo7/ANrqE2k5p1jphv6UQSDxmQHvQ0FCkbAgVMj0nYHq4/khlpsx/NiLQ195uAOh6yQdAu+PlGtQNgOai/HeIJlAcFk4tw5FS/O36VCvELVlMh9EMIf9j+FoIMpCjLhZOgeob8KAg/XeEqIlOk2z1e+32v1G37IN2Fn9QcuA3TRstAddE6wMkEe/YcTe0R8GLDvauP99d/csTJi2xzufhN8d7NOHu7tP/+tT8o1phOJuFTj08UO0cL/xFzfuCuwfFpooKv8/WyhHFhiSMS487B0Q4SBUBC6XeLRQPGIgE2ZTYRF69C5c4hWMDWqJsVwLXDekpMgMP+XBQl+LQpegvZrMKq9PpfonAkHCXCpPTUoNl99gWUDUZlI5pWGitCq+iXjywI7Yfn5Ix7x8lmqa4trYZUhCbgtb+NEDLHlYdOhDE8d4bIAFsc4uKJuB3+BEwmWPp7EyDGANmgYHL9lg0dIViLm6P8H3IegZnD0ROj3wUbSc2VNteyhL0XxnY8FOSVI6MxBIBmcHHTGi12o0G+2GaQ9awwbMbx9kIQaGmI220WgJjOTo98zGXDRAzoNUhAdESVYmjWRKDCcjl5cSTUF+6pBjWDXSDmi4wLZAK0ugVDjAtXzgeOFR8ufhHyHGiOEwcNdB4G6ut4A31CFsn8NOw+gNTQO903bL6ljzttGHZwjC/lJaMsZ2BfGxi7osGgRo/6wFHimheLHcFYjgxNslXpxoi2Mz8HQ8vxLQF5tPiGQhxaMSYxguH+U2T6EKzDvNodUTeBk3NHrzYbPT6c/BCBH2HBSACSh7QHTwbISLQ9PumsPWsGU1oJe9rjGEc/kQv6HbwzksW3k6zAVYDiNcc2TepdOapXYQ+soISZ3EYdZnkKiNx3CqKW90iMYmmteJEwGOvrTvFLNYQBlZ2vzQkzLrZIM2ZbZIH1DaWEm7BOReDRP7P2UoCFg9qENiSCZZzthTlCbUbud+eevLZ7HWSE+N/QYMi0J9VScX0ITykpbfwFgdYNwmVgss67EVO7aUco10oBDjcR5ui5qU9R+7IMInmJBITWXI0CI8ebAqwNJEfmwdHdaOlZ7WlJuCFBG551QXc7ZpasjRG5945uLENKn7o6BKnMboQpa2C0ovaOVTXMlROn1wUNIXFTf5JolaStwGss3D1FKZYAD3SihMLMMF25sdHuEVqDICSw/SzKU8JslNxFpNmhyA61Vkei/obz2lWOQ8a5E9JTHaJO0gvGMJ05kzMN14xwaLHy8zEl9JSC6SbcMINQCa5jAzIXknlEM7KGv5JhZprADytuHVhHuFTi1a7NCOMOV+CZXKpUCU7ficBEsefTIbh1oo6WXVBqm/ZGYgDJVHTJpp3MzMxQS5bBIPDA2hnOURemY/o0NAGdG0+KjDNN6y+u6l8QJMtCbWKD2zSyi7anAdzQTKCQNvTNgOl0aAdN3ApLG7IYwXdzKutN8di5rJpb3VuKXvmpAcCZVzx8yYMuENneQ0XnPyhMh6xsdrPO/nDrrrgxjPcWxTtgQuxeRChfVnGBK8IQD1GnSql0O715z35832sGc3B72+ZfXaTXlvgpakgcfcKqI2gKhH/QJOZydYc3BxsPYj76vhrug1oJfiOKGeD1zPlHfL847B7zN5ZTElH/o8nK9cvLfYunhSVdBBtuFhzE5LEAwTA3SQxbEDNnyEOhD8uADqmbrCEzZ/p7RF0KHoogIO3BgXUq6pBeyFCM5jthPGNnkjIh99FAmEJN1PwtiiMw1Ue7L/6UPU85/wgkPQhj6GnWfhGuH0BS/KUkJT6cCHowzrSErbiKpeE3I16fOkuiAe55hOFawFST47fMAxa3o84EpdpoqX+Ip4wkNSi6C9LDzBhFyy5wULc2I7L1YLWLTUZD6H1BqOzyJ2BeCYewG50G6ki4vPlNMTYx2i6njh3Yd4IxY+8Ekfy+7Qd401OazY1REPgvQuwOGA3gt62fXSXZOAPY+DL8ldhEOOW4WWM3ZzrE48OrZPRbxQyJO+WqjEiBv0fTwQETmXFiCI4Ey7MEyBWp34zNd3uINILmK70IyKvX4S2hA+TxybXvQo1pcGKD0CRi0Eq4ZUa7G8jx42AbbYv4BjFiq3A0xE6uIndTURtwqXL4IqqIldrl8uMYgBJmIVyHxjl3w+S3IELtjOnD3AcrgNHFk6lUwATuMgHJDE70VdxSUsVx4mLthhnEfKye4PIG9iRycykHnJXUCtjecROj+2pckfTvl2EjYpzpG8tonnm5onPVvXAayQpQG8eCoSCb7CwxHPuiAwDofePKWYAlxI5OELSVGnIxudpRg5A++lRZ4afil5yf8nA1XocxwakDXSOcnXraQsL+OVFN+5St8c5b9uD4izXIHc8cCklR5KuTBxi7AuQ6XahU3bOXYUoc5EXi3ae1tXJ7QJoD/o6qc9PIY1goldS/SSk4HDQ09fPoC9hf50ID6NK2IphUCOvgOy0nZW5JOdPmB55/xLlzCK1urmHnUtHHDcHsmDldeVZRWu0bGdaBbxC1VMAZzfLKXxNOA5BWa6xJmCOr60Q+nn38j1wtkO6VaPTKFEX5A3BBvBUphQE6tkIEojQ9Wxlv2iSWbZObbjVsJAQmviPzEpL3R8dvqp20Q1FEXnPTq5Yc7SrvdRiNOjTqF4uyx8xcMYOjjTYaiiEJXOP4ZRSTQZmmF24Z0vQVVAyxTG1E8LT7wUQtF4HeAxjlO2wpLDsQ6HIoy6Flk8WrR0kymN+y9lYTKdcgOAFoNHr1z9SOnDgPC+wuGBL8UjntoRnh0UUIGhd42BaDat4cBsDLrdRmvQpQiRw07XNgatpt3tGb0BBsi3Gu17rlUsfTTZ/flAeWAnrkPHB5GAOrf4R6guJUApspXHTqYZi/SlJiWR3qzCB2aITeVU/lLKRnkwArDk1tIHi6laZEh9Cn1hwSPRG6jyvTiKipcTeV7RdiWNVXnRcSlHLjtfEbV+BhzXSzmm4YN4aQX35syb3JsPMCcjtrdS4Ljhxt98b4kQUw9wFrHn+4+QEj/Rm/kQmvjAhyjyw9+Oju5hTa7MQ7B6sVAP6P2W54v0r9EzukYCplgIF8OXQU4bS1hVTsswKXjmsNFAL86g0+hafdHs95sNmYXQ7Dfbdq/d7zXhU7MzMNvzIQf9ObZ5AMfkkwG74H7msb+ah/Jvf/9kcQLwJxEPY8YN5yytgL7AXGRQH2QJEirT2ULIY0xJH/lO2mnFvvB0VBn7xrgUCMwE+6KlfYlxPeQmUyYBxlsEvkd3LKiaOUt02MlBP4atBJqyMPE45eOFF50TZvAq8HJmCUtn4a1CZTfg+6+fFYWjHBRjm69K2fSwSWHkdcnfy9tM/ITtkOnKl3+joJGmG9gU6bAJENzkhTj2XvC1TojH7QSXKOmW5FHZPsFC0t5jAeuopjvhZ+FdQOvk904oTbkTvIuIqTlnOuXGohc6YGpjDITL/nWcllgtdcJLVYrRoFAK1lLo2/h2jWfmnHxTNKvqLgNZnBdhc2LkLfpwr8S9geFeZDfwjb0T4tpB4UjVOlMTAFsdzV2ZfslGEw6ME1tnJw+gO/JtbNoTK+9InXAKAlbRKgh76jQPheQJUB1OSyFK+T4jN6O9hoNlAbPnhPHNIOl0yg2DUYtj+5rOcFI6+TLdCcMVnrco4tFvnrjjj+w1KIOO9f8Oj5ZwQtzJ3OGjXCkBv6sc7PCoaRnmck6oGaCE0olBT7SxRy7/7uOdE8Y60V+BBYa6vXKWHlgPi9ByHNuzMC36j1XkPZB67ERPAXz3/Phi+DBjqIBYy3kASu18ZT3CbPpLHx2lYu16S1hO3h9gHR6ACuUujEeQH0K+6s/Q94MFWEy4XVEy+6ENolq4YMyDifEHtBG3P7khYfzwVou8b6jECuiW67w4wSIwsbv0+BdLgIn5AicvaXv4xHs4GFd0HQYK/aOzdEN34bmBAWeO//Cn63lP6wdj4eIZZML6Ch+F677AkgBNCWVRsOg7gT8fNkLTTebD9MLwwIK16S1XrmPQux89DInD4AUPpJ/tzEF1DZ3Qf6LrDQmrQ9zu0yJ0VwaMhcBuBY/oaUcoW7yfNlzDfAHbQbiBtQrWjh/CSP9lBN4fHsgJB2QPRsipaVw2/3RJjUGBC0o3cL7A26hB8HKPtifsHcuCPsIxFcLkvqzR4KYs/KANEnh+H/7pPvgHsGZ9lJCu4ZD8BlGH+/YBBgTkiqBQIWwvrCMQVqgIRZ65mq98X8DiN1HGrUFsLunlfy7cgHR3UJRMz/Rw5jDrGwbOXZlraHS8RiPoIXYbIxrQZxzSKxcg30HPcx/dP+fwE04O4beaaxc9Qys4IJ5B+TNAh+Mx9S33ASRl5D8792BO8uA84VguRcR/HeANFQgCaP6DDefWswFa0/Jl0IPxdRd/YoDBGgbpL1gWeE+72NxrpL3JYtJ/hJmdh1ixHlZ6eaaPcCf+PyGaQ3PQNNrzbq/d6nY6dlc0DMNqzzvNztBu/gHHnLrHSpzQye0HXhUv2Q0TX1XgTQYGTbrGamk9kE3i2Mp7RoANrnSexo/NfSAMgw86CawnzEeEVbt6OWz2B+2BbQ1E15z3hsKEX9qo0KH8Gi1tGVEu50wFBlKxFFbB4wAmqVKlS3Cjk3Qt000fD+fNZq+HqRv2vNMf9hpzo02hvDAxdOSr4zY1mjS8BLvbbrYxGdYQVq9ntLqNTrsLGlAYHi4MH+Mc532r2W1227bZaPT7vS5MD34lw30PB8Nhr92d9+ai3+9bLfhzQBGf5NEKF0bwmCoShc2msLY1BuQeWp1+xzaboo/ZOp3B0Bx26GZLhhAf9ocNG2Z83h9iUlR33u/bgwU6EjI+DVQZKbribmk8Ofc0PndLhL8AXUu0eh27Ba9oG3a/1e3TDBDYB+z7w2YTs5nBgB6AbLG7Rn8gelhidoG3oxxRDQY2zlOIWsSGbjQVFJ+74JwT/HLhBIeibbSHDXPYEC3RFq1hq9cibyCselAMYOGjd4ZjdQ+Ntt2dW7bVbZhNWCrdbm/YZdoVFiiTWAwLv2N6L+i7OEdTd2nTLfZSPH+6nVz87e980/a3v1OF2TUuKLwy5sN3SR6vmfdFvJD55N2DcvnNeAJt6RhjUlXA+TneScFqim5hN87ReSKTTSh2jMMMwORcRZzgTssP9KZUZRxQA5KrGX45WGBgV60x48hbekojR2tZmXWJU+6fAX4+EfewSthng6ac9XgGpjBqkvjqGWiYS9ZwPAzkR+0lFUXILgSylAnXIjAOrWHfard6thDtniE6nVZP0Fx4sMEWKsIFHuitMAHA9fxVCLIWYd4weAD+OV5LHW5shwzO5QU+bFwv9FtgnK4pOwQvi9E3JD14PpzIR6B6REf42x2ceXgG0OlAThFQhQ28RqWVpIwfsAhjL6zyWrkRTTTGCRxzoNMU1q6xCoVvPtrzFuIczwIYGAwDlJvB90L2oIxRrPpcLGu8gG9IeUWXS+LKxSdiRgPGMtlogWMkYOjz2TSiS6v4PmJp86Qqk11FhqnPk5BN8unhSk38SlzBgMK5+GaesQvZ/AQhx48A1eZeGg3ou1Go39uLJb1M8I4S9IB1DPUqgwbClzXFOPwZHKC2cBBGa2xAYMyl2AzYF44Diy0f4U1wco3AfnBcUscUxE3/0J/0BWwG4KKwbqWDqiuSAJcg3vbAEQFWwGHTMGHZWf1uq9XuzxGroEt7PBBzBIyIw1kD6hR6Z1ERDtCHIWyQ0dA7TkliGxjpVbJMfhoSPVGmI+VkHGWyithvnzH1MBEBHYNIoop4rdnJKLtK25ivs1IBUyowMpP983Xa7IXbDWf0/ljAqUv81QLOC/LUbcZmpmN11OVEIGiLxtEvdHgHXGdSbkV0Z2dww8m8VAHBMl/rgu2JJI9n2/xNrqTU3WA4VnxhCkoH+6dMoK28KxX5wiEsdOdHEoU8ndAO9egHdotumeCZekozQ0YBU7OpaIO6RlYf3qZSr9KN5OApioXAR019Q0VYh6egujzJOPlUgA6SbIfWBCzP4bFy02az7/jpyaW03OTS77CV6JTk6qErXz4R3UxxiA5hAMkvYOfI+1LZIBGlI+g890koNHfeCkulhozUhRUsPQyc2wzbRLMYZ4DOe9yXEhiIHIboscMm4pf/hNMOhtb+ZISfQrwMY6yhT3+jMNRP5KD77ZPNPsqvsOC9IPx7cG+2HsRLaEpMMg4dmTea7e5wMG+aLdPoN4fzVhdtzoDyeG27ZZudPii7zbk5NG1zSFlKgW/JozhA8x3WvzE3AucQMWJaxhCBXKyuGFjW0CJ6ISNb+RSTF7ckKNGcW94fWmbX6PTMgdm2251Gp9WxunNkDFH/xfSh88CBXsSRFpQwgOHOiNq4cYn9WajVlUzw5UrKDHlekH+fZiu+F0dHKZggeImnzhcZs8l3ekrUciE8lopq/uQK59vKTNhyiLgC21E2U7wqCaRspSbghhY2X0LfiGDhcLkkvHVk9jg8EHMI+SmgOCAbp4iAwcC3kqrx189L1L6gp5teefpQNn3zO+lPikeAypWhLQNaRnzdiS/LijYKoItdMBSRk32uCuW7hfXisq9ERCq0Fdc8O9GUTBepqsAgS7AZMu6CPHGcTIC5RWslgplfSVcjdZXuYHbUhphFvSkl5uSIUbPIgTndDO9LHTYh8JJ3LuW+G9usgG5o6dDuVHlOCnu/jAuXYRvi2188D1JCZJoIYl535Haz6TyMT1V16odqXyhHF+4MjCrHgHnVg7hHlCYw3gg34JNzbCMiYNzpsZ3NO6BwBTJBxzZf8eH6PMZI9YiXB6PVfeXsi2QFyanjWVPeQhB/UtckZRr2H4bjpRfNOBy5YAqHX8BwvAkw/iNaszrBWWVwytE9hrBh9Fi2qCegkKQT050n+JU8hyvUJhJzQWaEKl8mdU8t3qREBAkhG49Y2h1wlG31S84Bm+8c8bOCmTRA81bRc+NlEiuYgrPHx/JFJA//WJkzKes1Hht4Ak+WbLh6idTH4qglGmR8MlrdjO4+fYBNP2Vnp8yrsdeRfE4cMkNU0qHLAWcyM4oft8YYX9D8UQvDQzeMM9KVUL8C0jAOXz2heG8GfuQLrW1vKyqEeCwke+MFnxvfisk0l1Um6i69GnG/o1BCHTM2ZUgmoTSYpS/31KJL7WdoMEao8H0G3f9POLxfDo2IN4pcVgqWXiareColBHQuuQrCWPcClfbeizOlYu32eJ1sKnlHiVeqZL/IO3pps45tIa8Mp2wM8vRLSbep1XFU2jquXqE0M3KJqONXxq7FeTzsA/fQ8An4BoPMXdAGYcCgs1sx0jAzLo75hIQGfL4hB+LoXpiPfI1dLQ9OWkJ38HYaxEXsU6RAXxnpGC9neeOIl+ypnFE71SUl8ggYQXYyXoXZ84mkPmoVbGl9ESoyh4cPXhI+eCvX3i7Q/cVB3wFW3wge4Rj3/DgRQ74+gTYY2+pKCWyN6DM51U5AzqPBYrhbIeQgFeXSkFszjolLQuLWMnKJN2jg+CL1QEYSppGX6Akbejv+kVqJ2HOsTZoeE6JFhSE1rqjShhQWYbiMIoyBllvzxtclSrlFQZEOhTpJgnCzWZIJQAPoQLAAKf5OXsKi4qdgnTezd+M8p5giG6iaUcxkhGe88WBdfAUJu53CuqUJKHcC3tclqTb0jCDm+oaeQiBK2si2Awfcp1MBMIhIFccMZcjblyjyaR/gMODtEowNmiETAxcjjJi8mYoFZErlkKqOUos4EUc2EoycDU0hm25/jkGDmZdLWFfK1KDuk+cOJi85QDEuSCL3jvGmdhmt+VJQ+A/U13RYq/SRsWBDf429iaQjd5m5uldpBFLV4D6fygC21AYyZIgOLn4cYzq1R7ESj7JCoNccb7VBpDVb3V62Dt1hc9CwRK9nDVqtoWHOW/2GKZQbOnYUAC9mJ0FD2SkbgtDCmDmOZlmHGNsRuphXhW27p7YRvMNhf9jqtCyrO7A6Zmsous35cIgu8lBuThnQngk4xcVPgZaXhl9p4f1dmXinoC2lNHl1OQyv4nCvAxuk0AFBFByaLdvuic68Y3SNbqthdSww1qBVzw9Ys9cwO10EPOuBUdgaDgadQWMQEorFYbvfMDqD1sDozFvG3Gp2DJu87qHCt4ADqwNd7betvt1qWi1h9dsEeoEaGSi2eBpSAlwkw4ig2YgWgGLg0qG4QCwXGl+UoPz3U6e/4GG1Gla3N2jblt1uNNr99mBo0Wt8Yd8wuMw//HsZeWyC/XK5QqemYR4rzAR1s4Ly419KpKYESgjLiPzwXC+U0TU4sLLl5yJ49Pqd3hAxT7ui3WiKgWiYZAAfonVtds1moz9vdHrCGLZb3QjNvCWnUWWDhUHYpf+GP6MH0P9gh1E8gTGX3unI5StBGJkkVMG7cV4EjJmHjk9UjZGPHYkwJpkg3si7v3dFDAyBa1HGV9usTvOZygoHbav4AooU73TY7zhR31MhMOzkzSTKAO2V54RiCqcTngvpcB44S+HsEokdSNFgsaMqUCleTJc69rm5qAGheMbw5TDjsmL0k81odtKC+FmgKKpSg/J98EYMAoCpxgWJezIVdp+Y6ChkVTCiyU52DugkpwSashRWtArMFcmLu+bLYWvY7Q577da80+n1Gv32sGG3cOW2Xg5Fp2mbg/6827Wbg3nTGtiddvvlsNftN+aDRruFsLiW1RgaLRNvTqPVYb9rdBo9s9MQvWFzbjQHZrOPa261NFEvx4avllsxNDA7x2u6WwGpsgSN/3AOUmDQsIdmw24asG57nUaLn5O9EVotfWc5inOXwtUy6z1mNPdtT0ZZsg/pJtHI9FYRmvfykOI4CgYoOC+w7Dku0QhY0VdWvTwEJVRbypGJikf6sfSgLPIFnWRh5j1sGXB6UNpuSecIbRpsW1Y66m2pFUS2XowPGC9KjHjmtOC4IElevg5/IzVgukCLTQzZ07F0Zyg1nYwHiapFyqIyutgbxJnIsf2llLZYj5cThVFx6a2ZeCyUt3oDgiTMAJbI1sdWUtrfX5zoLBIcDTZ3Yv93koqzljYN3fqxM01ubE4cotSJ2OxBVS+gFFaKfo6dzelUm1Q+aAqigK8icJzTpZmTW6DS+4lN/JNN1ZKendIiC7zxuMwZDkHGy+YYDseGa1A2FitjKUEth05OKOXaxBgoUjrguzYTbxQg20ZGlnxafCWAkyQz7tFg2ISuwLWW2VrkmaV9GlLNQzn3Gzn7ZEjEhgoaY7HXgXjzbAnqRXZr0FUNBeGt03KIbibYwAhWnNqk5PeK3ixj79O1aAmQIPV3jOlCZVfi+7AYMQrnDCNbYcVj3Bk7cL9Q/FWo3AlXcQgBo0YwkUQA8kCv9DYTTPlucyLmqH3Gf+CIpAq0xVXAZnEWOjue4b23UrhjugkIbnl9iZGghCPlEOKJXNM4qvDbE+uaT46JkQeEcULwQDkJ0AzRdti3+vNBqytAA2pa83Zj0BEUCkEAXXOzPRwOOtaw225ZjXa7Z4rhE2xN13YO8Qxsty0D1OZ5y2wM+kanBctpSdIhQfU6NES3Y3YRo74/77eNXmvYJuwGmdp+JG8pjsAeuX7Gcx4jntafMKScApb9OLmdq4uEh21hwVFr91qNhmi2G6DHdegwfIbtQlcfL1OQmOJCPAkXdBywdV7wH/g1/vjF9F4OGwQU3zAGg6YNh2qr0zUJ0Wu9yb7eZGdgu8NOYw5n+6DXnbca87boGU2DsPsOwH5xveAAsSeX0QEc4Lji0CxYsmkD6/UAtv7q4AGFU1wZgz4KMSLAwDz45+WBQcBo0h0SquNUPpg/pbvO8MBB1Rf35YHMgDeiA8buO4DDYi1setVKWZ62AGMA32Dec4bPgUn+Mmm0HIAtBmNNqRLwcAmmSHh/3OaDFQmBgwiFBn90j5nXguFFEI8GqTyOO8bo54O4+ZFYyKYREYUeyRcuH8MwOkByWckEhikycATVIB1YFFQqWwFfxL9gb1x0fviBg9fFBx4DIzIpPp+ikzFkbp1+P40zjxQNNz+QR35F4ZyUy00NoXnNzASS0RjECIjrbQhEchkeJJqoHGxsNWwDfMiBCe3ACjSHR/F/cREXljXXS4sz45W2YMlAWozaopQQ/hfsyMV26SHK0udcfY5p44JOFCKEN+R4BYjn8AwfIREgMdrzEXVfWk0ELpPGkKGJs0mvDI8U3iZGUcGQICoeg7fY9zIdEoPfcHMbfCFJl4usJrOSKwWL3OW4Q3MMY2UDy8I92QCBWQr2qqJ0F3x0qkAx1JGgvEmqpNRM2nUxAY2qnKijFV3RUfyBRPRRR4WKoQB9Kz5izpYyRP/oj/Bl5mEog59cLJNOFGBcqpBDn4z4JnIPjXp+WFsqgm3Lz4FP2RxNGsnwKGP/tNrkqyEmBq4kd8ZRbFyCSoq3Ljz+qVxLPKe95Ew9B5sOE3BSsXiYVQ5any3r5loYYqXE4mZxd1ldyJY3P4TgR66mzQAQRiXFh6FasFllznUxwwGs0KRafFJy68TDJJvxku/zJBKQiKYboegUtAT2wDVB/zBxOvFXHeGUl4dAdDJCDjsHe8LPlj/PqwG8VSDVStTXuOGyECQMvRSNWxVF08o/1WiiVTKC1cz1mfE3mQiCpf9gINFhFuCiRvQXStWmUGWWFalGKPQezzqag4j7S3x7EEu+dgvVaFEkPiklbPXTap5Ga1hyhk8DyMqyRF5NbVu9Jc8TnYKcxWONQKBkDa/UDZSPTJRskF5UWWGxWWXrFKYKR0iNbqq2Xlzoa1OPCsMDl7Yuh/UpVcbwncM/Ui7CgoKGarap0Bw720IKekaBjjAi+H44H+LfD58ZOyUKH9w/woPIPYpQc5Ue/UUi0GXsdEzOpwOcCwdUWC/Mr8ucKaJLMKyqUnP6G2Ud4L5IkPP5tq2kKq8M/FKjm0n3mdE4M/IGHXWxRnQUe/ppmcHks5vQm8+5ot+BRdv2aPMD2XdUBRw82sMjSl+BmTN8VfZP/pSkIV99foPZ4epnoRWGE9JhJUwHnBiB8yStmuRMTp3E1xw4O4Wh4++3juGA0L0IjTkRRMgKsg6VeloFvjS2Nw+IbEXCzF+yE0nRw29JKb4jGcoCa46FCHXNtvkykKA+MOEKYWVZD5JuRjLZ4mriSXOjB8qfV8UJSR05cQJEs6YawmwJ00sypcXl+cj1So+gOQggE3BIrk3rCV5IbIz/rDhpYVxTPB8bTUnuHgfCW4+oztP7bL5rR5SNiNckrfAzefSoZPjUvUuqcsAqlOJxa+MTVgmB1lHpbnwViAtqerLSZfiQqm6ORIdHeIWk8HSLzkopeWZwfokItWDiLy4vf5OpWH2kjlp6I1bywp8gl9BY530ma8QeYZo+vdyZ80c3KadCDswMBWbweX8oj6zMsBxuFULnS3fSdw+PUr7mw6OUZwEDncVc3hRfGg4/WWJoc/lb9lywZ+rwCGgSPEvqnjxG+GaVPpFnqXK7eehF4jK+JHhU++IUfp4tqn6L7NimbDgAv4fkDjKbBukeJDm55UTAbSeBcYT4fBj9QoPAbgme6tipje4OKokRu90Oj+Q6RBUHBMSIEOilM0nGjqaSPtirobxtJB6mPjrFYS5kGVMYOY+ahqCROABBVoYSNietLaKC8wwHgV6FVqX0p4TJXT53MRGEMZSAXOLkOZsZ99xvmsVkm6jq9Rh4jqn66B5geSQBLRXcLOGbJwohZSWkgEWxAlAgM6UTX8kj7im58nkYYFlkXR20wplPOs9OZJSQK9cEXSCJIKlmTzWT8ZGkyb9EKp8+QL1jI7mcmkHEKePj8IizSUFRBDIKUZYaJwJxu/B97JKawXQKk3Wve966qsqsPDlYZwjp+jTpue+APmGhfyg0QaFPFV1GqX2fimxbxI5jdUmeOIZ9XnthfODSPWHsT0ZPK45KuLSitAcQ3QhhXsFnfPdCvSa01OMVojw/bPtRrABiNFh4FFAJN7rhTWytAHaXlpV1uKHK4vY+KjM8DkG7YutOhR6zrkUBuHiyT8QcfT2qninaE6FURqCFnFJPXiepzTGke5xKwVZLStGJFeYcXencXTl20jaOXdvW7g+POJ2cEsQJXB/7hAcFWNDQqByHQCpF7IjCj6KNnLsU7L7UHhd/hCYiqSgVF5+qcvL+S1aKgFWIN5Z/hGTbjKgQC69xlxRPIJBBCaEybrJZK3whFR5J2GSO6Tp3Pc/GYl+gfmCK4REY6hSzbTEY6GJ7aeGNJ61aXLT0UFpXuKzS6XFH0hxkHJ9UUVuq1xDXtBXRdBO0YsMwlUqdTUiyWNL2/9l2v90eWlipsmeYQ9tqGO3W3DLavU5j0BtapudxWAUQZwElUzbuPYaJkcEYF2FIN4olJk72pgavqHxGTznH+G8M0ohXmyJwZBIOC7QwtiVTb4HXIsBLjCjjhJsmcSo7m9y495i7lq0LnDZq5NZRXy1SAihIbhEcEdcKzkgItdmw8DDIX8pRRJf4qWcROghaR1RG/Q8YCFjqRy456E/Qx4MzIyPU8Cucp1aj2+rO+83+cNBpDxtWv9WxO6LRNNuNwXDQNOR6tgh+CwZ4ifi3XDz5mXytiDl5xJcak5sTVHhp+4dYFIBuU48IKO2fK7ECvR3zZm9ABqgbzyVnDci62qGKLjoamSHFOoBRB5tm5mIa5lFcgiykegYzN8/uwyR0D53SByB+gwibTJE+ISLUIsyGioJ5RIwdxw391XLNidJgMUUHoQGDfkQOIRk2A131W9LQow1IbNI+ShuYMJymaLeNVq/ZtHr9uWgPu/3GsNts2sNG3+wNuyZvYJrDgOpDEyd50hjqgMaJ7Q44di/huITJTplJdLsyfaByP+o8cGwT392xh/B20ez3enajabTttmm2erbVg4ltiX5vGbkJdhgwpFx2KJRi+Hv0UljyFAgLDpnUGbO2MJOIlxVLr2dVUoNU/AsOX8HZFIG8U4p3EF0qk3oknSrKL4h444R/BYLui0DtC3OB8YDfPKBgBJP62HhmxqcUtDAFEgd7eRyOfJ9lK6OdIhYS4uejG4CKwoSpy0v4EtoPLb9Pi8x4BSzgAH7gC09atAtPRrhIVxFeQXLFebo6A6VqSp7eVAYNed9YcB9R5BCwzL1MMKwKLOJgcrmWJSKeyAFVCvMs/A1/NpkgFOEfkhWOMN/U72/oAZQzA9KFhmXTkTVDR1bszVLOLGeBk8W7GAWyvFjhm7e4oDlMAUfOzbzYaHL4HvyrQwGUzzKdCNoFui5IdP5J+o+8Ivs/KXQKOKe8//tf/+u//uu/Ns5va8MXZf0RgmD43/87WKGojf5P8/8e4q8h/gKCEX5sPgEzRPOfsvWu7baWYwJn8mf5yQwNnEYDhlcdbTt+MqkseQ7gdL4UPkLpJUpzoNP5FerD974EYa349/Nr92T559lq2DoPmpeLs9vhfHRsdUaXNz3XPL5hXfBYffLPl+Srk+PJw8sixbzqfHv5/ffZbfP3p+VfC/nrfXeRfNhvff622ChxX1RaOa/8ITVGFTSkP1Ja/Q+0qlPVzjaNj0J3c0adVKL5MGRUXVoolZczqvYZBjGA5iJohD+j93LClUr2c3uTaLdwCBzygLDJ/iZT0Hq9YAmNspkq7hBp7xim+UG6F/dHoiRnPY8fpH+bfePbxlxf9c/f4/zObVytfqw9mnt7LLuY8jH/B3Q61VvyN/+n9Ti5DvnwvcWusm/8P2qS011WF0YfuOfcxUsHDSC0V+X92oed8vye0gdHcSbQR+z+Rhc/7jzndnSCLnn1EQdFfNiub/eVHf6U97IVkP7BxqGgq9L1IlGDP2afs31ETx46l9QV7Efu8kZfVyps4ON0FLtEoUofrF/Upw9oSRR0j6LBPuTRyx1O9Q9j1/5ceZH4mB2Nu5cJ/vtYncx0jQAEAqw0HAe/fciZPSnuqIxQ+GD9lb0iDyYHUX5cvVA6are7mQQufcx+p8pPUd//M3qJufAfeDFngcqooxtZTB+rwxudUyHYH3aCM0Cb6W6mAu4/WI9z0u4+Vg+5V85HW6rnXBkYo5gI2ORD7sfzrR5+VtknH6ujcbc2Ml0+Vi83OucsHwmo6EMu3YuN3nHEZowr/yH7vNFHDGX6YB1MZSF/zBnc7iBnUG5nt32gPud00Vk6M0xQ/ZizvNG7Ky9JLvxYPU33TJV8ueQySR+qn9m+CcTCsz+ou/Bmo3cnD84HC1BNdRQ7R3WNA8P3P+iZc6MKbstOSvh7mfjxMbuc7WMGARJxFa0P7GPZALxMdTdOT/+g/Y7791H79f+T927ddR1HkvBf8fsskHW/4E2WL5+/kXq0RLX9fAAcSGiDBBsAZWt+/WREZO1zQJG053G2uteSifvO2lVZmZGRkRRM3OVbg2Vvjsd3v/9lvwfz1/ZRAOIP6ILapb2beS75tE8rZdy5lMXODHyp0sHO+F1a6LbtsMx0MpDG/XWv7Lk3p5FfJ7773fVuM5jNujPdm/0aembkuZzPvgw9s+w/777hD+7yjX5knCSZrp3E/VsgdH/RYhGA92iwU5ulqrUvA90oSCe8RuMsGZX7MvGFba7HuMvTuRn60sgzsbIXmpX7Mv4zVv5anm2Pb/6LenT8pdABozzE93dXVzsNuD6ycRuTuV9jNxM/qyL3u//xu5x/53/khWKcROKoDydpkiX7t8vl+ryJ7zW/k4zzc03gfdn/OSv1X2jY7vK1L7N/ZeZ+Y/SXJtNOiubvE8l8aa0MFTr/+vfS6Hqijt4+jf+EpTjgf/zn8+Nh1xZvVn5/uLk73H8n/bSdR3nL+M/YzOHsd4/PP93sNL9Z9p8betL3+/pj3fxdrsEX7P2kwOHOF+GTNv+WDH/zkfj+b8NUn+P1epFSd2X5R8ZRvPur8wkqOzH314adxqPvMDynuZ+28OHdp2bG7MruT5v4zTa0ZU/Gnqx6Mb9lTyaeG8ZJdH6Od3hkP2He12us1J5M5PskhXq3lkGJywvwO92nMPVjK//49v3zL7p09mr2mYmPH3aGZP7KSrOQ/4Em5h5jJNp6shC36bf2qd2ZuAzblSz158yTQ3JMGuq9O923n7GTXLC92kzj/vPd9QOnYB5vfJrLXs39taXvFA2vqHhPFn9kmob7vNag1z2xSHxE2sfW+ZDMnRrp1p1NlN2hoWfW4UrSlLgd2nky7vvj+djVHZr60kAfa+gthJzEdaMRtzu8gbYpjp83dzVR7tLsZdyLib97fs9fMvg39Iqf/na8errbm4ztlwx/afAeEasvG/70h4f/eHheQ4p/Ey/+pcW/mmC+a9s/Pa/9N2iyX+zffbi6v7tW8/xvYOt/1uoXc+13uQRnFt4+aLL5WhVB2vu85j9jq8pt79//5Z1GOO/E9o/N+vPhrXOQd2TfZhSykjfXmD+6L98lYPtj43ZUnaCBsAd4n/Lr3e3Sj0w7zc79+Xj4x2GPWi40+0t2/vDL++MeIZNPGn4y1hW3/nTkdPv9NcG8MP/Xxu59p7+0mNbCtf1GzIapbz5cyR7b7Ls/3273r23mAHR0SVqYudvRKi+W4jMWvxQa/Obu7d3zLufSvViLzxsNYvlPx5u9b4ZPLMC55U9f288dHncGsP2rFVhWv9dWeProsvAd4tpMOwNfX6zNv7cAD493e4Og/69WAfbvcAr3/8Ua0Pqf754+HO7VbvYEUv8twBtmU3fv9kYv5eL8C4vfvDu81xd/O4twsvlvh5+Pvx27YS0mIUCpz37829O/92Lzp637Sn14vwkjsZvt2/Ztqxv5p4eH573vXdlIUd+db2DZ+OZ4/Ps35o135ozPTP7Iwnf2w1Q02qOlyzjGXt/dH37Z5XE9sw6e6fHhfo9H9RNW3t3cuJTJN4d3P37Y5xDNt1+2UoWYPz8ej8Cq9mn6Sxsl0Wc38OO5dMV+Zoi61Z8180/2S7AOirjUGr03aEFL8CVL1RWFDqFTArUr4z9hoPdUfHO3mz4Dt/XMsN8/PO9vWM2/MvPN8d4y5B8eHu6vDjvbxm7zCwv5FZet2OV7/rWBu7VvV823L+yTZWih3uft+jkr/+PBz+xusgjZe7Lru7t37zYV7/84/Hz342GHpX1Z/WVbVaj4/vjfH+4eT7rmu1yHT5pKabSHR9zI3+6JpiebP7buzbVlzfd/ePiHx9K7fNGfMZLf+GS/46tnSyZ/Qvy1O6luX4FPmUophT1bCQPf2tf3iwB9ZPDHxu6Qffllu2Gw7e2vH96+Pby72fEGf2nk/zz+cvWAiXW7NtitpByXbN+prWcWIjt+3tvQun/bXv+Gfc7Y+dUqfNLakyD1b2MrfMZe1O127N1k9jLyD48P7796PB52auwy74fD44/HnaHWL4yUgdzMu1Kr/djWMwt3Nebnk3bKwuWcdmyom/jnu9tdv9TNvr+8u797d7Q4c9/v9mMz7cIB+Ldvo93I7x7u73eI6W1mbvYhkvjqaccB08nA57ORa/uOjd98wlR7uK8ffv6NWC5j9+2p3FQ38pe3Vw/3ez7Gm4E/HP/5/KeHx7ccwLVTa1/Y+Lfj1XeHH1cn0E4tfmnkGqj6/vGINkFbiu+PP/7xn+9fPT89kQtiV/QdwxMXUX39+8OT/3unC/RFc8lE/w2ZT3vfCuR7LYLfnsvPX7L0/urD251aC9NeTNPbp5nnJuJco991ZyMkPzL5YysB6dv37RH6Wia/MJGM9F2/YWfdu41/sn9+/dPx+u+7tnmzEkJs+zTRLHMZp12/yT+/MNJxMG8g2KXBL0z8+eHueqcv9i/vaBzDx31q7/yb9n7zcL3Drqdl9rJulzSAZaQbx3byfz7vD/r5vJ17HDD+aaNfWPrt8Xlnhf6PrIWB3/1k34IZir+F1/uxsd8d7m7oq9cM4j2vwcfGPtzvrNi2GWqWufzjzu37HjL6EurapaUn+6QO8efHhw/v9yrB9NL0Lxh89/bunmTbd++O9/vsdttW4aWt9l1PD487pZtuNr+08nm/9fPN4nMbf7h7e0TQudsOiWX1uaFejdunoTLuP9/d/feHI1R6d/1W/U1+bO3jUbogT2rz2wQydr0WnzN6x5Sgz5suo6nGe7z5LdsucYndDLv6l8Yve9fHv7F3/xnzdwrs/9r+p/dQa3j91Yebu52J2snyX5n3+4fnr24gUbHLjS5zP7bxr8fHu9s7geD7N/3cWg3Wfv/w+Ey7d2jwCwtdgOVcpmPH7/qz1vpkaonS+IzxPS7DJ+x01t9vyloOznh9uHr4YG7PnL3/49sdqjd8ydSrB/uD5gAfnnYpXCHTz4y8Ns/3l3c/W9BOJ6h/7tfyT5p7jx/Eh/jHvm1/YerDPWnfV1R03f4NFcQdL8LnjeZEnR8O9hE9wp7X4CNT9/7KT+bC0iNIwW+eD88fnr66vraQRx2355/Z72L8G8b/eHf7jMbc56WJscuF+JWVOyxGfGTpXidkfmQmTcS8QL7dw/Pxx4fHXyjRvFuzP2XtqTzhirC7tf5jS+/MyWvD7/peo+2/tvXxeH33/s6+kZ/+fn20y4LM2UJ80ewnXm/8im6638DO+LzNz4+Hd0+3R6pvPP/gH+x8NT5p84f3Pz7ar+Hn/lP/3vkyfMLif9w9/3TzePgHP/c3/2Dny/BJm68ffGG+ftj7Pnhh6h1BkL/eHb65e/f31385/2i/q/AFo++908Hzo29efLjfFfmi2W8P719/e3i/X+vdQPukOFs3d4fX/+vsg/1a/lmT3x/ublaFm8zy9cF+1+KzJiPB4jzCfUbQL+w+2SqlkFUWhGL/+cc73gb/huH2Q8/2BfzPH+7sw71Nelsr8Ss7H1kn/+rm9ff+j/3ug0+byv/4p/Zu+7mtllA+PtE7/PDw/sN7tafsFlf7rLVPvz/cH95d79j9nUx/YeuGND5tKOuOzX9p7dOHK5m0LsinN2ef2W3pQEvxr43f+2b48gqcQLWzyJEh9A8/fXh7teN1+bzRXKQfTl/e+RE5X4hPmb73A/Il+2n7hx9/PD6hM0Co9JuXH+94eb5suJn51fv3r7+9e3f39u5/H2/+xo/3uxyftvfh8Wj/ffrhcEVFinf7jCiX7b+yVovw58e7m916Sbf9paW73+Znp/m3sbc/afD7wy+Q6Xv99eHx5i/v3n/Yi5zqr+yCTt3Dh5294M3Kl9Y9vLu9e3z7nb64N1NfGOf/w+Hg+7LzzLJvdzSX4SPzaNqbn+7ev7979+POTFxm7XBznpv2ePfjT8+vv7q5AXP92+Pbq+PjXnpLP2Xan+9uvd9qTzZuVn17eHf48fjDw/u7631dlbLz1+ZBzOmrd5brPbrW+q7s/ZV1ezXy8eH2bmd79TvZ9D0++Prh/sPbvcipybwzu5wDvTvrZNc2omd3t8YLy97StTI8+P8f7t59f/zvD8envWQfsvfTJn67fXavxm4WgrZsP3l3/aQG1Tfbx3sMFv6ltd/atz/f/e+Dk5B+G0vxmzQakq37E0//lZmn97kM/u7D1f3d9Z8eHv9xeNyZatYXrH9h9ffHayBND3vj0nzB/pPJT5hao/FTOxzT87F1b56Ph/vnn7592GWPgaz92Eb73J8eHp73Rp5dxm7mWTr14+PxaWc31ZmZy8Dv766u9qZyd2amzLMneb579+N+3+Yy8IeHH3+83/HhdPv+arHGjl2u/XezcMcvEzYeH9cw058hHK+prk+vnp/e4pr96vF40IWLf+1xIf6Fme8f734+XP/y+uv7h6fjnx7vju9udunEPmXnh7vXX/18eD48/vHm7hmKLzux+CO7fn+42ZsqoVl4smpPUythGO0hheLq4Z/7sWtZ9PjgnMX9WLZM+sPj4ccf6Uj2dto+tuzh/c3DP97taOgZbTxZ9Sf7GcS7X51r8+/G0k9Zh2723W3bM6OeKGm1J9NkkX33frhKsEsG7cu1bANsdmfRG3Q7HzC+YW++AxZ+bN2+4hbGLP/x8LyJt+/HtHOrFhD55j2Ey/fC6zAjPzLse3Oce2F2mnU0592PR5fS2JFdm1FQk/r28Pj3nSEuXzby7v37+zVYdz/2nlmFIZUQxtnflfj9x6aJarWnRh2z8swoSH4LStvdu9QcphfG7TWSW1HcTw//QEPl3rL5Ny/s2luQ48HNP+6er3/alV206IfD1X5MMmMo8bM3g1gS3p1X/OHcLCgw3O0rBfxhs+n9/eH6+NPDPX7qu9O/NdTl9mF3b/bfs/fN3y0C2NVFeG73su7H+4erw/3rxQF4ez6h7Pnp8fj+/s4yaJ9J+fT6Ga1Yd+9ujv989dPz2/v7u6vXt4en5+PjzcPb10/Pj3fX+rf97O/+x+/i7/wxf7r/r6eL5/vXz7+8P95b6vMBk9H+6+n+4efj/S8X1z8dHsFs/AUG6Zf/P7zmWJMvG/Z4//D8fHd87f978Y/D01v7+afj9ePx+eLp8OH6+Pp9er8myD0/Ydnsy48/310f//bw+Hf7u/ptXOW5Vtn/zvXDO1u7h9vb9P/6Uv5q5bgQr7kbH+1kPj/xSx+e7+5fHx6Pfzge3//xvz8c7r97fHj/9Oanw/39wz+uHh/+8YQFu7n6aFN+eIc//FewXuwrH+7ub76+t8f5j8Pb4xv7w9eH988fHo//8/jL1cPh8QYX3dECraenp6/e3b0lcvbHd79c3x+/P2rj39w92nMxL1IHxqM9KBsyrg/31z8c//n8zd274/93BI/3q3c3X1uy+Hxrz3hlL+YbOxTf2f8+PF7b77u15/778ZcnnzCnJkB7EMgK3zuXn2cJWsLPP5EPaxvEPvv24eHqv+wp7C1+sIv57XfH4+P7gwVSbw63h8e7hYjd/XzkBNLj4+3DW4jSLfraT+Yt/uMDOmcfMX3Yvu/ptc8h/vYAKU+4ECAWP0Dh1HbSw/39Nw/Xf+dz2ta8eeIUqId35ij++LPZ/out2ts/3dlyS/Hyh59sSZ7xH6zx4+H9nx7sSe/eYnlsMz2+s9X/+e7p7uru/u75l9c/Hp//1+3t0/H5hwcoYBzuFOr+9PXBot1fOYzXz/ZbxGB6BYd39WCPaCv8ZJ79SZ7Om5+wZGI/8Yw9nbm9p+v3tgug6s3m6adtRC3VmZxxfdZI9fBoHhKPbif0q/fvvzn88vDhWUgHFuq7x+PPfzi+f/rLO/OMP+MB5Evf3P347nD/E6RQ+aUnrdv/usI5P9qmPd3P9uO2sw72DjSd4y832PA/Hd7ZM//x8fHh8XxfmBu3NyolnL/yoZ4/vH9z7jtevf4XC/wKEiRPv7y7XgutH7NN9Z8w8/Xh/vhP++M4ssefbc3vjz8+Ht5ePD+H8Cq+iuFVepXCq/zKPqyvQkwhhKubMUqo1/0Ye4+hHkNo9Xq0mupMrYfbY8g1hJn7vK23x+P1TT7etjEPIdabdmy3Pd/2Nm7jcdq3xqvD7dXt1XU8luOVfZjnTShXV7mXXGK6KvH2duTran+ipVrGVb69ObR6vL29vg6jlXJ7OB7SIcab65B7rGH0EK+v2s1tvr7ttV3X2x6uDnXG41W4ruMYb2+uZg/hOoRxc9WOx5ZvDrf52I4zXJerNsJhjHhzCFep1KvrYL83XfUcb6uZUO1f1SzM/ar1WdPtmPaDN8XW4LZcXdvDpFBbG8ebEcZ1uL3pV+HKPttnublpI4YR46tg6xhtXe0/Ff/p9rH9/6v5qrRo63sZ24WZni5yi5cpXqTRL2puFynMi5RyugwXscV6kTO+L5eL2me7iLHmyxQuci2XcVzkWS+j/WwYxf6TU70orfEztV/at0b7ePAbK35o5nTRQwkXpUz9/nlRa7Lfan+jt4tsfztnfKXgd5QcerZP1F4v4kx95hD7RWrjImV7yDrLrMN+eoQL/CnbCfbdofViT1Nyvyhp2P9W+50129+MtrR4oFrs2yYMqvZz9i2ppjLtAWyp8WwNvxTfZO/9oqZm/26zj2p/pdnzx3LR7JOt9IuR5kVrtir2m+2VZFvNXvtFn93+Ydu3X8xmv2vaIyR7Hlt/vAJbmIsSIv7HbLAfTpcx5IuY/BPVDL4YxdY52UPbOndbA1udGHrlWuJhhy1Cafoaf0fGgtsHyV5jwisca4XttQR7YHtl46KFeWkG5I4/ZbbXoNU2s8Ow91BSubDDke3nC1b+wh6q54LX07nqGQtu327rHPEq7Dtys/W0VY8VP2OHwz5vj1uqHRO8B3tie494ATNp4XOpfN/VDLUNb2/A3mTHK7Bt1OMFFq1me/eVr6nZczR7hjbxDmxtW+hRb8De1bCVGfZoWZurXozQLrqt0RjYLPFidNsPMdjfsRW0tQr2DlLg0nXu/4HtU+OYN8cUDldzhKp10f60A2ALeAm7Mx7xMiZ7Su5c+xgvAR8P/DZbLpykaia0fjpB+CtD7yNhixbYY3ZObOU4cfzwu7IdFVs8bOVQ7D3GhN9oFsRmS5xCysP+XYN9pbaCv2NG45fawUyplWm/Ldh7ynbWbEmw+LYRGp5Lr8w+so1nX7eXbb/ZjiNOTMdbsxdgK1EC3hv2lJ2hiF/QbC/Z5wvfn5kVu50BO1Q4JhULgw2bGrbNwLk252zfZGcn6Z3VPvCWmp3gmk+HB3vYlsjeoj2CPVvDiTEjhz1+t/eKHYnXNnGGMnamGRdxlHGObFlDDlr3CHdT8H7MwoJXmbGKWHNbPuzMEvH3Ls0Ce1q5K/uzFX7KTkWxbVMDvifojSX89aHvM1M7vm5b2zaqHR08wPql3fdIwFEK+PZsPwBHZW8w2va3NzTz9BcU7ZrAQbBPrreDpR21JBiG15OmnaEY9ezD3lLG6oSKFwbvaHuNBwoOrYQyaVGyVbB9YJ83D2UOreB94BDrbWBnNVtVWIJNU+0GbfZGsOmbvUL7FXhj9n7sKsSn7OWkbgvdR6NdeDd+nrAxqp34YSdiRjq3YG/IXFewvzgjvFy9oI8rgVu54CXAzWRuefm8aXbjQNnf7jFrzXG2zGlP+AP7M01uL3XcR1XfgvvD7xb+Elu1Tndol6W9i3GJ5bR7xb/DFtH2Mra8LhQ7y9j7MdiSpGg3wsSz2eOWojMQbZMkvM+Bf9I/ZjxCjvau7E3a+7KfyLj7cNwqdx3ek9nVYLn9GjuEkU7Q/OEoWA2cKHt9WLqiA2nvruCIj4a3Fsyn2VGxHWgLb3+6wsnC7WGb4PW1YAcLZwpntcaO92ZnZ+BAYQ/KSfK4ZXrC2AKW+mKa/8Q2s1uSt1IxL2N7026WeTFxfdg+1juLemfm87D3daJSHXI5doThBUvjb7Mf6YmvNvKd6QRgUw8EBLYeAQtQccGYy63+wpPeHVe84WnaxZj9Ekd60LHiMeal/FTxmwt+Dt4Pf8r+sv2gXVRmSDRvxa1hp7LiTdi9X/yU5dj9dKXKHQJPUPSqEEckvmvuNduRuGjzYJiA20evJeEfPEN4ObVF3VPFLnT4RluJwigBsYTtM70Juw9s1eFPMg7MaPRiuEDt9sHutaeZHVbaTWPOren+SViBqP2N5Yk9409XvNSsu17Xjl0ItsDunurE/b7WE6/K1xDXy/QzAf/i65gQW0RcvQWOISdfvQr/gnUwZ2gnz1y7Pc7AmUu4Oe1JuwVqWkl7E7aU0YzOcOt2QeBV8HIvXDwLWwN8Ds5F4hVRcNlV7oZW4Jl6wFLyuudtXwtWLuDabvJIo5eq693WwUIK3De2hnXCK+FGt+2AJbJQ7aJjL9tj22G2a3Harxn2twbCGPOdE78ap8AOhz28baYglx4veedvXn1olSzaqoq26LLaJd7Vdgvwej9b1ELnhi2OdUtwKc2OO9YzIH4qy6NUxEjmdiOe1jxJRuyKa8yuVzgbRtLY47iIi1yFbabOIK/S23R5cYTqxVw8Vsb+l5ut8IHsJrb4LuoGtm+wn0P4ZGuPBbRv6QFu3m7TznAoFK6dxXoBTouHJcIWBsFwkbbvp2UR9hpu58FcU7ctaK95nUv4+MFF4U9FXIu2mNhb9nYtQzvtzMKv4RxUHJZOf1yvjteW7I7arg795lCRMuAWscggYxfitzFO6vhpC3UZ2UbmJvpbdlBrN/82sW62wf3B7NkTLmI4hAIPhONjwajCWXvejHi14RbOcDmDLgHHDnt7c+gIh3Azw5/bn1+JBD0EwqCEXANZA8K6gvzIdv9aArhsBKcVa2y3jDsIvADbtwn3LDzg4P9auIakxm5U2/W2yYetD/Z0ntjRdJLmvxm+WpQ0A623LWzfbodMuxPOFzeTBUh58HzLfyNAHQh3W/EXxFXqvFinghj4UnsoW2Bs3YadjyyH0RC2CmJTOh+E63bc6KqiQijmZGbUKQLF780MeLCnGG7a0U+MRcxKexe2EaKCGvO6FcEznjlYkGibAO8af9+ey+7mYmkQfPCwX8HtY1EB8gmLevEm8GMeblpAjIizIFewS6IFBBBdi26Jmd1M2/W4UgbEnnCBbaYVfCJpaDgV2U7RQHSDO9KSaZgcgu0p2+r2nmzf2QYwjxmHechp17R9qcO9hookmMsSWvOUYMJy5EzmYpPFMLa9ik585+acyJ4SHAayWQTc8AGJrpV+/AI/BQ+H8wNHaId9mlUXdKF4hbZaFbdmRJJWR2Agj0Nv1puN9tuAqNieq7z7EfzY8pQuv3hsN8eWr1u5ylfzEMfhFi/41QB8EJirJoSds0VuksRcxV7+MMeJ1bQ8VTkOwnLzwXZNpUk7IrefuQvuIbzEEbGzLBLQRvTrH3frlMvAhlTg6JGaLZ09fMVmMZcgR2yvSAuNfZTlKm31cB6RAlQuqO0PrmcYuKw6728AENxeEUBA5tFHnl+00+wNIRCTS+X9BJ8ZJ/aZfQl7sjMaQB7N/YXI2/IVvGzbNB03GcIb+/qAg+3wJwiUh71K7IpI50qPhbM95XMTIAI4CQtSAbDY8gcdyOgJx8okkUArk7Pryp4TMRW8FCIN5o52zWDtGRDb/p5N55fZCv0nv8mcj8W0SFQVEhdcXHnCX9v5y7itkCE1nmf69ILnCPZ7kEr2yfAQpxnfkotSWtvD9g4QVY0CqMguNhxqeE9e+lhRRggWU9KBVoS/DgCUyeyf6At2LM+9bf4O4AnxMdACj3nNdQDHYIaC/VHsDXVbmWFr0bvn/fZL4NpsO074VKSQFYHkQCoWGEHZvjKnH9O22Cv7Q4TL+J9xr5lJKMa2GBPLwIiGidhZjMuHDIrJhl9e8Can/Y1wj3sbATdWepziMXOLCAZ08xTePEj4WuFN5X4kK2DA/YVbHp4VYVjmI5nvsTsPeQaTxL5dVgjIbLGb7VTCFdjTfFiCOtjsdLy2uJUeNSJcC/aeK7xqodvEctk1Zk4FSAwQLjgiO0X2IpAS2Fdwyw37q71z1zRsfUQaFpZWu8qw/yc9TkIwwUyj+r1tHqWU7KFWIqLi+50oItZt+uZeKT2it4FNPV9EYzpA5tMZ3vgNZdc/Uq8MH2grB0+dCazhjWKTAhmsibc8otmKxbM/AagQGXEhNGbLVBmvNsZYDa6jaSUbI5t1qyN8ztiQnWAQbvYZK3fgQL48GDYW7cIL+DTbQ/bkwU5tmRYV2U/Yus9rBwgdNBBwlLgc+KMFOGzDBQGEbMDZEOHIjnDAPUSly6HyG7vCAniQckFwoeF6x07BTWS/hN4aqYWHU7jrEV8hCYyxR17nhW4YlljsYF+cgjmAHNs1hmApEJuccsLNc2bGTAkZT5n0z1zYjLsK+LJDEkCmFPNG3TOJOS9TiFF5STMWa3AXrTK2r8CdsF8bcadMjCMwZCDGQZtHRPBVZsfGAHKBHJgO2DZEDZ6mLrTI4pzIh6mAd+3lzVOiO8vC8ewsXWKXYJkzcslT2LsuvE5gCQEs3ILjRxtqZOFHwerqtSAIMGcAFCEzKTMH1hE9dF5riYks0wSAtEiHkX0JDmpTjpWpQiFCh+dTFFuxasDUhHVPvnCCi0y2LWayu4AGIYJqTMC4WnbcHQeC48wALINOO/bKqHrNucIbzWnXf2AeqhsJOAL37MAdO9Ml4SSPIU4IQcFnzFngOyt3cNdyRrvZK4GVfomFGfhttgC+veE+6BRmRsYfib/B/wG1AFSA5wcAYx4Vl0sEDklXCuAHkQqul1zoBQLvJ+AqPPeAmC14wIPZbiX+WwX2V0Sd5vuwwgPYC4DPiiVqlYia/aWBbAvuoCW4g5EIVESBMhaVXOBJuAkrXAJQAYaaDWdkNsb6SF2A3doLBWptjgTpK4Kihke24PPSXlNfkQFtz4I+7ZwRWkbcAlyO6yWsy/y2JQE0M/kiw90TfOnMfysygQxoYAsbEm7ZgOiCsQezaVtO4F9YaGSx2fc9ISpzFnDJE24OMajFuQnxl20EZIKEEpD1omIDfBtnHQWEwQvMdkUTBG0OdyIw6IKfCGcyK7hgeWfCcSO+rVH1A7hjvhvzbpVgq914AVAiwn2GsYAUemLQkPSKLL8KDBKQSlakWhcA1YfgrRD5MpjGXEzuV5bA7P9GuLRFHs1fADZ1Boyf9XyXOKF2QXU6ZHzQeZ8URogeMOA7O6sxDQAOM5kMJ8FwGj4TAcjY3AWvsUikuVXC2xaSYeEtSEtEKu0kJmagxIeVnHqWZVGaozOo7hSuIdArPCKuN7vdBBzDHcE3M12qxGRw+zOZmqqJEXDFOtp7si1qrqF6uStj6w/c/OYkkLzaruH25q1TtMioV4W4nO9U+MXEs/POy0PFlgQnQOvN0SLyyowGShheOgP+yZjMIuscKzc57hZdm56PdtzevI4GcCl4+6E0xvwp1tx+BKECcn2GU4GpGOMQOAVisgyRLACyGycAfkCNKglTT3j7SAMEYDEtsG9qQKoCMs+OGw5gS2RlauA6s9UKvIRwddr5VY5p0ai9ZDsPFsLZ37W0NIVhgSwSE3vtreVhUePIqJhMwU78vY3RWtHdg3unM81sHYZXXPVeYiCaijOXVxKO4qBC9sZSDKqmABIa40fCWURFcf1YFtaVfjbkU/BUwqQarg74WyxG5YlE/oTTn7MwavhJOEc/fr4WFhIiRrddhvrqBUt5gZUeuDzU1o/Xx3F7PNzUQx9HOz63V7Efrm9vUPUO5YBMXKXshN9sryM47sW0BSm0/SIvRQxU7C7hNqKjffAvFjZxA9gTpap6Kvxybvw8/MPoOoOsA87LjCqq/cGyhZ4ZJykiZ7U8qDBKzYyNKn1/ZRxqgTKuaZzl5glWiIQVp71thGV2MbEMhPNryRciaESgiCMQF2E7Yvt3ZlNwOgjvAbtyJ+AVduT9eAMJlTfcMTWts91Yd29wMvilKGuPwVh/yj3igHdBq1t21SxpzXhXKt1ZZpVtA9vBmgg5I5KtbsHDqEK2gScw35mIhlO8zCpGDwtcC34y+2J3HF1UDDzCTUyiMmslxNwqfXDTm7MVHVXhKxyUbXnRCuKqY2cxF4q9HC+lCOC8DAyzkMWzvO2+jYAVIwMk7hlmwFUSpGGwal+NW467Miy8GVyRTJuw9hNXGPyhuYWhhJX7znLRrNqN3WUB5Tmis0SxUHBr+B3AqQnPNAtmgFNF4t04M4PJAdBtYLfmf3XT2JWO+q6q2Gn6FWW/PwnZtqwVoYEyKdV8eflnFMMaQZgKz12wtVHyQ57fkUSscifvFC555RYEGlqD8wHsYA2GVURQmRNksTEya8l0mwPXC+D1XoOHgfFUPwZChadQ9WVUUgQIAHg1dKF69CpdS9YCs6vO4B8gypyCBRhGdSwLysR11bW20AlhSGjIaWzH5rBdusyiCH5csF4LZ0DeCLGpsuAn1B2JafF6Eh7NG7QGXdrBQ1F8lZXY00Vt16zFlIiKIqs/QKTyoENg2R5Ra8qeUOB6tV2IOhThlZh9D+L+A61CrJYiZ71KinWVFEFhUsoEUAsBFqvBuNszz77OPRDdEXn6O520ioiMmHSbwWcz1h9cBwT8CH9U50VlCuuMGE6ZtugsqYQtIEdKbfewFjd3ZtSZsTuLuSUyBNKqYieo3I4I1A8z6lHYf1vdL4OKg4Ifto8q6o2POHF4s34RsAYRenJz2KlGlvQqQ57EIj6jRlKYLDj0pQHktCA+5DC89en/EPs0kk0qYsYL1CQQLxLxhuvKBDf4cIXYBkKrVMlJyEjNLRo6hJTGTbk91FKOFacO/rY7YQp8BQRpCnEsLyPjye7SMRcohPfINfUds5CVQXQf2ByL4oihZ+Ep5ZVeQIbRNrELw4kbxDJW3kUXWaOqmrjUgGwCdatBFSNeCoOZYCFw3MCSAbjGVbCAAyi5KnFjIW4BkOZUtZO5jF5TAkegMGw2l3LZCX96jTkTK7Y72K+jFKufPwWAKD9WoJw4b8SG/OzhyzB1kBXCjeSBIGqbrNih9haA/gTW0+JW5p3EMAkWT/oBu11ZH8ZrtSzUwgzbRtORtMwEBPBMYMWyejHCbtbGoDARiCJVZCXRLbOiCUZdZFCInTQUCeF+RqzSWaXAxmoIVkNmWU4XQ8eRtHdqsXJXnm0JlcCZCIJA4RIm5oRkK/CsRSUgAkUyyzxY2VUvrl7atI0Dl4yDRnhuc1sIW81jil+DtUOk2EjpQnqDG7Z74awSy6mMVuBbeAKbMrjh1WGQ/hpKiqkMrCpAO2TVRbUcBSZAGIWw18BSlHDHospZwW1JEgQgX4QtiPQK4JyGw2c7C1SUulwUkHRlHY03gJYJ6UTnlkaS5vUnfpyRnCUiOInugygOwFGPKRpWvyEvvOQFNsXdwxfBUYviphS+mMyEFqVuQKsxC79kgAf4zjkIrWwFMP4qkEKQYiJ8UHER1VxlaHQXBXG9gFm7CoH5A1EBSjOAzoaeeSvjburYiJWFB1YPmXwlsTYtRgy0LJ4hrZZiozbBTKxulT673wTc6EStMBdUoBhYUercHtMLrGI8ZewBMjIY7BYWdBsPHhyMaJ5VqQQAV2TydNrDMUBiRsDsTuA1STZgLxLLQ4SA2MGuhZQZyGZsJHiwuQ7TIEMNJY4EsAeBCtPT4XxAlMjHdCCLGT8PmG2kWVmRmchLLXSYuK5Z5ITfYn6GyA58BUTmqInZGYpIe+33wWVNsvMC6iosY2shFGTi8gSguAWaIK1EVn6AqQKIGkiobP0j/BbiSWcTICRKLJhk+h5GYQGLMunMiNEUpWWAGrE3sFUQB9B7E5kFH9V2GfYUQ7oA/yzyacadU3A7IzJCUNiIUw6WP6YQO0Jt7XQxFySpiXdz1NFHxgIH4mTdIUxi4PXTahJZyCHB+wettxGDLwSBZ1MtiDhmFrcG3tKS8ES0x0E4oj3mT0G/jF6vQNxslxncKKht9gBiO4B0gloci9PABEFgG5GgG1iESI9t4006BrMjCKgBRlMizgrelf07Lc4gym50lgjiGPCAJpKTA7+bIy3inDDbGPK5CIHhqAerlqy08/InaGIpouprdvXX5K8aG4hETUQ024kw916ZF8KPilGhhem4aIABJJZGCJ2yUJl7c9YsSJitksfVGUPFwOsTEI5gLsSekWGKGZ0FKMJ1DqyQR8aEs4qqCRaWDn4IgG8mUY8W3Y6xsTnuqoQYB/nCwZCJwmEpJL+SVA10KbMmmxCoINxd1IrI8KRsCRcWqSWVZAOgF6BXYOfZe8+kFJEOTuYcrlBU0+CGkZKARSfaIzdGD5bkAqoBKpdFKEJhd5J/zXoNInj6BHuZ5p8vWRCLl8zbuF2myt/BD0wZ4sWjDFMbvm8K9R+8h/Ed81RhQcQ3iLYSYtSesFUbRZhBxyFBBI6zInI+goHGA9Wdt4JaMnNgRIFkvte4RX+sWzGM4eViv5Z+llQ2sq8GoxVcrIOpAGE+xTO4bnqZIPyOiNQUwS7wvcjMNDHHDJHXqqiVINY58VNVEqX15w4lz1MYstVbTkcnLyAlAroUoocrRV6mktoDeGsCIOCqr5I4dg+eqOD2syMDr5LFZ+beSUSswAnA9Qxks6DKjzwIUW/CWjo8UhCHEc6rqvNH4VaNXLXRV1UPVIStjmd+202PJ2t7vlQervRKUVhWcNrXPYuThGOJxA+UKWANpDfYizNviTyb5DGU1XVlsJIp6BznCrwXXaKZDS0gNQ5xaRBIA8RcxDuiHwXBRuTBKyiVeczKexQ0mKQyJkL3QsoSvBTWB/g4GC88IRb0MMgqvNnNdbTokYWSOXl9JAleXeNC0I9XetckILxoGegRcJm14Y6G9Ei4L9zejGPLy+JkIAQJV57kodGFEHBO7NGRXzNSxg1DAhg5vUiaGJk0dTzQAQdgm1NY0GC1DUkVsoE2SI7HZrKlY9yKQ65uBrK8xF9olQ0BpE6QRGfOB5upwlM5Hb6yfWH44Ury2bbYyLUmQg782Ox0OxMxnxlJF4noRNxdOBCzbMbcHTYXVaFk3QSM+2FmdRYoGQxeBRaAjqjD+aLap/gppaBxQR91XVvI4ytvaR29VMWIbnDePH4R4Qluu7ygy7iAS7KaQlmpKE6aziLgSkSLFdhZnIhqyPlnBa7wp5yWzmQBtC2mpM6j61k8LlKMMsp/oEOJXYtF6xEVBN0/L7ciDiIhnUU7CEN3PjsSEi8F9GNwHbIzuC69EM4im3iWIN151YvdAN07MrIoBwXsiIRXCVCUxKMqZvRi+uNYov0C9fJU/CeJ6wDGAVnhlLcjayKAju3oxI3aHdot4s1VgQaN7QYFTXIXVUySgGCwiHnJVKEM+8Nli4jJkalYPcQsGSA0Mmw8OPaP0y9wf0U1fXEz4Bjb+st/EdoBuIjdRV8tx+78dQBxHX43gg2j+IjNZ8MDBdQluMLJw0uEZ4gaQPxCjUEwCIh/iPjFSkI1hidWF6Gost7bgsot64nBD64tLVi1wstwNYTi8LlI3AiW4UkzsVzR6pIaKGjCRFAIQilIVJVIeSZmFsjnXM0SsBO4mVZVvA+ge8jgYxHVgyi6iF90m3P4upNZaUuNKr6FNmOChGOZSbazbwc+Msmz7b7AIeRXoLnqZBOb6tyxKPnUrrUhBT5xbSIgZpSCkLnHLWHHVsT6xEqyQeEtAWhUkTi5QzixW+LR+xTJQ6sUwSwjxMbuk0jMCBkHSbZgAKLMpUMRyDjM16Xc5nFM/RYpDLosr+zFxsMs18dyOBwsarSEs7B3kX1yyjZReFAxuyLqbo1nuV969wdBfXyh+rZKACYQLzevTk/xU7K3c+ThhCDuVbxg5PUIPZOYKUULI9pAWQeS9cLBun9mMNHbPF0Cul0jXXurJ/JvY48GO6EueMckQau9I1cnjMVkHb0NMZzlXw2QRRHRYuP2nCh9qvdn9qNtAZa3DJBvkFf6btsHMUYAIK0EnpQaZLLmxJixItSA1499+hIl7iA4yqItd748LEjRcBY9Vs7uzZNlKnMDvuitfSCMwbMT6RlqvlSAtegmjagNzguAsRFRboJnGoHpOBL2waLyICO6pC3kUguFmkwVbyDIJ/2BkZWKctgY2XuMLHknpSQNbCFgO1mk2opD0E+4GKKMiFghAxsAcRK3SSU5issC8KezEh/UvxgbK7GA5Vg5zspwClk+uTIfnFxFrEIkjSuwQQdhflLzCZ6f3AbynTubuhh8wfUheiPDtzDNQ/UZ7DPzGZU02sXciRXYm33YxU6bDtYGwUd0/eCgoj3SmSdcYXA8zFmQq4YtWbyAMpkYk3tOIo9QakXxjeBa9pI8qY3trBkFwNogZw3M0gF0dOZTDXXdsYWFm6zLIBH7igxza1XoAQTQ+7IqWawBCfxKA4hcqhwaxO8pg9dqZUhcVaphfwoikKrkEVs1sb0Rm5fcEbb7gtdNWu9Uesg6wGDpFp6Y1bqwoKWswsBEiDdRXSBnGKGxhYAkOydW25qzoCrJZFwy5FOgk2HNcIt2FrGIxI4TeHnakkV4TFLNACg/qpUb/AZMCaU5Jpa8GAt7oNimRqZZJNQ9GagUJkxgIq2Oac8VcTqC2ncWz2aqjTCqUsCoMDF5QZrAU9UIZmeSH4iuhbnqxrz36FYyb4Kieom9ZhSKLUq/JCKyRbBs+jgRmLtqk2Uo7GCxt+fVMotCXMwnnjherqcA7v1tJSygiIKxgc6oysDlmYVwRvfAIToxNAuXBOUOkFzU/sG50AqY8/cTLIozS8Crcw9/n40HrbEiXz23RpNCh++fXlLhOWWQlIRPVaVb5ERE9FpWccTMRTPcBQI+pwA8FgMUXU0GvwU0vLVmNa40gek4I5RL4B2rHc/uT4f54jmlQS0ugZSzHBzDcmy3l8VIJqqX1FqMP8NG58SsFNlTwmL7lgq4DXMTZwGdCrpHkW8i8mAFvahtdRWh7GpFOMkOE2ESotlGxIFqEiets6tkPlp3cCIRyjWPPUA8mtiI05u/s7myrRNsXZkxCsxK4uylmFYRGHHZVm+qp3Y6L50ACjUHi1gvs5W/wGpE1hFJDRdrZtZGE7f9KQGAn1K1ih2HsTI6w3tL5NGDkWSpEavz5CVq5+G9DDZfozqQPN8ETcVhPyBdIEAl9vGIqkVqcqMkwgDFAysySGttQoQVjczWtaU6zsbwink820zJNxPaPgQJOm+Ty7XKdL6PGkUNgMugizwzAsbdRKIS6oMRHVxsPE8stZCwVZBtWDgyRNUiCwlOiBEHb0pCohOYJLAHbASkSOIIs4hocVtTdyGjDYbuBLeigzns9wEjgyT2yF4t30uRm2koOONVDmAMqQlKqkC4yjyHOQAZSBvB6QKOGo+o89VAdquDSDv3NG/hhRXjLhxOJnD8cG5JEQnXc+tgY7Tdtx4NNot2tpWTsoTkHxuPC0eK1yQmWB1iT83bAirPIPumcEx57qZ4kySsoErXmhJtcBDQtgaEHY4ILxcxyQh+1Cb6B3GRJzmnST5uZRseN0EwI20PWs6J9hd0/wLYs0UYlnG0PpAXdN5lfv/bcce2mehNIRyIkjdyWfWYZdf/gPsj/thIawPIm3geAReSOQEvgtBHQCgJpciY4fXrilUR2U6yfUf18koV+aYgrJ/iSyPAKkTDKr8zksKkbiyGX43kYvTe0kdx7YraWB2WKQjao4iSk91BCaBaUzwOwikiFV6OIKfagtk+RX+E+lBY2AVtgVdK1tETgsxWHudPlkl20SQ1i7kCcfrVNRHVj7JFZGWe8EeItxTVHQEnMWcbQw2MmZ3UrJAoxS5qkc7Dj2Xwmh09lBPQsUoMYxvRaAvHg+PO7dT7G1jPg7/iQpKoC6CiMcUmZZ/k6YA9pdYqoj0MJpgTWXRP6hn0OyJ6drt76bOws5DMimhtnkhAYvtsMLwFYHPdcnjbOGlA/PDQ008VaV3ovjmVckEfj0i6y0qXGVv2BR/gYwt0o2imnQR7MAMq4oc5zuJJVF6hqzCcVEeuEAizZIFDW+XELyp5AS/M81ORW3YFEtH8m0eRQ1FkP4WcKKNPdXxmYVuB91cW54Hpht17q7ow9D5Zgah84SovsLTAwkLSTmCzxKrFYAmjAHU0zWVnyheSKBPQd8DhPEVwLBCcaFWtBiCnwjuTJCF0z6+pEtTODY7CFD0e5JIGoSGGzuks3SjeHQtugPJmZsukq8M4IsSu41HVa7wEK04R5waUAow+rb/49r5fAtu46KosjicJmujoYPCv6LspV2I5dLUdYBVnd96bnQpumKKCXiQM06e6uomiJXK1scINIEtXjzGpI9BKmWIjddwaaAem+FCiSBAL96AokLkFp1TCamfJSOhYrokuJECPsFFCvKMaLOEpdRuR/CcpHqx6A/1UfzwjvO5t7c6OJp9gIcDL7w4ZxEt7OKJZSZdJzstS66WUW7zBYnTmF4knhsXcpL4+NDoWEVDtBoxVOhaNIkhJzaiecemgnARcikcu6jBhfwuuoNDWAuBOc/UESHtk9i+gLgcryfVH4aWXIp4DuzjIK+mD+J74vF7wVk0zoAWatQ3xZArTC7oPuM3pPAfWadiXM506yg7ISfKoGsyQgBbk70LAFeHqPLTl1HH/KF6Jy+pRVesEtMIDUwMlvYr6HQWRq6mxbHUsrQiyNFBG4epWkYakWrUnJc/UXVlDRUwCV0zeQxEMgrAKAUnZCGv57JquJA7Ri0R1MPbIKmZAFFTVfTkvVE93okN4oThUQAOpzOpJnIvsBBG8hGwCjj/BvQBgYXJamKUmOlpohvg1cVa1zKtGVUWyOSuID3IvFDhML+lhz3l5JQt7l8oHlD9YabmgihPbvroDubQIPawAqki1pTskisrNi/gnSouDsBQhemRcbNZNReIRWLzI6lb1fF7IJSvi2XmQk0SRpbiFnAuLN73Skj2GwSp5BMMUOgBq790dC2FdkcUgosHN49wi8Y5zdYR26V7xzI2hPTcvzZUNMPRn2a7hvvIERruBRVd11De0GKr8iSI0ItFSnLCkXH1JVw2P7JgWeHekk7NTX1cS806mULiKyNdqQTAPYDEU/3tfnZtn+OyA25sbFvYinOiJx6kEuRzQNm/7YdbDVTxQcE/0idMVRQSbkaI6wpwogEJEnuwZJMkYRK1TDLPU8XCT0BnBHyuJGpNsoxxRhsIFUMiDm5n1bbUUla31La3WIDOfVN2gBsBMIINIz0DgDf/fAuiuNQHlqaALNNZAijgCgXoKYQtleMLUSWCZAndMXARtNmIrlQ6NGgjo0DWXh6q75QPDggpLtQRvsaMiJe80HQk4B4RWutf02EgmvY8kLYVevJcMJ6GgDJ6pgKe+/xCJOpAlseQnJnQCWM7OdmaJ8uACSmKadaetV3FjK5sjGJz6nRzsdU60MCC8B1aTwBvpjKeojxUjnQU6P8yT1dtyfXO8vu1XNzPd3ozrG7vIQ1xkifOtsZLs7lczmQm48UDuG9ppOlr1/KrGMiEIBaTPwAQ5Y/MGXcn6eN9mH9TpKVWERDI9nXOTSTlBWh5Fga0rXVLWipQA9TDUYRnUg1MqvhkbRrq6pnrzyATnKfKa8mbHKpkZXNqV1QmLsprwqxYTO+fzpd4cdptkeVqjl0E2bftqKfR0dta+8DHeN8Le5eQuNpOuQZieAT715BqbGWAtVWCi1F9aKd4c3jwLcNdSnEOsWJ90kqamWhR+zOAgeZ3KZiFLbxmwMERjDw0Eilhjxp4a1HEDqUQOMV6uAGR6FX+6YNj5GnTpoF0sqUoX21jhG39sUpjDxQQH7wtKudlTjswsJaJYh4fgnc7qTfbWTPZxBLUQplPkYmdpslNkamUmDjmoI+DHUh9LMm84K9Arw19CCIbeJrVvCBjGm0Onl4cr4EO0HNatiXAUmJYfBbVRM5rHW21aqL7dy7hkT/J8JykA3kHVQzXcrqFI/wcsGZYALddk4E0wr3sDh7eog8bE0w5eOGGn6hsA/NQs/Ij5LePXTqCN7nN4o1sWJkymbp9kyNgyRTUNIDqho0RLZmYIEknrCoy00BFxmVECa3af2LtXWQrMPn6uXgqluGyUv2rRPMr17Tz0etvsv9oCBLpO8azoM42OSLRv0BnRw1tOJ6RIYGRQEm2l/VHia4U40nQIbpJYNuZilUUBvBTwIwVOMABIYzUt7U5QFrxFUkzmoTY7Zk6Ew5n4LtUEdpwwrneCYvSd3Kr38wFtiemU3Y/iOe5qybWTuzrHI7cKwi6JQwbJIgR5hMI/M0G5suwbeQw4VmPF7+Lp5rKRrbqK4aqV0zF2BnRho2rwQi5kNZO1Sg0VxCtocaS+xkVTAw7Qx8xOsF5JtINYSffmLtEziWFTIC8DOGhN1B/w/QubZZf+aHnJ1lQVBcSTY6o3N5B5ycdr3rACDOblagiZfRPdRf/D9OuDJSVGYq7Ai5yFEmF8IFwq/ID4Z/d2nJm8ddQTHvx+u2kZ36Pfri42YiEHujtDzdtTAnl57LRXuGaHFvy7rFQRQbBtnnaiAlG4CfAB6ZEBSftpG1G5yBvs4boSRXAB49oZvsQGDHnDtwfqktOiURY/mAGh34wxJkqZZRPVNQeLVtazKoHEVyikh2yHzOeQvUxSxDSY3kdIng/o8gBOWFZbcDX8SlWbEkrjaNHrSZthUkRqdaQjy0tUSGpj00GlR2bCy+Z6kA+ja7AVV6ISIKVWfzY6QDcIV5fdoPgay0B2ulduwsY1Nq3Vygak3JfoA51DYqJfdNiY90XSAfpqlpmumUBmXzjrKp+swE+Iizq9tC94TyUIdgh6ftFmEJFLsFdnTx8ug9Qd5hHCM4lysqrvmohFBC4EBwkxJNUM8PB5UDTJ21kI1UxKHIY6hXShviwOCE8wq1gUnqsqhtInL2ALB9hO9RAJj5+GRCGCBvZFdR5hi36ZZrrWShETDZ2CrLVbuEqRa4geDItmbO9DtAd9eQE0+u6tmWACMRSQeCkIry52wzgO2SDEFrHjBx3llPwaauyzSI+NLQUFgTd1nHhei2oMtgQDwR1UTIlYdK/cSamICX5U6F8VQaMPIGC7k+RH6MaSoETZwamuHu4GOx5gY7H3A/3fTLxAKaa8xhDuWVRGgPko2FrYKH9XKRmMspWd2U4pDUV9LL6pl5AdrRTHG4iB6tIV44Z/ER9UFGspOSZmUKat4vqkVXwiobFsTFvIu5IT5BwCgte1enMKu8E8m2YyIIUgMH46KczMFlgODoTngNehmCeM16LPQP2Tuql+LfAfAMQNiPwWqvQrqtPPU+ktLrKwjsC45NmfS1OcpoDPfubhpX1L+jJFKDwSTiQDUHPGXpf6o8Ym+MW2nbylQTgG0Kp8qYwoHt0g7kfJ361t59QRLeBvE/VDu0qvLmOLWKB3p1sjkxlqa2pd0TPWDRkSRRKTJxNookIbojntoBzCDgj70CVzKX2AzFAhusOgS8fNkOtCH3LQEg5vjBY3wBxJprAg9EUF6c6VdikE9ggKLb3e7o++r4kEIbhfWS0vktoGjNbEQM9iBYHfiHIYznEiiWwk3XnUYyZzABJJk4ThLC1eXnOZfV5UXJKcL3rY7exMUSz61vjsreHc8gwKmJRfLpUt3GIL7WY3pTelBl7zwhJXy5bzKao0IzpT/uKMsZoW5ElsXNV98i4nxV3YSlmk6Er1sUpqCtYA73gD8QIOFlLnDmosAg9174AZgfsP6PrEp1kIKIQ9beG8q1av1NWYZj2VsMuZai4EIVqntBt1b/x2HgyLyqph45SA90UYUph/JXl5uIw+i5Z9FczY59TlX8vKn4J6EcoC5M7qj62DW7qFP8C4/LDAX66IJwGkAlUkMljUPZpU7VM9pJRFEVksG+hH4ZACFVile+oN6wSM/hGZMJGcxYynQ0kBeN4Z97kXFTBwhWSFOg5PbnFOWy1eJGC5pJXlhVlkmZqXchcFOnAhSAhfPsAyBKRB0ikcguM6ASR4LTKrQPeabbVclErpcTT8BWa8Ve1Zw1miFysV2AjGPKveYZLQ9NukLI00oJBEC9l1vE+2BrDbtSN/HMR3IqvOMpNCyGm1KuWtiU1DMdRgymqg6xWp30Q4wfSeNeSjML+ql+mC0ltZQHVfXCroSg9lSBBrxtWBlShsfR1sxkhZehHe9loY4PYONa55amSz3BMvtZfDIR371fVVt+gBQ1a26hj25uinwzKdrn3iaWddH8lFDBKApcL2I7DHIK3lJWKkyBDf8RaKwgkAUkpnuXiu/va8ql3gTukGjahiFNCVAcFi5/RAqU2oDJIjik9NMsYUVjGyNwdj15Htf/XxjeiaFrxNJawwbq7HsV5Zony8sn9IYbutGAGgCppc0tbARjklSrqShjEoLkTlVMQhVC5pdEhs4tNkDgUPjp9QY6STFImAqi25cZQIbdeKZyddxiFRRpx28IlZW7UjT8GxXKgAndmOX7lr7PpAnw5LId3VW+yANohcZYrcbtyyBBV0LCchKMgZIP1CbIgO9qESMjQTiMIxtu7Tswp0DoAC5O2ZxYOSxN4K5jLs3YeCFVyLZ+aiF9sLq6RyuBIb0Rji04s+tgqkkfGI8uvuUMuUsnjblBDqcM9YHXmarkdJKN/btKqq6EwEmViQ8sRXlFW2iCgii+hUu4oTYUBiv0hIy1aiUyzTbjfKh1o6sBQp7Eaciw0XKZgQ2R2jbr1CTT7ka0SnUVWPlCGBRgqF+VJS4nfBEFs0Q6IJPOgFEAn2x5Yhk+3FuzEQUtjC7IHWmUgVK9st2HKFZT3ujYkVYO8nwAfsKDR9NAoMgG4+oMiJReEtAdaymX/GGSziDPIsQx4J63+6CMjiYtDMTNjnWeD+o4SJMCOGglTRLgso6a5QuLXgiXsr1WdovvIWl2/sAZotyhm6GtJEpIczDAq6qbBQhubvVLYiV+wo5BAJfX34FafcPmbgxbWfOgSUCTRl91miWFxWKeGCD8NWk+Tyt0ziM9oSPSfAdo1shvXuZU546PB/NUsKQuQqIWIu5RSrOgk7MSS4LuQ6tqmH8IRNaxOyneTHqUce0JxXM7YRPHDHU8/SvcCcTpqaA713HDQB1DecS+VxJEJHjzH7EL2eg+IGIfuoHmH6NaorRqLWgVUSbxQa2UMKsb6jsLa5EQvOFrk5BB0i84VIbzwILiBiIXAidCFqYE12Vily09AX+W/QQev+UFGWejLBe/VqEqPPJa+yswikJ1QBflN+gmVNNSbOxS9ifEFOOmOLxS5h9GTZBDJNNizWxZldaDtullNeBeHOoUPI7q+MM5Ls+Rg5ZpWh1FNDISmVk8nvcfKTi0qDT51ZHgUe0oiVO3oVR33Z25aEPSFbWJV7ZZujeYOQl54ba8/gVJirzey6JvFzJN5l0tEuSw2f6gRwVYzhQlY3MU8iRbQRDQ9ucmdcqkmBKisQXWFQ4LMFWApbURvbcqJYtHbVLKaCKLiVXXqS/zsJHzL8rgL1sRtFiexSS03oBiDdltSstFJ4dq9Mta+gVS+fmnvAZsnbcV2CqdxC1MaR8gvpELx+0c4Fec1K9hKaR5J3B0jbDkn9nN7pNtUl1knA79SUtHeo9pXJcVpB0uYUlLTXMXyOUFrJ2QK0NA1sNW0Siz0VyhmQFCVM4PuTo08yKEel8K0Q2jpTPS6q/BYxIwv3ILWBKcKj8R1wZUgnqEUm3agFVFf2CaqKM+GXnZwGVzuiJBvX1nS9bMRUPlZpcwfsmZayx9I2ojGaxUNVSZRweRiK955G/DkgU11SWWzZhBSYj2MKhYqPgA7MEA7aQSv7ORMgJZ0TWAhmObq752QApkkC7Mhjx+k4GzdmV5HeJ1LRyFZGjqqaWzcDOws6epsW5G7rZ3HXJUvSUAHPWcTDfgqkwaunlwcyHgkqqCRTnEXDDlN7U8AXCrthcMO7ojVHcFRJ/TT0IafBti02qyGJQgCHV2abi51urrPTeD2zZT8U5mhUySURZ2jeG486yX6MRcjw0wwwQvaTwh1Ocxwa5lUZmZG4RNYS9cTEskBjbefgBihaaHwbNhJ+Ev4c/n+wXgwuODjpc5LWj0u8krcPHakhPTfhikOewe64AZAQfAEM3rK/WKbdXHViGNzQ1JvUfCJI8/C9kAsRXMMOAIY6Spu7jEAhRuawA+EXJ7DV3LeqcKU2QyHPwixFhE7NpaTZAgD5+HUU8kgMh0Sfz7ir0GFEAMFxiZUC14GSRwGIrdxPJpCsOV5VwlEoWUo1ksqZdrVQ53Es/UxFttQj4ECuyTKUfW2GMI4xXs9xZdvB/sqoUdtyeRl7miscHnQD5pt+5Ke9tfJ0sU3cp2fnlCOXeMnjjiFhawVIk1ETwRIgpNUrA2W14UIolc3PjEWoYJvj0lpPw7W1uF4ggVIbiTF2lDcyx4bSWqqr1Mr8MZMdzOt7eH8M2a8YCzDBytCZQLQyvA+V9TV4ZcpEDQtt00IPFnLgRzVV8dpwm2oyFzphEpsIExF2iQCqjwNlnQQ+OnFztJx67FvQzQFGX5RavoTMJctZqGjfmL1xtmSVLK+mTnYPVCApC1L0oO5cJUH1woUCEhWLMGwC16q5JJ8+oHLVieetTkVLY4f7khVSei+s2szx9HXTzrD9y+lRzfPSCggOzBFcgmqQ06SHTVllTHw+CauNFGeGgB2fZs1L9AvO4dg1XMZZl7rty1IhcD0U88hNuSM6RArLT+xGQztlYHJFjq330k/mjASc4NkmJxWSqCFYviY2xxNv6hTxo5RrB8KlKTmNhOwzWJQP61eZT9HA1cO2p8UsrsXHlRJLh0ACS2+Ji9s3ztqiPOr0aKVHjYpp2Q4YqYSGcBlfQ5JE5lqRxBOooo0YHDKOPqXP0UQm0KTLyQwCsvE14B5qDgCTXrEQwDov15A8KdLA+UdJyAONomaRLeAmVqnNwjZnzqBYtRGWAxhWsRu/xOKCblQioMyDuOmsdiYGWS1XNS6xQxXcXqSr5NhTZDFR+9QbcKXrOYj5cR5Nl9ZipyTBuctigYPAC+b5Mneir2fRg0oRM7s4sHKpNVQjlUXS1VACO6RNd6D3NvDiQ0jcWMyhXkr0NK8W8VGLDkNd7QwdfhyBJjUtEG2yoYblfZCgIghvs29lfSmzM5+qGnwxNoVDyw+2oQFJcx4BAbOVu0MunkA0Tknp56ki43kmVCrXJgVWp+4YTowA3BJE/SJdm/pAbOtgywKQBp+bi81XqrIo7kLcoHYc5qpHe+WFpTZusOru1Rn12IAu2UjdMNZWEKhbZsnhElMsfXVxadRfRUnSYTYLeaXgISEiiqhRGRNwIyuXXcqHUmvhWCCWpfqpl3WJfyIEYwsRI3ribCg6NNaZMNwAZ52T0TaUNaHYxEQG9+wUWa2rgOSUV4fEVIpgwJdUuy2C4gVaoe4/xTQwx4U0KkuDhrPIinpQiQixttrXBDIk9TxSrPcXyU0iVpcuekCfR2f+qCGPFkTKh7Hzwa5vDNJuqPfZdQLlELubogswcagy2siR07Y1e4g84+yLzC7tSd7YEOMf/Ht1YLEywCS+Zg3FK8o5VQdh21srktqelPXipmNbO5jerB5Vn2DBjASc48hyUWlTze9JWq0OBCI47mviB2IpXqNdAzEzheIr2+CrZJQ5jnGo65EhMXFAi0rYqgWWDUIFECYmtUoLff0lGZQZ8UZSt8q0n2yrqSteQkkBmTjvSrsIA54PGvLYQRaMWPjFsQwlHubtsZTr2xBvr69QsOs38XCV2vEaY6lyv73GpVXjVbq6qlfmzm9DaccDJHji1XUpR1QQ0+3BTui4uh3x2hzU4fb69gZyhYeb2G7sN9tOuL462l/Ix+NNqDdXx5RehVcxvYqvQnrVXtX0atq/yE5OUhMShQp3onP+k3r3B0cYE391wFyYYNLkjbjaYQqq4uABUgkQ3Yoa/iAZmcxDfqESGnJWNelRNDS9KI95g/WEqFuT2AiACc43jCANtchL0KXcKPpKbiFFqqYzO0CLsOAoRImjziT1ulMrzypv8WGhWXHCpiWbwokJPgModw6igJpA7UueYROlJBypBkC4+MlWLtTkJAw51wRQNmxD9Ztu8UR+92J+3QKk01DUy1XD4p3hWkTs6AAuxRYLr7woDKoacZp9TGQV1wWUPc/yfXXVZySNCs5v9IlGkVF1oJAHJ1cGSmROOgTzUwIsyoom4IjP4rooZrULZLMzYdWQlFFJO6lyq9Htj623dXJi2NZ9phDD5Qr4i7Zp7gyUNDI4UU0WDIxaWC9R+Vn8U5SIwVFPU4Nn0XLJ3hcOKa7q8WbXlrOwl/ip73GvF7quP1EKjt1AxUe7Fz4EA1qXUpK3xGcS3hjy8PKXhhCl+Lv4UMk7H0fiTcp4DmUaRAcuTkoO+ciur0/gDIN6o2ZmBc7R4872QNpj022uEMJ2hxS6jiRumba0w9EmXtZMENRAcRtntgGyzbpgvAie2KeCVE/HEBOQ+DSaRFyUioEBH9nXbukUCV8iulDsg0qBlmk65IcLe80aTi6Tx/xgvJDTROkFoTOM1+BfdVxljfhhgAXiTqLsA3NwAX7itHLLcH4WYpzsPdCF6kQpe3A6WVrCtEcJZVaV96G+M0QupD5kaFIa6IVN9ByhvOIBO9Bb31AUj5kkIR9xAP8Jkp35AGApl6u/O5CnlebqA0Jm1iRALrKJayuH5iJW+DW8LXF+8Ss6Hk0QZBMEOSTeHnAjkTUxhW4UFktLxVARl2+5lFLDpQiOaYg4tPbRGgHmeB0rZHxQfIYipVWycMGJIJpWLIERVv7V4qaLGTS0gnEk3G2cYTa8CkTFf/L/2NnYvYaH/pE4BKNzUJ9Ks23D35fnnMXH0eQLFYKIaA+CaGyXHvKPUwAoNXg4ggDhgqoI7jI4m6A3DSnucUOAG7V2hAFKbpk0XYSIibiCVgyRG0Z/kzVXATYkdNdEog6k72EaHUEp1EGI0DE0ZK2MLaTmNjlrWCFuExWtTdxU+CJRTB/fUlZAJZkIIidIJ5t3DWj8Xxe4gvYX5zPCrXD3DNwpFjrhOigCoszXDc0HAFBDAQ6qFiYpNFFUA/0udlVUUAFYikdkBcqEhf+VBUZV5SkFH6IXmDGGL7C8nMJ1OFyPYMGJvaUeb3K7SRg2KlnVIRnDuIUgmprYKdWGtg0KXoXM4MGFvUTd84Qni8Yptja4D5UUW90bnJcCo8c2SYpMbeUEFBqPPimg1SU36ArtiSElJBzYwU+yvGB9czqQT9SOXDiwRpAszZDQqLxFKhF1iyBeQQwjsmWfM6upm5g4lMUWoVDyiU3bcHDwHENduKsAmV8Me6zuwDILfry0+mKoUiACN2FjX4DYxPTWiy+UORKWI3V0E25dJSrtY/3bSUwLC6xR16zfuU5O2NQ7mg5cmV4mRVRMOT7uQdwxm6waAWWiYQtXktx5BzqwzfZlK4hDH1mzrDkHhIOJAR9ziGoI1xPFxNEOV3lcQ409cSqFyJQb58n31nJ33vztSqIob0UKUSBTIMdOVQmYQX1xvExql4E5mqk+X7bQ8SwUa96A2HWFUmMmumwL1XY7NeU6q1xT9OBO7l6C+J39+kO+yhNscjstS5JFE+EvyfS9nALVKBhD2KqvkDES/kluclSsgpA8YtxrUpCSU/MMcyx1kOFDRLbxas2vfMqt8GTw2StmieDGAWGJDVWcaLlG2uPKHu3cWW/d5VsVBJt9+n4qHmA1SQdiAVc3EhovfVYcoLJVnWvV4QnCScDmqSOAlUysqJ299BNjds0Q1Cr5S+eotMjTw5fPudXgOmSMB5R0LDG1QdVTqcSWEIh6XHDfUxiDrha+WgJvPHjqqURYggVkWb1WcbrylPRXX3MQ6IqB8VHztAOEGqyNsQFmaoFdwihuuneQUtsShUl2G5RQKFOn87oGz0hUmhKjvCZGcvXtVrRlxVjUsRaRgHsguDb74MEkDo9jWVyJgLI2a2oUnPPkECZqWWQmPqA5ACS/5BVLbVRV1amAfYa9l6W3wB0cqSjV6Rw1B8XV3+bGNI0nTBVtVgw6eOi4NfpKdpApEGmtnJO+ypthtTJqzm0PS6ZrQqNP7SWN9MRcpT2IS8DRO8a0x3wM0C8w93dlufZIKc6th1wBBXYWLX5hLGnDslnvE6yTBXpDvDoWJzKCyrmNAk7Bt9l0DhEhosaeXWcULxeKCLdT66hXYd4wUSo6WeN8bPe7Uo9dkgmaPPjFGMOce8P9XMaSc1efNAceVfLFB0Ehis0VCaGkkrOjc/CZHHgumatCOjQnSjemGupWT7gOXE/CdbJwTyOCwqlkdzMhPamsrdDFdTYl3VTV2Kvi0mAFLpWq1KZRPIIgP0cENu9KhvACVUUgmwt80VKzxGFyjOY1IE47sSx8XIM+GLjjGhuKgrGDYo0+/YIjB6nOpAlPw3tlcB1W54uSDLg6SyZvQR8sA/ZSUUF6gNgGjjQIx2Q+Ou1zI/gi/QkBjS2rfxhbZ80Ed/ig+d2NYI2lPB+a1ny0dJwUjuHCs8corfidfZ4IfYFjZ/I9Tg2/Erxe8yKZg2Qe/TE0+5ijzxG+q8+XeKAmmyLo0Z5r2Z1yWx45+WCB6iTeE/yhdnCpkUyixNw7HOYWvOCSuZVUytUI+AV/Ux6Kg8mcJ1UW4OR6JOy7yi05iNh9DnajPFEhybB3uoFxwe6YyQlYY1165AByMir5AHGVulxV5WLTbsTtQkyD488poWiOGXQGD10BfuCQQbtAZQf2XnSVhJL006RmX5F3s/3edpAuCtWCWTEvaZvOVVbelDdMQwxm1C0U4zAvQr0nCsCjQNMQsTxXaSy7q3XJDsqbsv+DkQ3vMbMI1F/mo7w/6Eehl6LBPSCbocTIaAGcKyq3JALByAx8hNbSNZcK5IvRGoSnp4bWR59Zb+sJeJCNk221Mnu+F5dQlTh6TZPbwZuHDu1qWAHITOgoSSjVBdDAVWC7O1yFBsRophzeccI4Kx95xv6ky00LTlNT/Nyhp56oID37UHWQ3INIBk1VnBPo6eQY8BjM8+nBZlJ3dQFQ1yMfc24K31SWxxU8GZcm6v1QBwh60pSwWEcwpY1rVDiMabV/sOMRcX7muWPOw1by5hBnHmmN5fVBRW0tXXE2Z3fxPfK4nXjXRNUFWxpafa7yC2kW5sMXvftWoB5B8BJJaOi+XTpeaUr/zLlFhQNXW1BEVihq2s4JxVsDO6ePFJGD1LRVJAwrVwvQJ3J8DmsITcNbSZNWFwKCPE0L4qxSPAoAFeAoU8fLe0VTXV4sqY1m1X0Q5bpkcF1BWKFad9C83jNUnOkSm9noojTThnkSodsuF/xCWY1q8CjgNR/ixum0mTMUkPSBkrZJshY2ViLL9yIQlCYA82H2AJTMza0H0PnZZJipyTAki6HhbWqByMoZCbRIPXqg9N7IKbewx7k0qAJga6OSC95NJN2wSrgGk5NYpSWRfKBEDu0SpFaDEsosOweWbJAi+85TrssMBVGol4lwpWTgFLh/ClQPO7nt2KhEtpsX+VCCxoFOPW11dErkVYorde5hCjEwy2RV0LX/sEDwCUkDMGEUFtesxYTOzh4hW25ou2PHzUDWEs5cBRKP8ZSF3K4czhVyknuILBnvrWzI+u8JMEds00SmiqkspFCqHlvDQQrbrNLmQxDZQhBdGZyzg5DXkVrTOLMO+j5BzeeNE1lLcq6bNg1qZ+y7aoJxiaRxmtjQDoqLKb5RF4smBCHecY06R3Bgh+UQnGA9xPZfSLq9fc6P8uwE+veQQ1iHIqiXSFPC2UEC78jh4IJyGfVznFBJquhmnuCqmXHosoEEaqKgAGD1MFzoYJVyY3Z4xt4u3eRqnD7NZ0EGCJSZzMpTms/wFFdzHizNcoxkyNxcfXlEROmd6UZDzaZpUvJSG6cGAKVxmsaycdDdRJjbCcsAXEILY44vNk/d2s8ztwaYwNR+5rVCzl4eC0KWf6KooZcjEHICEeRIgyD9DlJkuofX3pLEkhbVF8lH1hgHhAbIsXM5p++mdOKAOqEkbbq5LkRp0ebVocd0ndNx1KuUtjpLk6NMRO6Q7yQfPWinMpOwi8oT1V8pgjIUQwHtLE3KsNFNgDgJlgP7ggNbMhnvOPikHSIsgTRwp3TamD45BFNM6guDKrVGkrMWzhuIWVQhO7A5kYod+SOKE6aGoylQSYJzQxokYv44JN4RGmRlZx53JmonmVuWkEj1hjgCdxfsz0GnycTgHU5VPckSxgX2RFXViO4qTqLgIIf4iLkmhY/YyaQlT9hi/ZPaC2FT0pdWr3MVtSDkhbc0KTeQVRGbboOIe8CLVln4b+SgNomsIMJg2WG6+OQW1HG/gFrCp+X4tFk2IhWGXjCoGkwmEyn6W3O2gxVUU8U1IZ1bVjtVIEHWizSKYJHax7oruOGPMoLzo4RSTGWqQHyS3JIl/okkFslHweAY0CkuVONQSIkZCu6CWPdBHY+lpOCaja6p1gMQjUEhJ12VWCFANEDk3FcyBljTgtGVlE6xDaqmKBaUtERI8tZZyYIVNhAw3+LkyNSqeCGTRbo0fQ2QBhPH6GsqAGiSZENEvZsAgXlQinDBQxIsgzACAZ2A1kXb8IvJ3JBcUmu+05cCyQuNLMnYOMIKPgzcbWh7MS4AOkDp3lHW3EyhA7rDIsIKzPnDWnMGp61r8P4WFjEZ+E3cb4iQ6JUtJcJZLuREkdETl2BBIbav6WeDdAKyqOYqfyBr8WZDzlBo0mnheLo1ThFTb+HVA0d5+NQXVjvRkEw6slQs0tBw0sEp5xCOZh8aBWziJkbik1ESK5uBuqbAbcJ29/Alr6Z+sab8PjqVd31AAid0203B6GkweKvFJeE0kJEKcWGsMaTi7K1hhdVHzGN7DS8ojDWRgso93GGFEFObxYcEJ6coNwDuHjmQgLgyJBTON1Ue/sFxuU08FrPYWSNd4Tyi3eHeEsLbnB9bhDxCdEIyO3lV/KEzS2qP64rgTblqMEN3MvWhu4vsBWRZIhOS1pGgDm8sRFXxxSV14gCfsUQcKI7Yq+ydwcKD2uGUhqxR65DNb1TnjWMlozX6nAzHfUKVlwpk8CWvgYy8MmcsOAVyx5qOAkZJE+UE6S8LHrCGm6liFO/k1gcOR/aOa7WfFlw6cUv+D3WRysoGcijqwg3OqQ160kD9uZyc5gsmiWYDrr5SjSjAjOjJkQUTjZas8Dd0VrMHF4sKmYTBHIIrgbBDHV8QuQlnjm0kF/saHBVQvVeqUDGCuZA0eVURatkJ8+RBB3at4erk4GROd1WUkghy2gYoq16MnnV0c7LHCNU0goWu/lGX7FjQUL0iAByl1dxXuWp4uYr0A+YSErhK1LVJ5J4hDmMiiVDWS/mJoz8Ea2hu9VZ78o6/yS4jsifR2Kcp2BxrkqRuUxeSMXjliVfuFwA8PeEIVhDYMd1UtG4aQcSoHqRaCit3uiT2JTGjZdGpcaOvEQlJXT35/GywDhg0VIkYVlzgW+kle+STHZoHEYkDyf2yAhWA61izz8QLbJ7svpr4bBWrpBPOBemPxQPzKRqAcYHBPpA04yC8dDanwFU+miLk/AI2cqUOFhvUNuU4KEkCIEP6WBiq+rFXkniBtxW2M5GXOtR2xWnUCsuIORIGlPY6ckGeu7xGlXzEqWDfEMcL9MTOa9VnAKBWj9/xtblpsWVNu69LUJihSFa1por0aguMBWXL1UYXRSSMJN9724pARFb34NbtzzMOGBoxaM9W1e5vgR6WxhIU5A4oCmAW5kD+gt7oObbADdEq57T1nJeUDoW+siW7TjMCjwh+l3WxnMnuI0+fd/5ACXWwtQgCzpzemaTp2umeojpCzLPOTWlGSE4iI4XCTGyKxlQ5zgBmVwpaLkInuw0RSVpanpyXbE+TfYBjmRSmc1ExskZxCxWS0eHp+iQN3VNH27JJdBZq9aMZ8MVx2UgL1XkzGH4uuWg2JBWFtQPAO4v62xiaNWOrb0MnoS5IUiLOevGO4uGNF40slOKKrOSmxFX+HOImI8jlfJOtMsCcBlt2OxyBdX+GExwZAX1WiRtMCa0SovkIUp3uiEjuUWHQ57R7+SJKrABFN45x55ZunHvgE4iZjk9N2V3JOIWPcShS1Kj1dsaiiBSig9NTV7RzP4KAaujioJTB8Q5pLemLHgWc7erpLphdYcXOatCudWU1Y2XpneQ8llRZlB3IzSlABgGq4YOTUfjx7patRfhU6pYmAsAzxERN5CQyVjyZ9Rxd09fwIOSjMYhmQNBYYFef8giUDk1ygfjD0mTA1HahzQ4O+IplzvKMKayZSEqp8GbbhhB0DhoPY6tGcRAZcMa27hbOmkEPFxXOePtPT/iRM+XLU6Z/ogdLvQ17CZQbioCrWREnHa8qOY6COSm+sYJPBQ/UHoPCtK0En6piOonqI+z/YlmQbXJDlHCU+VA0J2kEpD1KASIEwE3CeT+d7ZOXfOf5slD7WVVoD1UgDdo58wiVc4WlJIfialu7akaHaVkmn45PxulHAUwl4vOMm4uD5UPyVuwsZWhHhKqyA9J1crtmvgXKRLqayxQtp+HcLkgQiqXNSXR4m/5oHGU4nRCfJb2ElTpp1lIXkFrGLsXTuNzV82a7H9Ts62LpONEYPVVISF0tdE7mALjtTQ1ZsTDg5+Xd1C0wpCNMWejtWKLRVXL0HDpHAE+nMSjIYgpNbUh0XWfPoBNFrX1IINBm1JJG9EejbA+baewbpx5wkSGK3J4DMywKZrkwpJNebWmawECywLrtnU9cNlIYM+rijW6oYjeyXKFoy0a3VWrBHHcchkQ50YYZuRW8Mwt5LSUDH3AEUWAmx8ATtePAjkjNa+YMTKX7ohijGuul9iYkpBZRG4tG8OYgFg1pJoPAOogeS4mTun7IqudS9uuUcQ3og1LzKnoySBdMulWL6IJSsZgknE5NMG5hrr5Virzi9kSCCbBonIY5QrmAZMFJjXMwBDMdP2SMgiuEJ5Z41nwlZo5ogWgh9Kt8qOHm6upwVfP1VlJhZ2dzgi9H7xIYUE9vdv7TJHHUdY0T+iM3QhqHkpEmQW2+yO4ykQeQR7VKdMYsOy/hiPSsocDUUETWmSl/UjS8iQm4j8pMnTNxet+GzHKML7HXWTR3EJB+jSssL0RhXOnWflFL523zYt1eiHHOWmlDjcclqiBzzlLiyqWYgSYiH+APuVMHeoGgqvTFu+XbUyvtEqPFW5scwInMeXL0CrryKIbPyZBDeFVmZSZ7aCEKfabCVHHBteBqej57k+helWRl4lRpUHiKDy2sUTx6krXnmUQQ68x+Rgm0w/07P3e1oLU1xQFt0N0xtaBZ2YUUBBSIPeBZ+l+Bcj/i2rh8ZkVCirkLzN19rElfvQg+KVb15KaiHAVtqs+wa06Sa4tNRNwPzdoxeLtIBx5nGzb263Hbbq7Lbb5t/YUypUdXcWhBwMjhyNpSzyrbXhQhhR3eGXdrpd4w52YFSS/iwqyaNT7jJk7h0w3QsRyYTU1y6RKEhVUcphvf+iBOOSrHAiIajZokof7BpH61ueo0Zz1r3QdOnIbanE9mm6tNA5xIoDOQ1YDwDyllmemJpBYono8k2g5y63ND49ktzBDbwQUvrcMXvBCaYhbmDzbmqqQmZ4W1pdFDUsVgwlwu/BTwDWBrMUqmZnjzXuWyxdWs0p5HXoSpBzswSnfWFDW0m4MM67RKWdoZFUPMWDpU1XsZOeU1YNjn6HaXGE2+gIVQiEQCwArCSELpHqelGkymAbjxFL7HeZir/4gRoOocUxO8E6U+aEmUAqQqwIVuty3hQ8DjCl+XZ82cZRrWanbHm4k+JK9kUJELacBw2Tr0xeOuDHmo9XZgq0DgLADljBq9RjHYRPmpSHwfqJKmw7Ek0ti7AilEqAfmoS5F3PrMK0jCaj7BaxLyEasU928qui/NwTeBz9T0I2wB0f9GKXj0CkrMsohlTwH/xoQUStgleaWNYiJVuhiBGDK52Jafd8DztS4ZVQQRKDlX3AW6WdFMj7wOV6ikABQsZao+2yXKb8ocVgT5O+DZhfWWiLkVbE2w3BYTsSnV7rvRx1UucqHPU1eWR1nnQjVlf5fVAbBJ0SOQcqWqZFt9SFcsSpSQdRkPfjo0qN2RMRTt1MuRljL8H2nUsmelPe42sninbBkBuufbHSpNVcVoEXumK2DZt2O0s5oUSQ/jwIh4oVuEYkZUIuI3z5PPLNBGEh87S28RkbCFv6DuVkaZmTdhIM25V8qkcRMFiZA6zxc33raydNuzqN2ceFd3YaaN60dIiaUYH8njneTsolmKF6wGIyInzFpRisKkK46MlBKUqz5ONEirZICoYIgHiNGuW2GYm0H1VNIeI8m44iuKH+hSMSQfral9SmrOHxItMrlJ8GFucp2NQSlCFyk8FXoaKgVueOE44YWYj9GVIaGDgSQ4oX49Z8kklzVGYrifm9VJus3niSg4Q86iiFIzKDldu2OCMJFjSGaoSl7ri/5JXfhebahO00yO+lL1JYY1y/qk7j/UQ8N9xUfGlY7dIt2ILglW8QsaJYmYCuihurQ3vdx5qtOi21sTxTR0sOWgUnWs+YQJIAlS42kjbbn6gB4WiVmep7v3IfNRROXkkhAUHSAUjoN5jLdX85jH9XWe17fmppIEBTjnIm8NHOsWFx1Qo/7455vU1lAPYi7QAerBi/mQ0CJIGYcFapKqfWVnIqph0yJJiPKdVX9CXL3DSbLIlS1k22zhyWIr1rOyU38NoGkuk+xSEWBndd52lFQPvN2SSy2BdFpYvqwVgVhnO38aIa3KZUe8VCgMhAQ8Yf4rGo45iJ7OjXR/XhCAP/wCYR8rhvkRsrMVWB1ZDIliowOwh08UscQmDQSU7X6blUW1wegHmhOustFF42Nm3qnsxHUsHH+AvjmnLbVNHYjua0wS7FDa5WmU2GMoTnwZoGV2eLzBrcBXIdkuINUNArJV+7OtgtF5FEPSV6IiAJtf0oqTV5/01u3CyTli4SMeJv2+D3fltXcNl3PmtsOtOLjkAMqLSMAatfUE7UYC6IfDdaqHeBV7vJpzeI28eX6/ktsSzlTcNYzPqb/wO61I2Qx63ez2Ek28iCWvUZQ9U4K4evGQYg+9SAhQLdtmckqL1HTWNJTl7yMlkBbwCF2vjUqBmE93DivMC3OcEHgR8AjpyejjpZBOdKxOR94zEaygX3zkcXJlHA0mUUe0HqJ8EMTMdV5uYW9r8fJF9WFvdQEZK0MR2pO3Nvo2WtJQ0upkKWWlbEnCyfGRUy8DX9Wlm3ppcOVGV31IC6QVvUjxRV21IWpWBlcElnvr3aEplQlVeGdUmzfM9dSuZr/PbupLwkYvJjxibudYTecSb6BAip11PN04jz+Wws1cU56IQ+EILplSTmNMlD0heDfGypdJiZoMFXAfiqEj+rm3huTT6Bp72JaWqEt0WnjcOqU4v55TV7JWbMtemlOJ8hYk1YttEJVTtOqSDFezMoSXGjgJzAWA4GFqWEpLa7Cu9kpuJgeO8fep4uAxYXR8WFKcDG/0StERxTZUDxTMpWG3TZbzuKkEm40l1KsxWNIsmUWalribo6iklgQd7WoJraWrfJOuLNS7TmN8zKE/AeokwWXxhQoHCYN/ukSYtyh2TMY0ZF9STqa4Wl1fLSSIbhCWbwlK0VUOqmlPCjAwFEa7jsnf9RWkrOIx55sZ8204oH51zsub53pRGiyP+hvSGwXcwr/hA/lqSYplMh+y6ncanzLpLJJT0UHNRNGVww/68DluKA3h73DyBwhmjVJ/DbcCZv+OQjSIzAUHFzFVMXPSvFQYuiR2shoRtuKd2HYa9mLHnkXdDqlf24WRJAee4EL+HRBFTNfDAB3MjMCFqGZvimV4v2rhOEFqnzbNX2SfdSMIFblfeMfZFzl3riqzgw/IHH/AeTFV1Tnbrhz24xRWdub3DU0s4vfhENJz0YlBwX5cR+olX9WbNA52tbL2sU2/1XHYhAeQxrxo0FexW7fMeRLPdWEFsxF/Ga764Aiq5OyyBhCgoERxNDXmU2E+NE66mRCgcSFNTYTcyLMWWqg3gw/AeejUomm+4cfqOa2qiSxNPZ/FMYrTJhK9fV9RgDpNp8+SKo0TSPI8HwO8uOtsoukuNnKxJM415CELmVO/wtL6x6VfOC9nG3ndGaawTGk5jBhnKlYONjRxeoe9v6k5DmfJK3nS0uCo3GOsX9n59o5Fippyx3nXW/R4g06IHauR0jydRaD5griKYSsnAYqlABhF2ok+7YLTsc9wG+xtpPWAuACkL6E/FBGLEwa6ZLjVcS0JWJYpLAfwUMJivpxuC1gumGtxk87kYPIa8hNXlxMHWrIX59TRxDb3DB4qvQdRy42lQnkYF2BoaYkhF8mcTtG+STkCb00BdWItmUN4RCQmkNDOfVycm1QNd/9pm3J22MLiXfdnI0tP9l8EScuxtbSdYYQoq6LTtDMBrmsWLWtlzGnMs25yGuweeOlovfHVMobsL0x1xkj4f2mgqWG0KmQkF4t/1uewkEegEtRG+pM0thc1hoY5ci45p4+AgoXlCsggdJjGRodf5I962stMOzifs3tRaiTV9eFIpUWxqaoCcOHF7upeIts14kAajwEPohSLrRpJMjB56jgAiFH7aCgU7AKozQyredGV2BS9B6Ni1dlA71JnChIoMQVK47xCsi/h4QtHU3VXCOEF01wkH1wrlHGbys45ZM2cWsKrnXL3hXPDAxijRWOqEgspSDUSmaGgRAGip2IeY3tSX+FgeRaSiHYImDlIiXMVGsGDXFzGjldV55ZnAdpL2QA2WMCCbmVdTNlO4i4nlyKf4A0DEi+b/6rUrzsViqENzq6gTuHKgdAPBRJ0OhfIYLBYqpm7Ez8R0lx8DPbSBWpx1ySuTZ/m9iCfbxlui7h4SbnJvMOhmxmp20dWX6K+6aVkjTlDOUPvK10fLZC4PoZ6OByvwJkO4Vc4TKYrjmwYjoW62Zz6is1DNVN7NzyxKmkRqCHm66KBbaV3BEAREnZWkNk5Unwapg95vNg4Z4Rm/w9779prx3Vli33vX8GPNpBDr/fjIAhCS7StXMkWJLmdvkEg1K5dW2Y3xaOQlN2+vz5zjDFX7UN39703QIAgwP1iU+Q5+1G1aq05xxwPcT7GMjWn+WLuzAOmYS1MLAtYKHs4Zj3GZcbu9METvKw+KYVxHSnDSwpA9IpiuNVHAIUFxcAtguS+z3MXX2IAO2KvGZjLgxIdQcN6YOG8mPK/pVOwjqFV32nysBCzqbgrFEx1UCqblNJKyRX4Yl25d40j/qL8epYrTa48kAbZPT8u13bNCI1u2zUs8evypYDnikb9ihSiPqQKK+IqV3ZzXel7zBApy1heSjdGW2i8n+FC0wtxIpgFFlJLUdgzIzG7QVZCICmeEeteQKbNilYbj+iO8klKIEfo2ZhS2bpluUtym3iGsUkHwc9LvkkhW6GfCEGizxsqqPGMPo/qGLtFew6AIsMZhubs/XCuS4d9rpG02s7OrKjutP3kqqh+2pKyYIiM61Kl4sEIkVb6WMFNgtWYIIxon3hu+SgxSQeO/51eJjZZLMgPRF8AO3vy24QpF4k2hCJ6qLIY4r4yCPQDX83c7BkFynmibFDtNbpi46Zi4+aS3zAw5lSZZcrLPiVFDkeIXY6vFIYVZcHc53EWO+HBQ8wAlUkbjmBfaPkoUMbegqoyD82oUM7H4a5mvWu9F+T+MuFiOsN30PM0u+dpUxOvINecdMq7S61SnXK9L7cuzknV0SDPOA6gPKk2r+QxFm0lKZ94KIk2Ds+xtM8/+SEKtMaTBwwqtsdMFqF2AFacQHpZZfR28vq04puM1VCXA1IkeNQpYqnTbbxGEuzhxBwgNJGwDCsPFGhAFCKY9UUZIYzEbRzajqH5YvAqmTBD8focpwUMByo5mrC/QI1ez7wWHEMVRJXgHHWw3fuZ64r9bChNgQB2JuyJy8IBmjScyDblGT7RASbhDojsKG686kZ4NDtmK14YM4S8bOAwYEVrVhb8YO6YX3K0RqOZldhOt8JCGDzXNS4Gr5NGDgq66Uq6QcofjvVOG8gVMg2BNCdMleObwe8ibSqD5EkwgSFQg4pzP25X265v1njbR7Se0B7q2/ViK2IfuV6ssJvIMIpC+kIR6iv5omagRRRI64RY5bpjjQsBudxgoACaEtktrHMwIHmmkHQ4PPOearoq6TWFvwkHTaX2GMYBwFsSa/6gXax8EsAoa2BMDgXNo1XWloQCBK6vyQf689k24ZU9xyKDZpHLDl/5jy2f8/07/VwTtCIZutJWoLoWYMd5Dq2dYaAwhnsndCYQDad8EsiD+XvbL9uxt7ZBv2LXfe0C3B+FTjN/Qil9ibtaaWzLccwHmpE5u2t1py35cJF2CkU+M9KFlRUxVvxMxqbcqUDPjJ3P6/gH/WFhrko9wxTfk1YpcnGCSLoH/JIxuZzTOcwq2DkYfenBfZXBEhz4FMFMUD8P2pdhuQHTBGx27tQ0X6zOP8L7l+yz2+iJg1Fzu7oSZlgKlaZodKqjlbhOFgCUu83eAxvRc+oJA7E57KfxkSbti2bE3MOFbldicDS8F4MPz2JXMDnO2enJZJK3yH5nMGmbsQcYTmh+iB7NalIGYkfFw2A/i4+g9BRmn+a2WmJw2qklYphAYq4OIgxOXQ0wQGYfFy5UMVdXZFj0Tk7e75nST4gzotOEchznxSALkLFmz2hIDDCIfp7Qdp65jJSYAzJ3OjeOgTNfgfH0KxWlMDuLFSSmTRwG83RtQHdRbRSmeGdiYJoM6BOT9NhYPy8jTVeIQ2CHwayc+8AvBKuZoWWiE4UkqtxqvyIbMJKaAPSBIS87JRLxQaUllRTCCkD7kT49lKKAcsiNh8d/U3CZ3JxF9F8lQ+Pc1CqXuaR33n4pmUmCXEpVaM6M5rMPjwluMHLG0gnuO9goAuOmDh1YZ7Fr7QPS3ZAwNJ2VP+gNUgYTDuxmXqyHm9vRjq1dbtcjHkdeoqjgVYRui+qLOO97y+KsaZRyZ6MVFnLEe1grYlaAJ1hMCA1+MbyKSwegDmIqkfgO7JCPzbSsJT+aBXcJzEef/y5ZP00MK6/dspL15Cs+1EyxofaCez9Go6wfxvpUtJMtMM8mSyPSwkSrDiS+8JjvJRY2O+wed1vNPFdIRFkprgKfpANoayzcZ10TNTdpznfmTy3izAeUrjzlrnbiDmg25j5ivu2QuLuhmXZ7nk7ir5yiZJ9rdWdv8c0IDPJ8cZqIZ4nzjJ5lQ0O1X9o1Xm/2HvuWlyFO1EI4yU/w8znhTnelSCIlgrO7Ih5PNb1qeIpdMWLWSY97WOi/7g9swkMHThPB1lIv8WjXcKvb0fe2XQoFmycM6VZ1zwyINWM8fbX5AD4/49LqfZk5IEZrZJXr4ip6wFPBTDqrCyoEmlHRck55UxQrojK/RS5kJyMinFoPR3mVZsoNis6SOEgjHRYYT+qkD5iaxioeMtZkEB5o/939xGrSrhT6U2Brk30DTAiafFiwE+OkxbWi//qd0pRU6kQFcXRyDU7/XSYCIJWHgoLsoVazcuoJDLt2t3nrQRbX8vjELLpL1pGXRCazJb4XGKCOaNv256CwYy4rbkqUIrGKGWhVXSs56f0epRQBOSFjXwVz2l7KrilKFvnBYlu0zQ5lK4FYBXYDRUE6Hn3fNIlHG0A2TiFFCuV38Nx3W52NZpzAb6rI4fQM5MmtwPdZRIIPeNIzBVTw31A6WqGvjr1ZZQbbMmbLxF5BSwzUXWUme9TlCWjlIDZ0tDope+g3uQvs8vHE1DCR9ev5xsQ6EYIl9BfQInt9VL3AooHOwT4UdJMHHQdghaFdkr0/lk51VWwefcUgM8q1avVkkmehQ83Le3oUt7GZy7etZqlDT2WH6P7AFwVNDO778vHMHh7BjZgDddfF5q5YVW6FCKiLiyWQsgDfKtMFZ/IC7oUZWVm+HGhlXF2qb89RWXeTbQLQGAf02UUGmzg/7R09lzHLJ0lUTFYaJ0oW+Pi7vFu2k6Vq95ziHOABsFe0JWZFF+ZT6e7LVp+FPNUpwpYSdmgN4MzU7HtCk4SeJGR0wWJVDE3E17zZM0ji/DQRFh+1rUiyQItMMbDQ0Kx3kb0H018RbUwJDEiejPRF0jEsA9tt9v249nqxP9it3V0BzI8B5ICGhT7MwjsmYkOsnzFYbqJ7YQIccvbzfF3Y+XC3l8se7tr0tuqHAKB5QiA99aX5QbXSfBI0J9P9OMAFhMLPoCuSP7GZCZQ4KDm+5HXSMlyDMzXc0hHkUc7rTFwAGcikbfKwazrQKITwrgWtUXRPGHoZ6WW78/6WAH1Ef12mw4AewlwezR9QIkQiEjETfSLXLbJ5kE2UTxw8q4/RAG1RDCs1rvis/CIKZwHbfoBBzNNs0nydEXKNlw4S9KZozDGUac7u1p5ubawoLmhtBX1DtR+VhHrBNtDkcDsdtPHndRnKOqHnEJ10OUjL6sAppQWbmIG/zwJ9AYAw1ok5mZiBexYcamPOw+lMJD5YISG1wK6mO6+QsYyEiotvpUo8oU93RcacZ0HZbeismrP3rpVHV0oasmJiAS4g+LnukNylrmkMAOxBuYqDhSMzkuVkPxqBcO6X4qpY7YUpRW9hEVcArx22S4R86f1I1xuKCTn/BHpRZ6Yu8tjBATd91sdHaa46wfOrU/HZACeNSVmzpKYqxHtyD4NrhJxI6qqC6InBUXZWG5FXc5t4IiOjBDTAfM8Va/KQleE2dzA8Zg7RLBvhqqAg8CrdCTufFTDrdBHKXDoGKFkm0EPOK/SNw/LvXRr/7CTckD0hnJmcdE2bwQcqhPJDcvMarB+27JhMFvk5ciiXMVJbcGASgoRbxdPl2K8xXm1bGu0IF2jSleNOOI7+p6AIdBFqMVlgobuUlrA0wCqWYIRZHXr6FadNbu1AtPvzpoUTS3prKYVjVYgcBtVzjktFBTwplQjL2USlLF2Oh9ae9lOdChxtcOcks2lKdAx6Y2luKPlQKdVAPW2fyMtiBSZVTTGD+gOMJ1Hc0aCYnbPekGIzigmfQSo0Mk59iaYqy7iFpNERUnQ5cvWHWxcqa3rSx1lcAegHrdbBoL0hKcxuXuvuW4yJNY/5mZhFFkWeqpL04JFMskH2QGP6eHHRZQACip/MJN3FZV0alJijRLzMMUTnORyVvVYHc9PhqkNgvnignMimtE5kA0+rLJCpmasDrm2gG5734M0nL7xtqD1oa4HAM8rhk0byUccAJqRwFbY9gnGUPH34PHuMslcm5Rp2K50PK/YAEXQYJ9d7gzOKtyBoE3BiyLkuPZPGrBxxwGR18aLjcMsjdpsoNOCej+KQDCFMJRh8BpbZDs8ywNpgL2/XLQP8pCKMBfZ0ZI1NUFkMH/d/8lZrUbNoDkIlPv1XScNm5gaLEPmClZNoSL4DDwXiI7TzVHWAy0m+MaNO3Uv27o0VhOHwnGbODN2vnXObXRjHii577bWev5JoB0kuB1wilv6NXiNZeU0O81Zs2WVZWqV1pTVI1/rx0PBGCh2deXL1zTkmj+YMK2WCWCvHX1YyyF+DDrHYH7A9jQUVkJBLI3kMirEG7ZipbXFcxZEoccHP3enwiR8KBRpy9rDlEfiyX3ODavCsgVs79zS50QKS1UguONVKqIkJKCjwj2MY2mjKupQ6l+y4c+AS7U7iU372g7tWVULyK9OgsqtdlWrleLs6jcIrIzYcSbqW54WvYpGXplzEyqohKDMGpcFowoOHZF70lcKywbycdQrKB6iTxziJ7oiOncR3u6x40P0sCxQ4MOILNQoOadVVSKgAdSSr+IliwM8kP280lRIXB+Ugge+bTx1io/K7KBy3a/yD/B3lTyVR+Qc1MCy6PXWqDA51OCG1i0jvDrbSMxGMLPT7ts9m/wbKBGA4EsypEagUT3VS6ml6DgIzjL7ZnnFwV3AAsQzCvhDUUZFpPyFkmmioKKkCMYEzMASH49+o7Aa0EhmwHjCuaXfQCCsJIFlKbsrCKYB1oDTvzm1po7jZRFWbGOtn7jvusBwezqDJlpe5LhVL04G+KKAPDyhNjyVxm9h4JAOS0T4/ZW7q35r4wqBSea/TfAS+EjjImAtuIoftGqNAWeyQ+JU0O6TfAwsbGPjI5ApH1BBlVfQa5qEF0oFZLNMtv+a2IsCU/M5N/8wksEfBh+Wotie3J1nH82RgW4yFXyU+gskUGTlSmAhVaWs2nDU8u5sBCzgdjgJJyYbCD2xhWoXbFp9be1zYH7VqwGwa9fGQ4mIDScqVQgNTKDwqp+81OD7cLYipk+FMF+7czlJn+USSML/auhmXI7ys8N3XZbjPhl0Xn3vfy69CPQo2HvRpqd8jG4ZSE6G+QIAn2TeF0mgqP5q7mrEBg05keCzc3fBqaIzXZf6MQTgQRLrdJI1h6LCKpgRq4TaCT6eQ7wNuShIFAs3UYIEJPrFbfqSq+8vP34lB27kDsJ5MGrG9spheLsIsLkIi47x5KEjmJHm502kLKXSmJFLeFHCEGEhckCGnbyXpdNm7QGwJwAnbBzjziV2stCpELOpKPSJ7FcUfWAxBqUfDdpCJG9KbhCtYiHbCw3DuvmEMOlHARwQnJuDEdjluM2/pdp1lu9XQj2tue4PO9bZtl9DmNlO8ZKfor/M+nSSnxC92n72iMqXxIzc3VO1bsc+zlVvabnssqG8YsOYEZvrMxcVCL3JicEyzktVNz581R6Ygyd76mUCBJoK0jWpLl6APVoPmj0QtYHnMpyOx30vrNB1U8Q1RtTGqeYBZc36874mVRhVUYzjU7mQJrHp5Nszlq0mgAnMXPGsEVm3PL8s0/FM0aT0hXhhh6+KpDCMH0osSPUJlI0B/ytzdyAdXLPMhjR7xU0/DHnqLozZdpjlZCcDAru3AhfkFLY1WLixGcNTnpOh0I/uvbs9xX/SynBcximgJE69QoATqA2sRfY5Z3y7UYgSnkihWj+u9mbzCRFAW9rf86ybPlKx7rE2HgxMuZ1AY80qBG16Pc9YdVYrf1UzCQMG1wMOROItjUAvtsh1WsAWlr0dyiN3caYVwYBmai+fhQpXM5aRkXPu+WGikxOH9u6sdyEjtg4mRUk2EpC+Hpqi5+Am+eVWpl+gkPOoGPF7IN04dIUKq2W/DZQie9RJsFwieyAOz0ovEQZq3kwvMMK3qYVpkDqARCr5ZUAhJcRDbdQBldPdgFminnmssO23yt3CqYNC6ZLw0hZtVFssZ1Kggp0Jpg0pnxHglaBrcHW7Kcu+59z1DkRXfLP0qH5nqInQAhdWzDejx7YRVYJEjrhQajZuyP9AkzuRnpQnjiUjJqR6SxnwVhp6iAxrnpkEpeV+zEyS0KpsbQGde0yRqPMbdebrU4mzNpoxzeSL3+IxFlsFReoy0pCd4J98hjgQWbUarH6U2b2Xq/T4/5ZCLI1V8wMCHI4pypBuLBq1SQQeufUN1JXViHqKBNQVNjsXLSH64nR4s2Kw5ekpLfuepCCSo1yEqt91GwMuw4oCJuO06gwYHsrNVliGObAxYOGvkKmcmuQwicFwVR9t9hDWVooNllke73wuvbbobTyC0t62FMrTrS+o7+hp9paXNrdQF9bUvBc2E4XcQ2Ie65QMN0NtwPSXgLEDZz84Q3rKKWinKhYwWKkz8KrJArf209KSf58BAyWraMe/qr9Ubrv76TvUoYmUhro8buUgdabJosesGsuPgoG3JSuIitgyOhCtVZ0XcYA3ZGPMY5CqgPgzkN2yydkFSlCa4smmKlDROGRtm6u0BOCO4jB7caF1Y0ABGHnQXFT73wHGdDxGnzuNBojm1LlRN0Mp40GCguTsigZ0wZAMKM64cWRAxR0zZVt09tRmQgE1HDokU5IyuzR+PNByN4ALNh07+r3AQYTpTQH1IPv1gistApnenkSjKSDTrYyBqZDIqo8p6IZLkBXCbtYI15ONIaZvY5PZ6jH2f+zVPzeQ63V9VjPK6TNWzpO6oaqfbb2B7MJdMS25Edylg8j7sXBr+xMx1+oEqGJ61Uli8MzlxNns/cpor8WVgr9TSqiS4lWIeh2Xe7Hy7a6WrbEAR9XzSPem+RJsDN6GsajnsNwkVZy/qsuSxJ8zlvi8Vy21ZsoFltE/MgWLe+u3aADct43Caw4NwjYnzvBsLpntz4EeCRA3sL5uOqyxri2EdgP3DbdxufcabvXy7jXsLQ7uKE6RbJ09heVodhC1UXtGqN8qJwNbkXKxjmi/RWi/zpP9EIkSUsDrpIBUPHFyMvTyXga/wwszj78y+ro594yk7g9B4WFW2zomRuiQdQqhnC8czk9lzoLmYq9KW3SCfmvXmkk5hi82O42RQpxoCEAP1M3I67EsTwCq26xFVHoq1S9yQEhM8dTzxFM2BOC7ZlRDDcEwbipjFGF3DKbINOaGKRouxP0frTDcNxZVLiakm+D9QQaaHYiAZKLrQR4bneISXAW/iEASm5/INdp1gc5tzup/yPnL2N9Gx9kiKC7UdzEeerBETZQToFuegsxRtFxOZ6kI0URcCyiH8jXiX2q0QCjMAtSrQv86BuB+Xwgt90FmF68kVZ3+TVXwry5Zax0dCH6rlAf7a3+BMtJ9lKlZ+ZB7uZruavfllHrbX21q73bZ8ibCzL7YThds4QEXt+dqO1Mo1xaPn7dqZMHXEy2WG7XbU41K2WfZ6y8du3+RqG0M4bK0eAYyeGxwLrAW73S6XNkBuuuXbvM3DHp5rnLdwu9zmtuXbdUA+vOftMvYyrgFrOYRnIFHxeh49Aaaoaaz1WRcnh/hX052FUwp7eCiTpqKJwUjwFHqiwEFkBMmAM/craqeL2E3JExPDiv70GQo9m2yJplUUsPWhN+8zEx/eJAGkqhQDMonEkhhOvYaTQEEGjuyxlIRBrZMQkSLdjlgXfAjrXZzRUBVKoQZG4PKudtl1PM3cPCYe+cSOS8vosYskleXZKHYKBb5ZJ0wUVoKkhL3VS7dbVsbNHvRLAP7g1liZ9cH00rgzNa/I3lgeGE1YDr8DIX5QXOG2radicmAOf9OTXQRADVQA7j1ZfAeCvYmurms+cqpO50LwRDRWaiI3PHCfGgPCMApDbWiXe9iqO9pR922/2Ntu0a8/CeXKeXompGIS9ST0nGUKUdy2o3KkslxAsxQ4Yd435dOM9BnfRMg7xq6PwT3NraEPPC4J7BKyP8XpdQpG4pj0gf4qEDRQiFjvBogef93oCmV7E6tHh6slicIAfypuCkYtRMo4qu/sPopiwANyJkBXz5SIT+Uy4kN2uUmDuwXDr0TJIzWag4IjmvHVe0YCg7vo8oKaeFCQSERKhv7oArQXM/gY37yJqY2KFyjW4MRtVu/0mbxGXhKu/BikcWuAjoeCDnlRvWa0rn1yb8bdH1LEYwzXKzsuzPuj+6swMtJ+X1uzUuEGVe12/cPW5mWbx257315228rsG93aBY78txRsw7PFs12K6yEK9QhSLDBsgrE2YbET11mcVWfxcStiwnRpVu2NTxc/sqNC/ztvsCUVG+fruLW0G+pyPln60l4mT2PP2cOtreiOvmthn6mRt+mcbQluZYAioAdxV57XjSS3FneDrUWjtHK2IZlC/EyGHrDTCBZwoipD8T4CsbNH3StPR+SMIqJ0XKUbYBwQtcvpOJx4iCvUnZ0eq1bZ0CpwwXa62JT4XHXZFDjNBEHxQd2VEjAMW7j+6Il0Pu5kQacKESJjzi2cg4LUpzrJjLUtWbxowX/2ral7wCOjJGQQichd4mskzj4QQdZEJwAYEpimqqFs7KJT4I/DM6rs7IgeOkwLDNyxoh/jasGVt2tl720NuXU2QyCSUkGZ2Iw6Ts81IyaUQUMahAThHXA8o4rIdKF5nVUslbZkyCPDJylT4mNZcw2Po5H1kW2e/HR06vbut5FewcJMvdvQoBLd5hmQKL/SNkkbrAzZzHS8KJ4MKIu1LP0+cyQ8VQHcRvqqV7p4Ur5L5ihBpYDneURxeXDODLo9YSYEySBMHAkhZJbkmAkxf3WWlUWgMpqXGUs1sOvkLSgcutCDn+N1AoSSH9J6B1ARUEeARSBb5mWrg4YgLU+GZRxI1wFsmXSdAvj/GCUUdRE8LEnEGxJNsqyDLas3TQz/pUsucivogFvS8iSQsT5HOUxH9vNrAdmBR1jDowEDRhD/ByOX6d4rRm8r9dNaZtkBUUSbuxM944q+5OSdrbTUjHT2B5JZH504tBxDhtBc2pbzWexnIAi2KTtbfN6dVYeFykkT41Dqg5BMDsD8QZrUAZbn6RayWewUz/soBzeRTvthRVPA/2Q8n3EVJScl3i6uSoF6Adup/a1jwJMnenrwyAUn7+V8Um1IFmyE+CdlDtBPwGNC8CV789a9kA20mQHCxOgI3gjJDK0IILRrt5HnNlSGk4o7xvRk1gGF2QgcRKC8YnL95BFNoSA91nolQb8EPVBQoFUqkzhDh31BH0wOZGasYiFqdTpdaHwOK2vpICMgAt3VrUSI5AIl6eRuRFmb07KbFu5DGPgcK2IavpWZxy/PCSWhY2oOs3h3RyS7ONfF7O+09eUgk85Yvot0f5KKxA5I+tE2MTWGTbL0XaEHNLruS4zQF3i6JOdYHslz95hrFKfEVezKbT2tLCAtv9bkIkPrvUEVPX15NRVn2oSdl7LhSDomQJmSw3pZ6bCZrimy3sXX5FBDtoF2muU1I6YtxrhTKCabVCgpUXknDOZkoQD5V42bfczr7RIGDBCuifgsL2SKEstnfSDJufSIdNDISXkmp9+ez3af+Ezp7KTFUUAEMuOg5AyLzM+hahR4b3W93Q4Ga+SotqxycJWy6mUIX8fjv8E/nnF8Qcy7W/frmivzGcsvUkFNHOqB+X+PFPhy9hpUaal06PJmOPOameRHSHetnaxwYILoXVzHQntbPhhpEYSUIIhGXal8uD3B0xhlmklxARsJzM/wDbBD0HLLnlJeQxD2OCUL9JLlgDHzRtTlSVcoIbL11GiMaE92VTEhLmEjnkdCCCCNMy6rEL6cqAPo0pLFfcZD3U+/gxY04WXFXAhWAtnAkADnRCa6OIIGkp0WTIU5L0NqezL5rW1z/Wxk3GoXS1ZrD93/xC5xudUthO2AobCU6qsqdotV8vM7rFJtDyFxuvOZKfG+5meZdxNB+KZUN8UMJ8ue0COtH7n1ZD7VqPKHrAnA7rPTHcIf2ePEFTufm+/YLDHcMRSCfionGC8PjvWEQfv9aFnWEwsuKEMfiVliU5JVIgdp4atxfcjqW4+gfKhkdM41xpSJLjVE5IDLvN3Su5ECZ9TY12tyEmBdMcAly7LIOW4+CqZnGdUQhJsKDnlJgrIr+fA6k/MThRVRp1xQENOJNEX1oTg+Ph2n8fqBdtAic99pyAgkf8lF6ZFZOYPNDB173sLgVF2qY/uluboRZkRkTXJ4wszl+9tY3BSfWyCwosJpfjg/LCYJnsC6SEO5r2yl8cAoXrpTstZd/D7E32KaWHIDU0CO0/mljPGyv4EGU+YOGGrReEea2hWARgHgkJ0CXCqIpqjaqzIHHMUDqTs7qzyixiV2ryhNx+5CZw/wPXSSicUlDjsaJWRQdhLUk7swy3LYmp7I0AR4VjZlWBZyJ1ESVXnL4OQdRf4yNUn66HwDt+QJ6BeQNTHpmBQ4pUY2CaIuAyGHwRLZPuKx521DsPO1HQh/VA+UnQpU11gdBbQeLtnx9tDEThoClLrTOkt1L5eRhGiU6EZeGIbhW+aKBBZlpQgPa01wXXZzbHILo6IXU3lWfyo4KWy2GcRr2WO4XDf4GxSwUXVULEvJc3zHqx6oiBuyL648GEp1EfxyqKpiLCFhOjtlmKqTU5Fsx51bgp6jXpHs6wqMpbtUV0MCqGyOsvij4spy+ayuDPYM97GAhvxl5HnyPjxqZSiOi4TClW6F2uc8RBNFZYUoKZgdvZ6EKOB819ivto9etn6Uazl2+x5wScG0necVCQTkcKCpBNsjio5ZeKjSdZNmRPW+M8Ad/tG3XeC29NrKnfFmMsYjWZ7QaKD3L6NSNJeDqb89j/N+Md02e3yyl+tUL6THyFiXMZir1ON+/qBonMa7I/AN6eqNynAiPlR3SA4XPFtcRSdb50qvKvD9mwo8amADfeJVsMMLJDQVADKhjSt2Zi54Dax7oIZsnBvNJTKvaJPPKtou+DN3beficaJmx8eDJad2BnS+XgNSfO+GnYzKDtSLNyV8JwhJZaMPHSfdJsTYISFPGXfo1DxwLKLMxS6LsmNSdGKX67pZIXStbWvj2Aa0VKUFpZvL7Nd3+BDc95iRMh4LSa5ZacTa/d4x6x73i/dKfpU1V4WK9ezOS0g+X8wJMS4BSFABx8BrAQve9FZxAv1hJkeSTCxBPqxA+dJsVvB5NGxUfY/ovU5FOSELJknhU8mRFSjlDHs7atlbuJUt1ptXBIE4rRxtsBhRZ/H7gjLXCOMHmezFznVGQpiON5pAuhtQD7IBISDOpV3aCYin5Y0HoInTfWq/W1q5HdR7xubhFmwdFtFy5cl2nvZujKGNo3F2jIs81DcBJCBQXQR7ea/RFHMK0tD8VP/iUSIydSZPC0cTIT2cSrJXrqxaOXvB53rk2LiAEk5hSK3LK49qXILLiYRbpnSzvkJS6GRc08o/RDeMbkGJT3lWxo/ndPoadgSSwzBOPQQdXpl3jMYty4wHDRj9zAmeE1QM4IIQplKQDYphu/0FuDKCgrSBg03jfoi0r07u8paYlUxy/xDZzyqbnshqY2HqNebUQ9n6wGMJ1ifRqy5eZeGZrRxZhPiJVsE08UlD0chNJgTGklJMVcs9PkXUPubgkCStYBmyBu2SAOqPn/JGTjtK9kVZ3PHqgSVxmX5jrH02hEWLca6HufvhotBt/G8nDayQzvigMa0DUbm48UwjE7053bDLhOTMQdFbljv3Ux7M3em+Ejl5NAHJAaMowcIqhsCQYz+MeaGqt6LJU4m6xsUNapwHwh8DReUSU6W5UnJs00RZhyF+AQGCr3ZnAKQsL1icbeNZQZEpVuQlmR5qsgQeQcb2pEXiH+BGBfJi9+gJZmR0D2OkAykfHFAQEwFZqTSpN2JKAqXoo67UTNLJmOZS1AnjQAtDTwOVM9HvMcVk2OiGqia0TJTHYNd3VVphgcsM7TOgIHrtzGlsX2k+UHFGEgvQEbYqz1NmnS+3A6JbdMNJYSnNcAVBDqGnGtWjjAhvSqCxC+RnJ2ruwkybqhxQTr8hpphiXbFaqOi0KfUhayhxI+vMCRj8R1xumSvXMeViVGHDjXxpuvJUpqDVtTSxVeKcfkCDQYtC+mF3l7fr60lHCkgi6xm2/+dx2MFoisgJm6RMkQVAIDv5qC/MItM32owPhmFnH1rCq/CZH7q2aNDBP5FC4xTOxBKJSSm176wMIQGDC8zdzEPgsJPuRShH2USrAieo5KLQEKbnsCkD6L042ElVaY7PbR9XZhMJa9gssfn0coaZqO8tTA/FJZxZfs/1gXAdDrzhcS1VZCdYrUqAxV5TYI2ozxjFllFlvevkzOrxnSwKoj60hJMkh4cl2IIYWbnPfTDy2T6cviuqmfRMIEEHLIIUVINJN4e/GkyHskcuay52FvbcVXT9xkqOyuKNxkVAqot0jMOjKna40p5M+aU0k8dAfExXwpd7mOS5zw8WWpy64+JkcsoV+wHcf9ALRPwg6x2sl60rtwpgS+RzFokeZXKL1oAoyVcZgm47ozstIxNBeB60GKxplszBe/PUYT6qfUjwRgOs6RboJMtxgkzOzuTQUfhWwUuBtCAKHzRB6AZ45cXQUZ6s3qtgWPlAWQMedLAxSG5JrsmnNHhQdEgtB6Smgfm6PUylWEzmzSEnxfY7sUJ11FRPaUDphLH0JVxK2K63W73mw54h6xrnKUJIJwuOT4RCWiHfBDLKlMhIw2hbobCgdDiZgBEUPgtO5tLp7lWjiDh+zUi9adFJ2htnj0o/tdd7RiNepVzVJBjVTgWCgMeeQaqoCSFPoYHpXLakq4tqz8BWnRxy1PUyrvr6l1oZO2kmnmAFWCBghuzpU0BJAVzIbopUn7vQDk8U1tSV9m58hGCY/YlzbHbn8DDdl7s1Ytu2Lme7w2+V9snyawj0+1bTzg2sKKvxbIGnhy35KJgyjJbF3+xriDrlBzw9Zl45VUxoxix4IOnzWdjf0sCGFQ5U3AyoKqlL8ROMo4lu/V7oyiGjC7mr5e2WwrhtoWwbXCps61kkOlvlcHZgaeH0naESwc2i6YIMRTH6OyaS06WYvoZjypyLrgw85RgqLmvKrGRxcHDkYcTwU1I94sBdJ0sHA3ZeIGvGCtPWNc/lgQJLYA6S6GMGBEtON7DjrArkGytgXPAubT7tEGuqq4fERUCW6QqFzpbmlGi7sHXD0zIpuqmoacdD4ab49OeAsg0FeEGj1BRGZv2DQtqtJwYSabUDp2VYi4Wpprb9Q6kZMIyHCW+Cq5p9adtQ8eXZyaJgiU0PBi7AFE2HllhUlmX5YDW6vlIpQWMKr0QoHi80aazRtVdahvAFhsakPDJZFAM0ZLXBWod5P3bu0XyKw8nyyBh14Km5bPV63ZDehKb71m5bPWzJXC9HvW1zu6TdrnW8bmXP2zVc4fwZym3sc5uhXPNegzWeF6vrajqs3LyWa92P2yz2y8X2tbRdr93+0Po27YLCuq4eIIiUY7vM3d5oHHNnxl261voyjZepvmwvQ305o/1vCM9hcZlyyf+xymVhuOqzhaVvtpPoZJ/ciVGAH2kMgovEfJtE4UgE6LioNRQZp7NX8ZGzhkFFUbX5LN+bu7N5HVC82kdm7+MdTwdAMli+EEqS4YKrsTrNsMtlXK6H3d+b1RtXexqOCuIbQ+6CR4ajUJUlOMuG2hgTx+qHKzyqvyDbLQJH45676G48HwKrq+4Kt+CRvdG7Bxi7ElucgZmbbI1qBRWuUt2uhqguJza6Ed1bMiJz6j1oKUNhBMpC6muCvRDl3NGN8UEXLPxld86xH3jGafOOj8cWuVsMS+0r3rJR5Cpzc4L/dst9a8MQXB0/iBdK4sN2VTy/GFgz/omVYcSXyGTz0i+iYuidMQLBpofbRggfl6IN9RFQdCf3yS9sJqb7imDs5nlkkYFX1ENlFMdYJyCniE6cXZntXCES2YjH5RaldIKgQ073+NMQDyqsLC8Y91AiBeuISttsOxfa6avqtUpdLmsy6QWmD+PKKq4aJm6MeHRNdpfwGltTzG4Pn1zRXKNQOLqfw12I80nwcuiTTtWWWIjOwM8SyHCEi09SY7r3vDz9EpOfQYFRxlxumoiBGEcH7UrHobw8F8Tgcgd34TZBNhceH0KvpU5Amx1yWvAEui7afDNkej6sGcZADQ1qDtxuTq/38Mnq82etO2TRKLjhVsADN3JIYssmPnNsyb5LcaW7KY8HswmQu1NZmGqAPDL32r6LB6h7c8oP+u0ax2KkFvI5+PCKJsMNEJJ34o6wN5pukgIlKR1BqT3R7J3zVVAiMF/CNgln50QqXCJzJFBXLN/b5klRTG4h1Li4JIXPBW0xwEaizr3IEyjLVZNjbSt8JCjnCAeBlMLL8DBEia1QDlRZ6nKGUVwrRloyVXRTWBljsIrCRO2zB8+4CyoEGObt/nPRDWQqwbI+eecTtw3OoyttmUBBSAzHstpd0y/SuOQpql6ajQ5NHqaDFpmSF9GoY6ALlr12OKcgda5+kmrfyWEp3EnuLXZbQx6eCl7g0eaWLqcoRzubq4hEdr4ydE+cBfqpBBmUOzlO6eXRpXhlL1QNkQdtrFYbuktvE+pa5nQnC/JoF8mk403sdiQnW1aHm9w1LwGhqMOFz7Zyz8DCTB4LNtTiMuL+jEjqvlsY+uMBjrogbe0pvvJXkDVN6GU1gh2snr6WMh1zWuFJnpZEi8ciMHcSBHF5m6J/4KfhXtZ4ZIhaucGKzz4IuKT5aesyTomMdCNRCqS0mPGFHs4JvAfUQ9nJCSyDI9w7sE2f+mAiV1w6KKoZa0YNL9UWzBxBrVmpXsct6woPs8Xkj08J0U3TcJYx+1JWfUuZOIsP6jOi7kntV/4iE6nsplOxhvx3nTF1ZbPkToYLXYnoQVGtmmZIG0bCUSEjoGQR4MYvEmbU1dQkqJ70DkrvAxOy7dyPaohHlSyZaAwF48xyAI37vmtORinhEVpxqFo4i1iP/kXK3MhZiucLVdFOM6OW+OJ15bZQVei9HNmQbM6AoeDeFgY1YsfYLyMdl7zlDb5KeHnwqfz58FnsaUo0pB/PlG8qJ64uU6qz611wNecajFVC0i2IAZEGEYPSwpqrCFOoisTo5k7bfQK6aJ3ynKUaQ1u3jmTyppJznz1rWTqStGgPxJx1YkLyr0d6GeySaUSHPDqPue+b+7ix4CzidNKrnreAj+0ygpVaXm7g8puhMkJgLowCJ3nCWR4DiNuDkXSkL9eQ3JzsKdXITKemAU4GPbEvRxLFrDD9IONJFeklaDDNgVAAKltcQMD4+eYUF/n+UasmuDJBJZutEUt0r6jDM8MhTuxtZaG4I5tdsyXfguNsoaVXVRisfaLGB6IyeLox15MUkibH/CR7pE4X1UY4yF3RYDALRReeEJxDI5KxSCoRpVpZHMZAE1kETCrlk7w07aBgRvJ+1+JnCoY1wtNol1CpnGRerzPq7UdRgJELUngiqPgsJIkS1GApZGXYUdKt3gKsoaxv2asz17NXb/KawanfEm9XJK01ygSQcvrbsdsjfhu24+5XIPe13I8TpbNM5lde2rHttYXtuGFtY7Bf7zvCie9kKqbvnIbnNst+ljxzzAMkGFiGoolGK9w5VARcU8t5lNR0ymbOUyQKzeVJ1RXYhi9dvPQqvh3kupwxvKMjXExwBiJXlJejOtQST50kqa6BCm2nWyYa1RAxLSs1PAMGha0yjugM4ErQKQYejWJGPCkgEHYJGPPdu8d66676G10oB+SkAcZ8OsZbWxKTNFQF0IzrlzDjru4nAheDJPP4LnIv8VFMD/Nc6aIAWbISB9nq1JXZA4ooS60hCmCjmhK7ZocTUOO0GuMsGgNKMRdph2knVhB1CDjPbBT+O4eHD0THsOcT4ydte9xk+eHRJ/lWi6qtesRGdzMXYJ5Zhou1OsZJX9a+FGWkQqKmlY1dWuhdrXftVli+lqdnrCKPuEur96FuwMdeZPNXNGUUblW/+YrLnT6KEWe+OcGiSGcE8Ei+7K7yWe9CUJoTyQQmDr5oWxQ+iuklp2pLFMSx9JR9G35LICkD6ccKBqkg4MAEhlA8J9/a6uSlIIcG8lMeOLhCzYlQrfEYzyMqDlUb3EsBa9m/P5vkB/oFoM1ypxSM9D1+W8FxwDNlB1N1tXTSVYFuYBPhaYnuHxA09Yh0F6P6pizffNo1545jFDaOKBVpPj4adlr346TFH2YN8EfJJK9j/FlCdBINSkM5foMmi05eujSUWmTQ+oQBM5DG9D/AoRrrz0pwHVLbJgmSUsEmx/xFwVQTzykDxHASTTZs/RMnJObbNTrEVGLKKDdlIIbVM6ji4wM1eKxoELGMZumuBiIOhoIYsJOCQ5TfGp7I5gbITBN11vtWdhYQWrPT1EevoNXcs1jZ3ymPoNbFjirkEWKl2U7Q0rjYdd+GXdrbtfXLimXgjQ/KKcs8wDkGxBLDvk7DVpm2c3OtTZP9idEZQRag0Oje3BOwC+oeFFpxpkDroiJw2a8kn+GmuFl3RCE+oPkDTcToZ1Qb7YfAFHwutqdoLDEcUgwA2sK6c1mWlZ8QoySpN3o5uUAyqzqL3FA4BGr9JBKtxAlRKpZ+F798jjFw704ahb19PQ90nDQEMHBU8yXpl0uLsihzKQKeUT4GIi4jhRfMa+4XMEQiyZVHEBCLqHwp2kQ17n7usAzcms5iwrsTSYsDJSqzLamrEI2ERZtt3vigViMrrhWTeNkXZuBonh7P8yvRmAmViziv9B1aCVYwBIUxwnBGht3Dqh4XhoScKfngndaWbSmF0JM16kpylfNxpV0OvawrSzHAkhjgwSRWIQjQ5GJaQJZqUVoStoqJRyV6HG5te4q3K4yJbHFbsXQcl9qD9+hUfnhRQKp1VigH6XadMFur8AbjF0oMIgL84kREfHmUaRTtdNbXkkdpji5XXrDsQMgjFxM2IaNs47jZwzc32xG31q1463kVXFgjpzA0sHkpmreRx6BHo0uU9Zz7KfhMgHri58NFQ+Ca8ixkXoe9gZAFgLvbVtv1Yjvp7Je9bEB72uM5vZ8E0iolSyDGEW1BrdrPkedwjJm8VGpxuCdU5dgh+tANXs/MKbZZZZ2ewaeJlL3BjrvbMnFOpwwhGF6c/BkiT6v5FsHgi6oeCUPjgFaQeYAIJEV5TWsaqkox4EIPTgZgU24fpzmEClzcS7ssHAtAhOS8FNAOJWqpq4yEC3gmwe1oJCevzGXMbFKK5mDdyWGMza0Uumba7H3i1Zk53Y+cQADQUHmWEDIQdaa4tV6n2wT88WlpSZWGTDorUmi5EbrNBMHhQn/OiGOUJ8YgUZAKpEQyK8OEzrs4OZepi1Iiv9ssdgS+CG6OWhzVVmPlNOlMqMP5ER4HESGs1ID12VTG9gEnY7M1czXDtKfIVUhFOYOcOYOWKax41DvZ8a7x0E9lDdpwMygHhYn8J6PnQlumJrOZTLUv0wPPHqOOcy2zhGpO31b7ApeWSeox62V3PNV00XrRcc98KL7INQZ2r5XlKJM9c5TYFcG6oQwl4gvUt6QYfa6TGEiOqqCQMdgc5Efh5nYq9kdSRmsSwYpYV7rnCKDnQP/kflR9KASMXxBWur7ksQ/AbxwFPoMEpoLQmbvLqEg/S8iijtA5c2QGOJIWAESvOOpJ5KvCXJuCh6wEA2z7UZW+NT/sPkDizqRToQUJy4Gy0+N9uEylyiyaiKI9F1koZ5WGHUSDpVviRAKe8uCPwIIF6s7EWRVN+nBlB7FZsiIH0eEpxhW3aTurgrwxfDaReDXtUdi2g57x9XJcMWLdj+ruS6uL8VpKw14SZbo8vKPKH016gcOrfOGUBeI+IF+kYFUpJhOQvseljlkk/6oUrcTun45NicCUPxbzHGlmlfOMPJdnwXxeNrG39PRMDhxaXZnk+hl4d/ARdf9E2pNV0fSt0D9dNQJnI2LMPZA1N+IB+lfLt721tCMosjqzYgWhlHVGOXlHWNVwRiOT44RRTW365QyT6kubxyGSsDE9ADCYmBphTZ9+rIwAZmNzfvdARn7KYhqBNege0oKoGo8UlJDgi9HQc1C0wedkiopfKe5xm6kiR6xwpvnAR0yAbGMIZxDETLXCot3Qip6+bZp9TEyaSZQl6wEjXCj/5+T+j+ULS0AZowLNkVlDFro0uEY5wgCmakXI3PIBJ6Db9bJdIhx67Cy5WBM1jzhux+0WbvvNNvZ5zL3A6/i6Xa693+b1pg4tTbAmrIWi94d1UsgUwmHTxkgTbkMAzAh2x2mnEkoJDg7oQ4JBIU0KwPtBlkgjFYPsuPqoeRJKA+WXgl/qFgGka/I8BVVN1q0g/hDX4HQ1y56JxgigN2fKjODTbc/QgMFmxYNt28CjU5twzFbFame6AjxSuIHUszBEFAn1sTmzonPI+shR2INYVPYbpNOCUEpcr9aLdf/72GM57Im/zQjP0yuykfatXNItWb/UN3vKb/M4KpSCaWu37SjhuFZ7Jvq273baXW+t7fOG8MyX4WVuL9NLq02ClSslH/sOnKld0+Wwq9BH3/u8TrtBVzQrJCAEh8iGYwCELtkdoDOoova3QOSEnkLxfOAaWBKnUWxzz2kVgeC52V5KDyn6gJHPGeSWklA9PSNxuHKj72W3r3+1+v/Sj7bno4WqOVo684AkFw7tvhFo1IgRsGcIhp59/yHImzS3Jbu28DS1iwXyQfDo4SSJP6lvUbQCPFeNVpdKaM1/L6hyNe8ZgQerH8grq6zIUY+V6hGWGqFmSUlQl5H/SOuPQYQ/Q0ODwxd8S8zMMqHFxS9tOjmwPUbs79ywiYhj8CD1J29Ul+6cbGiCOwlqzkpv6HXoYsNn8QlNEAdGVWM84oF2/g5K4Eumh1kGN5FHdXATHd+ipkcA1IWsw1GRkXF2ECa6PFdatVHSj7cCAwsIal2AeIC9JqV6k8xmHq8BV7lXBVgMAYK0MuuU7w8efaqRInmriWpBrGWZytldwONg7xIvvV3tXG0A5cOqGAsz9igWEoVgykMwLodmrIZ68nFRiXNALwCqLRsbJzPS7IksFy34mBeaJ80wDs7sMxj2jqi9eRqfJW7xiF+ylnApUvO4HSLpzce6pXpMRcN+OOwjPDNKn4RgRfiGhNlTDOmYG8edQjpPR4tVOSYpgWg4ausQ3jDltOBTwZ3lUceG2o7tSAt9jGigVOWoLshajEFOSb7W4AuiPWdFasu+DdG7SRZEaeiyrSzQjUcfgi5L9BlxpkE6vek06MpMV12OglHpOfFuzg8lOhXRFK0NBguTfOVc8MkCb3bnhTaP1cLAzjkxOCyhQbDTM9HaXA4nkJDiAewTHSo7HhAME4czaHla3Np+lLFZldKvG/y+kful2sYnFtkNIABv390fWvLQZw/AcfseMnZ4vzODNJKz0ZIc9UmHIEKUPYgNIfazX8O42GlS7Hiwc+RsjuNJ1WKqHN0pWyL5MBMQbqJXKoqAxrMtVc1M+ZvEX/iTMOqw9XkHoNBmSDswaCwB5R9T29GUtDS83ae7tX01hg6qScMsmagxLajseqlp4Tj1rtmW9ySXptIaQZHt3a1d2LXJdrjSTx0ZRLhCEJSjCIddtfuuDKhE0bzLVijQKAUJ6Imbu/LSF1+cAT6iKWQUloqVY6+tcR8WINGC3oOacA0Jl70wd/XgE/IhdyyaoMB7nStv2VW3+1xkWVYzAQwQKFMMO91CgjAoiJ9omqBRU0vb7Tq2Dhh132y32TarBJ7NRLLs8TBFZFAEh7cYHp57AlvK7N5owyX81kml5xY1PIA5DI2aGbjDCI6vxMOJQCMzAubyZB1gvIrDPIgI0ccXU7p6iu+pmzxlfxCvjK6yu+XziI9qL+D412hm3pTWh903PihXWRxGt5suSwROXK/Je7glkWrwZC9NU+STRIuWU7VF+LjlBfy0NqIqJbTBMB3koz80g2P3D3/hoox7BGsS7yS5PQymXuE60P+wnfFRPIfRCsAEDrAPdeCJTBUMeTGpdjECt7vmK5BPEFjIwGnRs9I7Wzp/QZ6zVQ2oOWrCUqG6fxYP+MTkmeY5aLuqounkj6NRHBSP1M2PU9VpT7JS5jgsIaZZMk8Nu01FlWFYElRVg5j8CLMJSrKoFEI3j19e8CMt67KSyCtYmLTMgvvx8r7ID3LVIXZLb3AZZiCcHI6oxYm19LRCOQZ0ZLDza0piK8oR1KCCNg+xeeZ0WzViJZmlM/VUTo9Nqx6bbHc0LHDnbyv6jMupUxKGhXLnqlKSMWQdU8ba9gcVjYHxK7BB78xCFL84yhLc6SXQlHVbEV0LnL61muhmWscgqhbTM/pGwuKa4jdYv8GBC9xVytKpnJ9FjNMCvjpzXQO54e6+j/KvETmn1Vb3ZMAsNMRdaymRb9wb6HtZqNHGSuqYR8BJYkgG4xpncRrAG8alyTxEGY+6mPN4QpqPbn1FMUVK4ZaVdkrw0Er33GNw6haFGn2/xMTY+rHMscNjFcOlfaUGVuqFHhTwyswZenGjtWGpSe47/aBaLR5WqJmXHtnkLBegTzwMUZ6jkziDMUhOIy8Ac51znOXggmzG7to2ZO3eRsB8sY59D3NLl+ehNPxWi5/BUVWgvAuQxOqV0KHFpdCI3pB4IyKXInzH5C4S3IPxNe29T78TJQSNJKXAZFoPYK95esGKeMAIWzrJyoapcNwr4SgpVIk0h0BKNI9LmosDqo2ezIlOG0wd5qalvsY8gPhkqOzzNHv0mFQSVrvWnfQ8UQOBj0tHAs5LG3U6mqpB/DgXs5ML19M56OFAWqAGG2e8NAZ7iTvdpP4UZ2zjcA8kYvA5I5WR5CQtV1TB0q1u15COcOvzhpBWUClakwOnnl7FRka6jaA65uSwJen7cFuHVrhtr2nVRRzec7LR+DCxxMdAh02yPAaYkEuZofJBQGy9k/iVHcLh/1gh7ejAuRIgaCDOKyUX7fFaPclsc7XWyHNClYu0nhOSU+M9NN8kV83ema1Flu8D2a/2KSEiPlN38b4g4YBwoJKO+5CYWRhq5OYJRoCG5NpNKr4HbKCjrUERG4zZjnSOXFFGDE9luzwCHQ8JWzRtowDQYf3NF0X1SNc9+KspHQVzmqKQAbXKgH6i7CWZjBScTulWkwEyHo0jgeIURZlAGkxvIUyjJjO9wU+VIyp5Sx4SwBC16Hm+TYEmg153YFFyBhCYop0UqVVLFTbfmkz97VNiu2I24RQnhg6xw8tLcj5nWuwwkLKo0m9t344DjrNXO/WtB76Cn3bc7C+tBrneQNWex9W6lXBO0GjfFxVAGAlMYlJIYwpQpp/pgTk966s+LDLVt1vZ6VYjpCSdiuAisghCvOzhvbXrXg+7Q8c4wuX6DD6qcoWuWHojtZX7k/jwZMy42inSYYyM7HQiK1qKo2mPbgW55CnJze+ayPoOoGMDux/UmsySkVRpkkp7wRDsSuV2nXmPdpVSO2B2cv+tuiArDjpleGGrGe68njgqNssUwDOpxGW6eaFeVQkpslpXBnOSAWMnZSFLlMNtNPO5Zrhv8kiu7lRHe4yonBvsXCLrT2CsPH1ggocfl0MU748skQu5jetwWbm0OOTFbYQOb5miAnlQAyOYZoV5EWiGNRVDFEgfZjp8SLJbao1JpV0VZYJhEGJfkwze+DMo0VDra9flXjfCY2ZvbvX2I+OmeDulIJcZWVLDJsqFIInWhdJxIlh9wk12Oc4QSiG7H/bTTrlPebl1Ue1puENhhybFbdRzBBnh0SOJ61gB6pPpTE0Cbu5YyWlWUovJ3czfe2bGGKJ4avd5YDqVtPzWzcd9aLZ5mkO+g5lrUJCrtu4xz6ZsUDnIVB5N7iAUF2hkGyA+TaGIl0Yz9miiH86CXtAvBbenHJRuZaZmJrUzUhYWX0bPolAaz3PZAoIjUtwbMGk1NWa1ktVEOlSV3+g8/d3JryVR04poEBYYEcCcGOphZJGTsEl7qhtUtRgEzbSclKLHWcE1kKI0aWIgr0CRNy621x1z2GN3vV7mcTvspA+PXlTRmQzmOnfsOHvJxcSR4S77jRkkHrOoPqXJyNt+OWv6xerfCnWlL4J0wSKBUSJcD2xsK8ti2Hy3uZBstf1TuY3ImrVtsTm+w060aWrLyr/d5m3Qfqde7lbBHFwx8Jojr8HOuWufpUqrTT96l94a+3FchIvO8QpMdYCBNk27IpNEARdx2eTl11zrkv/mKdtc9iXMbFR+wZkZMn0k27k+Ze9JJl63bTLIKVZRGkVbT6pu25wlf1OvC3EX6tNKtGWoHwF/IYOxREIEK5vcaSQrB4nyIOeKpug3zbepgOsexc65PABWlv+2gGTGB+0vpZd4pMZYMu7E+F8+tJxlIXI1wrU+d65P5OuCPjg7TIDo52evFzjeC9MuEpbAnIkuD97p0UBBjyP1vppewuLZ2jUCcVipGIh5c9cVyK05Iayuqe5qsq9qj9knG5rtBUjIQdm2atremoIhaGpwWXQ5gYvQm6c90iqoPVKhkfHG9BdvjxT/X+wBGP16ieDhIR3oONo+tovVQOmC0sF+pF4vbb9YcXOdx2ViPAdJeWzXlK9I5bQdt0PuVS9WgOQbQjljvqZ9a2nPHaLgdsm3fb/e2u26h3q7XNv1mq6X0q/1iLfLvNgDfO39ZXwZ+5L8JjmmLcoeiRjUKvWQnk2GKWMEVdiq/kcFONF7p5RbCNfj0u2tr3vcLv5M0tcLR7P8Ke0eB0FUxN4rCxKYPfelnmWmUjuraErBJvF3jaAKBI/o/7Bwezj7N0K4DnOWRDBRg1t6OGgGxxqouhVvD2cNnZaRkRNwiTQ2ziOBJzyS9exuOc2DHGnQ4ZUI/gHHEFH6PnlmuPU3KJfUIIFSjXq808Edl3hGEaJplWMlXJFZZZbB3MoL72uGdFqyw12O9KoiOSdjrvB0MjIoSWuDnPXmVmlDVFGw33gcR48qAL8DtwCsKIKpPD/olohZkiyBOTeh/DImt/LryhOosuXACg0cQzEsi9q+6YrrAu8nr6it+ItKaYHrte7obYMZ5aXaos9xHxdiNw4YOO+nUOxBHhZMGjqHSZj9+G1lJl2PZ3ALs5tQHyFAShZRjhmoldcVcfgblRc2lHIniNDjwLtJEudIzejxLJrBGayyOu/xzlpiujZ5StJw8bP2R7fSEi+2xxG3sh/xsgcgrdjwHt1fiumfNOm1H/OS2BNIA1sEcP3IHsJojS1dJsO3qql0V3R5CtGWpNCBvJMvB8iTHV8V/9U+y128sAb8CaoSMSiUMykjQDaq8CSEqFqDrQ5PJWXzNTqQC1JY7HUkwJ1cOeIIuevHiNZbrYZSp0I5Dc0URWo8OhrjAEb1IETw3cgWLoTorSuDb4WTEiKrUlyc/bZVOzOuR7ps4ZrGbXZ3/6eeSgg4cVumEYJlN2EZdUodwVhUAjtz1ntyPIyNeRIe39Y0b1Jh15MXvHdX6uyLozQFT923ynSnwgXncoJ0CG6JnPGjA+3shzUbhBlgT2dsKoXweAcqZkjlGZjPi7I01gJbjvYnVAbc7qEpwXlKpVAYeIu4F+pMCTahgH5QPg3AAYJxHjdBKRAliGMK+QIqPx2bV0MF+numuS4eGA63aWiI8VWk97sXu3hg5XCIMnc2d3xv52yncaHzxsmJPcBWlDYj2M8AIrMNglFudiqZU407DcwHrXrUITHUj758hKOAxQ8PM+6QiA5OsCh4oRw0o8DXI8tiPX9i1UVojaKLxohssFh7foY3sW51jyPxaDGJtDImP7KezhoMglXh15dsDucHfjqSYeJgX4Oa7JYWHDyXrExNVxlq98k+qDl99MAgxpgTFyhxN8pjTXZAELCt/tJv+/V6s5P8AiISDObt2by1fkuXvB3l6FaBPdL1hNxQxhRqegMEilAQHf+T89/Ogxs7vpTzsclltdGzg1rLPBxrwm13tDeQZMeAO/sxTmOp44VwkeMc+9lazlmi0KLKYEkwaVcOLFIBKTukBJcZNBSHzFOCK+q3XR4K2d2hP7BPlbXcWBNEaGYD7zWmRfBzhOvPVHgJQ4kyhjqBBg4Bs+xRWe8O9wTqpDUANWJDaqeh9eGcn8HwCsOL0DHikRJV24bWRS/pTjPocLB/Fj6V2NRZCSilX3P+bomySW701yrLeFizGbLeM6W0nPTZ4/GY3KqLKxqDqkcnC8nWsBeZ+TvXgbtLsdUg9yNRxhPNHAseR9opwf8wEZiOkgpjH6pZBnXLLB6aU7Qq9PtjehbXQXXXKMiCuogLbJ8JyuB4klNgZt5gYo8DuzYZBuZze2E4a2I0DSQLjL+kkzpYptxqKkmjECMwJJnC0gb3Ckz80IIRqXJdHUNDnSlgTxAtPzkPSVTMYQMZVICiMJzZ7d4wFWS/ARItiTAEozB9SbyiK7MoMnfJLnY965dErwnAAHibmvn8afeqNC5irJgiQ8nhqfUOK/PG1cVeicoPpFIDy62dZtYo5B/5b/x7W7p8G9oUcr8Hz5p2PREb2BpxKHcpQ5hAwsCwfZoycY4pWbhnhtXwW3aOhJtbfEKRvNwhs3u6JBhiJ77gSVguTLrGIJYU2cInnjnDnmmFwmYdIZl4Lmy+x0KCFcenWHtszzg3os8vGuWSSVHCETQ06E2sBI/MGhr0aSlO247O1xR/E10kOm8VrnWzj3Up4bBd0GrYccFlR7O177ebPdrHcewXgBfhHI9rNs385ohL3/AU281oa/ZGEYtH2jSq26b6lKbHvzEzCt+tryHFOpc4AWjMECmS39rP1FU66DwWvXbNIHjM4BoBbgPAzIcfmS8URixOdG/Pco2pNeiYPCw5aG+L2W4HymkmSkOFsynC4J5nAWyCyKHNSNJgviD9e2T3C10g/QAjqadZEBp1glWVKY0VlLbC2lTBYZgV5TOZKqkVOj1MyEVFLYpdrZImomao0g5jLpWtLQ4UqIMBVOiucDy04l4mLDCyhqj8idyVSQd2U6H6L+Kw54oRN2G5yQTbUIJ7gWTJMhQ4mUG1OQeHRHTgyGdXxaqpbQ+XkrfZjgMa8X094CDoZT7TmDQ2+oIk3L+eHYjL8giHyCiKOUhYqcZRb4D1DqvXd8yAHhd9rvlEkE5NuFDJPoKM5qPkSHZHer9XJx3aIK4oiuuDsFjsyFNbig4tXCUvUKw/c5/S0/GDBW6SxzpqyCzYlP6RHqtCv1ee+I2R95F6BaGg5w2fAMnB22A7BglTAbsZN4kn/SD2rmCGwKMKni1xTeMByrKmxAAfP1h9pJlXRmyl8dcSKEx94c6odkw2VzIDJ0VdEyNWlagup1KIYL3e+63d8rz0rRz2h35c860vl1htvQr2RuuEBTXiEsJTqch6AziIbVZWe9lJalvM9bBn4piXe+RVo4qERFveTgxJHpPUpZx3VChwj8s8BiqqdNvLODwUsKhttjeQEpqXmzccPnaZckzSNPpY9hbsLkX6Y6dnJ+yjyz3dqhaT4U5f1sF9g52bKh27W7Rt0NQIvFsG84xEfyqM2tw/J/HcAFdDofEU6HOLHtKHYfkNjXo4naQlMfec7JYA5KFDPePtbsC9AjQDywoSmhKuMDm6dA07IVPI/1VTqKTAZ5a7KRW4TLUjbwh3TpaOkRoBu1Z0f0HGcG9KG6eHUhEyHynf7z4wL/QX5ph8DqKlVSnOqCNzVlhAn75guutG0E6P62XEm7UDdpfqrfcr3ECwm9ckPqZylhTwNRFsjDMFFrT7XsdeLmkeNd7slI/HEW5bC1u/IARzu3eSfZUWEq94gkJSmGugcLK6qGfe50CzKrcNp7LK0UQzOFaCLADdBlTlO0oPXDaoChkXYC/WHyXzDA95jQV5vNsnGatFR+feJytTSpO5FFGDTh8tYgNCJAR3ZqIm1WlBNMKZRTprABqZTuX0pGdAVwazIE2pnhMZQoVFauG8jNbb9ok5yKBDNYpRJmVkvgoQIXvK29qPlB7kqdZNIPykEInyYVoDqX9s2q4qhmhNNrm4iZRQkQVIVA50k+a5qbBzQMUjG2taoCD3AVc2cCMDdQuu//TtgmYMZc9Ikxl9iJEBysKpPiMkaCxMogaTVOFRiC8MO0XUF8hQ3bpdeztW0jYuKHdkHgCbOFbLyKODoHQigQ6ssoyW38pqzBniHMjKnpMan/7ool9ITqb7PhDRt9Vb1S3gvFE+AN5K5XUilAoulmTxo4p6W3jxMaBAZhl2a/rJ5OH0F0z7rSdgvlpE8lHFjGEA3OmPjDEKXrqDNJgo33SZymPlCGcASG4Mn35sCvIZZN2i14dezd530PwO8OGjOO62/V+ul6M3EARsXcHopm/X66XWza7P5XLdbJVte7/YXhxvF2zyVsfbXnm1v6ubHQ5xK9GKg2u4bjH1y9HSpcSd7XvbWzgg9ZiXw3YXOxsa7sVuO8fedztyRmt7KNv1Nusl3Kx+OS6XGvcb2BiHHUp5s7OpXeqlz+1ysV1ss4IBLgZXu22XfLtcrR2+9NvVm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</script><script 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h958lio4mio9PB3v/YcGRt7TCx95jsvPfPKoaePP5707dCoFyKIZyIEAsExmkj62tNSkER65LBUQUa++L3vHuTRUvpYhELBU4CGCPbzjhCgTB4NaOyLodb/V3rwUPjh8MPHiANPfSMckNpQ8bcik+m33gI0nNSQ8A//lPveCcIfpnnITwX4gf83LaJLZbQl2hK9QWxmSCe5pXT6gbTYB7A1K0QI0bOvS0WkH0g/UEaX0bnyTMU53b4EaRZ9bmOzlC6l5VHyKJsshV9KF4WtUyfpc3wJX7KtqpCV0w5xCreEPtejWpT10ueyIrMi16QLsnOlkmyenD63HrceVwIKMIaVh4F1whypU53ThSXSWXTxVx/SlGxRluSn5yqiK6IzwlLCz1HR3uhzyqjigw9JniZOlf70nFli5HmpczpROpFCnzMqjIq68Lpwh7ieG0cB/oufR+WG5oaWgbUdtogvLefpqBxRjsgYlSg/SfVE9ESEhHvoBMoRmi0sorZl27K2cI0ohpLIsvlO6qTipCJP4uS2UmCikBIqTeLgaqg2cRq3kHJIU3kVtCfME5YtSiX49LnCyEyZhD4XLy3mOShl5Lo0jsqOnJeWUIVKpTgLvEtkGdSCckFZJ63gy6mi8ExRHFUqWeTqKFsEX9JGTYePiijKEioXGqkiaZH0rtIhTqRWosrkpVSPtISfTtlkJwWZVOo+rySdmlYmiNuoEbmGTKPSw+opG1UIeqKjLKJEopgqC/UIWqleqZfnpDzhNlEy1QVqTaSKIhziHsoS7qVbKYnYQeRQmRHz4iKqXpLHS6VSRXfKADezLiyk6uUJZDFVIkoDzAtf4SETqJlwlchJAaaT20styFNJG5Ug6+GXUUqVTVZMeURtIGWhdB4AmAIFZ4HiF4hEyisbBWQtRJoBgJISHidSguYUikqoxHAXXUg5RU6RJiJbkkyVRTvlTio71CawgQH6LBeMSJtQSfVGxsnqANwruA7KIysX5FFFijxKQtUplFQ5pXysTGmhykPnBRZAAS1cC1UGRmiEcohOErlUcexaRDk1rywXn6S25ZlkLzUvmxTIKc/+zLA6av6x0QgVFSdV8imqWBRHZFKFMbnhFOWVloNOlUmUvJNUqsJBVlB5kkyeHEB0VNBD5exPCEukVKEVYMdQ/Ph0pBnALJmgqFxRCIClRTUvG6GSw+NFEqpVnMXNpibDlaJeal06z1dRqsfnI1OpHHkWyac0UXx5OQBLFy+b2o60yXIoKjyDHqEsSr64nrqrTAdjmwFizVSJZJLbRs0caFWmUGWgF8kAvCOgtebHsiKyKIeimMoC2Ckhu6gZmU2QQDljEsPrqJwDbeFdAPfjhKkUP3yBjgdchkdcSIUoykGPSvZlSeOp9ahS0IYeVY8qPWIBwKhQMU9qqF5FOlVKKUHf0qm1yGTQH9AbQkmlPVGhclCFAK9LKDMot4waCU0GmFoo7eV1UWmKMnKUGg0vFYH+yGEdqZJ5bi6A1F1BMtWmLBKnUcXSHACFVMU2wFjXgWxlKbUG0KsXYPyMYJSql1J8I5gfeWLQvpjM8HgqG0A2jsqINUd0UXxpCa8eIFMXwH+zPIPMoYrjkiPTqJzQaYGGynrCpmql5sPSaQtVryilYgAGlBHpVDldQUsOlIbXUxlghkC8TxEVUQuho8IYgLB1RAZASQttpuZFxUQJNSNygH1LjyKeMlLTsjRBPTX9eJkqlwqJzJL2ULmSZF4CNR9qFGZTJdIUfirVI8sUFAGoFwkA+ksz+XVUidIlslHrogVCTuVI5LwMMI9d73yzvDpEn11FVT2+WJVdNc3N43m5GcMxo0llYHMQIY3T1QmIcMWBb7wcKQ2NFYTGHj3wjfD9x3hPKcR0hPjgwdgkHnEg8pXIJ5+O3S9+RvxSRCyPlP7sVeLppyNCD4dHHHr5Gy8ee/FxYv/h0MeffuYp6cvH6YP7v/a04BuHj3wbdCeLOkwcCaefOXLshQMvxR5+Kioq/FuPiw+E01H7n1REHVLQLxwKFRwlFIeinv7ROxGPxya9cO71F8kjLxwMDf0mfSb/+y8Loo5+P+IbSQeOil95+QVpbFTSU06hUZj0OC0gDnz38f2C8FhxcwNJg1Xu6DEBHyxjd4kZ5ifmj2P+uDepNynxR4k/chAOECJ1EPXKEcUM+IQ/8woY7CDi9jmE36pq4ybuuwt284nEobeOHHxdQLxy+Ln/SVilSaGR1svvPR4ZH/nC0cOE9CV1+NHYl2J5x0iwF+F9o0VMgDX4CO9YvaxCdpD+tuCAOJLcT7/8Ok8hDuU9RQjCIwUvExEELxx8EApCMRlWEUbEEi8RYMcSSiiiCGmoAvw9pxBLwfcoqZQ4yU/lf01Ki3N5qTwChEqnuZNcQiw+KqUJmogUe2kXTX+TpMXWSzRNiGl6TfLo9veB5q/v29X6knA530Xw4vfv6EV8ZAqRGVUhS5V9jq4cqgDLq68rD+yLIpWfzN3I4ffIYI9CU9kuTXLj+YX8Myky3C2SiMwjM0iwcz9E8wjpG2Ii8i2a3k88SQgOHCV+xCeuEoTg8OFG+g2BU4L6Lr70dCHxM97RM7wXjisJmhf6zUvi/cR3AKsiBjCJp+Nomu410CPPrzyXxnO9nf5WyMm4o7lZjrj6r+VyZ5R3wbbL+CeLLyv/YOTtorcL3y7d15tWclhMKPgJaaRKWnGqsChG2KY0HjX+cXZ7pO6FsvD5J2yyrrBIY3j9z9M1IU90hS+GK380+Z+7hNM5rldGn5LzKF7Rs9SrGbxRwG0o4pVpkdtnNUU5EZJXu0JjMmdiY56cj054ofBYa1I62DxE8jTc7MSuUF1ogkx3KCXC+Hw2OcMzKzIEbZKT4hWZR1b/UvaLKT8x/t7dL51qFaxVhbzbFlUSPZMSzxVESfaZo8qyLFl35WXSuz82nug67EiX7/PSpftmXkl8LetQ5vOLGXkxJ5/sOWze3/v1F3pfLPzq/lGuk5sen0sk00VJ69G3U3ll0Rru3f2L+9N+GXdq8bm1Z+ufXvl6+e+Xc1urUs7Nh/VyVT8s+oMUWT3dGyv//vQvRt/Ooqnc9IgUoVzmiO5NkByLmHxVx42MiUj4L+Zs2+EcbvHzZc92icpkpft1++O40pwwTwQ/zhz7wn5Pni5u5av8tzK4ZdxU7hsrz8Xs6/1SfJNNf1eWyTOLYvjeosLjCYq1yJz9bTeItLTUtAPzZCuJ39bIHuYtgVwU4re7ZBsTdlIRp8BvNmExE1uoKOMVi8vDUhNO8nAIRbmY9ImKFTl+C6FG2BqEPUxOFelh3qbJOia2R1jKhKVSXraU6LUopmTSxcROkkYmNkXhZeqYBFsM/LYudOC32KjSQxfyv1scX8zFMXyFi0ntIWP4JeLVtKh/xN/TyRCmxG3hiJBNY2GhQa3gtzU6PDw8XRTrfKb8sHOfKxVHe9kKD8RTiyTb2Em2K74mxijm8ZtXtCYiKqjP/r+RJ/4URyUr1plERWQCU8SMsJ4pYiWqh4GBV+5g0vF90MhRKJlxGQHbAvw2KtQFwIB/kIWAipxncsWRC8xbuSKdyZ8ZLYlmx9+aSY1Gpx3xFVJC+OFoFuYRKrpNuhL71wwakPFMxS7f0KyTvSzisLGoMTeK47u4UWlPjh4spsvEqZeyTqd9DafL4sv5+M0ozBKyoGchWifMZsJiyKsBjTswQ9YzSe5G2Rg4KRUeOYtd9f7K/2H0YBHTB40ig+m1Q1jug4SG3NGvFR+65ipULJCFGiZswTdxVsgu3yQBk128sC/jKP6eR8YwMXxqlHlbFHYJWfRlh90jNDNha/IeJixPEcPU2So8ycRmRcuZIVqIao1ip6iNhbkwRVAmLo9YSGImRZSRSZPmQ3AJOc2UlRYdEs1OfHasdMJMJrbChxbFigRehTjllbV41wsMKBef0BE7ppaEyuMqxaWSuCfqCRziFFYIWURm+7Yu75WzqKphpzC5zsIzqi2KxacRfpl49Ov8mIR0HJIRTTFtzSB7wNSNi0wkK54qFy/Ic59iBk+YLmQn0xoLQTKOqaVIkcD0Jtc3Il3CEiGLoWy6eaGFnbfRXqY1ydQaG+sjCblonItUI7+Hv2dHK5n2LUZ1RbFEbJslKlFOJmzRN1aJ5BqLdsI05s0B9vwsGXIyYb3CMuYtXRHCTlRSQrJ4w7ZX4qM4OQojr0hc+o65ePJrbE4+kzPF1yuKmvTBJlHBzqwYMuruk0X+YVVMM6B0+ppm8SFjEZnIIh7YuIKtjAJsV19gSCGgYwBNSmPZCWcR5rHzV7Hgw3B2SUkhveyciF5nWiinZpji0xTbTI61KJ10J55NAg6VSU/KSTDJtx8HrV+Q9PLgT6J8QZgZp+GzxKLLt3Rl+Yid0rcUpZN8FiupdeatTVgoZMkji4NpvpHQ+SjVOukg2ZnDkpY0cpsl4b45n+zrn9c3xmWKVCaHCq4R85IeHvxJAI1fEN+Vso3PIVUkSxDYRsVTXoCI27ycx1h0WRFSaa0vCFhsZ7PMRNVHsdSqx9dL3zLrw3G5b8jXfLM12bcI9/jmzAxpZnJk+LDLT3ZX4CxYkMApUhTOtk3pG9BERbIiqvxLlG9hkitmmJyZCglTmlfuZMLiqO0ds20+ysK0JyR6JIqdO2UkOxdZGpkYXfh4I37qq1wXmdfG140vlL/4z3XgI5cOzgOvE/+q5BUi/tPlLxIVYRIqlef6SvmLmrAZwIiX0EW0BEckcx1UMm8N8OoS+SQ3Lan8RTC9iJt3RnjJXCUxyf1uOe8VF0F8pIj4XomICszjCrt09yhMnsjTCJK5Tt6lp2PjGMZc8B0l4OyJ0G/W8MRRkDcvYxuSzF0XzkgqZJqD5S+uq/4WVrPALwbtkfvL7pPLU/meI+UvlkXfhEUfR1uJk9yP6Vg5vSJLNCWbAJ8sUF2MuegRlJFOrVNbRmbQumpddQbt4G6f3z7v4M7L4kxxpnlZsqy0trQ2WeaUh1wKueSUe3lpmjSNl5fNr9fUa7L5KlGePk+vElVwR8+Pnq/gZvB0F3QXMnga1ajZZdaoink9F3ouFPMySaPWqM0k04iKyorKNEIlykX5Urnl58vPp3JHBdRF6uKoIEtaV1NXkyWtpzw6j66ecoq3DSFGp9gWvvjOyju2cAfPe2H7goMnJ7O1OVo5aY6Yvzx/2RxRT9VTLpHEIDFQBpjPJlipWqmyCVLJcm25NpVMEBcbig0J4kmu/IL8wiSXL8k0Zhr5knSxxqAxpIO9YZo+Te+lPYIYBJcu1Yp5zdylcnJDLoRccHLnBXEX4y7OCyzchfML5y3cMqWz3llfpkynNdWa6nR6JlJpVplnIisEo1WjVRUCC71QvVBtoXt4axfWL/TwSni9F3ovlPD44kxDpoEvLgt3vON8pyw8TVBRVVGVJoiTFdYW1sbJEsNL3il5JzE8k2/UGDWZ/KywrLBkYelF+FP386wwuTDnYs5FuTCeKtIV6eIpip+lydJQ/EVu4oXEC4tcDx2jj9F76HlenCZOM88r541cGLlQzlsg43TxugVyWqC8qLw4LWDHOZVbhuBfTo5oR7TlZJ641dBqyBM7yG3tthYuYjicL8+sy6zjy0vljjpHXalcSeXqcnVKaj0i5Repv1iPKOePaEY05fw7/Ep+5Z04YeHFwotxwh7+umZd08PPVtaDJ1uZTml0Gl06VSZ31jnryuTrVGp1avU6VSSy6bv0RaIFaVxtfO2CdF2aWptauy4tJnoqeyqLwdY8kSgSdFXBn5LKZCKBLNYWaxNIm2yldqXWJlsQxxnjjQviTIGxyliVKUgRlenL9CmibGH9xfqL2UKPOMYYY/SI07gV5yvOp4FJlKpN1a4LXbREL9G76ER5SV1JXaJcycu9kHtByVsQx6PyysUjhhFDuThBWlxTXJMgLReMVI1UlQsS6ZLqkupEOoVfqinTpPBPEm2VbZUnic/SK9MrP1vgxl2Iv7DALVM5zU5zmYptZQiRUZlRGUI4iO3K7UoHkUHqtDotYIIYHMnm1p2vP5/NLRU59A59qahOOH1x5mKdUCXONeQZVGI2XzHVo+vRFVPZEXWX6y9nR8QThZVFlfFED9jurlf1CE4K2qraqk4KRgn+eer8KJFOaCo1lemERCaR1RMzlZ7KmcrsWolMzsu5kHNBzpsGuKs0T0eW8Hs1vZoSvleSVpNW45WUEc5KZ2UZsU2m69J122RyZGlDaUNyZJG4y9BlKBJrSJfWpdWQ85Fx5jjzfGQeL4+Xyi/TlAOYtF7I47FYwM7tNmKxcrGyjWBpQKvybv3devApSLiYcPGuIEdSbzQbcyQsrbCJVvQrepuogj+qGdVU8BeI+PPx5xcIB6AJ2waHODGs+OclP08MAztAXYzOQ7Jznp0DybzSC6UXknksTckMN75jfCcTHqvq4/ULdDav/kL9hWwei22ZIqPeqM8Umbme8/PnzdxkorSyFGCbRuTSu/QaURnl0Dl1ZVSmzFhrrM2UjQopLaUdFTrBuIScdxKjEdQvqF+MRuTwzRqzJoc/z4+riqua57cJFy8uXmwTphLlleWVqYScyK7MqZQTcaJCfaE+TpTFy+LdRX2LP193IYvH9ndSIL8ovzgp6CHXtevaHjJeVKQv0seL8qhWXasujzLypi9MXzDy8sIt77S+kxeu4udq8jQqvktEATroErHtzybrtPXa7F+YVIJtrk1W/UbZxawfSn5uTm8T9RhT/hKsrz1p6ykZ8dkJEl7Wz0K0db+wO//KM8oXFPJ+tMYd5Z6UrZ2VR7q+PDqqqVHxZs4nDjGROllqXP0lHLx+3vgnI1/P/qtrN3N4Zh4ACRFl1o1HrF+0xul5i/p57uT53PO5vGMz1WOlPIsgo5rSxqXlfsOhDjm6njyvXFHyC7z53jjq8dHo0ej4ElWJJEGVMKoeUY+A76Nqh3pS7VLzE/gJPeA9+62st7z5/IKQgvX8HrUT/IyqPepp9Xb+ev4oeHeB92n1vJoq4BfMqCe/7v0rp36Rzj6ieXEBrKuEkvjOTVMbL54o4ocQPCePd/TG8XcquLGn+2/FgejvHRDzNlKIBcFR4i5x53AcIfASIcQCeW1/0vFJ4lsa4mkVl9fy1rv9r5RwD9EC7e14USpFCa/mcMOdhETYKyjnY9Gvk9IzJaJLvRQvkSwkjGSJCMuBFZOZwm3pyBfSYP8R0mAhAiU3C4Cjl5wR5JFZMYtxFWFZ/HMOSQmRLvznFQLyXtn754UaaTJ3VOaVlIrOSfjM8MXz/GPnF9s78cVI/QeOlIc/I1gJf9AoQa56VFZRt16l444S2briqsIqogh88Hi8lL7p30tOOWe8sdKbQRQT7cORT2+oB3MPtx6ZeukPM4ko6evh6wT5zDEijjAQ18INf/spzbMR/+BeITL+D3vvA9PGle+PymfOjGfGf2Ib22AWU0xxFlNMMLEJJphgggkmMcUkTnEaU5zEJCYxiUlM4iSmMY3TkJbckF/orfctVR2Vqqyuq9Bb99bVuip9dbWu6lWpymq9Kqt6tayWVblaqnW1VOvqzRhI0vTP7r5779Pv6b052HPmzJk53/M9n+853+93vmNAR9+5KTCH4HEQAJAPl4FaMAUuvzAH3XXc5NZFMKty1rz82uayr/88C35lgr/kNn1atwRmIK6pQKuioG/z+NbANrb4JWdtamv5h698eCzJmeDMVvAAqSfkBJckSTxTFSCsdfY6bx1vvioIC5zUlIjx2EVjMAy5kGQTXF+dIFTnrCsqIh3XClpBexO7Ha8v7+osxvccUeNN2OYi9bP7q9V7WltbMVhSCtRNvINiskRxRznDu7m5/Yz0znI4CkqEUCgEoLRb8e+p19qKbruoqW34SnE3Wd8Eazlg4urKFQi6L5a2UbNaa9uhmspqUAV57XjPQQBK8Od4nLey0WGMTV4b4frBW0NXnudefbay9wqvX3gINIOmyvKGAnykdEQ8AM6TvO7zfcVqZ8QX6W7jFZwabAQUXSWFJeW8K1evXN4/BVbC03dqLpWTVe2tZxxP02FlENJfuQzMZeIVrjvwEK8OtLYeIvGrN17ASVhTWVV1HTx7E97EbnUdwA91gYPNQgEJmlpAW2knKSQiysj557Cf4Pjl27dvvwJuyF5PvV4iLoeFYkhN5pDEAF4HQBf/NQ0AitdBV1drs/fdGb3Vn3tgUiDASQGPl3o9sDV6CYhLq7n7xJSB18LDANf6ui/yXF14RsT8A1axBNgTW8e3wQxIAUbUH+mtVdco1K5Ls69fKthTzy3PRFYiY6+//FP14PVif6ThBcd/TP9HQ1v6taUZG1TPIuGtrq1XBD1JMMNUVivUmB0pKnobA5/svwV+JRa3zwMLKJ4DfiQNJym7e2gcHQUiaEOwWz1QbEKKbEjb7yJbLXXTiAHxvWX+j7A6qm6Xo17shT03QlsttZ93NtdxudPqUQ2lbqpXt0a2xrb61C4kA7LsJfbPwlun1ZPI6raY+o1XMO7CtqnaGKj1qFNbu8kjr1Br8bAcQOEi2C/AZtVT6gNjQIf0x0ATdxRUnhhXBzXgl92wq92pzqqdQIUMwmPsUWQOuDTjauhExoFdw6mbB1zMga5Azr9nI4uICa6AM4DrVi9sXUAcYE9YPb3VBI3I+wNBEAKf4guIDsXAFAxAoNOMaqBfY6pLAS48BIVhtUXdcmBCnfUxhktTakITHwn/BwahCPnwzeZJNW+c6tzyVgV1M3ik5s2xrTCg5hZjqdcsw4Zh1b8n1SXLalyK6OHzncX9XOEqsrDNrKkJqUNqGmjzamxMLeAKYVqd2aoe3Tq+lRRLuXouVlleUsUWFv4bfrm86w02D/O8lvQzroy+53vP+16gcdh9JRJRvS6DG4Uzl7ykSWv4PznXlkjtc6PvuRtUW0wco7bdUF8TaghjrktNqUtYxI9hGEz5JSOiEcUIUI1A24htBIDJEXKaUp2jlKrNXqJ09syI/CnpU8D4lOEpWg4mnsKCT0WfArGnwPxT808tUQmlrEzZZdHlI9ZLujdCDUIGsKHFJUChBdMNt3/+1ltRaiEAN/8Ip1H/jpntdjAcgR7gA2IJEtaidWtpZnsY0ddpuTqulCuuSEAHsqg21tVPYCsozqdG3FIXIJJVeubkjwHPRBgp0JqJQOFoob2wsCbClGG3DMxz5/kApybHDOpiRpmbz9wAgmov5sOWBP9gRWmel6ivr++6ZiIWBOfOnXsWBaK8gnsbBLC4EKO+vISBqjEn+G/KGqns/D+YbYhR+fPxvG8f/LP1v3Fw3U4uCPggLcwdAZoBICX4vgPHZp+W5kedpmW1CP1xLhvSJ/OtCoDjEJQVFBbAWhe6IgrxdDsV5olTquu5E6V0zVrrj87rr0hu31di+xFqWGlaePG+IgkeLVQ+mQzl7h3WTxSHSnNnVcRELs0Jaq1osDxdZut6sDzN9HW7Ma/1wXIJrix06XRPrJc3SInz58+PkvQ+kVc7gX4lOm7hTdVH5T/3tD94rZIIS0T13oMPlquIsUJFnefxB8s1xGphpFZlXiuYF9SNNjml02td0BAbpbVTqK1qCQ9VfLt8Wqw5zfmXb5eP5ceGHEj6udwZLVEnJ4aGhgIkvac64UEcFbrSManTfsgCLk/960atMWoNH9rcMbRZQ67nvXmRBrnOCCZK4sqxR/ynBlyo4//4dnPOgqmzPxt/7sET06hBMjkoGs+VTxN8kk5U+0FmsMiESx459NH+Q52M3eunR+EoWlVVFVnLONdbjg6Mlnodk8r1SnY4g1IyJ13LzAvWKnkf5p+c7VuvZCJHcyktrNWD6Ucc9amj6x2cIILUZ0FQG8Fn8hinZw/G92euPnguDURFrkHDacup7Njdc3RKCWqXUEeRtWG2VIpY6+a2zW1Tbldu926//ygUE5cqRoFAce3Oh1+jYAGEnsYdlxyX9E8Xcp7OghXAuGZ/O8XxsscLKcziaw1wKqsYXE5hnb+Q+ooUpjjUIb+wzltYq2qJNCkaLWXL2sxDLrFiu6jBbFdhi0/XkqFaG9vMXi64e5dV6uMhKNnzEXTyEwEqgTFinKAWDRzGiFmCmslzukpOUYHr6gsGQIhMkNQxzJCrJLZWgT7jZHlYgIR4mBVh8SgtJMvisDEpW8bOReqb2BYqQ90xwJ7+RorkUpy90RLVAMAgjkEMbN5oHMi5CjosX09rTROCoGAyl0LraYpK01QKC8qzgqwA0sTxcGueL49NE0QRR38g3W3qdliOZu4a3QyRlkr6nHeZhAHa7SOaEnFnRXERpUbBtV7rxSYxibnEo2KMh/EWxVlxMUYKA/nhfDKRv5BPVcvkMwpIUYGsgKaezYX+gsQ3UpJKc7mULtjgGLjX1XHJtKSaPsyphc5CVyHdWfz/Q50d40PAZn8LkE1qwEdWAaBWEIybewJwD4CQUp6oG7NNFN4ECzTY6BuuAa1fmEZ6oZVMkWwapRXigmkWBUS2/j7ggQ3kCVXgCk56QA74LxVQu/fgt6C/gc0fAD+b/V+H/32MAnAVAbOIgSPlcmHPPVkQCB+UBjb5fRC53Q9gFA2glrxoHoULsgBSgAHFD0LCKKJJ96/hgOoeT0sNe5mRHnOaqxuDfV0Ywt7BR4V2kW0dOx2Vm9PidH46//6xvzf61CgwAE8YhHdRmhBVU63qxN+NVprt3wfY70IstsYzEnNTcBX/twKW3t8biQhFlQ9zSOyFAnjmHnjFBRvwLayFua2lZe27pfHuAdU3uHGypZ76boTrZ+ncRv31ba3i+hUojt69dv6RMFquQEYxgcBOhFAVs+jUNJLiJzaVX+3RYRlKTJzwlB9OoF5+SLDIlDJRVhyRMFObQkCGlDdyUCN5xUhME19+dmcKJokUk498HEHArVVSSgzwPvytWVR55pUTcU4QF1EqbGnrqzrhW3NoQX1vc1lZ1WUJmMFMsKIMONgr/DRwMA1wswV5XryC7Kt6vkwqvIhHCA8+hjvJ9z7/aZr5vgX3oi+9MMMcFejxMdaNMJYFUsQDl1A+0DBn0SX0z1UO6EAjnDRgbJom/JiM50DVUXA/yRn45gSuBwq+GZUi2AL8aNAKBPVWQJoRUAD8olielRPHFjERU8rK4uOs52ABkHIGP3ofDLUebHz2FoZffLcR/HUGD+MBpoc5QZBcLiEe7OYAKEd+3w1qX/vcBRjIKHsKgigTZYaIOOni8AkZ1AMf8298kIC1dXGwZ4bpQLVAQo4zs5xYfgVB9P6qPUMGOGlumQk5ZsWOtR2j5o5xoGe1O3EGXla2v8aVD5cQlPSjWsSJ8t42Ep9+UtqxiAUxlGDkocAOJ4n3KuYQH2JFlkCDYJLb4+e8EYIibj2pYTa9XO2AYZYCgS48DqNgnBRb8SjTTEZw2aYplNQhTqo1F9nhwzEUdqfQJKssC1VMO8RssKcyCJTMoMjMefMXVvzdrHjgdxqEAnDBfhzv04E/yVARIkLcFCEuKEe7b+qgCppAnx414geV6EU7dlmD+JkpdrsHmcHthJNwoAGWC8+SU7iNY+fI2AQpJU1sGaLFDGiCpWF+KWjJYGoR4uSj+Dwex2fJ33jY43ga1WOVL3dFxdMgxFEyZcxFNkiCeWYTKCpIIsIS7PbvpwTNUtKO7TNz08gVGdSCOeAW6Fmn4N9s4G1qHXAS1ccq7RyoIGcQXuUKSPH1UMGfE38yij9/vb5pGVVQV1gghRUvlLHTaISpQP62gg+NkVNIFBER6Tw+/LfWX8bQKOpif+oQwvoadQIQCB+dhB/9PMWWIgcvjfBROSECHpYWSJkMpEOBpHAXm8Oz4uBVF7TDCAwBFCTQUUKDBeEKKdjsIpxwGvzuwH45dwy1oRNYECySlZu//GISmURmyHnyCxDBvwYeXIb/PEjQHPwmahmcGEbj9j+9RAxm8RmOEfNDGToF9GLuH3A9UoUVBdFZggQHy5dQP/bbOGFgrxBAxdYhKuSia5OBG2L5MRT9brR/JWXqRTLuODU8HqaJOU1NCx82/EMSIEHTkFgXtHMoc5KIsJxcFQX7GHcZ4zD5QI5ZSBDgm5kbUpKCKsLNmiBAFFLiMo/NwjWBiYFf175wd/RHWb+u1SMXoWC/gLzWOMu5rSOmNjnhIiAx9TLzB5GRwUfJ6xLuDHOGaQJrEugBHp6HZ2QamRksJ4jvuol/XhIrR++K4hLTyKaE8b3naWnUEOtY3PNDUunGKyviMExpACbCD39Hi2jHd8koJWY/DGcbvjbOMvybwjxOjN8vziMqPCfPP7djq/Dz1u+QajMiR2nBXgZ6RMpCcTdmhX7MBTA/EkcJRILHCRe7yAbShJnGkoQk8DD0oOuIsnMP+plLGA2rMeCCwg0Zm0I5xK80mxysObCEKWACbTBAgqwzcMZxFzKBTCPw4NUQejd7XUoscKmFBcwhNjyImNAUKI8RoLDTxarXYnTRqxF2AjeSOnIZZWCff37z5pdf6qAGrgnODGkCFvDe+zPILDIK1+eiyLclvHmW0LMpKY+zH5iksogbeqlu0xOVnjVF9fzeZOVA+w2oE9qZbuYXKax+GqVmLTc1Imo320Y4+ctIEEqoJe3MH/yYH4sxV8DPLLkJJIuImBGOBnxupuhr+MXtFNrLNeeLQDvGARooAaC5I0HPMRJqRqUMlmpKYxuHPzzd6NATUpQnVJJ/Z9aRgQTAX06gCXQW+c65R8ZbZQ5fPtL1gRtZRQaKxSIReWwFu3FxzwI6gEehGXnZhLbVy9FlkOGfmYUZNI0yOAZo58ZhxbMFsIQOEiZsBIPUcfaVabAF5jEdG5S+VSwHhQBLQxH4QgnBDEwDP5Oe5BiUNqLd9EmZoOENK8LARfjYJh/fCD9REgTZtAdMABtYQea4DEpl+dkrMSTF7F0BWuSGl5WEPUVk1zUncFOTkQYJM8MQCOdxF0sBGtLEAkEtGA72PDWFSEkHU8v6+Txx3wy6KpjB0sRynp/9+yh4IYO822znTIAYNkvOcn/zbt/g+3Ookm1FfvpTGSUAabaZ+LcFGACbK6slsP3Vgs2C68XvMgg9yCBKRIeYxN31SfS1JCpFo+RPQ4BDyRMHc0Myia6iJRxoQT46xeDZEA9BrWBACjoSRBisEjxATosmiTA5gTHgIqIDmIQFxzk2po1p5Vl4btyOE3y4ypaRKEuFvCInnZsMm1xEjMWBh0jejKi+EqsQvgGqigC7ketAW5rLZIgBXyT9nAVciwXYQXaEM8Wh35xaASZiAoyBMNuPd81RE40RBpm/DXKFv9cgNmac6SHZdpEFM4NxPMAKICjmQX1ASVH6ghY1iJZgRy01ncMpZIVaR6r1qJTFYUa5VvEsSwmuXM5gLZOsDJbFZMQKzucGKFo51Jg4katR8i47Q1wpP5oXADMsNldwCS8kNVDJHme6qeHSEQMGlniRkKF6gOEYpUsforXyAUCZLuWUdr+AfFdpoX9bkuNm+++5LzgEG44RkQfMINoQirFnKUOI/sB5dpoNGvdgwAPZYUH6AX19Q2NPFSxQGjv9gSsF2QIgk9gKMYDi//QlGr4KwbDvowaDJX+f2DVrAaIcCWWVjkEthmE/1DqGFf9jBIKc7QPlOTodhbWYA6HTV199lRGtCuJIHEk+HGtzSJwPW/dotBs5x3YltgKse+S7KoJ7Q10fqc58Ket6wwCn+Bz9Eio7GthvxXQ7VuDYJhtTYr1sPWSlVM0x1HpyyfOOFNOi2RMfPP989/6qdznAAdLAV65TJbYEoFxoa1quNeFartzvOeqFqUrZjqh2JNphh1OYcpMBzdjH94S2pTcvWbVm4ogEYdhd7r8uACueQYbasyekIMNcYb3/acllJ/j8ysW2ghj8sM262w/5daj6o2ljjJ/ZF0MDcOryzFEjPlrFALHdaXIZ8zJfHGFQSvjnH08CFwgheqR/GSix52994gB/fCvlsirM/6r4X8lOFR5GEpTWlMQiSH/4nL9jtuVA+BlGb5IpZwWZnhJTXeDAiksrUvxoAhyyYs+Po5wx6eNGVATdhKPMsSvQFwH8nV6J5HqWiB9fPPSe85L5UARhqEYs7QZKS/k6bOLUz1ZyhFKeBPOhi2iqpXrFLxmZwDTVWe2SIbFNap4gYuJFl7M0rjYbpoGLQ+AxNMaSHfEdffndy29l+6Ouz5//8hjfnT3dkUGurZz1eNs7mlsb207taaytHx6sXnCdq6yqXBaOozZkCnE+ZTucZLvQwDbNTn++jvmmA/yhY+QKB+lXosdOecGt3l476N93+8/DX4C2W3LkgAapn79i3xUpWnjYD6dH5cdXKJEPXPHxU0MizISP7Z7COPyvFhGiLdRpLUrqJZUcgZ/rQQgwiejMXmu623QwiZ4IHZt8Ji0wbI8KNNIYJ86nlvUnZllHfvq36R3/N/AzUXEfHGNt2Z4ksXo0UZxFoxXT3eGTRiwMou7pM3LwMR96kRjInODgH73PRz/pSyNvXb7z8zT4qFLcvgh6CgKg4Iu+G1Ulv+5545cmcCQMni+49SJUWe7hc7rqRZfsUuaRfx6lojOuiz+A05A+QnwPUp1bBu6HqrxHcfiHwKrkykdHb91hwMSebyDW1G9EzVvi1SFmCp1qo7D7Ekq6WHGoubwB4eUWb9kaiFWnVg9EuxdPrwFZFohcyzwlIjbA7D36DZFX7lrD9vRmRb1Lkz3ilZieTmAJpgaYgNd5F+eqrSowcspjXId6EJm/MnMkjfu2plpeJoBGdD3OFCGBwyItLQJzimWtBCMaRvU5MRBYKDtIxooxvWfnLposC5qpckZjAp/QGSkbidJ6K7PaW7GWbwrIgKdlGhhbWq7IOr8tJdkT8wN/R1ASilgFJSuGEivLww1QipMKjKNTiJypv2g7bCqXaGi5uaxs9udP7J0/cE90vIenj9HCgx5XnnhAfiznCO99IkRcHX3WPRZHNsTIgyUwGWsGyYLUkPKs8uEFJIum6q6rKCNh0W3CVWd0ojv7k9uN9ctN47pGecdXnEczXZL9fO4KdxaZe3ymh881qvWNY4iHDAK96JZ067elb/pxj52SP8+mRW4CCYErHHzyGf/mRXuYEGnGa1aQ2LnvEMvwjsSTo7tlXFd98uJGjsMJNPuptFyiICLMFdTBZDCVUMP0IhGAdnmAoz6wPZrv560KLEyPYYr0oKZts8ZUxcyWCJjkD1Ja1qOxk4HmQKlBMWZIdimbzmQoG+Vgjwf5637LefTKmALdt9K/BMMCCub98yCATnMXUR8iAWOIBTCA0hQ9+f2t2zSzJ++1Hx8yq2gKnPrIuVljpsr/mP+xMV+IcKOxvrjsLkVTu5drwsDBTQPGbqWDTvMl470z5Y5dkoD90CypIyYoU0aDKVEpbxmYuahznLXcJCUim5IwiihLPjVeRa+sXWDXzuQp+fyiaUyFThwiMBci5f3eXnH9/ZEZ7Hbzu92NMdbLX7b2D+lvRM5ZGr0SKU9r+65GDH3GnY5dM+dQZ3hT7KRNY6iNPepDLVb/Y4694yyb5r7GFQ9vjOLfLOdWMbPHIVuReWttpy7OGT2wL4QJrA8Rradmau3Hy7EarL6sVQbWMyFs6WoFzsZnagmun534hjq18dQGmyFmCYjhtPs050WFDjJA0o7TGTJG8igTAmVteLVz/k0Hy8OindoQoxS+NJWkbCnbyqYvxml1KMLGcvrPHHuBzc65cLGcOkJim7E1RzWec0lbILs8K2DkUSdIfZ43D3B51G2LQM6paxS6hdQdIQgJU0IIuBhfJBeVUhePiWZFkFx/rkRtGDCKrWJoFwfE9NvJkKJjRWzOB+b8JJWAsgBjUzfkcckEpSZhOSVqmdKQvknYpIRRiNPuWepDrrlxlfj/ztTZ+LTHXYowEExQuz5e1FjlHm0o7x+UAV6TAx6EsHKGtLAEBSDMArnxsXFaqhI5bzX2EhDi760DYO25RQrM0171B5GwfBcJOSAUvCklPSyMOw6iuYcc8PWf/wOAwOA3+oZSNwoQy5zNsH4NHDjdggtWQQE2iy4V+PM2g751LvMoDpfkmItB/gYXE/kUE2/x9miZGYFHiDfzRRTLK8uwZTGYpznqk3TVRphro5gQYRW4TpwbTJoIejShUegSwhRMQpwauH9kRAFWMwVEwlExVzCDrCC5cR0FU//gyD7Q/1kqsyRQFFbB1geGeLywVgvufGFA7tx5OQzu0JsB+eKLL9ZzGVFGROc3zr1Mb7l8LjdaqJO8/HLuzBdr24KIvZC/kE9fR6eEiDDSSdcx3mm0LPgFs89It9seZ+QbVLM4mGqJXzSfW9hJtCfEsUKPUSd1VOtr/c1jje59ppLgpvETXm54X/iS8zGDRBxBlE8ubVmQcnxpB//QmML+0MJWSVcYM1iUfd4jhsJxYhKZqcy0xw3jhqWqsjualnH2/udiOOkclChcFV4nNo0RMN4TRRhlDKTHA2Kt/pMpo/8hizawQ3tWccFkffHWpDXga22PX3Qb0Memd7qq0cPZJ6SCpFg0tKdrXMXRr/Y4esNad2uqNbTb2GCpdHSsmJ0ni5NdEdyzxwklT7lPeU5J9zjqbBXvBNWWJ20XIluK40rzZZ73OD5dPLnVtFskLynDrIgMd55OGgI1qwfHHp7ty8BSf6G3wNKKebYsPmYom84XsDlnza1BKcFMwehOiUCmC+8JsEiN2H8s7R/zOtypk3a36gq/njtVZG9KNQrt+/yu0In5WsaP5RfRYRtmFGaf8nYYdIECyUjsaVXzZnmrozPZHjuJjZ2JPz3dlzGW6IGp2b95rKko0TTe6WtbdmgvyHdGqzVD8mv3jVJYv1o1i089YuBlydBw4qHySsaP9U94e6eYKke8O12vA0GsRAqUu5JsVYNVsbBzfnfAET2cEEtFop6gNS3L/lhzjE7aE/QQxw5ZazJVmT5uw7Jr2R8/O9mfPKU0Kkyz/RKHsrTQUUp9zah99XSaU1jrZ+pUnESToSnRrNh5l3fW01OPRh5NGka3pId/KdQ+bTFImq0T/NoxWVZo4in2+bu+i69zj62dVXT/UxiTdCW6lxTfHBJ/738L6ryDEcVKhRhXbr9vhDU2mskSxRogaVb/5LtQ6WZJtqarRAXX3GJhBHpIiNpomC5eNT92P1BFbSrHrMXUMoqmOUuscN8DAyarnT4+dXwNUulOqy3SAzUPMWzuxxUKT6XSqO+W75mVGh+yHg7bY44ZR9wV3zSKTfX7oY+zsG3hhuyK9bCo1+5eHYw5ZEfoa0LnDYRy5P563kc2RtBivIfXjPlbAsQZ8A4mL/tdieP3iZG7Jj0sjD2RlkhrtdtXoG+YNw/4x5571YkbFMQFlW/Qdeiqu1d36cvsU4Yy3IDIf+SAHBOBz9da5BTLhuUX589l65SNNmxWeuovB9RdC1tHNbfOBOs2xEM2xvDOFKYBDANQc8LLCQwyTo1vzl6d05ELOoaeodcMj3uSfE+hZlh3Pto7eyRQ61DTgPM+zX88e2Bq3wJctqz2t0pPup2reSRBsB3PaOSkXTF9TrN3ttjypONC6HDaPlch2yqq9W2hJgS09q5AThtMmz17UT8nEBRk994vk5G6e/LIeYYmafLG8hOjgqV+wzXvZftj/GKe46zjgtSjLYIuZApLV6zNMsEiSsQTR2f6FMeIgkiJ4Zr0auyAvtYqUQFfg71jyWx+UnrdeiPgd6iNuuyNlRsLN1YOSk3E4ymxl+nRK+s1GKOZXxjGg9syLVGcL2Hf0gpCTP6h4NPGa5HjpvZsQa7xmEdE9MefVvkdF3S+CFNPaE4tnJ7aOsmXGb6m1qQEhBxCxlvPcldwAYe5ckVau8rxsSP3q4jU6jhGhAisEnCplZAsJcWgwMIKssAkK8kqolbQApI9nnNszawFI5TiufWRTX1KMbAR/0BrKhYYFISpJMvjHgDiptyzem69S5QVgTKDOC4GCbEiv55qpVxYMLHu18o9V7/vlpOSkKQSy+keMBcUwYVK/H/ktjY+G+BcdTXd6RIpS8HGbtf0y+/r6Tt+oAEUX3TIAljjTGHJP8KVMWSF0nVqK3PR5uthIpBijwuSdEca+rvpUi6vvjUjSufjq/lG8UcL+ffo/rUXkUD2QeBDE/AbnW38R3qaROfyFIUtdbCg4F53KZ2R0jRk4HVqe2E6t3vdy/PyXv/SitDHL7xAl1iRL+ltLn8W52+i05cyzuh6QqUrzCOjSIirECzxYrgBd2FSkipyozOcJWQRSbJ8mwL5IX6ca9m0XwuipAM1cqNcgrTj49wFbgR2GrBxrgIqsBhrDsGj+DIRZ8pYac40Ps70E0cWMA0uTnOXsPNp5jIhhdPiCDDzHFwt56aNO08ub/KJD2SQxU0ytDvGNZOj5CIyw5njXgrmhVHfJjsnhWc5xk1r7Vs2MXg0CTZydhNNRDRHSIS9IBjjijgK3hT/LkFtGyTE8GXmMisKKVLSmBynE4HpQATPkashzVSybFKQcU6co8E5CINYJUNYhBVHXk6iS2xBmpvFCLz8Nh+b3PRXDsIHP9yNjyexACcE/LwQd5aJIhzSyaR7IEedHD8nAqpKqSmFFdykIExMM5olHCy9eJ504W6cj/1+EQbzgjwHbsenSD/qREeZ5AxzlY3yPUwjmARWzpCG+5mM40BeW2Vn2Rkkg/Q6EAY3y7dwZjA/ugD0EBiggzOJabhaLgNJESqODD1iBPN5esIK7UiQKSWlJAOxsD6zgu4k9LOsolDRZkoKSO6vpeh6JtyYpeaSaOFGrHIuNjf73Gxskm1mKyV3pxglQdugQWKStkMBHTx4L2yK3nykj1KGo5TxEacSdW6VXCU3phUXy82i9jOsGWpHsCmDVkaHTZmpJugXFr7te4/c9b1TFg47zRauBeQIIAbVZE4UsFlIB8cBfp4oby1s0ZpnzwP2PGderi4O4N2otLUgIpzO2IQO4V2aZ4WJ3IGUsh+UIhWV9KLcCWpmAROioAhMiqZElPDFKBX87nsduT/cKDaJ6ZxH7BPfjYADcEW8Kt44UuRr8sH92zq/QvlT+WsH85SSD0E2n0E/BZAUSAty54uK4Xc/OZi7++QAgFXKQBHf5cqERF7IBjBnluCzzP+fM9/NGRMf5BDMQTDKGs+FnLHJnPm8Bl9qW0PvemdyZAnKQ6wIi37rhq5Po5fmqZkO91sArWLKXqdxP0/igI4YrBQU1IgocHOxyu+DNAakYJiyoL1gXZxeAQII3r8nTxguQyTIOmcoIxTr7Po+8eLRcXSU/V2IQfwO/gJwsSgzH6cY/eYbMCdu/zVpyyKgdoVIsxfYUi63nMwRk6T4soYtEEaxUdRGA4sryC1SYoEY0v9gMQehpPAuI9cwZBRR40Av3+yIaJ6CTS50Vdw2J87SyMDpFyUwwRoGqJUa0ua1ZC2mz4JeFwlplwENSasICClbfy1SELaXgzLQN0sHAHb/EDAwkES+uIs89pqbAEzBdTnJCYQtjyKrDFLjuiEt98RlQ1pItgk1oDi8JzIUfNhcnILHC7f/CdEB94tOgXBNdkA5u5bSFUgxjQ62Nie+HnFADNjsu+GhQTBGVbwrTuD/UXGKUpnBubwsVWgvFFTflayxwtopEALYBPVFpxbJ3a+W3C4Evg7BEHgwTYC6urpGug78+r4rqaq5yi0tISABLes3Wiu5t909lnzjfou4B1c2KZs81F4Ovv7ajHlwAk8jVBaA6VI/WMZn4BSZIYK8UTKGMY5MHnhpwZayO0g3aYRupsCgXhQE2+OEhm0HETTKlmySk5qjo4f9IH3eOLQi5lRKgXGnFXHvPJfaPdtept+rR7Kgd3CuIyRcEk3wZHwUkaIOsFy3CFaAtjUt4FjNMGH0N7qOprlac5Av+5G2Zxr5rR8YWVacUTqqHd2nZzs5iqH4kMYwhWu64tsdO67qOEq2HSovTPTOMU0wqvh9+RiLj0bQYsORpZ5ApbPBXD7PnyftrBA/WuNmrgIUGxdYHhexR/kK7oTcX+zs0doc7AVK2Z3gOzYtbGqfPes9n22QGdL+iUvaCxMjo3x/njk/wfVvtRZpZLpNqaZRjpeNMuP7bYfHzsW5gcq4ukFzbQV4XZGTYQKbrpqsItC5h3wK+e4gEvA6WIFrq+qxhx1GX1HsERmIH/XuWzHOFgUQSoPKn8tbLBrf7Czx8kOPk3LW6hZJ3rLIcnD5CU2nv5MglYI5woJYmGl87BlNr70t3GCtmLJf8soTW71HJjctNSgOeM5ntT5d2qRh+vbNos728S2odxradq5sn7qYLBNVTpPODu1DS5cUluwjYYu5dE4Yr8vWp2pUjuTRGQ7fNEo1o3jSf3nxcqrQwJ8jJaPtf146HDplUBtlLUmU6FiqQGFMazCkmvxSP3/5lOWkkvAwXZdtTSa2QmgslJdN7ec8JGmKA9+gyumpmgNjO1YDblGYU6pEl4qXdgWhbdsKqtJ+li2frXBj0sM+5ziKSmSaub0+JAzHSQ+UETbUwPaRLkRyfvG4ZFOaEyZlRIbLqUELsz/ibzO1o09Zr3hGZD92yKOUCV1kqJDi3h+turzMBJRSoNRzMme0h20GbTvKsXC1Owy7JJDhnutLk5ZL0xcy0MIcR2+pHtYb5hx6tXNLYmd0R4bguNzeBY1sb+FEsUg7YbQ7ragdYeCjUK5e3WJDZvYsdCRPqlzCO58VNHDy2Ro1ocIUDan6pM4GGDuwuZ2eZizRqm9NQxSzg/QuRitu3h1pn35UbAZyM0H1LmCRdPsf4/RIIQq4UXvI4QKhPn3/pSH78aRrGRxoVYL3FaftZ8RXYevIrfeEH+zDGxo/39PwelsVyJw4FajIPHIEPrfZo0wpq8pqLmu22KqxyvYEaAGVsARcAaWgzF1iEKn2T5MS0fRRFXLtD5M+9H8tqT/4LKUJwcDuBTTY6shzsDK2sQMfxE7L3Z9cF3vF5/Fb5C96KuaaF3fg/rZ3wm2BPcNlGiTwaKzTDL8Yt0xaw91Aa6vmiUAN7w+iXv6hQvxaL7fdeMTqUDmkfcIXkprlbfPEu3pNX2ZrgOmzFvqQwiO+x229SiBFopTi3duJGfrnT5xbOtEyd+rdW7+7NHXGc7b73H7HuRVvyGsbHqqVD4eG1c3Rgfr+oTIXUrX/YI9mi7m6EhZXnbl4s6wSGAG1aoFB2ArgcGkxVlICSiBoG6i4XFRVA/a1AlBcWFI0qbM0lRZ8XFBbXFh8DQgLhYU3CwuKxAIBKBgzJAyFoJey8gUHTu0RiuW8FUv8+ETfDB8F2Id8wNh56baUldo9+fhPSxRg4agNhrF5cDt8QntsBUjzXVuCVf3EVm/1H16uFLp3v3FQs4cctfyx+KYEfVGYeVzRc03TM9f74by9bOLIgLplyeE7Sh768vWq9w6VtUdPcK0nX4DXtW7pYMfb+tNyD3ihrt005Dj7fuvNX/1t+PzQYL3oJHZgsLm7SvcIyvky4Y0OdlnFcrUdDW+VtdTVRZrrwl3+TsVjb74bR6xgFS25jn3VrwNfjYHBhhLdCf7Aoit7EtvXgT/3ovwMA7MrJOrJHg4v5izODi95FU+O9zMQBmKqVmpiW7HR+kDdz/zNL3oITbuso3S1ObDL3+k9vthn6Z/p+0BTaKgiUeCuk2NzwLij6S+iXeFW++5XHU3avEAHX5LBp4GWMLKkaPrcglhSGVJqWKJa2zYVKt+O7ryxjDhbGMYsYOxuXjK/aOriW14sGAOFi48ZDgTATwoEXWQU/oX3mefIscxRLnbnjOAXS/3hE5hOvmxKHsh0RS9MnbX7pvoniYlqg2YCmdgWqpsHqvrN8Z0OvcWgM4R3LSJZY8+k+Y8fF1//k/CN+GMiaxqh5CmAHPjZr8S84XYbJVShY5feGez7pOA/wc2fsfcYKca3tF9kt2NtjQeuw+bG5SHX2ZswMeQQ+DuyuxhPzHBNGNEfEPrQqSJXc6IrYfKV8itekh3I7nvtg1cvfvmbv07nz26xbQvvnxmwOXWi+Sol2hSoSWodeAZ7W2IobZObspTZ/Ld54EeE3J84DrjsHPu04yJv0mFEIsfle8fLx+2xTsL3cnRctuXzlHL5OAouO+GbX8ycE+1RNCxA21lLYRxfYloxLZYFfErjfcUJRJtGEQ6ygly3MAu6yUMnftfb0f0XFeDd/uTZ1vgTB+DbAO4DUCZVGRd2MzbFt6Tw25+o4E982CI/uNt3eqIlpAli47jN6n4s8Jh579iz8lvLW1VbM6QJ+cSCyPNnIRls1oKYftToQMo+HVF1QNszE8dD5USzA2R0pravbS1yxA0y2CUlZjtt75xhq7b9KshkBGbHKJExuPA/o3vKVAdeSqPDFiADKfvMkf90g7dHpp0Tx93Hq7wDB198hwPahto79Wd8Q7dabzR1tLe/3dR8pg02gNq64VNq3YC6FtRVV5cnyxikha3tCNURljGUs42xYxH5ZLkpZNLB8KPT+7LABl/zgBsvXnM84Tz0FxESdASOValgNwE7vz72Oq+VmzrtPtPwWRI0tbaTStBqvDBeFqmwk95ee38YifYHxDLF6lAaGxsWgfCFaSf1Xa7DYw0r7QqE/kkEM4yaR7E4W4/5j9taRXWux2Je32Omss8XkQXs5//2NyNw2hheRbms3HdBDl4eJ2ZxFOGjDBDCR1k2NNEaMviRcTR+wMZWnDI8Ol0RGHqTT+jZur4F25QSbXawHGznk2ZThK+QjO7n44unvRflqApT6uZrfWAZWOjocZ28cY5+BVs7gUo4CpLWvFysGDZFLiIeZFon1TuBs2q+mo8FeROkibAS36GNNVcb1JZt2nZZuxxw4JRtZt8iWRsn5tmddlBOYCi28OjCo7PnNLvGVD7Mh4Uuhy57KA05tHOx2M8zaubhPOvaqnFqzyoWQS5rkClUikwjVnQRLIL54cTw/doZg3knUJfS2gc2lLR0txW1onyESgAFITRDGtFXX/31r81MM1NLKAlaf4vjtYxSVykfWyCTUI8asJHVx0f3eZlxGIdW1IH6gYQ1hSeHI8MrTFq3S1lCSHy7Z4f9YdvDbrPVPGs1lyw/NUt4gB/MUcQS1KKfgCNXKe1Py+YADgiiYyilXSxWSU5nBxJw7HT3idIelyf6zOTTdM25p0WorTdULVMqH5l+wme7pzDKH5moGa1ZZUq7zT1y3I59Rn/ddLHG2W5kokJU9cadFSDbpGLTWkvQWVWrfu8rj3/2Uu++tjUNJr5X/R4DrCLxE/EhEdYzxlogY6dmTjmQFXwMpb9fUjAZOFWILu5f2u9D3IgUHyfdgAFkhJT5mYEdoAYQpU6LULoSPVb0+/uL++f20xrsYzJ2sQ0NVM6oXhWxI2SPtTgorVWx46whO8tHypj3VNqlgx+I2H6SYCq4UubQqJRWbG09Nx1sPasjyVKxaoNsJTsDrIQby+B0YhBGKGMtYG7m7FnNkwEQw7ObkmiyOaZ3IGm/e1gOaOXXQwTABMnHa1GWmyUBq5w0axIZxZZAj0UVrO6xY1RjDpKu5Xk0u8cLAkBtfiT2yM157Wq9BMSRNDrN9LKTUAPi+1e7e0KEnZyHjNPaAStCcedioNLe2TZ+mVKfR6GP6XVlHUNTZJj49HeFC3e1aHuHFgkita8kztKadBa9xq/OVp0JmSe6VISKmJFH5Cv4Co5SnJPjKnwOBnkx1poauUDKcR0uA2G7d5+UZYBpziShwnU2juXKPd0ydaI2vc1al94+v70n1Lyip/2hcTgPJSD4+FyewbXM9LSNb14ZkoNwN62kO9lmtpx1Y30+MLPnypQqBUvBEhWLiuc0c5oUdSPpJdElGW456D0yBjWd8X30KwNxCuVLXFqbX0ZfT+MmcgVYrzieciBTl/X+c7If88tD+EyX+XGOzN422/eAjutlhtEsoPXcVaBH/IrZSiOZORPu9zDXNF436UCMzEXEywy2i3baQc5ECO2gxyPJ8h4xn7KhTpQWcwbzatS+1DD78BK6alx8tNYynPH5EB9y8aJP59a9kcI9TPowbZo32Z+eLw4es/dYe3oSFt++VhPmbI92qheeNF8yMWkDg9GaQpKIDlnFavxGh+HyZR3UQR+F3tde+/Q3qvPK85/+xt5j7+H0cfrsqA1d8XOuWBA3k9bKlSQ9/ronk2WOA7/RH7NvWySyjU5AYL4zscvy5xaf6c0y4/jfFMjEcOSpBu950eBC0UKZ5IjkCP2eRHfPZ7IB+4mrjhLjQ8rNhrySRW34tI5MQxvVjAd9Zbo2wVrYuQSWwEcfOFHPCcnREQqJcP0+uh2+3nEkdwfLQ7GyOEZXj7eOwth2748iJS5UCVLljEJ5i4PMYvyG+ZqVAR2wYhPMDOoFOlJHPv883VEOZXR/KJcnNtONRgfDgz2WS2NP3u2MGywjGThME/H664mmWJMDcVDSOQFHofPsgnLcSGAENnp+9LyG1JArz+R6PINrhhWk+er9jXqR19xDqbM0W+eRGKJCaZOOAej/5mOgeE9NVZPseSSBvBo8wuj76AMTNo721KoejpdmwGo/ekwD9GpPLTVf7oy3j+O0IWgeUrAklCiP4kHSzfQxP1huC7RLwOS5sSG6WwkK+kYokc+X8DGtUb6z1khOkyNXe/hbzFUbi18IXwIZ4ASJVp1xEtlYAiMnPMjdRXCM/M3aKhjf9uYcridv0BPRZwFOlPXzwLFsvaSSapE5TUSwWcyBzNsdPePo6MDaShkxFygIM+EFXjBydR4qCDtFVBqqkMXTSi8HfCZhOtCSjUV0FNRYYBo5f+a3tgZZ49UJYoY0w7BF1yYlsiCJEOQi2ZO8xrkmot/sQUPMxEiqMHhy4RJt5tYYKKWLD1yUdM3BKL6IrDLnnkgdXcLmsOu0Zahj1eqJedyBEn1TvZ1zFe5H7oRZJlKsIs1kEp1FJytke2O+Ud9E8UpPSj5hdJ8UAT1bQYqAnNBTHI6wgoQGzGKjkCKkI2k+4vMFA2ncgVh8MS2x6w0ze5H8LNU02axkrnTze3+zcHL51D7GqTXjOkZRM60ONXwQq7JXuzEH9sFSs7+lJ1OhqeBgU/sjB9+YJVSsHmfjtE4DpqAdKFANJeMzg0YXB7OiB0TQUzVWI4IMfAlRMjmcedTNdDPpEbYiVoSeDuwwW23XdMrVcfVv3biSTLKyJ+cv0HPoCjA6rX0rQMLRkCgSgb/+9W89TI15spuDzu9VotKeK6JniWduWTEVigKlTrXDCWSsMK7rn2Pxh0a6rdCLSvHfrO28wAN+74TJYxN9/28xqCc3/6POLGXZaO2r5kuBa7ftuxjN3jbnrkBH3NQatTTfOKUAZmA4YHvihv8Jy6GYfe7wzT6FY3/q2Ps33z/W+9dOYX3gpG3wxqXuudPZMzdxrHnZ4zvX0dqEt7bii2DP5Wo1BpthwnVIArrBQbyituazykAVp5pRba6uoozjX2zmox833ZwDvyoCm8saDikbYzuqQEFp0XBpoVDcVXi+SlxdUCnsrCmsFBSOG+KGoh5xZVXBSFEzaBHwDhaIC8sEwvJ9TTzeex0CnvhEDY9X3CbkcXkCIVcg6K4o5p4rY/PKbnJLW9pwAZdkA/LTbrnph10NKwVhdFw7d0x05I8fac6HvUNLeZqKfoVaxTTV8ZslTYv6j8ab8YZqNc/UXi9r+p/3S1x1dv8XHRMLFcYqj3Je+T/unUhqDSLNE/+wh6LJfc9FIav5+O/6KISubzgpxvslJw6VtadPCL7fUTF3LuOlfRUzvsnh+90VRjTG/PIl/7nv91hwrAWhg+hBW8/SwcVDJTOH5g6v+S6WjnmOr3svll2AnV73X8xdRpEA7u5bJQIwRSiHum9HxbXJGp+q9M2Jej7SfNurkzdNNwYNmhbgb3+1N7Tb2FHCB4cinZPm3sJKfpdjnxO0Cfo/rjx4o4rXN8xrkCK8y1cIcDl2uL5VeZR/NH00dZQ3eozdye4rbOD08yIn8I7kCc7AkgtoTxbVcpuwNmEb9lfj4PiZzhdGGvC09wc8Kp1j6vtcKubmxO6cUyWzKwsDu1Y76+/6VW7wJYYq8pfqu46Vt2v/rmfFXxndtuFbwa/P62+E9ZOGDf9KFRc86GFJW4H94Pc7WaR9boF575qj5eb4+TVPy2I521nzTWcLXjyMRZs3/C2p1tl2UTu7BpRPmk1m6d7v8LswDs0c/vuul9AZq2fD+2I+6zl31wHz8oztngdGXp5oWfPBeFFUyq94yYbM7qf9MPsOXPyypH3gr4Jkfpd0i3OLEfXZaYeMq/+qwCq+yI5tOGWkdRXDqh0Z7G2lAac9M5497r06sLA3ZbFbNN3zj1kff8BFY8W++RgiWB3juS/K96bFM/zvcdt4zyuQMMvrnspL3sL2EFvmYRxEaw5ydHf+5Gh07x6HwX3/DX4dDibf+R2eHRnTeuJ+304IC2Eb/p2/mHERc7JUtfU5PpykJjkT8skkOCjPvzq4XwrWvT3Qb5xv0+1Zc/isEl5hd9TnvrCYN1+xWvNFsEa0YxrR7ujlG1RoAvtEAqxm4/6f7vMAwc/kFg6mBJknaRfR5qG2jycaaTdRbXrX17YWJdNCmbIrsPfFyCbpHk7r9N6ZR0ODGTjpfm/1gmY8q+PXd3qaJDsOpHa+1rfUEmYvC2e5az4lk/YnZ361AqdADPlo6sm5f+GDvhcZBvPOZt1u2r/0dqT7Bx1M0VPxwQdcTEmv6cJ3eplmpGPoNNuIRiiTzsXVdhgNfPCz0fOhZ/ggoP67bqcFe/yw5/BYX873pDgm0J7oHjtRL86c7Fw9mXHf80Ilz/CcQ9/wRAW2ShHp4/e8UQM2YMyTKSqPlK6yqOFkeRBrfxoLHCfyDr2SYSmpEi90nJx2akEmL4upLmiYLs+vYoLr8opKu0a5dVKf3irCFMwPP/ujXHjHum1Zo2i858oydgS71pxZdjgDjvmPz7onufEi2qdV7PeipzX5sRqD0oCYOu45t2YOCn2IH5OwRegU+IBgT3pW0KWq3wd3SNucrSJdpJnhFXnijTKurFz+lARZAbKHRlSKSY1iq1eT2Ow3y/etIOld6V0RcpZMYIpuf2dSp+Kkd8uPpR82tSQGE4OLz2ZurPlcxm3xC/ELc0/PPa0lR3eYNTJchi8+u/SsTWaS3e/+ol1eM43OqnS1iXAQa34fDfjOxq3Q2W1jDl8+Z3P4B6LsX8RAYERybeEZAg0BVWB8ZP6Z2NPOI4FjoXPBc5Lz0zC585iG82+29uiTkxcUR7x27W77pmszj69dEsTm602P1CoGA4ib73YR0FIpVb2exOaQAMjAJaCkrJElLNG2OKI5HMGeTRMM4NDO7ZjlWqGIfF+JXCL56KJDVaOq8RmpJPfJ14jQc3z/4oK8q2cCWG6nYxqvumrdDakqJzsruS9qaJJKuYghOorhbgwDHcEAgYvlYuUCg+hABTpOIRemIC4GoAKnYwoWcmE+68/oAVgPZXHkge/a7LkH8nFhQigVyXJP37UinWjtsTv91J3+VSEAQS5CxUOpZLmH42tP0pX5qvz1J+bz+an8LJXuPSi/u9F0TUo4haQQg3CS+b8taQo+qFXT0SX4+hs8ZG4HYS6O5L4Yl9zp8hAdKUJVyQWLrAWKALAPxyAXYGAJgWwB/TaFAOR+wIkOO6AHEQdrES/lQMCDgI0XrYWZkBDro6twZ3NBLlcF4gWEBsBLa//N/f3i4sJCJ+JAQE0FzmXnyEiCFH3jzs5v4QPDqVu/844A++Uf33kXAoi/heMv0DEuEAdfUNz7wx/efAOWFH8LPydOYOeHKI5ALIrEEAhQWNuFTwIDZ56TQ9USBIMDGyPHg7kQFhwKcu9MUXzg5n5Eiw5kWYvmgPfGKxcTQgewxEXgbohQLi4EgLb5jaCMHJPocxvhLHdjMuiBy0V9DK2zN4QBiguF5ThO8kqhXegUYhiO46VgLYSETXGZB+6Gu4BWUA4KqLYKePUAzlFwAGkaDzjgXstx3QO/oACzHuSSewEKfCwQT2JrnbXlJXLBKPRbMuy1OBdHXmPDGmnV1WAGDaMAHNnPLipcIzkHWzrAJQZT9Fs3L774/RAGOQyzyQLqwgiIgnIyCFAE5P5tJglJ8SQQ0CEtYC2ihaTDp5R0lBNMgDiYpKNamptyiM8B/nvwPnIJsP/02TrgIWbCzBSoZjEw+CwO7NCxLgDAWVh794e18Ls/t7WeoV3z37VtlOP3KuAP1sbvv9v6D3fB5H2ZeSrdV33jvtR1yVzmwTTfENhsEtM5f7EX2B6d6jB3Jc1OsIzuKz2QPBsbKrikEIQULuYdhz7b+OeBI63xbidwdMvqTE0yw9zOOjcig43lzR2Kky8kB2RntZ65R6Ia6wGd1XJooUdH3NGi1/pmzaJH+c7fToHXBoP9Ga+oD1XU2ZDlRgtW9Bmxs0xqCLfg0l2x1kTbdBtZGG+vnm2f3/N2edaEMToL+6c7nV3aruW9XR9X+CzJ/RfrX2ZYxaoDq1bT44bHC4BYZTtWzgvZlnriDv9uhlGPOg/LDmeOOGDoiN4jA0qPbPjq4GDsX1cUU+V2bF8IaKyT5Ooh48DsMfXbwWLhGIipuGm1Sh2vLZiq9dV9+NVzf/Rv1/cxqMUf5cdZVux2ot9UIa+yVSZ1LX5QVlIxQuyolzfXMsDEzipqpCd2mXYl2w5KkFXy1ybLUr+Lo3T7LwUvpvLtVVal1bQqm+/5nYht3GbVLrcaWC6NHtyZcqJHZWdsuOqc40dZPKlBG2+ndAWinR+/ef1D9UxrsM3dZqMshcX2eu3usd1HSgx7JjpK3nI9GjCrzDGEAX6aAMuP+k1GWDm6Sw4i4kXra/tvdpRaT8UGMqwZMNW80OjeF8XmLAu9pifsh/HPk4fkwM/2QefjCRhAJnuDh67qD/1p8Hbal7hgL+Aoo5oxdL6uvaOoHBeSnia0ydgc0JO4vmVx52RLPXaJ7TeYWvWt+Ogui8GNLO7OtJmwvtL2rtLK1qstTQluxn/9in3If/Er6TFdSWhnsN0Eel8cQw6VNZUMaLvmumpCXQvdUptu1yyZab/83O9Wyej5zn3dPV01qlP+i395LdQ/UbGiXAZWIK+olZv6ey0dc492vlN65DPbXts+9uaL5dTk56H01seGFw5mdiTqX+jjO9KHdKh7/zwz0lVn4M+U6yo/+XQJaTeqVjVXMxq35d1sx/urfaOHIyf/NsGKMDkTcSUWUdq3iJB49c/NWplWtl1UHzWtcHU/SkIHsJ1aYGvYR+qeF1/lD3cyQGzgTPeSwk+MdbooayzMkhtGpfH9EnBEPNIa2iFv62E4rUdHSrzqdON7IdPk7mz3iiXomDrc7vReNz5Tg7YMG8GfJpr1hmff+cPPzq+A5J60acqk7Vgy+R91dYUuffHsJOp+ti68Y7jPuSPUvKhX7kR3ZncWHev/3VTr4q6ro21z7QfT7YxOI3rozRmwyo0cVLgUJ0InAwNuForz+1Z5kyjjWW+VB7uRqJnetlxbWBWud9WrdK/BIgrnO+ABqEQnkMlGv062h9OGtvk4C5JJx50Md8qY2vmnCokDddksDPP42egAMYTLPNMXYuenfcGLOp5pGx+RqNLOX/7ul7flJyZkIoyo49fH6jw6zKFb2GHdMa1/h/0VZ6fd0Og0wEybDJQF20sUJsejUubBOdcS3N/hsjrRsLJ2Th2uMWgl2qXtvz+o0f1JgazuzTwaBHOn5lyWixO+4srJM9nBthLzRfRCanhg1WVH7I84sNndnII+BzfruFFUGLto1M0Yo/2+Q6dmh/XPmuxRzL/JRdjAnMfDaR24Ftw/tzdsDT1mAzGCD6w7Ig1aZLk3yNLxVlCCwz9Wcix8pkQ6OBDbNIqKS6ZtkoNU86dVgEMkz63kC7h9AneVpaolqcLhqwdbQOHg1FZyahu6TagkZE4tPgYjA5Ds6JICQ0FNpEJUIWIxul8M8KX8ItHpQsVZM2Wumi4k8unfsfnk9ULpacVg/P/i7v2D0r7y/f/hvH/wQyBgxYhX/IhXvELEgIIBFCMKRlRQjKgYMWIExYgRI0aMGMmG3JoN+WhuSGMnZkqndmqndpZO2Vk6S6d0SmfplJ26s3ZqZ+3Unbqz7NRO3Vl2ls7a+YImTZqm2+7de7/zne/whwF/8Oa83+9zXuecx/MRx+KU+bSy3zK7CQIOCi2LUaw5kidEo9MGuMEzTp1QgU2s3kwn7PLnhMQGJajGiLySD0QGEMAyIIWC3VhFAn+7+fZSi1LD1rhbW3dbWW0TqrZd7a0r3g5650QeXrehq76CFiV6NSzuEW6totLboKpV4hbPuE+JzymwO6PiC3nJHmlSl5ltLs5UHVlzNphHvbPi6VJ81nLxLtBxxaUOfkZ9Xlvybjijh7nds5ZpB6QF/tshWAx/8uGVTF2/N20LtactXwhTM5VsDzHaF0wzYl2I/3zgotCU4WVvGJjaJQOViDfvWHaHXdbtc8u2OHBMOKY1P/1j4a91Rm/v59E0BNg0LlUQp4ES1Yoq+wkdEa9eNhBjsL9fP0w9u0VYS3Odd538wsaXe8VxUf6W9Ktg1aqMJFuunXBAi5AMfiugiraxobdeAkB0Z+7QKiGCVXSZvMOGs+rPA7bPFOBmbnKwu31lY0rrEE/vXFLMOVpskJi+dkgKKQAemIEUrFlCRThnCROsHA3xBbfwyflHqNwvqtGKniUwqsuHn2cDFlDgVupbPijSG31ngtbVc6TzvytKqYIV5xGFDeLionAIxp/+Ktdx3nGuvCDsuHMrdDvA7fED5lFzB7dpziA+nYEZIJnalyx6OHJuvXWlY8skPJPPe1s3FbhgPJzn1P3295b6OscltkvNGrQPZAXN/cPXDEjMMsmp6rPMskd+8ydGcZ722KsssHkMh6uvzqmOHf9tojpYM9UClwpCtU4FS3EZ0VnbatJ3BrWG+PS6XTvLGF7ljHSvCtcEGTLyO9JJnS3u+Fx6u0rPvxbmRUsxpVWe8r9T2Qsd/L5Yz/LQMoiixjTzZBYt8yVGSRtT46ufa11vcXe4AQ19PdrjIH9Uv1SGgbzAfoyHS/dV1IUqGNLWOan9eF/dJvUmE+uE/VBC5zfRYP3AXf/49nnpxOyd92/duHz5F9N2h+rS4PLIyNgKh1F8u7dzCd/W9Fy0nLAhUUnIAekHQ/jjmOrK2Z3qpRpc8mOW9kgVcD4ll2xs/MKV5qZps/Dznbqjb64fZfBfUoH60NEQgoepw3YIGfHZFBAdq4X2ht2gXXeEIuTXbPGUgiId1EYFv3UlzzNGepOrW04z4xFkESiBE2CANHl/hsYzGZdcHnIvuS5XTdwr+3JbgFsV4UU1REals8IBRNr6IMnYXImHVBNVMTiI/hE/TIKEqJJfulw+uVIeFUvFc1IqCErZWNu5yJB2LPETJ3epeJkf5lF2y66zQdOfEFHJmqR/W0IISceRKpyz+t51dg1LjtSiSkWdRjF34vplttLWUOVuyIa3myS/KupXNcebvc06TXEfq5XUVh4/6W275dQ62msyhyXr0GIaq1Nr++TW32IAmUIujbRHn3FwSJwqM8FyMt+s0ffsdMt6/Yh5qFgGVCBo2iG8bYF9Vpvdy8HQNqF3MEQrHLtgnN0201HtoZ4hMRkHXhwU/eyvnCKjGs7eack0EDRpmwbliHmIPd7ZZBiPTdmNH3ymwipRtmCrJiLTyon0mkgKPtGtozSEhtDhTfNgLvNSZFp4yT7853lGcYuKEOgItBW9sTLiG/LZSZO71bTswP+xQSxoe5gGMQAXDZT+2X38a1p1k92gOnV7BJNnLvm18Nh2qed8n3goBJgTAbCCsuDFISZxTVDpqcKR312rYlRbjqNtNMV1yZi833YCrxy0KjcahqWNSlVv1714QxBaG7PiLX2+ZMErhO3lvLhkWcyW7lVKq9xSo/zGs1b5pKuJ27TXdCWgYqhp6m31otqs4TA0euAaTylEIq4QfwdxCNMtlY6K9Y4AykXWsTt4DeTHOfExRHnbfoTJsfPNkBV2ANLRnpevm7tonXhszgvDEVDp74md8rXS4e32F+yWIPDBVtwayoTEIzrEDG1BLtgK44G9Yq02KltQvKsEL/1RAf72pw++8p38pUOn6hxcRC0g3hZotoLbiJV1LmdbqUfoHa7TZoRqWEGYXbTDS2DhrOWC21aNmUGmlbNiix5CIBvHo4iSQ4i5zeRD6ACPkCA80AvpiJukavIOWI7oK5bhqxhUafz9FhIbDI35rNQ0artLowOITlVoPe9Jd8KaZI8aOx2GtPqd00w9d8QD/v43GrxrDTpwLgc+K93OoXPaGUdn2cDLM5RNxcta7KItSAneZOBIQow+CjzphDmT44IMJ53yHZ4UiUpLe4vx0riEUEPeriXVriqC5FCmWymuYsgYDZv4BG0PDmKRIq5qsTWs0XXiicFzEytU9hVBle1SmFIuSH7lCI+UFJf30MAc/Nybl8Vg2l/enlcXrtIfVjWHOz5rezXrF+p7t5MT3az0pZ7w6bacbiIFR6xLzyY0FRHT8WeA/0xGE46i79cbe7LuEjZN4gE5gUAGDVkEYjWBSGxIzjlRArEqPb2NgBIIVRQyoZJAIdYRUHQ8o6sho2Vj/MsCzcgaUI1ISHh7Ozs92uVMs3UbulbMuuaq6qErX23+h5y4WP2ZqOY9FSj2KMJ1og/7t+rhxUZMI9hueoMuWUaQc6LcuYJWc9WaVFWTvG3g9hVYDz6+U2NuDmvmNJsnC7NbhsJty+3wSvt2x2uWdLOc1k+D6MAxmihTPqVSGG5EntktDfK2St/BLZXZyleFNXlhqUIcb4pnakGiJ9GfbnyqpYmL24YDV3cHV89cKXkzOTsleIAV0KaRU4yS4fpWj2gLabrhqLDVKw+P5FG7waY+8zlOAFhr3toBn9FgFggLHY3FOvDp5Ci+SaaKN6G5682u5r2WzRZL6+RfPMdUFimHDTHLadgdSURRMn1dBnhXeDN7CgPKHlVOSdOEoy+90mqH1FVNVz6u10Ar+ndX+IuXxECODmZUN6A1hLqAY+XUvWtX770a7VnqSxhIpqlY/3A5Fyxf9j2zc4R6ZFNhAO9Mvo9RLJ/bzeH+RGbxzPwyysMc0TdNvWCGI80YTX7BrB320GMm82W/Z1TAEmKAqG0O2EXSCpcEX809vimLVVPV4cJdc8iIGBnn90bXnRFPvD6B88rNIFsF/sCmS4oK7f++qFVpFzp1QAhgajden4/LhTuzMwaVPYGezF5iRltGJqWFTGnLSG/NysiUZ+JATreJCmJjlVtcopk7EuPXvW0G1orVM5HpKOr6r+Kh7uyQAJOsTP7eJ6yIVX70dQAivxuXX9+Fh2u2h+YZuL9qcC5Jtx3BtI+YfjmzDNG6M5n6jJ7M7MuTxWTvaXvvSKHUkOiL9m2fWTrj6e8jGWGDiQ4+5pq3zaOhPGYztYec5wUL3VtGwgIqSyNBS+O0NI1hpdvRqFWzewKnjef2DunGp0jpO1AC9uVjgHDEi9s7b9VTT79tuThnorKtRz5RcbwNe8Ay4EKpAzmaoacxraEimxhTLkxOCPC1SP0qV8r18jd5cVzULITeVWKfdx2S9WxkcjkqPgmSAT7sBIvQHtiFaRKvzVnkhX7zJrVjTWfQRU7pTukQOCNcJ8AAW32s4QszaHGCPAHvanZu4ZWumzBQj7I1vCvrNAz29d+sN7+2RljsnCtdkntBSfHE2y54qjRXVCprxKtusWELdqMlOqaHlpE1hxlxjPgHzUOygfUJGn512p0hO+IUIskO24qF0Z5XIlXETflz7RuQLWsZnyCKUbqVjQv0uNCZq7PevkUc6eR7OcsnWdos053pTFE3J9Ep09F1pC6ki30qIz39g/QsDkOvw62dVOGctchpKSCBkNHdvaW7K57zzhsJGyN+ySYqlQfrVsFyfaBzF8wRol0sJ+u2GUu9fOfp9hi0a2dOF09fE+j/awHoKqiUrHidt4XVjNo0y4jiUOnlqXpi1jXCaPrdN/OJLe+R+4m4IQJqqiNmjGc2ZNeozjPPOHtXzbj333FNbGo2cG9kEIsoKAFsnNweJHz2qcEctqIvPeu3BicJfMQ+aM1cQNj01ZMLJmNfzKRBrESDklnBrUT/0tL0CYrmrUN9hlqWok6qKLDVzb98XQvtNCqtFohFiAAuePrKl56p7UvMur3CPfQLuJwEJetz7OIF20whbmUac+jnej1aHgZ+dAkOoUoYJuqPxGh0qtKMOR9GjdCCfXYlI8Lgg1jWCh6PBmCzaW9QhijPZpFmrNP4WcadMMcq4Xd+gIcch1hl6f5ksbAu4mKJqHVwzuJB5kb5uM0OPrqaHBNluCjiAH7wF/4o9ykczASv/GYKzhu8vQY5S93XdyapNOORjRJbEamICfmA0lr9AhONjwjPBhCjbfOcA3zkSBfi2LxF3JLBToxgFyw/KyhKXNidoNHiJXtcA/+X2yXKf1vC2qHbMdgGbQN2l/FYsKLKXuGuikk9NRrZ8qz3PzaJ/v9gOmAWdVSabwYhKp2cAKuUL16zWVfOa0rwWHrzmt3mnOt8bQvPwjtIq+BL73mp3QGUdh/ei+pm7GRkYKRLB6/zJOJjTqFVLnGn1/sATJQETqJrWgT6e+W9vHpKTlbdz9PJ5CHKrOG0s9eUmTmN66SMU7qV/UvGdJtRa3oWEIi0geAAkRgbINvNJjRCvX5DvWD3T0kU8GvcES6C58aPKYU6UfiYVBIFTJhxfBFCWrYbtidA6v84ALMwLAHR8yTbnassUIOi1TBciaISnDy9BMCgChYRBLghWI6KgEjEa+KJ8HnrODrWddHb+/K89TQz2WFgiEwsfYCPtyXLR2q+s4WunSZ1vbzQaqZHsUxkD+LjYrAeMkOR87ILCyD9l4uTjpl0xYAOkvF0Za31Xn6NsKZazsVGeav/vlcSSKfVyYVqkirUY0Y3e6fYVgeuUGf7gzA9+ypyutVhw0z6x7cOx6Xzv/mqhwQGSSBVtlphVb2wkQ6UTf7mTz/TtNC7RW0+GABybwFlCpiIOfIS5rCjl0xwE22Vm1l7crKrLXQq2EJK05OLDAPWEx44Uhfp2TmFjKzBKyPLExFIhXUMFaJOdmn3295jNpBtADoJp8qlj1L00BIwH9qc++0QyRDNDAEbpLDEpiIICxTDX7Of8ZREEFtphvQ/l7BzU4mZwNmd/EDX3GElYWt4fWbH4b2ULMC1RgYXDWEt0NY5ukKKXfk3G8wk/YkNK0BWhKxAA0hkSsW2q3U/+fKPr475xpYgzPiS7nMmyjSpBhcH5GEmx8wjtOW1kqrm75bcFFYjo0oTfkj6lAFE7DLHO6/YZhzUOehXUuSesZQhJh3LbperajAyce290RX5rqLzVon+BFtZyVfSGwt/U/1+7r2G7WbgbF0grrauOPgO3yX92b+MiSEY9lQleummab6JejFOIFloySI2iH8FA2Lg3j0Y/dUbX6eHgYBfq1d8zK2DQyf+zqTu5LHQdWgtb69Hcy6CWkaFF30XFg9jBFdb/oiHKf2iv0dAE7tyt+aNayu1W4r18uqm1uneDz5ctwmfiuevy0JAD4eReENWSP3xsyXP5lpbt08WvFvS0tXeWpKdQ0x0bHZWqUM6cRfBVNnE66EUyYADOBm7WO6QEG+Fo9iRKjFYBLQqRGEHL+pPuJQapbZxr2G7SdG02exsZmk+Kn5LfTM3V6HVnn+5+iu/wg06S67+eQXaqw7LtqoDV38XsW85ypln5yALh+wqTyAWibjyuS2wW0UIyAJ5u3QNlo2Nw0qPsGQdcoM3FspalBozGU+yI3aAnM4uXpz5iA/pgeNmUHyLhL5UZ2LByzU4jkshA9ZiDZACGuQkuCa3L66YTLjcLVCDATqY+e/aUeu5wAUZxMYuD7zmBZNf/d4LPv/Vb62CDZVL5VX/quRVHlkLigTFrDar1qD1tuM+zUt0sLteWDhFMyTQTTIJ9YDPVyGkDAFciIryuwxj60PBDAvbVrYH3MJIuQ603+CCFWCVmqs/2SoU4ocvbw+yIOpkEKxO2tLnoP7KN1/dBEpe6apIjArBewHQ/seXSmjg3i/s2QbsOsmMXcca5s1HfdyYQAOEwog4Kqoyy3dkS8ZETxxdT98V5N7qfJ4F7rGPD/dEcV8uW2MZUcFvM3pnF0BUtFtp/zexZkxbF8xQgBAcx67AITOJGi/z8VaqlynMTCtYgKzI5llNlxNsYCdCFVt8vuDZ9ueXwVK2VvgJLTl8z/7OMmzCQyyupegtLc2M8tPUZojWhAe7Bk4Pv9dgqKPCeYSe/GlK3AQ2BpJ1ek5NBrGH2J5Oackk11Ha0ntwuIn0BsptIhHUk6tQQiUR14Q2vet1dDtaQ9BCs3JcqntrsZh9VFoSrlQJIoZw3kpyvHlPDMYDZ3E5eI6hxJycLg1hyqQt5hIdZLauH5eWtrTcuPzRFkSSd60AGgjVLTWiIG+0UPBRT0/BJ7stVs0Yrjo/f8hx0q29m8uZl53cMPe5ce2bwKQjLJhtYIndFwbBll38kAJMzRdTQajLeOoqtUNWZC0PSbxiTnQgdFhG/so/RONwMEe5kBikHlpI0paAn9ZX3dDPLhKo0J+0t91l2Tp+gEZ7Sns8QqECDNhUz28Yzb2aId3gxx6SD6UWY2A/58W1+Wjx7Jt70C4UThPaTUhX9NQC0UUMnNvs/9BGXRDSBUYoOIlg/RML59wOO3WBGJ/fnQ8h65mRTBBCmmTQ2188qx/EDKz8H8VRAIeQTWQJYQIvNoLoUdlkfPRnoUusGX5WuUjKvUHidi/T4pfwC2bIC7wKVe2yWtv0EjV5k0pHVs75QWgSc4oKnEALbkxNjX9+y2kRHtOL11UsVIhkosUaZAsK6abnO0vceJ/NfNY5wURX0XUNRrpU55Oz6904qlqpKbjO+cVaHbxHUZqvWPv2gDT948xtgbCspc4sffXjdzQKLyF4W1xMOvLrG16RURQQZewBH9ipdFUNf7x+/PmEPN0gxxEKf72EXcaBhZkXg8/oOSRO/AjpCOPo2+GjNn6Yl5koWysLCadm/kATMaCFk4wm/1m62WbRDb/Rjbumz/DeJu9egiOXyP7b6Nhq8uBX8RE1I0t5dnTwzQVSSG/sDPRiIGGGFr2S45vAT2ovZPbLNbTdI1TCsqQ6fHy497Md9Sb4vRIgbZ520/Trr5HAq8SX9roVBkJTRnKw71vrIxOJMKEmK0NOzMpAcXADmZJtM5JMBLLYZDRdJidM/IFWZyMJdrIDjQqgavQiogIk2UvumVl9n1rHQ2NUYKBtILvNf9puel4GN+RhxtjWmC0CLBPCjAiC7/W2y8Dz9ozs/tI+NhLK/3VJcb9IVFDOMRfbxB4GF7cBL6W9Le0P9NenU9L78VCOzsLS5RLWoV0dY8g54LL4h+WWtDW8zeYYC1y06PW4YPlotyC3lF/zepemVqmYk8fAvKrT0W4grvDl7S7eNU2dp5bUHgCfqCfz84m0zi1dJ6OLpM98OXM2A2RNAgpRzWngUUzk4bU+/5lsXD3R0O/rb+FQesUEM4zgMclbgEyt8h6H+UBaTa2nnihkK0nKPHbjxzz0bQft8vTMxM3fs7O2JuwXw1N3CnyH2/bw/XcExjOJ3k55QcHeyAfac9pRMmHr3GxhtvZCPm5xgnkYA0eKFybYZjYUtLmvSKHu9tb31cIeUvce3lqZyxRLrNCbMQMeMA2DyyM+h+sElR6EPCUWcPkao5MELYC4kYnVIwzkrd1x9/kE3LkAyXKlZCKu9fUPlBAGstaQlNJ6vrKJzFdqm56dWFBZC5VH1xEPulQ74anS1ZBkfAVxQY7brrfXixs5zEaOWIWoSOqEalutUhPZJ2F40niS1QaXP3cr2hwEQDcZvJDVTZ0Z1Vs+W4E2CteRnw/3ZW+TV45+jQA+iABEWIJIfk8DyuKN/2gXJ+eytkrv8ReutX6yVZNd7Fe84KxznvgwUJ9P3G3402qbI0MSz0BRlmkNy+qdG/SRl625cvNTphCbfQeTRhRf9R9t+1l/5CkVYJ5QKjfqOc6mm89Xzr993dWsNKxD5DaKaToDx4SNg6uDTbmto/m/Gu2dyWrKlORWATIQEeqIZLgabe9qH8yqIYrS4XJi0En/iQaIL2xONoRwiXpNnYigbyQ1pBcx22ryim7UTbvaEx2iq9ldYZ29+6qKlajyK25Z5Kv17HpCsKHpttrSRFOr3/tl3awE5OW9uHmS30Z8Me/tF9RXejkFw0W9Jdl9mRk92fljIB03dBmenbmKAzOXAZE4mNGdnjedT+4ZIVDmBnVmei6yoCTJSPzuDTyd5Kl157IGLGdtF5PTcfNyKhrIq0wIhAJcOgLCVXH8qoJ7ggBIJ/BKk0FZkA80TdKmTdWSal1VVKBRzzVXinaa/ZoJGM4reD6n8npWg1/LuJ7nmmfj6ebA4AtXaU9VUtIjJW13r119ngpeoQr9FfKIhGiX9lOuTldrj2tl9VpZg3+evPjTLQg/vvMTjq7k8rsvySd/0dlrgMcmbtIlvv/YOe4iaM/K9DaO+BibTCXHXWtI+BoJS9Vzu3dxi0DXvFn/xz/bT12eXYO950tVxyzl2dyKGRv4eoo86QFTUsCSw4W4oNKgJAE6trfn9dBwBN4e8RLFyR7/eaklNiQwjxvPt7lJtIGvqWAb2PrtQ1Mj3eGzstGoxUszF9UhAiUICTLsFSHJnXSlrO3q1BvuWgHrBP6EXln06iBXZeHxy9qdHdGWd362hG2jNmpO1MR69LCut3MOFy/61Ytu3o6AJtgWG2j3frvbSGGoN1Vbza5mWUvfcsuyhjy2Cma4IEsMvfwSOYPSlWFPjsUYkEWRAw7aNwHAWP58zBQaiIxGGxeUO/1ItxASDqygfrjbd4513ge2IQWITZYuzBgcORhqpGh4Do30G2F278ZohLBps2XKl/jiozhiXXZJ7msM3WZrDHrnN4wLOnheCnDoytRW5pAQVfUK29fPoitn7za0N1gvWqF57y0lNnH+r10bZs/kysS0NyOTaBMO/9JSnker+FmgYrlKQ6AC84mCBeV0Llr62i86l1SYloaRtxlaZ13o8GrbtHooaxCdKujfdVgdxfxMHfLCsFS92RTQGk/+XDcoNNmtrEO79p7N9F9Z2JW+8g0hwS2hSaQVtAqu1FGprJpSX31PEJB5aqZrNmu4CqpiVbECNfkbxHjX8G7m3PRW+kJRE7tsqg2FE2WZrdkBiVQSqWBCAenrTnjl1F3nKRLizfy5hZ05VOMoq8ahv/QJjOUEv3BBXO4UFyrBKra8cKQ9nz7yMQJuvvsyAKrz9YU926384xGEXhI7+vMXnMALdIgCOCuKEWlNpVws7Z+Kqanp3C7tsBtyWnSz8UnPNPle4qwYUgEy6uZul35BK7MIK7XCaDmjPHQeQ+Nf2HVM/81s+UgIBnsXudSj63g2+ApkLAMLqOZLhbXCGv9PPT2J3FDtH/FYaRrJpET4CBV/Y4+cbi1fE3gkeAmz8vqgTFosrd6QfGzsJ/UVsgY//ShDPHBXScZcpey4/gGiosIKyYBBfoxTCUnsRXT4dcMA22wYnGl5fv1CHGu5xThC5fiKVcVWngrrgUMiInmzgsALVeTKN2WXyZ/8jqTAm5FuKg0DvxrkSijpa6W7fJxdkJMyBj2fnvnsgpAF7b8bvvr7MBgHeQOEW/7yzk7L3Zqv7NO7F4SXlh05scM6TpCt47b1bnAHxUh8fmt+n5BZQ0KIVv//X0qmAPcoJsNU7zX7CayTOng4PzQxGAHOScYhg+4J7EyyiDzxGD3jF9OoUeK3CBoFbZX3kKERrNT8kxCNFfYnS+DvgjR44mryvHwfTOMhLkCXkwWD5nz03NzYjtW0jfM269RGEIA24UDLRuMn2r4EGoEXzHaCIln8ZHjNcTgCdOe27DNSsPd/J6lHNcVPv5htljmqY1dcE75p/XwUJIC5HgE1YzUFC6B3UeVS541rmrdaPC2R1pz8l+vGswss2o32jJuSOcDu4p/CnLKcasvNwrXwcJmjBMpoyZUsyrslnQyABz3ZBMp0Dm3UOdXPHF7JcQAY97mV3ySrcchyFBKhmNFMxzJbSUgUZpxikxCi8+x0kEylIlQ/0KGXp/B64ykNNoDsIP8zzJAe2m0ONTVYuu8pO6WAfx4/1iCKT7InhVMhe96Yf2YkPrN3GNdgR0P1dd25xXsn1poWmjTqcq1apunu5oM2P/HWLnYHsTxVbzf9Du4qvsVEi0Bu22jyUssHMAfkA1AAT8EFAIDi5JPxFtANcnNBbl0+KEDzcwBoAAXJpyAP5DRpxC7cc0an/6aPs8omjy/yI/DTOejk+GstW2BZFECiyI7KXb8AzMa/q/oxaXZeoiwBx8B7V8YDpA1EO6Eyx4EzI3osLpzg4ajVm8eLRnOpChKAi//O+Sx5AIIPRb+GqwCxrny49HJYBwPaOb4BA2TJtu3hHnv+07+9+eJn0iqUTFDW0GWUko2Tn3+o7dieX3xGg2DQZfjaNKZX1cUH7KvhW+vt9BNfWaAPvlpDDdeXbpPK7BAmf5n8OIC1TmYMrvZke6C5iwwQgegz/MwV5EcxWWL9KhJBvuGySGmuvtUuxnA4wz5ZNEcN45Q8iuC6Qqz+/e1PX/o9vsqHbCD/I+SWDj+HDfab+9ZGt5qJKHJ0o5xUTofCyJ6YKwj+dLknUbzcb8F68Iwh//m5seyq7OWL0imF461FB3t25xlKQc12cTvI5nLJTcvIxnhgIDBBhUgQh4C7E5gKPcU8gseGz3kM3MMM5vcSYjqIn2Z3xCaLaJf2hnchc3GmstQM2GU2wbVb60LxsSx7ebQiLik2SgOV91YAuzoBu6v/rDi3DiGD1bkL571jyAWubWWKNjXpuUR9xonFtP4o5OzPV9jw5Xi/EGuF/mgbFqYZa7QVvcoBp9GLXwEvaeqstZYmfcMiZDGsodunV63kyIgyTdi9Cu4hRGFfTdBCNoPFs/xDUQSR4AoTQi9owQB6zULV64iOgX1OfIoL6JeCFwTuS+6zmiNdhpJhcYkZQdSWRuSkWPPrv+1hsz/t0Zyka3S69Q4E3ew3AARdR3cQ2Yj3/NJYJRuvgblNhnovlLoV1hp3yQ6NaefsylnbaIqSCxGtNSFYCvQgVqteGdKYC/jnkBHqmN06E5zAT6guhCZwWdmyKdJUJvXQw9WGLfwc28n+LmDnRvFp3gdnQcGuG5ZgyloigCm0iJaO9agqlytc1aL48T7fRAAwRt762Ur6XOWCBJGO6aG63/mqC0iKbfmGwqCAw/WOeppyr97coG74uTI5m3CrEsAJ6VHVuQRBBaWTMXa3I/Ff/JJ4cVGDHWGR8eTv+64biYMD7M+alnvA/T03nOL+LBQ7YkeCyWZJNH9DAM4vEXePPw4BSgkx4tA1QZi2jM795Ad5QFKzHvonicAdnbQD05rofUgFetMCSAz5ITJQI8VtH9+HA7NWp7eo/JmNGZx72I5dK/GVI6Wr5zZwdPPcoV5VgwO1YGUQQ7uIzNVsHZ96fxBBv16GQ0CFaCXrIjr0APNV4nsZ9WvoQoMX0mOZnMzLAY5cwe31cYXoKpIcQeCHCGIUOlhr+tTf6CAJW2hDS8af4Q+tJBv0AZGI6WOmHdy4WpaRoByNj+QbbMnprm3X7rZfDR8iCbhPrcoZmiWI0fqHLVQia3Qp/Sp+U6Ir2PGsSZcs8/QW8XDlatoidvkMt3slkw92+d3X3icJdoTPscoJm2KXmMCsaqKDv90wykg6Q7N7dGukQLA97hvL2Z7W/PSJQCSL4pgOjG6M6UZ36P7irvJMJrQJbersKrA487xh5A0Dh8R9msVlo3tA/YfW1e6trsLKWTf+ictpbtg6Z+jZLrFXsYARS8bLHw64XOyP/HihtBgc7XACTsm969em7+Z7e1ZPD3G68oZGs6JDrGO7gkhyckXDXbn76tJJW32YHPkpHhHerO9jkRnkFNpplVBhOjyndODcqh469FLRa3GryvpzgVw1tWrvX52OX8xgZ0kqM/rsvCkav7chJtQJM/ZEYZG6aqNqPdlB/M+ToV/y7QlIhrBsO9N1kr98EehEgAKaXZPaT7RML8DmBlpj3p0i+UtvD917lZOhabch8TP5KvAFFciAw6KBDa1uNResILvNQZKmIwpzJzzWzcyxSsISj7PMi5S+SyrjltPK2eUt9RvlNuhH/ZgBov/79RVAB1/djnBoDXAnnL6i5BjUeVdyXc2kltw/3BT1Kk8623rjbe72PMkoL2sYLmlZ1um6uraSxdkQKO6EBeTR+rtz2B1yCF04//FuBrHPfGx44di2WC/msMDaSRskBKsn6/cM0a6N9AzzsU2hXAE5znzfr2iAsSZapTwl7viLE881GMBdPVjT9QsvRiYXKbSzVMBE4rCVqP+pkaMFq1AEggEesgBM6be5W+5c/HiC6m767Uta3MHlcmeYjWNQUwu93rQHTC6F/yiUK0YDyBZyH8w1DLxWOJRCc7kXFZQfuTTsswSQbYSkvs/yXslM9rcXpZTvWS/24JFebhqBoOnTOJYvZGW3cxyX6M8wOQwOhZxeSbCXsEswvPfpPD/cFzwRreNlp2fR1TVCNbOle6EloGnLryx8/4WGOW0URqibmcbyFZSGSisvs03OnoWBpacsNu6k9MLC1HtjXwsdnGhmQ6EBefQHp/7xanWk48cdXRjGW56+s0w0nzNPYM5vU02q2hf6PbV+hbXubQ3oY+kSHczTDMh+utN6dnU8enxBenkVLtcM/sE/eOsmg8ji2iGqwCfBQIsVOlmYL7vsnqdTYQw1BUHLekIW+vCcLQVCj5euk7/zB33jpJaVxpoqtbaXCm32Xl7Af/s5Q7wkrpOdTZhZ56XWkFPoGSM4+SrejiQsElAqceFqPhCMGWvEikKq4s4qIhCQKRlrQoXQUj7pL18Q6QEJmCs+fOG1J6/am48Hr/xvr9t7yalL6lsM+Dr++47008eal02kU+OUHzUt8RIVprUzBovmrAEYJnDo1HNMMDe5mRkrd0HOcpJYL1y7tHbJd0lXo5O+8Fxsnrw9/yiJrh2l96ZY9OXBhgMYfRwDRkqZlB/Jo1MF5feBdAiDPhFJD6MqeB9KT5zhhMYfcukrF4sPwPQ7lfkN9fts+ns58YuLU+FDGJRrVvarwN0s/7T7onnm/yOcuh6lUeEERXPxB3H1waWLB7y6AxsA+8T6NuJHDqB147lk86imdi8U7qPrSqwKeRRe900W8tMzvGwx1tv1bYKdOpq5bKPZSJMpiF18kU55gLHbCS9fn0hx7N7kwHlAsn+pV95H2W0GvekAZt8jJE/+znyKaKe63PwvZKX1uT+Kaveeprc8yrV339gH29mTKvujbHtm6JLqGTz5R+DtGwL9sW8B7uFqUk2KcQ8rSOpvKHfTzmgKc6ePrZ2/T7rvEZHWJ7PuW7cpGQsHtLsDiWm+y7vTibs9KeKdZPz8IfJuwVJbU9B7fr7jEuLexP4o7p1QtQ++h46bZd/PvucVXdFe3Jzqy+ftXgo8s3TkGwZeZIaMhPsY/M50eEZ6m0LJaQ3w9mF4aimuylOuLJeJFo6xIIf+O1C8LKs0b5WbAuMJc4irMcXGUzU5KTierZOdfh05nVONOfQPAfntFnzrP8fIK7n53TFhW5Ow3JYs1ikHrDxh+RFYnug8oOUxipDiITCvaI52qbQbQ9os4XwmQX0fm4/xxKX3yXkfVHyAzufYbQpo1RaZ/h563iqiS+4D9Hyw1/5thN43uju+D9G3WWfinvLvwei/UO9j9KwWXkllQQiI01zOx1h6ojvVH6Mpmh5n28fpTXr0nR1LCqhHXJSMXieXzq0kuh9S9RvlPtETwXr1XO0Dsh52/mO0HiCPsfV73WzdYpqnywLu8/W+qfbstZlvCPtcJboFWU7mG1qnH1D2njMavBPcJ+3j/Zym3ZH7tP3aVW63uS2fZf4e5F6hXGgYFAkbF5ukTWz1N+y9ri3Q82T6nltqE22W+0GN/gGCbwY8BPiwGsMDCl95Ni97ajB3qmrVkULxd2/bkmNA4kiKx48gLvgBkc8Y7s0W+ezOSQlyKNH8bS6fXaITBEp7bz6O5ktuVvvL78P5M58yJzw21eT34PlqNGtL/kRAX6debPa2rmB/zQCPYfpkiv8RUL9uo/bJpD4Ka1OsvgfaRV4dUo2lAGn8uPZq8hI4YPbV0QpHRelfndpHsf2E1X7x2+A+pszF2zk6us/ua3XP7cP7H97Yh/cT+/8mddDhROdzu6gLkYLvIfmd5buSFMtfqX0c5ve0B5MDT3f7o0h/tJUGsUFBwRhitY6+mCMltY72bLY9hPst+BDE7KJ3/lllSRH+BWrXhNtWzfM6DiB/J2eLi0Cr7H6PQllLa90n/UPIlmvh6ZdurCgDMBUuUqqXoVUk+g3+z8alaiC99CAEIIMM/UifA+9DIgimWl+hB3SsF/Wj3w4FrEIbh1KIwy55FVlL/iUmlAoJsJOjfeovi6FUWEA3Pk4/5NHfZyCCpNRakBVKxQdscBCJIQ+YiGRrjn2HiiCh0Z9G/vN/lIzYG02tbsROx3VBfSq6EO/504/LLqwec1fEJVLpm+ZKO8vK2oG5YpJwiNsdBT6tYpCADP4yV3aBa8uXL03TLg4rsuollalMQ2lJMa9YVemtIDR9E2xA6gLJ9uIfS8Ub9NAmdiX5bKHmIOaw2nxv3HVmD142GUeWh+1ptJaHgYc93VuywxNONIjsIHHCDyUfsqr+X40+0C+KkctfFtwtigxHzi6OqEYki2luUJK/oWWnq3p+/aWTsgenkhBXCzSDMZMPL2VWVQ9ZOfYjX60VTRIkj4UiwnW2+lQugqO4H4yItqTOm//ak+MRyw0Y1cd3avzNhQ8SEusnbW1Da23wg5QEvmexcbX+w+4vSn1nUlkJn2kT72Kb2Q92xdeIiTKd8PrcCZXi803Ih6wjivnIM68s8td5xEdyFGzIAoWlrIov4k20xo/6eMLTWuA4XTPOwuuwwxhjuutMbCKVrFBMsS/JbguxGtzu4Gp/Rn69KTeVsXBiW0ev/aHPmrIrfgPnJMsuJHHcL/j1To+rJwa9ZmqTVM9sHC4nV6YXidECB/Ajiv7FPsk+vLNE8h2KHNr8yQ+kNFyDtMIHOQ1uuSBP+r1JDWEr++Ryq7tto9My/53Ehk6xeIJ3hbdWn/f1gnJPsYVU8yLnnhDdWJiPlX4nvOG8HIGfHN+YXXYe5Dd0iLN657iqhl3jr03FOIrvOEbFfcW8LPGMeA6PpvIcdRNRnpPnRPRN5gZ946OpjqUu4TjNzAW/2phN3M5+WlIu4EQFD+MdSxLio/mOyPgGIfXYIaQ2H2JgyXKQ9nj6ad8l/211oQZ9EhE1R15BrA+yIH/l/SFISvFRl+/d56PMiMH5gtwnv4LHNXWJTxgbRNaGhcZZSl01IN4avtF67Wf5ytadk/qTLG3uu9kxyHbah6QeG8hG4X87VLJi+TFQFn7MB/83sSz6fv+tP8s3BKgH6RUCpZW4th9gCfKsyH1oiw7E8v8+tpWYNDh+CNxab9GYnoBuadFlqN9UKrjH7nsM32KPFnQWPQC4GGQp6wHC9eeCqRTD9eGvHjJcWAzYp7hu+JMDH2t440zG/WBOe0YqmeMoc5Q/yOYYK+lVX4uPx2vI7y7XvqkH1x5gXySCGg/XfI7B7n9JoFwgA06sapwJX7NOXGNQ/vEGYQyxP/0g7rN6JFL2Vw0Oqaj6MYkfSvgJkR/N+MLJx0I/e4PScRIUtM0rM13YIBJGvFAq/yPFfd/OZAJ7fbVV1yyvZPcsn/Enr9MwdD8k1KuiplJCAc4/uXGZOJnDAj6wAvuTo9wSbIMepIwQUooZ1Q3tZ438F7jU/bSRrFiDpl5f61nqsOBlWYJEMbfYgIYAplopfIP3fG7e8pgLBGcfeyE8e53R7G1wIwtgDVwxhftCp+/p04yjB5ElupH2VCq0FCyX4yicLWkquOSWBZMHpMCvH3oQYDIiC9DXPsAwHqSYFOfm0gLJcYB7VtZjz9Ac0XMyvx1oWpIGkw1kraFJRv4eGaNaTbsCW8MmCI2MjvX13pjJFX0YLfGCRUlBNFkpa/9PpCPUfY8G8vPaX2/KyOkhk/q2+tI3+7xnyH0ZvuEgsoXsNMuqi4KHA1xmYSh5cVi1345KZTJBphNoCY8Fpozq7ZZHI1NC7Zp2VHVqv3ERngrmXfmEnuEoasjylbz+G80RTBprdD9HZS0bfyxIpWqE95NUgTZWN6P1+YMwVeLCC3OU4H6XSYOfu/L7bENaCAniD/JVisHZxwNW8XJz1TcRK2dtSN6+AdEaUkdDtTj7+RQ7m5YsCLjB4mI5UQH4kLNvGY/pS4zILI7zMatJQQ4mb8c4cj+MFTZ23rn3SB6Lro1pV7Wb7d+fylKhYvM/2Cbnudlz7O9slV9bQhioN+3hhvkyym+hn/iKlBbqfxdzumoT9dMw2BXsB1+x0r45S6RCBFjxbbdkeLpaW79IMFIssBRaxAbn7c8Mp7bYWQJWuo/cv9S6rnEp5+RXDoJiJIMC17oDFiBm75buLh98qE17JY4swCuTKYTUUxOYT6iWQQD2wRvym2aDmLCaSXvaxn6cLKViH27c0mv2ZN6eCIcu2oXDGa/GGwvWm3/mbMGfVLRuaWFiXi9nuZ3eMXy3xtizO3B7QovrXB985R0ZtHJYXOw5ghJ7InwjXyAsi5UGBZ+uCK9lS8jp7ip3JdGswCh8ivKgAic+Ua468Zurl601O9WfuDrcbSYaMA5QB1oQAvuEA6bVv6vXu7EFf6Mb8ipJ2JhupZ2Otuoc/ovJcrqHyt0szo3gbX07+vmSkdEXC/NvtIwW8ZyUsN7bYSG1lcaPDu0d7fbCLPImwFC5wwbWF9Vc5OV+EwmvSHt9I2/jP5W4iN1HYP+XAfVCUciK3YLCyaaOJ786xz8j4uaSI2j6J8mCnXGdNcQkJ29QRHb+rnNq1744/cLStMRPiY3HzKXVRbHx5wTgzoJNf3Hv6ZQqKrUbEYdXStVbpe1twoo98WKVDF6slg7/LWsR22AKXlgF4dSe+EbR83jUWuYRb5D0teUupRju6m8QmUoqR3jlgqGmqeJyRptRm8/rL+IR+kBW0XDOdueaLrOgsJ3XLdP3WPXsbmtPJrrXHcT+oi/WvtUyVV90PZ80tjUqYpLMCM/T+5c9WHUmOuw7myAgva+HKb7+Kyt2nNtuvAjALOF9NJsAoxvTazN1l93D6VucvWS/qCzBSUsiRweHW4xgp9QDGavhmQwcnKhGWTVGWTZL/tafNk5cCwNlN1X3tMq8hQTPesZus6yiFfICMOD0o2+8cf23H2vGSxemlWDFvYkvuWWw7o7ObhIPPvVvWGjlCmCAhUvBqTCNss5z8JJXSZM9WSlHBTTJ6zJouVIj7dFLyZZqJlABlEirJaRz7Cf0J3IYykiDClWgj2wBe5Dv7JQafnp/dzFC/vYZdifP7xL2H5zLsUdOpe9GFHm8Vf3Y/7U2Ddf9cJPGky0a+cn99twj/tiGdD+hHfew/ZeLBdlZYchVJ23aoM0qICPur2oZ+hqKa3j5OQIqRwktY611DQ049ZX6chSdgVG0FEVhEZC3AhwQwZJ5IJq5OgyDSRQtAHDyFbgQwPRzABQLJKAkNWQnXy1COXAhnBzFr+sYskkMwQsHbyPce3zuakmgRMjrIvGIgljpSPeHIOeOyVxuPbOq6/uieG54+Wx3FbU+CPmaq59fHQqb46evTsz6+jcG+SaVVXXOfNE46T5s5y8Wq6oQaOe4CNfjrtXX7tQu1W7WyeqiJ67Z66mNJUUvKBBq246cVEuCWqh6cffl4heVZttgoZBAG4iDjR5betsGj7jGxcNzWK05OrCM39KIGxaNCEBMohDeAs2djGittq3+GCF4ydiVtVFoATG1C9lomXYi/8rt6zXoldwTZqT1V6HhbLPZQFrA/Yjm0ST79/0GKubut5A7benkwzZSEOIj2/1Ra3yERJFV9PxlqKH7mvj4jmyn2jr0P9p6MoIVfqT32cWKR6wAP7AyGkivYjlCh53QjjQIrxyvjMkS1Vvy8pA8ppRPSRs4KEk1nFkqyetVNdOgb0IMCtK/NIC8k/zN74QgitI99QcxCI2ScpCDwEN6pV8e6EdSi+NQcXxAQXCzHezHXkxOIgg8IXCRHr1AjBwzhIdb2LjUNVI/tEcQWj9bH2Sd140WJCb2sAqDhhuWdjHg9+cjNUSDYlO+p+jPLW6J1LMuzZH4C55j2vKoaOR3L2oqtFXqtg1oGXobD67J6gMNuoZ4Q5NHhQjipbfbwx0aLR6YsY8+s2DXkS30Rw2RsbQN+EmDpBR1Qz80TC7CsbT16dWnH7n8ffi9Mn6yMdcFZsQCqYiKI1z8Dn6VsIZjwFttMbxNuXDibwyYBVNbIlofsoQM6VDLIUZa0DhPz9L8BMFxMoWTcU0YwLka4Ypo8xhSYZBkC0Gq7jtIszOO7yke5Nn/7u86CLS/UtCe7Z1h3b5pRxewXWF7EPj7FGzXEReq4JFLyYaylptMgUUiFS9X4MVsIIQ/4p+lmRnnIpaFNBX0Wqw7iNvAbQ4qCN//PRnh23yCh/I9B6sF9MH5ENmqZbMtEFLplKzU4GUJxN+z1/703AzdwZzJszqYWUFu9Ei2onSO74VblsFf4l07naUr/Zt9RrwHjcG+qv3cjVFW/CB446pHfyh5ozzlSHti9qbFNIzgZNgn5W8cEiH5hxM4u+ogsow8URggk3QvKv85Z4B+ygrf+kVpsG/d0F+3rw6QntWnBcgS4aHUeX7UIhBtj4PtQYJ4EBn6dMtc9ahLIP5fjiMOjhP1Jct0sWQB0Uod7asnP9jpN/at4FNlvge7MfhtwYC+ilGNonnh44u1fdZa9IFmwFg3dyJlGvCqU9OsRZDyDXjPhm3fGAeyfZfEz7iwC0pWDdMcNuXMWb6Ay7csO6Nx4LPmxSYXL/T6HSkDgYOiHvm5ELBOpSwEqm4Tvy8lIrANBUdg4pwllBZMHlZUlVIShM25uZjzNqt0cl9LED5sKQ4VzNXwwYYs1OXr4CV6w6c5dmMAFg7U5V3bJvqSc+bAuAxRWerv5mQVBh0PfAUbbC/6bkDrbaXpNJ1X13vjAA/wZxR4MbIKdCYXQAVf/WkPCUA7Dl/yzV16fmf6L+/rDZSlewIEaEplg/9yECeQnEPvIv+NME4O84fSOEu4UHJ+/DCR06T6FyM526OpFYCDWM5yjxfI0vxIBElg/3E8x7DPC6UiOkrD/JMyOh+l5ouyjicFdZhoardB1SvsmN1P6zS0PozrMLGp6T//7KOWiXff2z7kT0689TA5eF834TfEzd8IJ2aCh3fZOHiRHTzyiHXCAKcukg3ISQjZhfYCb6bviPFIla5Ez/UgoeSFzW7ZrptERu7rKPJnvWQ/EkRsuPjI3FlO/RsKcio38Eh2iEGr+m54yKiwn3hCfMinrT/ID3UWlOR9O0E0h/iSH96CprQX7T35/dW3Nw5rOVtF5D0em6dCvtX5OfCp5QchlHJiGAf45xYsefMHWgxuZmkncfPAjGHmpjYe5mBPx31DhtYmnbJBwuns7RnXbX3l7jH5fVMGqyonpcrISyUf3tRe8o5JyTmP5Jni6DaIdQg1OjCcsC2C6MTSlHTK7DACl0XLTLWG8tx/K/AkVmzXNwXr6SCQ7M5+OPh0N/VxHg0/sThdmUMC4iPxp4Qwfz//RMn4vgCUk5w6+1rDwxgUm79S9p0gVGZ/TO1Thk9xuxiQ2OyGfEPcND3uSYkoF99YJiwjf5OKYkP+5Bs4R39ENkpWkzoWoW6TSOuIzhwISuLsttSGUQzZlD8wldAMs+FRxTmWdd9XwjzPJc0BW3PKWlLTPdG1M6GxVW2SxeC+vmTNOKMZ2x0tUp3fl5joJjemdFNP8ykOdJoFVvCpAeo7QpPOUG3KaCLUbJ984DRhaJmd31hNlrpJPd8Rm/j6Fs+k3Cbp9u+Rm7jP61z/QG/iFVsr/3XBSfj/Bs89VJwkB4PvcZz4dCUvC1itCjVPM7B+ZvlsSnWy54jYHspOghMq+33difH2JI5eklKelMZLU84TAofY4pFVy/UyvoRZOlv0ZoxA5+KL8aeo3clSk1Ynv4GBNrH1gr2WR0woypF850ShztaVNZbSoZjZTYJSkR5OpWuQy/tqlKWJ16q3DrdN6ABeciBIUR6nVyPV1Jrvs6QET1l7DzwpbAOjD5iIa32kM/KS3bOpW6hQDL2xdopMEHZ9UuTrN/frwBbBztvMCiv6ya4268mf76BRkLKoLLX2CXuLgj0qXHHKpeJUBkDKpvJiYPihTkXmoXg5B0YV9dgjSpVnxb2PposRYKCaQmwGlk6FdyluONDB7UDArjFlXSEN2i9Ez2dlt+XLdw93E4bzCJVR2F3jr1oADpROjV/amGd1k5I/fiUy9NDLsjKd7ZkphkkzpNn1Z9o8JcwSE6PMVpphh+nU3Us78xiUBtxTD2wtfM6EDg10edqYw8wBi3Xp3LM5uVcfiFsE/WIUf5VIv4qoPfXq3wTOLBgS+P/9DDSl8B+FoHf6lqRPjkGz1MFmTzNV81gYeqk91vFP56ETYymuNz6/A0jQ3NkDd03eNRp5QyPFijXbwzaYbenPL9qe/BMbdk1HZrKCHj7Wd4mN4mUhuf/SQ6lN5OlHY9ULRxFqnGJAvpzv5FTLmwpzrWMxq8uGGXeT2AMPjTcjxe48jo2HEsjyvHoCJ3NOqpc6qhhV2uMlN1XVBEqT8pzSlJG1aqYN4oHS/qgHx8jeKX7EhEPgELIIElXNkkwtrsXUSuUHRhxhnf7EgRRHoSTQGwvpjcGm6u0m2KZ+IMfZ1tr6wsn2zy7tOnDkqJ7ZPfKXsVUuJcyDYS4vp3IHZpjv63J+X9qZnKI8asxZFxFKZRUpa85epbvqja/TSTJcqFbAry3CJ+egnroDfw6pkdvtbwuCHHX5stUwOjdht2ns7MkN8h4i7t3ruTaitxxIdXYu5LCy6ioz7jJLHzXrrFdS5IVEnL0mLBPX0mv58lAtcUvhrjM6vvHsMEDyTvnGtMNoBDAhJduJNO+1lIg11tYD5c7SSba2RKnd0XYZ2qkd37h3op0q3aP6nUh3thC192m7F3scAH/aBc1iJlMuHoQtLbXCu2U8Mo5Ir0g5efTS+HHzcTnagybkNnlmsO5bch53Uz68tq/nWW9xtT4w9PhhFmHb8nL1V/YRLTVDrRWzxZwMcUXK17MldctSxp5VmTozN/5taQ9RgJSzhGjWlsQiITIrn/NWOo/v23sWqpUGagfGemDwYc5ws9IpWfKUx2eLZy17Y6+svMUKbajMZFd7+aCmT9Yr7zcQ1s6Y9VunkdPZmZmLMx/J7NbplNuHmKw+cdV6EUukEqckP4rj1OqHnh93PQZNjGwN8S0p20/4nGLKNZkRvKi5eHvrMEV8xITLZR7BlNRQS6g88VFPGasESfte/Q9YUy2qCF61Wb3X/F0HkLA93nGgAfL1MpCUCMh4Jie/gW01jlYlbMFx7YXPVyHq1ObhOhmWkewZ3W2BjpQb6FPvKPOcEj7QAzHLSgPC+4agXRFJ4hCvVDgqKlelVmkhvfoTlozYohrYPc02p4RBkuH655+gDMIR5kTrx3KqCAppoDIzVKWq2joeOe6sad+RhWpfKonKt+ru/cLSQKPCNOpmvwHr7jOMmrGh856LNPv6YfljUqGCyrvWmh2ZB/6cC9h40uSBeSF2K3Yk5V7Y5RH+VfnCBhyfz3PPG9Dw6UTP/IevBwD+KTJh31+0JqQdY4F7jvJ/zs2QQ0sNWMu24Z6Ns8vjX2rHfeCB/Gi73CaeE7V+EQG7lT7R0zP0VrFmzID4imbh36cPXVY3NWHKijUitWhPFBSP9FW2mSs80vqau9zjrGpvVeFqI63+slxxSgGU3XjDds+GKSVO0hN86IE6yS5lqLdUq3B3qbjHCvZ6FvrMhg0T3zT8M2eaF0y9H+h0gj2dHd2dJ8fmudhE7wS1994rYbCbyy0lZqYMS67kuV8GdlGTBaiQR/wSLJ6N/6hiwg4YLUKVGTv/XE4+J3bhExpgTq06Zn9Hf2aVs29lkqL8/Le0tB1JzVo1P02tVQabvitnYprMpn0/EzE4kL45MDf4Yx1NgUs0sG9pSpys24CU4+yRYUUWL37kvq7JhciOqQQItIeE+qmdonzG5Aow25nT781Nh2bG927LjuByNjidFEOJomSVv69wWoE9jUaFFPKMpkRO7Zn1Jim5nduIqV+Drqw0xKnL7WGI9LR/Kk4djsME3C9ugLzbY/dWSt2w7Imve+GE474KyjqxeziEEu21jxuhqOqouqdA0YxoHvVC5Sv2xVBb3Uv4x9RQPs5Q3r4caqlhoe1beihSn0ZrxuspW2e4Y39OWHenkSkdhZH2jTOq8lmGKdRNAtax/4e99wFu4roWh8d3765217uyJEtCEpaxjGUsYxnLWMIylrGMBYggYgECBMhBBBFkECBAgBxkECBABKcoX5TGmTgTZeJM1KkydafKRJmIF+eLO3Gn6tRvqs5zpurUnbhTderOc+e5E2fizrcr8T+Epn2/fzO/T8fevXvv3fvnnHPPPWf37rlG7leJ6EJ9wXeUtzGm0YNk81yLtWVQZ9Z1KvRtOwL6zsqU4bqj48OKkbIRkUfp51jB0bRviJzvRwf+ZPp+c3czb4dM2Syza4YZxUnK/+n7Czv1wLaDID3ByFEFamlwIirEtS0oDPdez5+2nGoe5MrBnGVeHj+41e2ZObKBpp6cLqL4wLYu2VaChjiLlnuuqzz7Aeu7qu7wJi891BRAZnTJHXkqvvvQGcVzbjD43IvS0gya18+09PHPLSAZGq9+k/fDK9pAWpwgZ5xvp/YqvJTqRMqfP4s+f/5L8/mquSXp+l7hxcV6I4YCBXXUA+x0BKl6V+NsUffOHo4fWiBMF0On4v3ps+4LkYHBC6HvV85hv7JsdlZlaZvnM6MorP4ooNY2DzcEQLPS7YFmGHN3vEnTb38071pA3kX3K87nNynWWbrH1/tg7/jxYF+IfPsHE75If11yjfj9Lck1U23jSMzQ9nIGdYKcqWG27Q+DJzQe03lR/5XMhfD3A5wEiIE5wtBXY3UHAE2PvxB7IYjPgo782TyuP+8XnAjWZxuiDTxr00/8K92MOJ3bx5NfDh0dR9Rq3myzqJnr1vZ6tZOIfo2oNQWubn1P++zMMyr83lNfwwUX1CLESVtp/GScDpZF5bQ6gn7gg42WUyXHNbwS5JgatEw55ftlDjzbXWIM7J7YHsQz3XxigZdASHxkr+2AfH+M0bS9RyZO2E74T/HRt6fORLhZTNqURjKrrNhBrs67z7anbexZrXMRDTWEVShHyo0G3NfDe927HdhDbdPjJX2z+3NY8yz/F6F6IXh1m7YluDqhM4JXMq1iJ3j3pnNbymKDU7dCRzJ16U57m+JpasLyw0l0BBvBHMg8/DTcNSl37efzc+JpVNs2vKZfA96YwwIO9e5fhblNqLoXVWcbvTClmYK3fxvB4p7BviwVgv6+SWg73JQfuK0/r+JVDSKdU8hMKLo/w6FpS5vdI0X9iBO8TuDzm2PakGXmqathJHrO2zd8KfqKS5ekLIa3A2igg8aSm1jnJHy1VTWN2DUGmLzlPSKCzka/VrQ6bEfJcSyGGxE9OoqlMa16rNaLRbdrOJptw/g0yUKW/OanWvFrfo0KR9uZqapwtwEdvzV+K0GMEBpXmJzGRUd9VEmLARlutaCi1SrN6Qmk+Bbdrrzj5238lr2Nj6SAtVNumu3WuEJk+ngS4zeN1r+j3WUR+o8YWpSIQ28qNRKpW54jiqozSixH5pj55egUGjqXPxKgUO49fyuZFzIvTNwavZV/9q73OLqvdoSvBnvISaDdldlLE4xZ7homM8enybHTWiyHjvYTfBVXwc3eikUOqV0BUiOeCUUoFhyCDEIANvvU8UnGWpgNqV3qfVO454IfE11XbJyVaffU5p5ZdC0aq3qFo1jOrHVpXZGySFmOwa1bOQsXob4tunZTdxZNEMO6SPPoOdXREJW6ELy4f/aF6RdUrhjT3fSt8PeJpjEkUqkqn+ol+ASfERlopEsP3CC+fgq9FCQTYAT4oNEx6lRxjQItvPsJcz6UfiGLFtziRSnDGuWau29avKgZVaOLkHWVN0aWAAeRD+VDKq6aGz0nZ0wfm9KqzKBZNEeOn9ZjE6G73pikuBdZhL9QcTXcFDqO+pTTOsc+1tPe6IUFnPW1l4dxBjP+MlPXMGrfNQik1r8o10zcHDuePB47J+IoqMwLU6RKJWoponCQSjDsNEX6ZA7l2PHR4+nj0wenSJZuccqhcqqSx0NHhm/yNybNkbLBsps3B6kQxSKZIFwqsyp1ITXgPh/zZkrtqnEkhDhXZ3ER9k851DkLBlv+5zjIsSD/0P+NEjz4rbgZe2SRu4sIR9IvsNwQIUyIDQn3WCUnPz+5e4wJJ7giuHBkiMNHbRxDm73dgN9SciQbhhExj/fxKMBs+IvBZS7CtX9s9Z/yVSpOV9wY/d7w99Ce+af8lW5kXpk6PnZc2jnfsQjyT9E9IzuAfH0A9PecNOjH2zbVXoJ4w++7tKWFKMU158f3I91XXVetRI31svEyhV6ZvwyGdbF2IcNCaGUVUOlBvP2tjz78MIWMIOClP8I4Glw3utYJBpLQBwJALEUS+tG10kahkZJIJF5Zlh6haZlRJoEAVhYv7uxdGKHdFAuoTOdGIrWhrZtd3d9oIQHVnG9p48zluWv+cJbzq+RtE22lslKmPrxQsoYYJKIExEeJKQLIKEABzElOkBiA2ByJlnIhDnF2kzvecGm+FFQKIbvtHGT3gauCGF7cTQ4CjF1uACgJAAYuWk7xjOXRckzHwwCQYOSQUC/iQYqMiErEACdxIfCJw+KKCbFzCQTtFTgGeBDgQAigAFQ/UGhEWiJjigbcSgjGZP9TijXyN2zFIY8H1aWzpc0QHNs2S2dJ7hxpLz365id2pqPYJ4BGgpBFDZgDWYA5itiBoIAeXgJkAIsjifBvXzyIomO/PfMokuaQIJGh7yJqBl6/KqT8IlSM88WeJWAPjr3cq5bZRTaRWfzLX2mAG7Id1osZYabgsL1mymX989ztOD7IdFyCQg0sdB6A+spFMAYe6v/VJPj9NxCQwGYE91EQkek+/yHzUyCSnxVOCoQ5WYAIfsGc+y2ATfxhvwgqkH7mp0BEsJ+J+EIE2aQvmJ8IC0DJF1/IVSGFBfWo7bDZVTdYa1ihWZl0m8gJMGX+pRqxK0ZsubM2ZKJ7auvkRWlZVmcAYa69TXrFjgwM9Y2C3SFF67xnHMsj076SVjMix2NdolNpZPLacLMayTT5MKdSLtNycii63bxnboW/eTCsWRFHRPtSz4whud7B1fVj6+YIN0db7lueAPRm7Xq9zlOlsv3MqhhT2PZm9sgPSpH4QS2t5rMN9arnVKbl7m3xZUNYEPJB948ufdhluDLYHFl9M9CbVyY9drnRKtoSP7twMXs9eWXUTu8q6YsdVdQqapkujp53BokX5o/2E8sKJ4csy4lQmZX8FVlOiPJ7gmBcqBqIVIVr7JVRYEFK5Oh29W5XXbCebbqf+wh6kmr/ikbV9sd0aLEn3zOzfBHzN4b3huTzlL0uio2fJY7lOEV0pjVDFyMXc17ixANNH5Lwz2sG2OyOOiI4ESp2RN6fP+XYHq68j6NY53TfdB+6DF023Tf1FLps8EiJYbCRvyKl8ptmOzfzPb9u9p5gI9Wa1MbUxkynuf0u6RbbWXxGDxYI6L2elTMkzC0vovzoI5R0rT/wICkDWGxg2BFDTUtynCyYXp+xB/cccB9IH6hnD38aumQMBakpYqTTtD7TOdkpOlNyxnhkhEyC4XOj+wcdPzeX+rYQ3BiS3sswBYivSPDyxPC6nb3Ztf6yEM9ud6FuHYOmvXOgSAfppcFtfP7os/m1fprY4lSOVHn71RdKdHNaiyKi0uPjmJupzLLeb/KbiswyvafaAfJ9M335tTFM0WT3WFEtPSPStw9pRFfknTOcWO0oMnlw5NnZPbOr5FDaouX0Fskyz3E6HHLp6ZLS3Pb5p2PVllrFNcfFxIqocvBQyDWGOqCdgeB+zX6CtPV7rtCHfBRKhJ/PXs9e99k8Hdv8N7QvkNs2zYTDV8HIRSd6ev5yTOdtT62yUqj0nsiOEBi7pSoznlPEGAFhcUdPrLCzZ2Ej0AAZJNnBzm5hmi7usQrZXUxBcdtQVhqwYh2wG2qyW5be3RSUoGiquHkqtFI2RuhVgDj1MCQZAGPUOMX+Y1PUNEVhYiFsYSYPOXdRgLPbe0JG3ljKXeXOwm6mJH6nYQCjILt1KgAWoVdYbDMTOyacFBY3dAVSkZIBDQNmEbzTUHZTT8Du6glBUpQRsduFQrbhpIndoRZiPvGguBDDyLy5O9ue4kBV3HkUFuu9s+VpbMnokkJbsktyjJhcXFIiAZhUoijsg9oOJyQPQ4aBSQZATjItYf+xecmihO1uVKqUcSFvSPZ/WYfl/ALf0cgc4Ba2mqUk2H1uA+n72/kyEwwG22KlSZa32Ei8wFvgDmNZAdOFBpBkbKXi3r0NAkmziGE8LtbwrdxGYq8ypfrBHebHwLtA8NGj3P9dRgCPyyBagMlYvLlL/aUYzvYGYu9/+OTR8J2GA0N0BmGLSPscMU3lqDxNQWoeFrgES6I5CcMhVSxXALGgGX+YGwC8xws4wwmF3X1zIoppdG9WvMgSGhcXcgoKhC3uAFzo0R2aaqFI6BOSXQxf2UWM8nN3s164uQ7UgENjDP3J3U+kOIX9/S4rcQskBiPwLouTlvKsCNaMg0fYnOFywG4wy3C5h9F/cPgvcrlEUGBzUEfp2IAQYG6G1SlKVuT2KIiB/yUMD3CWgimsf7J8kblkOZ/rlukwpidww4YNXZD92/DQzrsARfkokyaFw3ejijk3FAL3fsWr4i1RQYRmgUCHmbuGBAuN8+1syKTck4LmfYekDlWlmF460yl0ddstQ5sywAPy5cN1r2VhCVLi0zc6xORNoWLv4Ol0qV8w0zPBN8lOQvw8WR3bOdGvPqPtRwOLvGijchcqfyUCMpjmEHHeB/z9wyHNOu0K+pzBVNHQ2Hqzse30XKf2WgtxJXc6Z51FpOszR0oE9o5EfUZkkWpDLjByLVnjW6ay/SDWENmY3jtfn17ZRXorPfvp56LHlRVxylUdlqdE3XmO97wDOydfu9OMBLq8CkJp3jSnGqq1tZzP6Ep0E2sSOz/Q7JF6BkqOei05jl8TR5yVDoupahRVltr7Y2pxTjt5PuujOUYq1heo22QKaXoXwfjytMa4PdnS858eTLa4dvIElj+REs/tRGUk940daFm49SfDGmPF2IHZihcP4r1fkg2HyTcPV8NfjoteEzSQFHVoVmBv+smBcOu8RCQdVlS0V8zv0+CT/H0SGXWaYVwhdzOXMZ38tMLt177/K5n4tYb/GlGn9AJV6+RhTMS7bsS7NacXnyIln9dJt7r9eXjJ54uuk02qR1ZaAVcinAa8tNm73LBdVNMg2JKVb9rTWdsatSUq3RtkDS/PbYyejJ8eUiSXKerrmqP1qaut4V7pmsXn0i0qoFK6D05tbBLty5732vXWM/TFiQuDhB1pS7plADMfjl4mawqLvEclFpA5cPMV/0EPWFRu64mssNVVNzq11lP5DVZE3FCzu3qTAakiVBmFqGb+ZMkxvvdg6IzqYhrjhxJyXsug5C/DOlmPd824ue1Xv7Wt5INYTW7dmQ0fvYn5N05hQxfzl/Vrtx3TLqVOqpAkRfmQKRkfLHbH11XEu2dbVa1D9FYzb1A3qrTYQGrtTMV+FClZN9EmFr4ogQHaqNMft3gIdXVAM6mtUHW41tHrFOSwporPv23dMXPSfartNQHYQBPRS+4dZL4n0BPEtGB636huAn2DD/K1EUNVxWZ5vWOFvWVBm69LHfQDyvFcUmrUnw8vRRsdcHf10UnTGD3ZvtgUCQ4Gp71DZe7g1IXNJjC9BG7AICVjDvh+8hCuPSbVTG7Wi3z7T6QCHXqQuja1nNYEWuL7zUdl4XoCL6mo7DoMKUgy0un0bgzfIDMeQ32LwOu3DEyJ5QCepMC28xBrgyTVV4FtHSybaJ54GrU26E40/JzbtbDMszW6alhT7Vyud8UPbo1gVmg/RgsOOMtcvCDoHwlqNnGv1lNZs2FbK0bdGNnFV7RFFd7DwYN8Tbw9XXfyS8G/7zZtTV1ZGJCXNxmb9xB2J7sBOWi/gUMd3glfHgDjHKJC5ZD28g46q+b5GwQQ3yrkkhugAWQqZGKpzdNuA5J8e6rJtdZNjVImYrB1qi2+e6x2uGcedZJ4er1yowQzANk+LdCXejjnq0+iewO92Ds3SsAvxUrQ81Oc5wVcDSS5n3MhnEIwUgkdyCS4qWEkqAu0jva13fy49dalTy/OwkuMwbE0xTVJDc5ZmBW1+DGf/Cc07kT+xN+8qPZx5zunL9W5ey2lM6gZnQQqZNoc2MrTwJ4IiGxHdwUY0cU1IdhrP+p/48/+OrdidK+278Bvaz+Z403tpfFxbaq96T8Pn64yLXl7awnGVYLPgswdNDgWAy1fTwDISyD6I0HP6/uwl8PHLSd2bt7cu8UANuwTgV+9osN6rrRd7b/9ccsh9Dh4/Y39rNdXsPv1PVcbXgLbvn4VVoNjJuT8pdrDfbBjG9hwsfvFrVUVFXLQ2CGp/HEz2NYvqW9s/qxBbRrcsKl+98nxqunaOtU+X6li0wiJ4tk1o3oH/vHBRWRbeH1Ak12ir5vCU00q/TsoMMMqfzu6XsNxcc0wi2TgAkySbjB91OE91NU34Z0+hb31+Rk+bPspnkECR16aLJvmpupnV1nQ2knswx7JL95fILcokTQi8XAkXiSLvkolgBv08LIMBvmAO+Sy91kPjorn6rVgGLhK41CDprEsKsUrDWC8Pn5Z1VrSmHR4RYeHSkW+wAWfJ06NcrZZ9en1VR/wOSElISYC9AGzerHjpUQ7NtWdICaeGn9aDf6472+fTwHHbtOzBIiDMPhFBFAhv2ibV4BiWtxKjGBmDJveY5U5n98yBNunj+yYQd76Wi4QlfG0IItMVOcbJ5+ZRfN7x8os2tCSIchr+J1whgzhKXf8SHjtmHi+8j0pb4rb7+YOpFwjqAFqOOISbqpsmGOlfvVZEiRaRbUh5G0t96dfu3a81ty4SPTMNs+u7dqQQMUdFvQn9S0uegZVIOKbfiDu4ZJywKMq/GDfwH/hUIS4kC4Lx4wc6twPvPjLt77CPmoGHQD+GMD9gEofA7rm5vZW2NC0f0+zDjQPQKvEpaCxUW4IzXaEdjOIey6EZmrSW2oHRfIq1QUtZj0y1W3lD2NzLfRqE7CsljMtVu0Nc5zlgzorPVw+267uFp390+wVv1GBaJFDoRqXRATavYgIX/S0/qrxL30aKo/F2lzdcfD3PCIexxJgz7lqN/LmEOSDo7l93v0u/A/nP/lTLxDB3dirhzLoInpjQxZcnPDUMtrLrBit9SqkS6LSpCkk0deidNYfE/1+kmNFFDCAOtvjXSUG6S7ZLGJiRoUDCrgp5E2YQOewP0bRKdCJOVCj08rJ6ufEQXtwaeqMiEwFfj20TISPkany4fZUxxcWvh6tLFk24UI5KBJHGyKlNq4HGcES6F8//YELjDtmzs0PmK36inHaxB8Hk89YURt24DUvCGnja+xEkiDMw52/5inFcxW9xDlPt6N7dg/mK4Wb5w4btxtt6apGjTx0YE4aOp9bRtjcHIfFIsxDhYD3bmxr7NQEkgJxbag7oG2tMuvQ5oghsiFsVAfm17Z0RtZ6W5sX2x5Veqyb5vFwIHrJbjFZRRbaErjcdYjYJtkBxIwqW1EJB0D91oRuFi6cVvBRKQ/CE7iuYaDDa/Pu1O8c3yWsqlaCoR2uttMStyHvd5IP6EuekxpdxTtzjQ9rTVnJlL6muqKqV5zWuk+qve8kz/fILzyoSQXl87rKAaFRa/ONP516uqTnUjcvD5IrvoN+5a4MVJbsJHbQVT8wL2eUrYnwvGf8SHGyS6ntDZ4ylV5+I2lP1heVMIcyovJRI0Z7FU4KhTvxat7gnuQqFjSrjbyJ+rDM3SAMNxRmSZ8o5Qi2UJtx7CjeL4BciIt7IVV9oFltL0yfc9vtx2mPBbBHK3il+bNXmg3PEx1V+8l322bVibaSddJOmbi2/2RLBfi8uiuz+huzbfRy8vhX38iY15cIGEWx4TGKYmqvdNXjVcWgbeZsQVn0n3T2P6wuupXezU9UGJ22meX8alflk5VGR4hVDZzBouq4eIVREYYuuW2+VY+qCapjjE4ZXOPUa9eMGJ6gWCplUg2tGdbH9fnnB767jpnqvqt/DIcXL0ovFHWQCVteeYhqHsDwzVVigRxQeF76DU0UrfwHigr/3I8Sjge0VbvlX1JbGIF9R8kNHHvySPLu9J6/HgqYfN3a0/JncbzkWZs37L2vEmufN5+5oxSvY8fc4Fr7KdspJo+voBhNITMrcfIq3v8a+WcTObN8HzdpSnirf5Ql/PyaA+1DxFwg1FRZ31KnX2+zdLR0NDfMLcnz6CvENqlgHpvFJNpN7j00kuUdtGE/rAgiG5wc0JqT+Lk9Mzs6Y8snD7++LdkXeO7Vl+Ju3xG7u6RybPcIZwDjHxOdYCzJVpKEm0nYUjC7ANbhBF1cYMCDqyTcbWfmja5DNd9eUMRazDbeGXFdBVh9I6NeNIGabRA0YXVgZ2UtBPW1oPLV0ZqRrektc77bPTtD/U7vK6MnkzX5LQV1ULmi2OWUsagWxiz3so6cSa7PbfzHmHCXMkWef9jasC9nBcGILHg4c+hJeuZg/YNWifpM6kriymDVY20TdMV3lvFxBWPGGK4l65J1Lq6Rl96llj8o9Ke3zFUXjRv5oW+Kf7R5sNRNq/QqvRMvTgLDa92VTROVuf57ZpAjFEUfawh5Zb8rWkJKdxzeKOrPqeWsSWRf8cG4M7z/H9tFTvw7q9uW4/dNKH5lCH3QiHI8TdR8ixk12j6zizWkJhx8K2NK5bfRrawxZeI4WyuGW2mKNaiUdNvWRaDlGDk2+o5dxd9lW2pcqmp90LZKrtfqWOuqhtX71VbGxNJrCsq/ft3DltaMhjUGhvCZ6gctrmF//NJDNhfhGJKPNTjU/MpRXU4Xb79vfdnqzMdNxx1nWbCfTR3MHPyfbldEFQ891jAbR+R8kZ6zuG8QnKNBjOdpHTXKLKgP4WrhNiNlQAxgCpsHzYcV4IAS/OalLyzQcWzhJOz8VHhVcLOr/eX/+PcrJLzxzgBuAW0tiWNO2Nr0Rd0OD6EFh/uYBoPqqhc/3Np65YCsreJt4ab6w5LGGqtp3vQXgfDWX5okuob+g5/0CsHRrv7uTfsqqxo+aql+nazfIaAk1S+/mG/5x0ZQ+iVby/9vBn1XM2iqOaH/joYQfTZzQs6d2h2pHVvrXmJEDCv53qkzhtP/TfNoNpJb9e0G0mv8A/8DLKRss33zXRtpcAff8V2tJPSsv0sJ/4+zlAKrJjuHsfnyTG/+ZYv+z86lKjqy9XGGk6tLumxyKy1WwEtJYn75/yorytg7dZa1o+KbZ078C5aUYWCx4mFbir9Tr5nVzqLTdQ/YVNLvOXoeY1UtdGBGiweZtoR33DGtgvX5ird5ZuQVCSmFf7x9K+h0NSjrA0pDaX/y2b9PkW9EyJlOH27aSIG4lTg5fYYum1wRQdzqb7PITO2KZx29/Np5LFc9+7QZD5SpHHwRXco/cz+c6ZeTk7wJzNfAr1+EUW/4QOaCzdO6WJ7hhbYruRpBGt485uXC6V4/YQZzOn/HULt8Y4ocR+bgH8xIDLxFGfZlcZVwf3gtio3o9SZmzpL9qW+Qt3jOW29YatrClj+zYrDW9Hx2gx7hIylqAjpRH1ABgXBLDniBAdyUgxYX8vKL1ad310uxWeRT8tMJ0LcjDnJAfnb6kqjTVO7fTl/xHlkEDvV8c7jChPzduJkgPdUPNTopKVqgXqu39L/d/Knzs+f+MEikUeVz7qVsT7wbrVtnufQB+VaHec+PEpUM6KIt/gp3BWOWzuoYg21IfZ8q9uXoaemAPOS/sLg37kRPTh4v8dLrDtvoVzOGkdbaZBvDMcax5cNdqu2Nkc3Ry0P7lFAO5mCewUsARNd9YGmD2FvvKxGqExiJeUQIgMa80wamEOagxIH+kvqS55L3ko+BKkoQ/+dXFM03YuzbpViLva4QgIWjVbpAjVMiqVlaWF9UvKCl/1LwzpvoUcpaAFpqXTu2Vr80x4lV30nATBSGYY7CWcokW9fq9MT0Ci2S6lAe/fY89FIp8AjMBufRx1QwiBuVNvVjEoyCpCK4+jEJcUGUiFUyeO2DsIqZDHk4hpH7eVWwtosUV2Bc0NOACbmTyLfkwIV3s/jPQNtFd0uUdlNG2b3FU41gghSChppexrqgNjDKYtciDfUirSgu2tr1nkCCV2wScsNSk8wje2z0eNlndmqeBIvknXKoM4fZcjw0yjVx5oBaEhclRPfuFL7Wf/dOo0z3u3eZX7hDb3hXhPz+99n24Q5TDdFYa240H/x7VG4OTu5y7Yn3Vi/2jgyg5yd3efcUEu/EjAw45VokWjV7ePpwIX/+8tR+Fib3K92Kg7UudGbjPCeM8PX+Yy7Y6wM+bE9NnQqprK77+TYbUr25oqbqs02R0i4DJqjnvSlIAV71viFA7SN9YNPuBftsJ58u2VooyoIanr/kRto3b74y/bzo9PhA6vhiWeLCXHd6l//fZj6V7DRjxXMMm78evWy6LIjovO2DjX7KLitimSDHQJKaonQVO+Xc+fJFOCmZl7S6pF7ZkOyhy3k6Sc0TdzLbkDlCzc2Sk5LJu3mi6GS5T+aW6Qjw4YcffvnlaGcQ5JdMt/2Cpgwd/LP0Wf8zk+57l9nLoY2DT6VC6lLpRf8zsdPp04qDwcoJkUCLVN0EbZUeVGC4jobYcO7a8DUHh+TVs29jM5dxCsxexv6FkZtRx1ZnVkdXR1bHqEpshDPCkRRPHpmSK5yg3TKJp7g8UMmdY64csicEi/lVRSTmaD/FglOmyyHplUOS9MZH44cg2pg/wI8+Gm8C4WXynb6zhfgk7aVY0Mh0QcEIb6QpuPQuPpIg2pZb8xBO2KjY7SlijKO5bmnxtocb2RILBenpbWxbWRiWFdvN1OVY6lQ6xfaG8/rn5CfV2za9NxQKXdv0nuLa1PcqIKjkAu6/gNVxtWCYEovFPpmKO097ZbEiCosXLtm94J2WTd/pukum0+OWelP3vNnZ8M2U8ZVp0RC16T0Cjd0otlF1M3elJnW7SnL3B1tjxswSxcuBNIvO6H3BUSNhmqDzoHOiGM+wXmWNnhjfJuXYWkZpD+W4n62aLUNnX9pvvDrhLoHWljk6QCUekD8O0oB46YjQIxSwBz5pImPsG3idFEi78oJxHwujW2ilyehDfeg08pk98gfYldCh3CA1/mhFjqWoaa4z/2awxdeiJ6IEXf5IBimekqkvRGLx27HbJp4epAVMdELLiE0R6Hn/VkBloZl+tUaN03JfeVIX57twC1uJZ62isZgk6tbUylcndYNG1wobw0ZGFvs0d4q2yAxF7E9SPEABiLfjgFRy1VxMU1qM2IIDQLllXhn5zqMRMfrOPRggFd+4x8VmCch0TpR1Miy9A/OKuSvRa7EjOTxw2s2A6qLq4tCRKdx3WrU+1BnfY3ZEmTTf6cEj0SPB00N9jlUmvV2R5mZqRrwexi51TW+Z2GnSJVapB3LXw02TUq9+jiHy8GM71RgjuV9z4ZuLNCripREK/tgruxuaL+NKgRYU0lEOL4csIsUEk0x3YgR88Brzn+qINE5Kgwfm90eQ0OHXrkslo2X20kVq6My9ONFS8/YEjxxt9z/n5I+L7uU4ZlhrNYmQGKJUa8GU6yIfEcgaz8NJ9G4odet3DTDIiFw++rVTJS822EEJfwjHScEn2OfMP8otXn2MeWS6//QjH0uhuibdJAuq8+v9qAG19mR6S6DTTVwZhh8anr969Wrqnx2lvvb9JY1j71t/kCNYcABZgqpUfEOmydJMuPJOI+PMaGFBIdNl186WLVxyHxgljcQgZxLTYEaUQGeQMfvMfuWOq4NAhlfsrvzNX7D2zWPEvUvrdd9VJmY0oEyzcs0lk2BMLbIiy0sJPzHMGFMjlIqu3wb87PoMYR4Zk5gZFcojAyX4IxFm/kvF3CpayWXyO8EDiQzi/hpAhsGMUtkzaHOjJlAEfmNlvcy2dgZNl3p49jWAaE+Xunn0dd+RuYPhYLyG5+RpV2SXe57D0OfnQ5v9NzoEImziulw3wnTe9FhmowkKhggR3cXoFDjzxzSFSghwvVQpTUi5TB4JE7fI+Wachu+CtTfv3haFIU7jGw+mM/L5zx+NgBHw0Uco2GoBhlqCliKzBHucpid4SnKodBIbJAQGbhxoaFupEksQDpgAEzw+FoEj8KNJch5XUx7OUGlAoCFF9XCIUaikBYn6qBRuHKNwdkUV05a2bkBJubMSnF2fA3CxSmqWQV5U9mjMAp2gEvfuEr4MqUmSXeNzN5f4HchlRPfvWH3p97+3Vw5bfa2iG8PWYWuuJlcjuiG6oTQ4dK7AOFi8Gt0V2aVXapXeJl8Te7Z1GToW99rt/nPKPgOavD43GL8W+Lf0/9uhukZf31YRfPEHQi6EmcvJy3hMFzJ+nde6qRLZN9bxM8LtqExUKgDnqt5jDwlawF4Lz1WZZTo7EoDupXTvnN3+XBFS50rOlNSeH+L5miyGQfnIC+FPWQh8encmsrFVyLl52imzFvG2gAPoIwIMBAkQIgYLi0XZ5XICIBRjDBUBBjCIkRgYZxfFQS7kYhTAGnkACnGIAZksVljUNlZc1MY+Qsqxa9ogTnIr64UYBh0QgKhgRBBj/kFcsMgAWk6US8tF5d7y+nocBwIMK9zAVEWSQC3SiHDSJhoScSu4AkDuqYR4rZBJbWhLP7AOa1KSK67CYqtcYBdhQZLkOqXMvIGxwxH/31Gri/8QNqMEYFGpREoQIGx7AI8VXGyfkMtg7xfcpsZmfgGDxRWBgAZXgAXcowDEuf8U/mEB/bDw1QXJHUOChJxbzZABAIHgEUoQ5YBFyCSalzAoOfYQKroquG/VVjK9XwQsTnbvOZRe8iAWiovfQBr5GprhA2ilBJL/Bk5hAaWFxjNYDWAzAqesvoBYsZhRw1FWDf/wlVjh9OH98Cuv3D1/GAOvsPFu5MvCL4qE0TCqhVo4XTVoaRnsybb7pZ+pt6v81rOzZmFM6eQ4fDmzCYlvG9uT4TjqShBTqfKp0TNDXP1hz6oF87Br8RnrUneb1j5iST/lOhes9vFySxb7Rw7apJ8mrwypRlcMrTXD7Hr/5SF1aPcrfId615xxdnm0NHpqkbaWxbA93EGoYvRHbjWKhMk36pL8HMCk1J5UeUhoYVhjEM4gtjIpxwytcMsQJIR5vm6I9vKs6E09vBQVGwWNk2XT/AnEjzZwlWDDKzSqQcKEu3QEmUIDQF3OU9E59J13smW5MqlQTUIvM3mLQJAjxRcwNerhDHJnwCCa5+5QC1W8V/Z4sLeU0Ium+A5Eg/e0HMI2USf/JkeGCB/ehk2BeTAKTHQQ8yLAhdg4SQ4f9WDCEFhEAuVbcSnow2aImg0ROMcbLw3AX9zMIl9wP83j4gyMATloQrn6MjMdEDTpcT1hJGdQK8xzZjk5hg9HcYJTgiU4UmQQLNKL9A8skF/qQRc49zBEEN/AToQT55XgDlKiDqgDSciCkLFjs7CEZyol1ls6Snih8iICFdQUp4DCEkjwGCRagLn0n0EjypsCU2AUH8UfwFhWeBezllsROtrzclPNvupB6m3uWGPJc3HEfZxFaBgW+/W+HtWiRjSMK2F/DFFwaDSB9bFkmCPH0Hzp2JnhM9PdopVgSvVxAwpuCcKbvxMVhkDYazrzREr8meUtFXmHHG6gWCvX2+kHiTIRmAg8ljBDlGndV/VG4EFe23mUy/3cstNkn9o9Y6cEla8eqnAgODngASJCflJ4Qo5lTBUxEHxaeGKPtMe80dc83KTBQnDxaWK562jmsnp/vOpHJu4P0rsckAU/LsJm8BzpRTdpiR+/iWLXKzcABseXYkCF/tEiRlHey/hrevCzOYLghBAr2TMbmkSDm1W4mdEFfqur80MLfJPm7OsTEQlEDm/9wKs015fs2m3bVelD6/hwaM13rmCMCPUqVrgPBKsKFenL5Gcpqz+kVpX71+eA/uUXCZ5niQtH6XST12WVqv38UhehwaY4Xp4Gp/3W0456F8w3+NYpNr+CBZEROEz5oVcwjMcIWuJbpsTcwiGo3+vljQPfS9lV6b2JC4kLbM4FTjGfmXacHXP5BOZOVc3RTtC65dYVLiPVf1U7hT182THG6JbD1GP1gW9816c3zF1jv9VTY8nb84y1p6Gt1BD74C1IW+mYNFK8z0DXL5bqdLo0xZxbmLvDyNCygGpo6SQ3Uj6xL9ApF0wznOX5/vTt1HXlFdOHi0xRM49tQqOV3KoBXAnZPEH7hVfHECbYoZXdC3rKrECiQO7kGeNMIxIleieNqVgFbIgN+cnf/ja8TO8Kk/EjCidQMDa8e1/2zPzpzLGA/260wil3BnqlprGNxdTQ8+GbFrtp9Vwwi2YDQ/tT5eqlFA2VkDnkbw6wFsk8JJixFS02VE+UwCg6I4hJ0xh7tPHY6zQ2VHjSRyOEhOajTFlTV9mjNJxYHeKnxQnOpFBxmNy2gCQhuW2Tkxl/Hf/0AwRPo6Ilw9irD5HigWD0LlVsFAvDUp2UoGXjPq9Y7WOr9nWM6YuV+zqmb4eA7aPoHcI/hh4Z6tYEvSB5XSNjDmH6RU3p66is8HD0d9NYTBY5x8LYc8NLfBt2ZOoTLxjDJWDuumPwbmgIS1yvACO6cYbrDFSACrBV6LkENyTz3VGtYZjep+YCgMOQLC4rnjOyNJEmoJGrZBMisgDLkh+ZsRLRqHNgwikPl9xgAnNW9/I/21SKp1jQP33x4sXArT/A/GXn5VEdq5MOPWRCNQEFebTFUeorlcRKExRMUhMUnqXyFNmlm6GBQigSWsUW8aC4PitmF+HPSPA5CSolpVKVjNFsn5july2SefJOoSlwtBk4Sv3fqGeRmqVnaBwv3j0DRUKLGFiZEuseLlHOlKi4p5C88iGjasSQQZXrAHGGIBSUFYlzxmCA8iIujizHMYtQvoNjI3Rp0kxO87xbnQ6CGCn1f282IJFI7Px8k1Y9RU/R4bLpo9JtaGMmTJx8UhFomXxtdE0OBGDGTFjmm+O6ksM58MbsqcGWUfi5pxXb8Zb2sibEnLLtGYaspseStYlRMqMESmK8OrxVwpPBw9geKBa2iUkNl1EM0fK5cq5sC3l4TKQUK8UpMfYx9wwU+6RaWQU1KvtHObKyCIm3qkAM+fBisQZQ/6fzbA1ZpNUMq9ha8kJyVmiT2rFx8GeubCtbkEIMNk2Ct9hyItiZJFYnY1qu+8qLfPXRRx+9FGWUm4+++moeKlaMuEoOTqJqZrLXljkIDUxDMI2N0gZ+9/VxKKBkDTsn+xX+ebttdzEXCrvHyx2MebloyDbN4SMDgSNBx7ZfW8G2Xwc5ESLNVdjt+/WekDhzOc0UNg5TuLfN0h5hUDRKTwmKZb4eRGkqp4jUDi3zKIKoVfByi+AHtyNAzmECqhvZ60w4PcC/HroS+3CWYW/348dThFQBAFmdfT8zrvLCBQSyOvCUJCRLyB66NPK0IEkF7uW/ncZQJnHibp5fM8jhAz5PccZX9gWxKn5hunJSJt/rWhWqc/XblxciPedENVMyeZd122GZe9eDGcIXogcWlieu5Dum1y9A9hj/Pu6AlHAfGULvBFKYIpy46LsIjJcMl0Dl6OXBy+z3OKO6cUa8OQpvTv7xa56M7IG3JQ++OfGfGftJmmK/lXp8QU94LTTSyKtq4lUFCHdLirnb8tgSEhQwMdYScBTOomIJBG5a5jlt97uIeU/+OLdWCXxHPX1etO8rzepgU+Ey91S4hk9m1n7pLZsAKpwPF62Te2LgihapTdOnlUdSJ7bakFlkGnkVdt/2gxxoiR6rJ9ElTCFZsHBp4QU91KyOLiMQ9osrAQ647HdbcAx5JALznYkOgOAl36UGwZMxaqQwJ2PcGZn/O3iQL00KouoUCPHcG8ePsOBYl1GKUHPT6OpxqKnIr/qvv74yaA2iC9w8CB3IIvYrxGVDWXBTdMkQmZV/qhhg8+a6TJvpZRnFu+b6z64uHqa9b4j/1iMtO902fDW0clijRv4Sgd8oLbGfINQctkTzjUxlppL/tAGlLQ+UbfOMEwoQfkKPEtQDdAF3umRfGuJmnPN7h1YoK2bq4p6/KlVu3nyXDc8+rRZ7DiY5CmBUlEjZK4V2kDZXjC2zI3/cMDyQ5MixwQv5XUndYKn2lJoKeuoAhI2HCsc54o8K3ZOYzMxazXamGWb28cUdJrERgfDEIS3Ft89vlYLiWX9j5qlpkXaHnEwttQF47xtCDCt+VqZGCrFY8fPCO5FTxEcyYLlkvPOKliE1mLo8fpkZQWNMe+zf0ibwUKPu4McosNAfO60K5JdzoNnak/MpnmkHHe2MHP8NgA3hJxZoYb9HtFCAXyxKtHQenEi4gXezhJm/BZ2F4xihveK91PAkun2jIPlSx5JJgfz4dI8Y4pSM3Fc8TV+cvY4zJbmMNEjqvlNJ6qXKdUb9gr2VXzq9Eeg7ntSbJ7wKDjfW1tam70gF63cQUOxrYjNPz9zx7UwSo3ADheO4k8KNFF68T4oa4FBNRBtGImsi3MJXjAZi4XKF59IdUnwbvz36KpoovlveWnx/PMY0xGm01n1b1x99Xz2mYF8472EPhg5vu2O1mXAI7n347S11l5oo2PDoV6gMc3bgwoYaoOT6xW4xQCUA2/O4jx2ZjJ24T8qXNcCY7DtnpblYihnh8GdvPFgptenvrm9vDb65BoyR2JSErYAAP3i0eGqTAnGJn1w7vrMeemU6AzCANMLCxx8b62bt4/BnFhlNmg4n8AmUD36kxY14W3LD3IY80oZXjIIDXhhEVGCHxjIoHCmLIoPg5xpKtCXisoMP1DBqV4ly/Jll2kqTJC5OXVy4pupw1ppLRW5NMP3sCKXRx9aHYfwpU08emYN5NEaZ0ANVv63/YQCZQnNwAkwgv/19EHx0/kPTkUNfbts/Ay6ddoGLqeW+dYaemc4k8GLDZVPQaJ2z+atMSJCWPzNGikrn0ThMwiDGGMFIBMTA399CvYlnsyC5O3L0qhl5560P+GDfqz70xg0fcuI93eixts//ogFB9eSqnq3vyIEBqTt/tX3Lsa6TnT89/XMRmEQ/a6iXvSzb3XAabVf0JXEFpulMICITSk441JsilT5iXjYDhF/+RQQs6Cd8ADuCyDA6Bl7991/kwGd5z9H/8NdMnxrfGBKZeUnSitLIMBgHBPmzX//95B/fG3tanK6ZP6m25ThZTAPl+OS6EovoKT8c9o3bR+hRjoWyr8/iGmz6XHqPnUwSKlxBmrEYnkEsWALRE1/5nsse/SS6ZhqOddhL7S4PHkOG18jXa7B5jJk554EfiW8f3zeFWsD1vlngBhbkNyoYQt3ACDaJnomohp+aDI42OJcE+fP0wnOx5SG/hmd8LsRJITSVBFHCjP3pd37UCUcQNxJkyosINcj806PX7FvN3TNXWCi58hiK5+X/Q6htXPHd2TDVO+Ub2WIE7lqanwMx/Jcp+NlnX4/CnyQAH7xNg998rgFXTn+g63y/OX7s9x+92NY4cMjS6G5KEDGspuOlLQPtrb0dByolVR9uPieTNAkFugo1uNX13u7ajgFx6yetbR+/2Kw7yq3XXa8SvrVvfyVX8kG852FmlNcGyrWyDLZApvART+biXB8fQUtj0E5sejNDmrr/j2FV83NDRx/LrHahgvft7Ko6GrZOIOhe99I4miBDcAr3dI1ZtMjvfk1mkHH0x1+xLgjmED8igibAG34u4raAE5d+f/rW62lgBq//uysQrn0swwcQP8eHP57p3Rr52iLbE1sSOzKIfWd8333Wdx7ONP1LzJ87Ny59lP1TkhnyHw2AjOMBaZfSmU7lMNWzSnSIdLSFD+ZWEC+iF7+28N9TH80vCW/RIFaL/MbYTXa8pHTyG1OXWEEYPK80eTmpjsCpmd0B4fTTtmejIid0MUw8DNLobJtD7oIlqIgbMljwBLplgg9EQIAi3VgOvRvK4/XDl0OX2b0b/vmlGsPNlIagKGoQZqGFj+JOwaMLNbJQQXhljDUjuPOy01wAp4CdP/1LU6UewTfb9GBo8erCVeZi+nou1I2N+9yE9vYjT2Ni95/GaOjG+dK2trZxij2jMl2y09M6J3MbGI1g02zNvyud6GDmWv6afLB41mCx63LdsPHLuNZPPbAk585SJi31qxD51VdfKbjs2SnTBZHkkjGumTuzUgFNMjWeAHpOxejGKZiDU9D1aYZQkjT2uJJYXWCIYBf3wTQxTrA+uNhvWwpOnhhDjNVZMWb2nSAZNYb1z8C+GYPuUm8pjjH6J8W6mkApmlG2KDUFcBOj20Acg+SZbVIuXQ5JiOH2ck95QfFliwBUweMC65NCwChqgMtE4ICETKJKpBXpRWaRmHUHwZUI2Vc9EHjEATHgAVxQUJ5hBcALrj9gdEliCTW+JL8EkCUShQTnUaRkROKWRWT/W6oV8SHr5QInqZpHkMarbAGUgMURD2hY9HwAdoMEo+00YcBTcDEC330bFl5tMa3GGHWR3NrzGMyThXeS8AP8PXepr5Rp7JPwT/GRGERRElZUQZ5Y0P247ta27C92rYbtVCXIL2H6E2fyvc4uf5bsZBR/GIEsLgHuKJ8Sue9jk0UnznaW4SCB8PU3vxWdYhadEhJEgYDpq1ccEvOE3xWtaTTIYTh7EGixEqgFb06Cnxb+3/xp4ceGtRgLJXCcLoKWyevjvHk/651b3yzc5G63llmFprqS7QubXIdqufk9xFOpp4dPWo/bgbk8LFTXZ88snIq2JNtQdJSxwGfPjAnSqLXb3hYGoxzRUkNVdHvKGpQ4ZYfQQ6POKa/+xEi5qdmwIlBaspsPhB9MIJv88Moh34mSPrtTodegXs4IEFIHDVwzAn0Wq8K+TC4Kryw5bEXUvCkJhc8jgQoZqQS/UAoXDoyvHiHDyGej9XlhSf3i83OHCHJy78KOEhBDQiHfy4n942Ulwp0JLKiZPhQ9dfqQodR60tTv3RqqGz06f+odG6QZo2fE0XB49BmzNbF16sKHjpPRNR5Ncq2206qxNM6ozCuDYHEgttvecMklyK4ZUiyelvcaJQ/iJHysxLpjBvGVeYHand0Y1H6FAtRE9JhWT2qGDyR7nVX9J/stpRMq4qnR7SG1qTYtVqw0Lpk75+6fv5jdEVIntjuBVhw6Ze2wt91F7YjIfkn7fVdXWB2rYEG/dKIuoA5smdw8gi3A4HpN58gpC3DD4YBmY7grJFDAQc5PYoipdsZnOp09kzujPZIE45z8Oc3GSFd0zTwir/6PrCPasrDJv6+kd7iVBWkNv5eFoX3eKhYWapiWzyL0ubS/SE3FuVe/EzknlnuRbyVoZIfC8jBJ56uHkWEkLQmv9Ajv0aF1+MDwgck9GdfkidSzEY2z0xz296P75tyTL4te9DwtXY/2VL0zcjD6PdPzYwEJjn15MnnkT+GV1qZxEZRgmKt5/Nj0iTdYBM34LNeenG2RDkUO5S5nBCKdQulH2JK129kr0/I/2zB9w+GQRn5Cf8wovMsaUaP2qL0vaH2A/YbP+p9dOBDiGBsKLEh0p47ljs7vylgzzy8+nwAxN0HGT00tWRAm104bwzAHHuanXF0AKXDUcI332F1+dQVTVWhNEPUQDCcmPKJVDCxl2He+yr8ttju6Jmu6z8QLZ0J1CXX04pUvk8FMaZAXKecjcalL6hSzHOqQj21Xdkb+jQXn7RhnjyVYi0Uv49HL3FFd2Pi1uS1KTLLzu58wETlB5r6RGykuswAgTYwR4I4/KVbesOvYo+QYycjXokMncMejEyAx1qGZl/XcBIsenIr3FDw4QTmloJi7WUObiT2M94i4iwImxLo1uuvryV7uLC/6Nbpf451f0cHU/ZjConp2HQ1WaNScUCViBKhGBPQig4idGZgbBu96NwJwTDQuguCBYimD2CouXPjY+aqYUBCtd50bFbKpl+iX4PD+nTDGiFumzsySmSVwjnVsBIBUIi8sXcEebC7zf3hQyk6q/zf0UlR0ScZMYzwMUDgQFlomLPJIoZ2F/FR9jOULSGJUkSnY1TYsR7DapxhAGzlFkgVPZKBDkihlHZF1FyZNPyhy49sACD4qFNVcj3PJu43Y2vNEvvzwYwEuwZj5/92iwz2Isz6u4AfvwwccjX2TS1l3VofnEaDTwEVYJCAQQEfB7Rb7uJ3CBQxpa1hHWoziJ3uQMCRzL0klGXIUPP0V6crbMllEOilmpm4xKCKZBwsevIrohSACG+sxPCx0iiR3/YbhJ5hKZsUlEnKgSCoBznZ2BN7jq8LPUT4hwmDNxH3W+iZnHdxJVUjuphS+SmE0ntff/M4MBh7ksDssFgcpUEc1A8BlH68OA4G1yLc+RmWBJFVdrB1jUgbZpW93GQ98g/GeyHd32Y4q9J0hzCiD4pNDmJNds2d9CHqjgDn0WpFvh97e3igsAY9LioLeYo5Hiuq993soP1oCOtF6ExYlRuhNjbGNWqRkc3X97Naf/3iYDNs1+y4N7hxF9Bw9dBEjoil+G4Yd0pgCy311aZTYEOp2PtWV2Py1H5Fj9sNKlxbJouOl7+bWqomPudmnNrhBzuSAte+Ltsnmrxt6XStfNhweP6DRGjRZKro+a7ThkyrGIF49DcaR9ozSLw1v8KhMq/Ft+tI+K/hZBgwjHZ9u5Vca9gcEhmP+ZzX7KxbF6bUm3SL519y5oGDxUAS8d3t0yekTh/dH2iZbd/RIuw3tClS9v+pzJ/jzwmFf3x9rbidPvZVrG+sMdPWrsPQGbrBnDHbmt2+WP2d3Lpa5iCxmwf/8kzlsGh2HZxLHpWW5azE0wecvmRTYyxsWWhbX/v36BOHjDPJtt4Z8CZm1Bl3tbttpXuEwz5IesagnRqqAe/M07kPSa+e6lEeNSwTSUuue6xGYoRzrR2pPdv9E9uYWI3KdwA74TyePZdZo1Up3xjtYarjs4vhgyJ8FcZB1G096LAvovI3YnSWSyEsnDcjX5vIx0LWBPN+F6fCTA6qBhMDaoV2rd/vsO21Lxpa4xQs84/ohaW1uzW4VEmoyNc2tfsOEGFbJsRHubt8K2qRAB8EhK9q37xbew/1C8J/km8O81CsfBq9GQsaNg5QX4WPvvbrPAaIr1K2hCP3/fIHPc07TCI3GS50mqWEWV7VajTPr4x0/ni3L7Ujbmxwic93mnFfrHENTnIVVn0025jdQYgUiL9O3zxFeTqijMd3uboqD0c4BH0eBiUQzsHvMKIejwN+cP6b0TXHRs++Y0BttJmt0J3lTix4UVnyS4c/qYxugG/1UCseX5ZuiLSiYp/yob32J2ULPcGecXWMcZ7cfcT7lPD0ddLVNwMyaGOcTPc4nFbWplncGrNScbHrlzOp00+SqRSXKmd3jtiq5l3J8xznLmVQ5Wh8R8JtTqw08JzeE1v8hg34Hlh/jKPn3mX667atJxCj11TmEw9xv8v6LP97z0kt7/vCBjia1ZYl1P8/ByNMzO+2lf1DuG37aqM40Kw0irdEU6gwHTJcmSR89A1ygM4vOccbAK1rwiyRPVedeFcBsoKFuCvz1NaheNSebguGarj8aYWrFvvHaOI3is+jX0+C1nzvB48bYTj7BJ3JnF4++NrbEKBgEzucnLsxccQT1vIMqDl/nWR3vj/eP143X/fSnnUqETxjBD9lPOrSkh6Oi/IgW+ekCNnvU55Gink7+ejUqQmOc0ymoruojqIW2PG2jwyYn+IN0Ixna0u/f5Lo2HFU3zSmK50V5AI0hG9SwMMatcDogOqXCp3V3x7oPnQZjgL9ilONpWkDHl/xiocW50g4XMW+nodsLFrBU+SGJiL5xAz1eclyzUbPR9eyLimcjIEdvPRwhP6kfR2JokApSEdTDodE8lhiQ2xIrWSR2MbkrmLx7gnsG9y2GEzcnsUnstht/UKBM8Gda3ICPV0ae2nFbD7aghxPuLKS30MBk1lO/HCKZQ45v5iuoESrDnFEyD3JY8FzwXCIkeqUvRffNguRW/dbWxfDcNSXCiKYwZxbpUBJO00SH26l1GAP887OCn355PaHuSwjH1npBbvN7WdJPh07nOHJMEcqS0vJZ3Mh5NLMZJkp9CAsq3Mo3c0sEZ9xl+Sb9KpGgMO68pUxMmL7LJFExu05SBBmpOFZdcjl3JQUnMf9pwzE9lnQn3SGCkZC2MhesS0F3g0mXLN13C0Vy5wxnGJbZQewNP/c4mTnW3vkYobmIxeig8QHBWVpiKohO3Y6+h4XnLBontSCByNG334lzGTHqABaP+lAAjvsTZ+c4GsRXGkPdlAndM75kq7VsGmx7QIx4OLWMHHFo/byGuLgoTKybGSHX8XcjOcNp8gsyq4dUdR6YR+z7vLuLR3ZkGKTmPX+/XnJo4riPM+3v+qMNaEAWZq5PXWFGC71qBgZKpX30sUksH5wcmOSors28UHKIBcezYU6Y4z440Tu+khHkdnyuclFmP6g95GeEg+HUsEe/e3eLGaRBjelgPOy+ZGsuSvg4cXAG3DaiEWCAwTVzXXnO5HN+s2hlCb5w2HlA/hQj9Ud3xGkl6a8YqlNvvJ4qDjGDIEQF4FzZVj9wwE3+UhEz2XnAJj3Uw2FGqbA60/siMALj/dJzLQ4wsj/j0nCMFteWXwRRLdiQp5zEzf2zlA2zQynxSRr9uZpTyGqi7qT7SSZZWp6xpcsToDuO/6ZxGFMdxdqGK2wV0p3541rZfN04vfnKpTvF0sf1bi1iY1I9J20nbu6P1iugVSsHBCJH0NaEMU50ocjd5vpKSzoaic5xyXydhse0enKVts3bFWrJVjuaM+3G1pI73dnMOn2/csVSO17NTnqGVh/071f+f+S9DXBa17UoPOyzz+GcwzkIECDAQhGKUIQiZGELxShGMY5wjGNkYRvHOMIWjrGFbRxjG8fYxjGOsU0a+YXckC/kizKlE/JFmapT+qJO6Zh8JRM61Z3SqTpVp7oTdaJOdafqVJ0qU2WiTtX5zgZJ/omcpL333ffe986SDuec/bfW2mvvvfbf2o8tGpOUDursDgd3hw5HblvknOu8vSFQP8ZOUCxfcUdLkQRhSViSZJdaiylT8uk7W86ZUz8ZwthjBp/H4DHo4YsmyhawBTZv3uvE8jbNE1HQ/CIuclTevx0RP+7uuacliZ0ynjaeZiW5ynU4SEnKzQoPDmI4mD2HGmYfH2WNma+wV04JTGQIy+LOYOhMqcmxsWh9yXKrE6xw1S63O2rMIr6j5RFXiAPO46/nwcHXszCz9Z4mfvYZ43N3NvLuK0ZYbuYpVt874fZCrql/US8O44qkfEaUFU9VRXyoITUF3Ad5RyyP2x8f0ZUUANYpQipAXpwWLzWwuSf0dbF1Y4xdQL+koecbrJipaZYwACMdABGGhxfwgzMYD39pBs/zfRV7M0K9GLXGKSaNf1BtqQzKIvu+qECoz2avTV8ar/qhV6Q8Gzvd6JRMkp7O3KMmk9XISk7oxaWbs6usW2jsE3Y3iO6ae3hgQ4uZsUWTiQYdoG81krMCD7RKIopFcFa1fQBcWv7VYtN8337fftSYmUPJs+bgoD8qswishJV4++1Irb2pSBnaDe3V1aj1YBuMhj6dyWtA3u2hxWeHiTmQwAdfGnxpUmCuWmyWPSwWiUUhqn8A95/SPTf/pG/rANbVpQW+q9Yr0QPFp7NYf/+CYEGga9e1o0jG6DF63GZ4YnSNTGdjjVyzmH/auz9+PRr/OCLSP+5/cuB66uX5DVNr59YurB05EHjqTr1CA1EzxrJi4u3h/9v9IwRwAolJxWoDFfrSQMUAlabKm+zRLklksJlJ0+M0IOe4DiD3DUpQ56I8MgGEXHMxzYGW6+i5GEmEAUVG1FQTwxdL+1n0lQztqgxVErSQ69VtRitPCDkQ4TKXjIs3znWC6JxsVCYiaYVV7uL6N6hfXTrXQUJOy91V7iqdAtQFFWBGIWr2KMcl/0OizVE4naaEqiZGyKiQDeiulMDFsMDFkT3OEd0iVaQFYJa54QF3Mwd277mLOaDMHdIviAjIe7jjZMAye0axKD1bqa/UVY5Xgm65StRKcEiPyiSnxuVArxjBYlJ0aEZa1tNcPykHrPI3fngn0SJENAHeePcemrNLNANCAkLytFyKSF6mWMtRDJZIjhJjkvY8eO+99/p14L3+/veWLhfmwt5b+vpe6bsL4wGvxfuY5aEJ05hhDtOJFwQjbES6Ze68+JyDPw7S/CH6Vq4n80z0SvI5HYGTOlv4CWOFMjob5OHxi6lzl2S4oyqiS0AlOYqHKyzi4IuDwTA/fdn5jeyzmgcmt3nWyk7YTikrKWn/zI7R/XbL9KMF8nWbfBC+tDPIr863Bx9XnzeF3KJhWnxhBoqpwRueJxPMtETkUw8aJ5/0XBm8HDoddZeRG6DtA+GLxj79mYj0uJOfBrwn7VsyO7y7o5RJqLQjCHeXkd83Yco/kawcx2KUUZDmz+MxapzRb0Lg2zkktIpLGM3sMPaN7R+iNUyZSiowRKvhMqVp/iBut/jXhSgXv0yzk52OxZ8bpuwCu0AnjOM3xABxYL5phSQ9DBoRzG9OQLNIQw5xiRepcIWJtT4sVirxASzfjlss/5KNWCkNo3nArl2kDuJdaq46iNGaB5K1I17xBfX5wiExpWdHK3Xi4BVxtMzVpMAt8rCWGH7TcyV52QFMGOLxeMgmt1gRn4eDVr4HshUiHn7LDmexexhqbrH0+B4bNDo6x+qSLaHTujj1EfsR9dE8nLshldDyTDsljDAO8WqVRwuqOdR0H6FSCgY58DLb5Os6GoxCXuWiRCl9W7hhRjYqL8gtiuPydYNKg6olq7qv01yFSsbF8BMtCGCKFi7OzUsR4jAEGx38DdMyi2KGa+r1xFIMJ5eC5wknvzWmajeB73766XffeYe7fzovc2kj9SEyowmqkrsW6+InqMcjXfHuSdfIpvw2T9tsc87m2Ty6V93gOhfvHju07NPfrXsWAXXVdg2FKe4Y2aTsmN86s71Qo25IODxt+QcXjinN2QqbjRfP/vdiAUGeGLxRTaDxYO9DZma1mc4vWC4wsAMdOTbA2L7Ke9mggTpReD/3fn4pwNfa7m9gddHsB2gBvf2rgyA7ACMVCdOw5S+ZVSd9p2mTICjIAQ2plcfk85gLln8DFdXo47p5jMPVvsnQOQdm68N1U9UJEsEkWaQce9+cfHzmo6H7Rd2UFCQBLizIs1hYhe7iiiTIk1kU48nJx0blU5sRFJ702WRHF2/N33JYCi1p+BV8Kxt8CD8XuxW+pWYdjFF0/4F6EpKlQXqCIYgGgqtrSUCTDBr9JNDIY215zLO6iWsC5KAagC0MwxBBllcpJYVoLBoCoUpIb6VrGEADibS6NNaXlk3KIA3odehEJ0iv20MQTB3cQMCtXOi4UvofCu2iGEBIic4yqkKCIOC2JoLD7gdo7PeVONcskSVy6r8mOQtYjlJADpVG+lQZj5pBDgUhoC9xDV4dHAZoIFULJuBtrBUc1sz9sB74AtYjqAn62VkLeBf9l64/6rDS+9mVL25FVD6pD+9g9wTbwnyqU2dKglgbtXfIlbYMdtq7CwfV56aVc0r3A9anpi8aLzt8Vu/cs/ZDXkNRZt0tbvRoY49a7fV1NYUOV2X4fCQWuclb6zuc/RfrFa/Pc9j+pFnMSUa3/1oX7+G5tfi2+Gl1MH9edubmW6eSQe+NwRe0beFHmsKY58j8ocCGsPZuTDTrY5vmLNReqX2NsfM2QqxX92Sm133u4tR5/Tm1N2cV7x5vyD2gfh4PO1sWwIj5bkzNzdTme3D9xHvDdjp8fuzFUvIOGLlp+L8M/Yb+2cNa723cI27xRQSO2umK9LHUQLEnYJ+94W6IKcTmJao0L3qO+HZpn7yHNotfZ0qBaUPePN6TuDBwVucd3Wt74k+j3VPnohfix/SnAxtyT7nblMDfPsz6GV/JIAFXWGbZHKtTKW8v10hR3wQfSs4RDULAVfSaSieARdDwIjqPTARaMqp7vxjFnP8iKAXqFHGB5mDJgwFf8rddyvmKqNr/dAtdOPCBAAzAYpP7ocS636c6g1ViwoalsbBsBEyfjYQCJ5V4/sisWdeY7o+QcZcPM8NLJvU/4ntSGyFjl6d8P9eof5vFetVdiUMDtMxf3BxvsZwf5H9Lv8u4y3F8yBvcnOgceHmQ78OS1/9gfCEV8NfvjuJGgrvFyew1b/sCWvL6JdUKSFCD6FijHDXKaZBoFqZUKmFpbgNp1AV6lC5Nu5TOmUFTCd7y7B/ymxFkBWhdw7xAzIjRpAqwcvo2ENI7FaIguyiBeKW6kuR8uCoDlUJSSEJCAtG6CYhOWhGh3c5oqQQXvV5mknH+aE5VZWBeNiUDDFd70Da5h4OwvHz4HYk21c/JeVUiLac6cjGEqrIcTFcRPIVeAYFKsV8RVkr/J6VbzzGSrmld4dzdrBMaOF5Vz3KMYsyIR8d1WE1rj0SFJsBEr/wc0EQALGfG21yF96NSbsDSShAuR1bLD6L0R0pIKRHgqktCKC9ny5fkyjQGNkxRHG/knfsly2zgsvxONoxwXKhRctS2+zkiFfNViMSXXXjH1tcbm9HKl4/8APFBOADv4POorA2AUSAkRZwASWqFHBmMBN6X1wAgZkMaMbtR2CwMo6UvkoYlftNfye40Ac+OVrZ/+O67Jw2g9M9dQUVBiX4LyoLy5EkL9vm7t51L/ytXyXNE/nlIqY9tzbLGiNKFH1/wGWvndtXaqYZJw2ivcu/kc6NPDq5Ldw62m7u//c1rhd2BJ+axTLfFOoOFuxK7ud4CyPAzPanNrkfVDu9eF5UUjbSFKhyWfM8QW9znuL57685tthfz8sJlx3W7LblrIjaknRU6vLxHzUCsmbLYAo5TuWMybZxYqKE8w/w07ThWHLA8fMPda8AtmDWmG6Cum845H5mu//4C34KdNDxr6PsgLE/IsgJeRfFIMPzae+nGouRcpjq6pbWFerb1XId5X0x5zYeNu53HDh/d903/ZZ7QI0hfj52a7vo5C2R2zW5Pr1sTqiru8HUrn4r3axuswvS6ka0he3gtVTPR37FwQhviPWe2aXc7zhrPiy8ojww9U+ybcCwcHnnWH/CGbOctp6/ZzqzKt+z6ND9CLT4yCsNwzjF12XhytDfMN1Q2SJWyLpJmrDtTe1g43jdRo1enkeGjJ6LGQt8wWTjisDlsOkMCLGyxnUVA9SHuOzbzLkyIojdSFXMSnnAAG15rtizu/SS3j7v5nlr0IRA/NXDJ8sLwWr3Z8I2tWzZ3bZqLB0JH+8/5QytUJ3vSnc7u0lfHoVXzcsEZ7g53ax1aR8B2b44uPOqi7Gz4iaJVszu1I98zuGvOupy74lMmxZ356z9f2D3tGO8r53F+w3CVvlq8H+XzyKFRMMMg8ifuyHHLcecjCJKW0YeG1uSesQXtgeyBiZpRvbVH3R0geUSamifmCcQq9Ua3ZrohvNaglu26otxt6ZZ5dW2s0WZspB4MsMMQf5Ry6LsXvZnw7E41oJycA69Ra/+08AT6Pnpy8Lr7mu9Uccfsdi68eveid+ziwgWHJPicpXvBi4I4rcP88FYbUD5e/o0/pnlas3dZSAzriwOj/xLr54QzBG6LR7bfIDAIZh+3by6LSfHQbbENbSrL1YDSsPv7sqfEB8QHHAdPmg7PkwE2t/OD+WOBK8ZnU66Uy+3NPZPdXRbomeOWrvHuBcGQ89ygi5NHT/OKbM9V6k9kjut2Xcs4lS6lS3u0eCp7pPhMWdInT2lD6qt3yOjCyVTFWIuvjeUUhhTXDBqU5S2zZYNhw5ZEzeAbllxgY3Gtg5lTlHuLxCrHjRWZKaanmxUy9znMakaxqFhQeFRR1Vf5GFStEv3YakecoTQRvDXP3ifOufudrYUSQ/A9l6qdDEgm2LRzWJZXt4K6F+snBNOGBOvFRsUucabXiv1BBsakSpDHOuobXh7pmn28IL6pU/r4N4oeM3+CjjDDxCi0wwShxS0wAxxA8vGbpz45/6+L64Y77aJMb1KfxYpi8hI8a8XOWSUXO8n26UOgTQ3WjYJ6DrY2O0DDObD1an1NV123GVx+q+6ymt+k+ryh/bBckawrrudJ53B1d1/rq1llWCiRRoW33iP3QWa6TbM9C+179uJKA35lFGpBEOjo9mGi981vpgSnen9FEzQl8r0Y6B5RuiklUWR9D05hadnPi9unuFZob6bCB2LG1JmAf1Tu2Z+lebSYjGIWzN0Zv6ruGzmgJnTPzZ41KLy4g+8mMrA7DLYbKxqmsZNDWLMMSwAn+N5Rlv1ZCHw85LC3/KlQ66Fd+Bhd0O0PA+CEBwvYK25a+y+THe+9ksJ6qvP0cbl+s65eTecUOoaqoPgeJgZxavzoJJ8effzaxfcc0q2p3nEmwjeR76hk5CR/HPth9wJmoQ7Heoe2R5iiKklF2pKYrIFHO7DC8WjjybFWB/9bnvaJTT9QV7FClRfA38rAqzZ49ZOttObx0ONFhfFgnL2x76yG2J6Ch89lQLMWqMF7LJC6+Weqd+exK16sWkXepMC187+7/G0H2ZcEh3bGnw2evnTYim3/Nx/stAFmQ+tm4eEW0uVva+pvOLiuH9S1N+WeGn1ebfWDQYJnO1rUNFn4l0zgbQ38/Virrxk3pCKp7rRq1J6PmJ8frpnWzNZTwIRNeH0Xxs8Gnw1WmvFfm6QTh0KNcxbDxnGF9sEZzGw11v56VKwmF4UevZt/VPGavPvWHn2F/IcJ8J4SjD833ja9Zk5eFEyQo9/I7HGIitQYlWKU5OyhEZDGfpmtC5o8wCKhcMuuSY25ZvbCrCfKjGF4qwyz0f7dyaczNQub3YYVWdcwevn+1l+k5MJtIjXz2iL269fe2GrEbhTcTU1gruIdNWhVffCBDTQrgR1TdG25pLh4aZho2LqxVvgpp7UclwDmZpux/UsKTECmt02Asc6/+Dr/9y05M2etZ4LemXOaAze9upxTib31Tg5+608mEBVtb8KpnbuVYAhMgy4K/z+shEVDM7vXzdb8b1bMNNfnd2gULP2fWdgmW8yNi/zkA6sXOdux8I5cd0YwcXz02b4ItfRgxQIbEajXcfr8W8IartcFfnZDIqpGPQGGvIymKdChl3H+ve53ORsp4LoC3Fc8V9xX6mhQeIEuvPBPHP3OriW4Tk6mbYTrowALg16W9x8vPWkFb2bY784rVqy8LRl8ezPDeFTL3/9XeVnSVgaXtrQuKNCWHPWarNCtW3KAVrTA0VX65S3vEU+I/pqoma/MyyMN2atRYn54lVjuMP18twOyHpBqXcVhSDL2AL5uFQfjmoIiun4VB7OERxfWrOJgkUzRw9WrOLBrFkFcvYqDbE0B89YsOdy5txlf3vhNCQ0V0ZoxoUU8JLVdWSUK/ZoJ3FT15VLqAsI/Ajnp4v+wNobBXytqm4GFT+pxzu3T6kUc5HEN/7s+7KcQ9AibpXJAh/h6/K802v+MR7DP/XgY+1Nt9MtF/e40fvXPpcETCP2X/Ze5DrTvMph4f4ij0qS801JM/TSz3c7ylLgS/aummRlGgZ5giV1RiZ7SU6N08oLPZ5L4+zx9yQviAzLwxrqaF7tEonEcPdJQhF5G6Y8h8F+RXQHxdrS52nJXOmh0ibhHqYXjyL7hliDLrKK2wjlkE1CslH6Zo58hRu6KEc7cqzmXE0FLSec5rZ4Y/0JUnGjcNwW0a0emhO1a7C9i+ULVX4JskkySQzWz9OzOyV41cGDmMx4YJorwxV8kgZLk+f9sBy/uzukWTHNP/tx3duyS/rgJzovncAvY+Z6a3zzfPSzIHZ1ns7tt0P1wsFeJDwIt9vk7KeL7Z39zfPP33jmRAv/efUUDrIQZo56VgUPahxfdhp2ZfWoy4cIt2s6FvX8rBNRhN+v5xtzGgHh8o+cF5TG2sXhq4PHY2mjva+LuRcLTGKwLnxCHpjoXOtxPBDA/iAMlSIEczVo+GlsTbUpsjJi2jz/x52mMMg8zBr56rabjp4fd2HfZzUPYMOczsUVs12yP+276wY+1/U3uYz5B9yTcYj0XCG3p3tzlAZs6hCfPHmaf/VZnR3NL80CD1jWmzQijhzT8GQOvww+HMSU2rbAQEfDKG6+1f3zzV+feN2CHvdjRvf01cdDz5r5Pz7NYDnvJdjmHmV+wH7aSjrVTWACbBdFz3ga7kj3mrJ4iXPRMhx3rsXd/+mccpO3D1aP1Ovy4m57aba73HNHzbZKgyfj0ex+974VvnjQdCYExOlrhxaeFC56s2COM77HzhwmvqQ==</script><script 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</script><script 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pD3k7gcjvJ+X+fvJwSCfVww65Y01hclzDot5h8N21JbA1dHBUEuSEMgG5Y0rFa6PLKwzvK6CHM/UZe179Ti6E/Qf3GfmXwj/ZxOXEeOoTf6di2NRpG70fvQA/fZ8MTh1rqdBxNPDZQe6poDTJeJStn2nWQeLYizyIHGAWeQOZxHY9LT+w2HEpY8qfDcNU/JX0k85tyYPTsoimQjziefaGHZHbV3GMzxBB7buXDP4tGlmzbYsMElrChfQEx3VZHmmyQTdskjB7rIAhKjFBsQLW4Z8Itz95HoZmT/K4PoC5uRQwOL4st+uuNMNWJLbA2vde+IS4YgUgQJybirZQ0wo7unq7d6tvhOhO5fYhkdfdLxTGEw+4jxleqA+d5hI4bX0U+PrZgIsuY034vdtLTR/LTrWfkjhiMf/2H7P6AajDvlD8VBaQSvlTQODHh4BnkfkgZvyt2Y3jxnNuCWd2gsfptph0i/tDMb/8n8sf/HfzC3vaX13+U7Vd3y0OLNcrF0dEWclPBnfbgwFQbJefuqGzZ85UbNk/57o5awLbk1tKaKYGRN4mEZPLdBrSJamg8KSOu4Dys8WQu3TpSx3GuueMDhp8t3Ez4N9srzf//wJ4nTwZf1e6y4WfJr5+O1WC2+eD787JwkIk6Iq8a7N8h9Z830MedrmVciT/46JTZj4EBY+1e/gJk2e5903299rTDVVx5DF8Z8LiOLMJubG61v/zjo0+1ibh1BAjfXbt9yMC7RijfbJBsmH9FtaesbT68gYT99esW7AT9mFutQ7mQiA6ORa2bYJQlyl6Bgi4NGdcAht8VeK4mT0SVV1Zj/f0l7HyC1qjRvuDj3D9zLpcOlgYZO6IQYkpCENsSGNDHEEMWVKDFoiKKiQYMjKo44ohJFQyImOOKKO8w7Pe8wK7PLfIMGa/BrrMGEOL3fsrVMDVPD1PbU9NT01jI1bE1vbW8tU8tb21vbW985917ojhOTzrx5Kpfb5z7Pc/7c8/ee5zy/vX/QbakeDXtVt7hxicdWfSWT8Nidt7WC77//vvPNzuXYILs3EE+H7G5tHpi/LfjuzF90zzV3mDdHtuakEoOlBEa1zx+bUuTet5uXCc0UbsBFW/hjIqUD14lqVcHnSL/hyfqQnvBNJGDoNbqUiAz5xAMArk/hb1trFUk8yvBp/ekMWRMbX+2cab+ePVZk/QYjwRFc76I3eY2SjchQ5fAz81qrTzFH678he0a0UWvKYJnRzv7r1IJVsi5JXm3faRzzm4wbwwRcZa+5Q82InVtToDhkhLm/EanutuoJx3H3q63p65bZQKosjhi9J2IP2GAKE9fLG+5j4LoyxKBfWNIWSWPnsntx6+Jed0x2cvG1uem44787lmuu582UD6/LTKOI+ut6RDO3WhSFEY8Mjmv/NzrWZxUBCq4K5DVQoaqUlrd6ktoAQjMOj+hxFFrlnkzOHSzu9Toq1qB8DjSpJuXgbavobyHjzLzKxAUicg5PLh+sblkYrVgRzPYcdS20qVm4mksNI+L5JinH3Nbq7oo1IhdhC9QiFUOiEQrfOkWBloI8ajEW+TPKJmqHQksd33zq+GYZrVDI6M2bZ4Yny2RjO4ERWFkMi0ZuxEQ0QReFTTNQptCeGV4Q4l6mZqm5YUQEjYxzJ4OOKX1rZ8WakJswPojfQvuCvS4UnKPmhxEhrjIShPMAtmLNydOYnbbTRm5/j5I+3uNgxadRGCKTctLlqA8V8Yo1L5/CnF+OtTvuovXIsoXD251UOVxjfmXFWpa3sOCX2xSNR2g3DWcmkHjTosnFg/Hb7e6KtSpfwKJXMctw34Tv+eTBbySwTc9+dkkP4zs2JyCoJWk/zZ9q5+UmfY6aPjNSsdbkPSz+5ZYH42k6SHeUiHguKOjapFUjwSUsTq8yPnDwxgcrgiF6QYmIt0GAgoYtS9qKdUZO4dcwdBrP0TF6WYmItyCCgn6ZGUOCJjxFp+huv5ArdIQ/HqpVLQrCVTpL61WIeE5YAVmZBQrPyoN4+csOYo636RodUSHiz1RO6h3tsUX4iubkYbz65ccZxzv0DB1TIeJPNU4aHBFddLhinZdH8BrU6ukL5jhBiUsQXICCCRUinmvS6zBvgVXTuiDP4s0v8c83DoZIklQq5ZNmh+ge4njF2pNX8EW6S5eEDbYGjbbXQFGIRSVdpOdViLqQqayaXDjYWseSFeuyvIEv0ct0XQBDm+XgMsEMLzdDL3G7ig0VbPvJoTLOCxDSHl0RNrnIJo32uJiyEJNWii/THZVkSQUvBILMXqAlEklTNUmQcFmEIeIjbuLX2K6E03YYsQoRv2s5KXL01usVFauIbeEiKSGd7QvOc4Ly1kAQPlVzxHFNyhzETQZY32SsjNAi1/rCtpua33bbpBKapldqlrrViDgH/OpJnSPPZVnL2omrOFdVIx+bk0ZH56n2C4jJQRilbmmC056S2qHysjrG62alOCmTDsk3Dcn9yM+5PKGeTJF5XY+RwaLQsx7CKXVJBxg2AqaNS8pTTD3pcSyub7D9rfI/RkIJDCBQYE9kv0kPs2tmswTv9hJcA3crI+2pEfGck/MHI6MzcjgasCYS7S5k+7sTTX53Ii0sxrSwIOojiFoc12TvoGHYTyFBM9n60m2JcR2Ua4wg4pkmbQ4H16ZDrI2clc5K81duh4CcIKhnlqWtEUSIqzAy6XeEAlPP9AW/dB9l3AAFZ0cQzUGuIhJsD5XgWw2zTnJeuuadt0m7w7fZpYEjGOsmO9c4xg8lKYamae4o/6Tb4R41wgKNsmESbZ8NzH4EM6CGEJ0NqoNJhU9ZDbouSTlYlDn+pz0yGSFFT6ZxnbQmMQH+V3tLxZpkS6SMkTEWDTeckm1gZuB4KvERKJR/Al8qy72bNFsjtYyWcfGQ9DEGRqqkgxoUhsitgY2s9FDiZJ9VB4O4rVfaDOyQN6FcxnQMTx4N7FItwz5Ob53UwaL38qeQkowDnUKKa/QMTz7NpNbh2Gg2VqwZtkHqGQPj55OQ4FjpmMbA8OTXwI5zblNbjVibJAoK8KxJxolY4wPWgAa2vUI4/3LFmmVbpPFqZ01Ng0OmsKIZuBTk2AXSBnOe5NVm0b6yUlLQoDBEKQ3sgdtDFGxBebZHOmC0U3y+CnBSiOwtNU6Gp5xmMuRYuNPoQaxLJB/ETS2kzyNW/cgvV7GGHUXVwsY+q4vJa/jB3gIQb02pwl0MT3nEHOVGqyLrlFxtNe1n+nPXSdUdUb1/HPaLk/KEYQ6PMPZRwFkqgHkwK0OmCghzbJTvz2URBpF91OoCxQ26d4O4qNxkPExl3QzFHZu1DUmCuAyrgz1RKjlKL5FRooufNPAzpAC156+D0ujwSQ8IqF38T4r6lUyixZxqaxV8WN1h2I9Ivz9yBJHhVHwi9mbujPes/Swon9V95pc3QI1aW1wzHBmHrVUispOlo/eH7vM/EgOj9bfQ2cyiw7atLNfSs1dokjRWNA21eE0VSksjmhu26gC1I3iEui12NnU5sr+9p4sO2nLtj6XJ74EgD/pFKAHtAjBvHPLX6r+azI8+AxfAhQ8BjRckeVAEAA/CVRcIALABgYGVse+hf8kNrbfn3+re5dpfonSguCe2N/Ny5uXW25ZTJSpBzb+aCy74s5HMy8ZT/H0+3L0r92fmPcve2U+HYqf/lKPq+j0dEpYApXTS25NfXiZfKC5lbtWz7UJhpKguR0lY9OTs9t4+1dMzF31v+vdG9pf36Ol5ocgWKPWlkLQyvKsMamrup8mo1ZcKkl27SgCWBUFmb83eGt83uymRtr/hcqTvTaQDKcoSenDxU3rudOFM4gxYOtM9AxxnbWeBhEzeeKa75ibpxQqSS02mBNrD/QH6y4A+LzWpfnAJCNmoCmAonWErRfpHn9ZvjFymzvn3olbhhP9N2n6B/c3PQliH4YqrBnqgRxj4hViL4T9qmrTWKdxnWHwz+nFsIjLREIJ1XNPt0WGwaZZBB0KWsE1aXnKOolvAKQaaWZwi0NW+jgsYncV1WusPG4cWFH4KUY5um9o35Z9JvB/f+/0N5IYCB+aso2+w+s8Rrp29e4unkVP1Bc7xNkVXhlfyN1ahBtk7UBZes4gee0Um7QxP/lanRlcR88q3xl5xUb+1gMnfLqqsn6luU93Wull1hH28eGr2Cfur2tf5+/T/ikz8gdSdpfVnlVkrslGuriG+PEXRiKrD1gUwu6F+VvVXqDRtUHx+bcmV/CILk6voAdEI9xOW/kbyi7BUh8H7WbX1l50DnQOpzdHTrjcdqV5q8VTgpehpx1/7J/4ZgLGwFUXklqEhgx9L3pwHaDQxqf7dQ4Q0/Tn7LyNMQqXFchp0nZP9kqW0GPJkgAV1mzZtiqxbeJ79IDTxP96zzrORs/PVlOO/g3v7/kactAHgyONIQLmAkYLPERXzNlikPwaffAzCMv42rbWGD8pute1YUjjZRrQWczubz+EIDCRMXzN9q1wrEIR9V0AaNcRhESbkZgyV7A28gYg4dqJyd+WN7BulZ+Qx0of77wvs9e7lzj27SshFlmWVMmSSOtBm5pUFqS45yznTKgw2V1Pnp8sXwlgYWx4W9gf/pUrm5Nw+YwBb4gVbVJVEPGGsPbCXTaam/cUZcob0aAaxvu8jplghVgNw8yVgYnxEnUSc6a0DXzHnpxcuWDALVl1J8sezZKaf5DCo8DEXqFnShiFO/UqSU9PeYoNskL7+xMVH5Fhu6oJCESW2rkpmoFgja+RgouWHaeSmWigUUXbrKs2eYpNskv7+PEfQHNegUERxgTkq8zNRxsdUUY9iHJrFmSEXHpJFRgkJw/jEFb5TccgkuJkpautaEqj5nwSzEtQSPhN5brUa1/PrpDw+tXnp0Qhwg5RETd8XwH/WI//Fj72owqw+bN8/mu6eAWTnzoT5kbjKLVvQqikZ+QiQSwD9IP47cJ9kvwocIw+Docmh0+DAYSA5ftgE9gCVZMf+zyZ7fz5PGnenTYvuoMR52PgW+6xiFssDi3iOWQA/wUGaKE76TJs2bdi8edfYEY06bfofp8xHfpNlcqcjushOkbiCZbxLR/ijWDLaNeGSeRn7dQuBoiQGHMGYlmQFhVlc1Ja0cCUKZKOr/5qRX5Vplish66/TOG/C8KMfBbaW7yTfObFP0rPkdv3iE/fx/MM5ybdOxvEu8dOlZ6e+St7zOP6NBRAiArT3XP3V+cDkGQOmHA2Kv+PEvFbzJLPBPNmxHXlqKIn/dDc+Brb6JyNfMz/bOuAGhQ0u3D3iAda3LE89XtxYthfuMrjmxN+MHkxKZu9u7GqDvNbg80hSchvQgv2+OBtcekz0fPA5nSU64sFMmFf84wh+IQj0j4hAUfFg0T5DB0BXOSX5sPXowgk3iDx6Wp1/Wfk3c8BafILckScauBcfu0Ou2ZQQj2vJzOFsyPKV8pECcTh+IP9kwDs3tKnkJ+g2GOvYewcOi0CbCJB0w+GE1Llryvls4qW3G29Sp5LS9lfxt94iD/1kxyVcbY9Ovbryl+91qiYb6uEuKqDovyUJrqe4lyQBft5uYwn+B1EqPiCgxQF+nx0nM4qcQHmBChzheu4lAUlFujYuGfGFKJRf+FsHYxy6dqTKL31iEuKR96Njh9J/a/v6jK0x2XWkbypZdc74oe5d3bvMTy3hVd08MGfzxsqI+aa/ieFZesPQMfD9LYc30yefeui1F6Mggl++7yhL2pPRx6OPm79i/opzm35HDieOix4QPaDbPY8vTfRe7L2o9+g9yZca+CxTvmXq7uj97LGZtxh6B8wHXn/XcaiBUXgXEO7ObmokgUXupg5Rh8xis9ixN73NoZynCcosbntjygIWBvZ1NawZJG5y6d3DK8l1bFx7Yuubq/jCbSiZr7e3whTeNntT0HDVtCXv4VOm34DSFaJsruiBq6eofsilj9+T/Kbz5hk5pfOTRbfp9ft2HMw93X5YrRUvnEgwL82D88R45I6EzKZpbg1ji/eKHlD/QPPd0de++713vxUB6Uc14Sfe++/XP8wESydZqqtwEPkdy8f1p4j7Xdg8NmXuYL9+4VfzEtt2Eg75JmAGY4ty7T3N964SqcqwdPoL0brubEzmHUHjdaJmpbWv/nHkjvG5xzqY6+nlZ76QAtMxx+1l7dKjMbp1rmKVDcmGBv3bEq4d4vs3D27fOWML/Hj+a6IX69i/LYpZyOuQW8A1uKt/G35x6cX33ZLeWxWrT+ZjsnIvNTpolkahVeYVY1yr3BOjolRBhoMp2awWVWwS72n7d9rRP346w3eXv2kDdIDGYyjfVL4p5FwY8hzLm/Km4GOGJz2p3B3+2+zY4X/aA+RgYj/OZE47nnbcWd9goGJ3dl/J7Nck7tSN7ZnXdvYVb4OrKibrixM9bZLKris/9W4RGEgd/uJr358DTz45/ZRecoceRG5dfq4iyT5P6oBcMbYDgBJGyvfg4JX3+T/LROrlzrQf5jZ3zdyqKGDEAZmDA0BUUdLSS1rhpiC/8kE/lx0ul/8TN2YO6W+rR2Yjs2e8b6UmwtuWHv6X2rrKLXWd/5HmiaZhe/XIb37ueKVx0H6H6+knA5jhSckvNW8tAcn8G39QndZQyeWzcRCdCMEUBq87mu1Owo5KkpGVFAlFXbuo5X/Z0SuCa5xt6D+6MT9OjKWON8VBTId1QfMrhYc+0Ild+2BtW4//HbBstB/dmlf9LIF9OP7bGPbh1Gn76d9S8fJ0GM4uQtdNihcmGBEfW1Exv/GzI6IzzYSXG5gd15VflrhwEu/gPlSoZEzM/87IV4c2hAGYAuj0VvYm5/2UisW0WkoSYLWE48XyROx22+6Obv5e1WOL+8M3l8gunLntg/NJDEjcqbnzYcx5un3ZLfPKDNS1374Dz8q6WkQ5OX/PZ+zXXtKz0f1C+tUM5tA7araaw7E4bqOuN6ABACJUQQF/cgoQF34t1BXBGmtB8qwIb4zbPLn7Kpu27wjolFMKw/3Nw8V7bVjQqr3FYjpImIv7cvsiJw0BravnL74eCfCHzqr7KZgI2zVzRVAhCjXTBAWSVEWRhSMVnBmk+zeOqz7WWL1UimB3UOtt6t4j5fX145UthS3bX5vakr17ni7sdmxvbXIyS+OuDRR112/ZZ1lsehavg5//woUdXsAuaP6pMxE4HL8r/HBr2PRG/Y2/jj7nuSWIXTYRFlnTSD2LAwkgN5MSJ9GBQ3LonO+c8KeM9k2wlBtm6FpZglMFMgpTDfrjdoKCdZ/CyasNywVFSaH+8kdR6gZ1xRTWEu7f5tnvnWi8fHgZmyy8yW6JwpVenkhhbVNxS3KfpvM4tYu9WQ864ITullnbvpPvPzJL7DqSPzBzxxKw41s3ELjxSPHIifeeWrx3f/uBGZAkXzs/BT58exkrA20otnluc+mu9gnfw8VTBTL1pI6cFx+A6zlsCdRwHa7s4v95OYHVsEU46Ph25lQWR/vuLrlEbmVeIag5eRR0Mfo7J/CH7nzt3e/d8be/fs8FF2BRcJLcrf8quWeH5Knn3n9/z9ukFlj/YXzLj+/ZcmTX1jM/O/LmwafuO/DtE5t2OG8TPQX8eM6f8C0cr74xFZwo7pAd8ONVMBo8aLhjEdMUgAmjDskm7WKLgdhiA7MukXjXjsk4fnyyDILMP/9h03stapOKkFGffI/87OD0izj+bz/72fk73ldYmR/j//E3zx1KPovrsb/79MwBcN+ph769+dntx3Z9b/eOMXBs++bvbr/jnkMvbf4d+M3Jb29ImHO3dPD4Hj+rf9zaoUJDbYzApvAumQabLebkkcYe2+bRFnnkjjk8jz8bFDfWaXcGPGlZ9URru+vPnMC3GfaxceaM+1mXp7d+jqjggRNeydR45lYHFqTjQB0CDIuXbrcb81tT8sXHZKfyDzeJAlW556e+YJJI4kVpDURAEpTBFOYmSlgHGIin/uUVI45Xj9pG44QPlyduioEc8O6M3JU9+Khy6X4/2YIDVFbcoH76o5q0Nxoab9y9fPv83UkWIXsD8hPlv/Zv/KQbVncX5bhOdedqaJSrmgVFhm+i8f6NhbraY421ipuNtnsJT/JZefO5mZBTkRcvxfO+9Gj4Yd1dhnX7FLYXI9uTO+Yfzu1JUou3ZjDRPeb7jYojm0IvNAN2aeK5eX9rKB+OnM2GmyNujTZSer60Jbo97jbeaScM+Bwe2G1SGA6q9jvYyLHKC9o9sfXJR3VR5P4cMGDq3NQ5kD2XOQdAGvNNyGCjtl+n98UTlLzIp76g8Az+1FhbmH136fjySPrU2xaxK157KKoJ4qw8ubF7TwCUXmIc5/znGPc59zkfzncf1y5PESXhCywJqQS7wiKKMtW/sV/1scbqW58cEf0weoLaW3k6tE47lBv6h2DMnTmYPzYm2sbe3H7qaSMI3Ow6Ick/HH9D/5AKm3aun3qs/sRC0h56pElujmxKOAxHTLEMFn3SfA63nwvC1Jrg2/ddp1xQSoIwJWXY+/gHf8F+yENQ2PwxFR3Y1H4ivbMo645kzaytJ/P9mUvRmGw4HGeMn6MI/NeMgJviyRXcddTqJSr+4IGCwalK7WtRsrs974atM0RkXW3MTYQ2O9zZ0/8yHcI+KJJ/P+O9y7KpBB6/BMaZywtk/y77RvSyFkbquk6uvBTfw7q4u5ACjbPzYu3DSde+g4ZXDa+9oALOr7T3zHmXVcrdpTOus8rd8UTrsh4qdl9XNTd+WJ1UQZu6+98oxWJifj8iF5Haa3f0xk1rVFDA9JuqB9omUcpYQ3lywv8hxR8JBhSCnIsjPi8VsW1LVbaM0ZfSBLrGaPfEOJx9XltDjJoRFpde4Z4/W0RJZgwGqnhO9uKPNICUkDRQMnCtKtc8dR5X3CMHp6C8Wg7G4+JrP1+GqdiluF4qSDs6K+PlfqMKLgFeSr/Vz5rdcTPYBIYkag7mAK2WSRaO3UOjQMLgzx0gj+jIaz9vve66bOQqx9qL0re+plqWjNOMRAFe/73y74GPWPVHCWbJCOu45wY06tb7RzziO2i4/oeP3/0ZXCNMx4kr/05BvfqB1Nr02qiZHVViqwQfkgzR36ewE53VfzTg7Ob6hb9aH0IBymx4aXwTkCAsCQXuAlvpH2xQ4DhMKinRAEJ8jYesFJWM67olAxwUHI883G+Ef92W9f855DlAGX12n927zbhJ8gvlP+sB3SGEm8YbPdjKvbDvWntmumKV2jyqAN8/rhwCirfP79kKTpNgdIihxFcJTMDiv9E2J5LMqf3an0vGSMnYXeRv8QNjb+O7euQXAkJQs4HrRtauOa5QyWyjdw0NMWCog8GaTT45R1zxZ1vQeiPVULbeQahGFaQSn0AXGcnXuBtJmEtRGzKP/JyRyIdiWIIQblqS6A0nRrV+ikyr/zDEbJU7wJF3Jh+siFf9oZP6bjhtDsXyOpP6r48paFJxlMSnfw/ei4uv+NMIa6juBttYVOIbzY/kCN8N55BYX5IsqzTPApo+6gQfk3fqyVV/yGBa5mQxJrvGbWQJRQ8NDVloLZ3ZNnerCCxuSm5uXw6fr79h/jQtnNDsCbt93zXhUzK02+cBbZJ/FGIi+rlbnY6pcORj5+XZc8Gz3rPps2NM8WzZmrKFz09rSyJMhDw985aRHTIu52wjUSii4GA7Ip6ajhRLZIk0D+w+AkSG5S0/UDiiorBtUEJHqJgYXKcKdkAMsr1HFitzmhkNzWXOz+AVRtMSKDr4i7TqMZnbTEd0Ycy0pQbeeffpIul/orZDf1vo60ejX2uQD8bE8BKIlqeLsjDjH4UK+9EUmA1CNHUNw0WzVaPRSKz/6rs5OGa6d2G6PZ1HR36115aZYTJMW4OI1fL3TQ1Mlvah8CYnqDEEoyJ7uIqaxamTD+KxOwq3shqR1AfwwLaXJDV8HnsK9+GxwKxGPi0CvyJJ0ggy4pX7Lh2aKCBbglGN5KqpoFelXAVmd6bd7duCZ1OXS1CoshYhHYiZkndlD7A212T6nKvQGtWQA6E8Mzp4FRJOaAsUIq12UN+gP1cqTHEby2sQqIDIGLElL87DjmDK4dqWvnostVVCuFUE8ibdi96/womhBFNfi4QZEBvY1P6fScippwuvy2pZxs344f9ZzUBUkenXLkWL346LC8eP5zTWMnBu034tJu56VcwUNuZhh8IgLZk6FMP41xCSeRhv3+jZQcswmYxTFte6+Q9IS8K2uldrjRGxLTpbexvxdvVve5SLttE+2r9ieCtheaPQlNLHW00uUz4aUUBpLWH29b5DcyfQ6SPkQTC5dlEVkRmt2ZYeRIfwlygP7Vq7aINIj/qszuO2S+ZLXVmc8Qxdb0+4S3/88cchGfpNaa2Rg7tDW1Q3t9fbPbo7lt/5Wcfid/yfzO1c80GgCT5mjENNMAlNZ5wMwlJn7BqvBl7CmiBjgb9GjbUuWdib3NjYZz/E6OP8z2nLOwQLuzfiIoIOaWpvXOkyCNn1k6UNiCySzPGoOkcgSmR+uwWA0Nnj81xHF0tNp4tpMk3KBCSDIJHiMDtoFIioOdgcTfc3R3kjsCX6J/zmaF7VA36+kMyMj2hx26SxgdhUatpQXCKXyKm+ORZcyXNucH+JQhE5Bsy5PnNuYJDFcyOTrD67XWCX0QHaD/9HBadQJK2j0UsbUoT7qGpKgt41visI2aLKwVarY31bHFvXUlaAaZPXVTpgkyLqis+ErV55BZSpCiXjN8MDwAGCFHdU04JT/NDjgY8RscPWNBEfTz+QHP7YGTkevTm0N7CXNwFkGZuQ1wfNnOnZX5v58tHBRyz32FoijNvT60x7gOwogtnh9p59xTpZJweWez5uoxqPa1AoopSQ8bw8h7loN+3oZxyI+IyTdj7ji5SbRuRUWqeImVHtV9Vxfyj+ox8833j2MxE4/Wl53LCHUaTvJS4tX+zA9utYh3i/oAx3CPbNblrpgeW3uaaElzCtVIbpzZvTSutnFnP1Ef/zM07dnuojS+/6J34HgJpWDJWtkf3BPQFaeAtdCrmehLMOmozQEhsN3461IdGOUu/1/qKVQuT/Qe7T/Onm6cZpYEzIEnA+1zhTO0MiSMA/wfgqbz7aJVn8gw8+sFD00Tla+QHvD3511lYyCycQfJAyshJ2NEoJgR8Y+bdOwHqGKKK0fntpQ/w9y8eCYVydI/OwtUlERqZYc2R7AfxW6fqaLuZ5RZN5VWkCn1Tj5TfI2nOK/8jtyK1vTbvjhTd1lwQvvcg/2OCUB++mF53zmBMoN5hlBM5PW0oLYAF4OG5K+u1FMsq5v7UDN5/GKLVIIo4FkBLEklSHckrs0uDA7ioqNQvWWEl1QC2INamI1CKJDSfVFIauHeYXFgmFBdVWk6N+ILmzuScuR3gaOnLBu3S5e57ZHrYuwu7VRv8p1aaA6cZq7zVvnSMbD9feU33imxABRj1lRf2351oar1aR6oRdn3XHiPq6KovI8KD7Yhf3nMbZM70ELcFpiUL2JvFmkdPuvZb2fptxIaVNfexIPpq/OHUxZfOcnw6WqqAKWN5xwbfeWuI9FxjBv8v4kvdSyGgF8TSEki/IixiK0DuITsZHBzx8dEuUl+ZIaZWRDnXvMf2x82+anhFlly4uXizJaxiqbeG+NKnipYdCvLRopTrmxFkj+2jsieO7iuFFYukv/Xu9e5cpVJBrHgo7hGl9dp/9YTSKcvn1lWbADNAJ3qMlPTLIuY9WaPns+qkeWQeIpSZkN0836Cb8H1LxCaaPlLgEK88H+ZMAU/AhorDK6iBT6xcfcXF4tUV5CUOl4BMySvOlpPxCIfmUVpbUjxRORL3hR8vYEEFZ/gIdrmdhESBo2FBfHOfLSSkJXllOsKYsSJrqvHHhruCEf6Ikr2L+NcplxKyOEs9MLGLzXt9eD+yp8+enwxdKWAkbpLpAVjh3hEpvP90FsowhlqRgL0XAIci/9jfiJpfXt3aVjzQv1y+jDjo9NEsn+gBsS3SFlwQFVVwliN5Xod577724FP0mVdbPfhAf9f+54726o+ovTheneWdlcF2jKiG4AR7ShmWMoEMmkNPFkSXY8gWD0w7JYxL4B51PITVdhdOELKkVJkgmEOTAvQLKLgaDeaoPhnE4rUgVs2vnz6amLcUFcoEcGIJ7iCLLmYKjUES+1RMKY7FH9siBKTg/RcBnNCgUkVNgjuxP77HRAsbquJ2G60WvciwDX9OYHy4f/fTYWBAOkcB/wH8gu77wWi3WMJcnCq+Fv92zjKqH/iRoa6iBTGIW5HBWz9UPsij9DJ1Rk7TVOWAYBHX7QUBI3zxloxHpEeZCYVdc+gf3k+13s5cMSeRfcer8dPLCFDaF2VZqEFxY8oh6ASV6gigv1LeMw7etKZ+iBiDiaJONqzO4RrAF7AM8hLDa/XHW7sQ7tFaaYdYk08OroezeZXr2h53afG0RCk6tTXAJt70tktbPolbYhWK5tYkt45av/5+5dGQidGNSjndCYvu3/Jc9l29ILP1uC3e/i0xde1Asv1ax6J8HsMJ7scvhyzcgJiKMGacklnZddlxegmKFtYq135+XTn3dc9l1Y2Ktv3CwhnPRifBEhe7Q5rWJLeDVb+hc2qNohLgBsQ6ezKoOLT4QuRi8WKUXaNtaY3N9kzg0w63qavQibV+rWOB/BW6PP1i6VLiEquQCjc6Q9Wc+IalRmPmE1S7hyJVMujskLUuzUjCrOhpWd9Wikf5dWHps95aw9BtHD82qrVncBKmmyR5bvF3kQrR4j+NriJbeyB6LRQITvwBD2/Vvpj+7oeQavhW7y3gsdil8qUZ3acfaxBbx1rcad6c8qHBm6B7tWqtYZEp3uHV/7WLlYljeA204NQzxo4D02xmK87pqAxajBbT406lxyNDhmKwxsryjQJpPBB873dmJ3K3W6SXas9Z4Q/+7erQ8mpxAxM8weuenvR818AbeP+jIO+fsqQAKRKQV/DC1aEIaWmtEze/Ejszdh6JAYuG1iXXxQC531MkVZ0EWZnTrtFJW8F4yJOfcl4jUGsF/yaLgLJRVWx9vjcv22ALou9ksTUkja41t6bvJ+5a4djQHxaJrFZv6S939Ii6RCOgosdZe2vBB/m6ZD4ndUOfuyYvum7+/eDl/2e+o7QhJvdLVJzdWznOk+GIxQwZEGbW1LokrReOZdfZbuYlkoFQDNaAanHlf4maS6NQ7CkdU39kfqgNmg9TMK9yRkAKftKDGS2p48UndUnSGpUw4t4Z2Iiqsd2vdPspaSqQTgJTABaMEV/4JY3Vu9zJhIJZpRVS63bIqhw4hhwV1clWoQjcI3i4klJIaOLKpOcfswWc3TIKqVm7E5z9cvvTO3MXIfu9u7rMS192EpKc8DLKYDqp/p9XoNTaNcOPReBlwintoYPQa/HdcqExjdVIeOOUkElVl9+n8s9k3KHPVXD0nO0eZ9ZN8mOuDngXXJ5ZPAwAkJOlCh7skIH7jZZG5OUAEiKglbARABwldM6NBxsY4NKY+EujK96eVL1JBhkdshYEOjVHzfxFuuiKc/+pGcWTSWKOkeVdSWblzEC6D/80ofE5FqDuvZkNMlehhFrPuTUkNKN5S53Dz141DU89Wye5f/rGyrMmhmb2bC9cK4VDZ/+j3OMO9DxL7EM2dnX7+odolzv145kIaS2MDnwO8//G6ahqFIqoI864peQpDkzjDH0/99Pw0r019VpfkQB7kwByDGK1wIa/VydmXguLC130Zyajr6QaWwxy7+bB0CZ3ycMLmFYdrd89VxrNIfzxTwcAorI1h2DCH0MUtJQ1SeGctSbpGXwCR/6RR7z1au+zHfZ9pZR5GP4QaGt8+rUNe/rCzOscrdEh9HBXU1uOVrdkX0/8bzRvQaazQNb5JLtD3JaRwufKdvJrhrkV6DhIMnFKFIMEQ2loFJXvJvniz7nTgvtStDZnudP71f1GNp26NbAlP/FaB05vKVhvMtO8GOp+SWLWxMLH8UOhSAL61zPnp3IU4FsdUPJSeG/yiQuY573+4CGP7k+4ymcAQV114g+hMT1Tqka60/MSq/iAhdFARqcQrTagVKEThkUokHqlCkVJb5yUtte5M9nm/xETpzgTyoYmf7mBA2KpjHYRNapcGBlojgy8xCbWf16qDDHaOyZoiGyrzqaG/WXy6satxceaiiU0T/JlycMVZc1DlRT3wWRD+n1FbYR+rMq9bPqmYwJtM/GnTnXT16OJzhW8uX+xd5Py0Zz9MESlicGp9lrBx/rZfQ6GIDIIb6jLdhvMLYVGPxoxFuigsPNMqYV2fXVnXU+LUTotShgVB6+7cpeyltjyJN9YuriKXTV25ggQghMu3V0EE9NzhvYG9IqlOGpM26L5HzC5dple7X8hB8SkVohZ3F1NZqxKZtuOM7lQ95njJF7SeqoLldQTwbRwdHVWJAxPo9Ft96NoaEcmti2D+GcOI5QFuuJbFGNk6r3SKK7ewlJR74CuIqIfGssJsMixV/94pi6h3NcGUlvvxML//vYdBcLdhrTVEZPEsvqSvJNhXQ48iooKVROkHwYl/1FkJmMv4dXLJp6kpKeiWj4viqCVSUCqxJqmOZF4nt2xFC6gcXadr9JqECNdLc8qp9xYutS8V6Cbduo7UF15DmrS9rBvWh+OHZoPVS+U1qeAjTpMp/XwolSlczF20w7adhPk0qoHgBXFSJbhBfNbAlzyqIohMamtV7H3mQ1dk+XLvMhJM3YCgf6xxbzSahzX3RiUrY/Pu9tfql6o3LNl4/oPZlxwXbRfTci/Gn3wVBH/TonivjDqszX+YqQmHYxeGrSbSbxRRB11EZydCX3DcUKw1sWujx7PwMsK4RJLpG5Cc3ei4O/SC76L7ooENECGpRertNwdg5JsD7u4PRmjsGRrycL9RhLK4vK0ia97O3hKmn933ZMuIdt5SNlVqev5DB+Eg/IKzjgXCwCJ3HQoUiCgh9EdoMPDAXm5m0IcW4YDH96FtdY2P1isNclRXW7ukX1W6Pf3Y1OXM5ZRNjwAqEkSCKKmFobnJIVTAsZlGwYhM2/uOP3tEEWp3jQism4pSjvOQs+/6s8iRe8S6QDp2NI+mE6pL1CUTnKlG1lycdrFOH/b4Y8WL+Ytt2LsYYL+U0g6GOplDxuetqE3y260mwWMj2n0k2vqZcwsvhpL6zxNyC0bRMro6OHO9BKf3vOzc8OAgpYxGVBu2ZsWRXQSb2Rza69+bsjXPT9c+8uN+3NLvpxFua5v/sORXmfiOOgHDAjhiKwpLMxd8GxmpHk3ZhVj9cGXEx+pRG/ncEpBBzzFZG5LwdsPGKBa8H3VCLcpAdyRXSusG0qb+7FoHZXVSC6w8oDReohEZtpo+N3zOskbCAGdA9oF8ALLy8n61jZeXQQZEDjXsysyaxGsLz0a/WsAXItUXv6GPfisVX/wY7YBx3x/NxUVykUxz09EuVQFu7gPkzPAynuKnoi7GTXRJxOQRvi6yrIlA6p2DNATh5ItPQ1Bt73ub4dPgVFtZ0qbuRQ14NCR6JvD07PMXis8HXpDlFy92LqpYM2GSmqSuVdO7vqqQ2tlXZeLIrbaaSdFYWUa8+vbH5tcMr7/+XDj880e+4dplvDk9Ht19+L+IPa1bfPIL+8klULo9ftPSxe5FLWsjzLC9rkwgw6smkIM2a+HIq7a6yNkR0alyKP/8h/+5mEfe+kWTeMIQEvebPK/CJKiIqj28Cq2gwqe2vtLcnHMsnNSxTsIOp1Chq2xCpfqbUDrI4OCYrBmyoCZk3515+tfJp/VfVUgmP/PlFi+2L+pYF+H4gh7LQE+Q16MX9KA5L+nU+PwujyMYeWJPYxf6dg9fA0fhgYrYQEVaHeqr4JkicDVLprXNA5VH0VibsmlT080PPYSHGPgG6hEmzpX+4ygUUUjoQAysn3BfbxJpggyI4LQxKG6PprbgY/Pb67u1R/gNYTY13f7QTtgJ30qlYA0srySmRk8QJQegId7z095SHdSBnh9EXHAFx23dIAe3jmHdyuZNAyC2qrD0LsHJeXtN43KRJE6F5eX3MntTe0v0PL2wJqlZsqY3PuV5L34peomCXVj5OpsZ4yJpl6bLcCrBoIsGecnSoJkFbW2D1ObmnU63YSui4sbmnc1nGtPe18O8x5UM4WGCfYOVsvRXOpngYykHAsJZZKELDWqtc3CJlbh38QHbzpTNmJpOfZglskR9xUFTi7Czgjh6gkgllHUQNR7m2rnI07OwXGfppMpqUzQevSd/pJNx/L+zl5uXA7Bx65g5+OSPpIuqRF96jiMobVEEZYXts39muWi6iET1axe1KcxDovdFn6CSD8A0G25EtD2USls+jl0MX1yQT+Gz9JpFp8jq+u652SI/vrTPT6c+QjPfeF/awvb40QXkVegBIv/A8frV+LsCf04VFaqInVWxRRUixBoQpDPyCGakjTQPal2nrAsUwn9/Eoj64OnoKXpurZGhHS5J+SF6H26hNeRPp54wPPVTUVZ0CS2S0uenCxdiWAyT9RVV0coRqcJRMKLmak8IvIuBFQdNvI8B5KKp72QgIwwabQQ1olWvOKzSw+XzKo9V29VqNWOtg+Ux9kQogbABEWwLq7meRFvS3lB5WJawfG76fK0SNt3Ucddra49jQZLUeR/2JdDmTR0O4Gbl9SRUePUmNhb9wHfRczFL9ajZ4etJiPDQ6aAm+J3spfQlZOCTps20indKmKZ3LVKcO8P72L6Bj5k2cwxWCtOud/tmD9mkrNQz0R48uL5kjWi84KD8ifjlyOUOZaFta5TLiwMbcw9YXo/CFpKVx7G1xtcgAi+5bvnb9M5NY58YJbtkpFz3FvKuPwtL1E8vUdlhQceRAq/j/Qzfc2eoJY6mhq3zkuRI5p3UBfQmctQypLXJdcju+oxj+QnvXvfemFyL9a4qJzPm9v+xZF0XJ/z73x175+kIdpju4E/deaYFrMzYHlLzvd/jL+KntV8zXtJfopglqeu6VUlHJAyxZ4rZyMUQbG/B89OmUhd0gZ9LC6yLYJGMyRHIehPz8bmIUQskYumCxGosaVmJxVgsxcnVpf/a5razVSM+LMGLpak2iThYzLsilpouFGNkjOwKcFEgRiQ5mCl8sQ9nFSXiJGJZ6Pv7YCPkopRl6EG+5ASzOl9dKW/bRVurRHfMs+ME+c49GfCQfBP+yvEYHdgvB3bXsRf8YOK+53ds3oGD50ZfeBz/7/Hxt8v3h469a/P6txku6S55qTJFiRelHP6VEA8lxENoOn1Aq0WeRqxuIFrvvtP8BDKm4JO4dtk86dhgTHqfCGDvJ3epu+P+cdtuwxC9T6IFr38gWTgw1tRTHCpXKDXdKrpJN1lb0cwBknGqZ0fQI0S6gdv66vnp7kdoz2xxxS2on2zKBcegJpynxUGvD1chM9wqxNzv9WfhimOeF/D1VyHjRlbEBlSIEG9ptXjtowAewG1XWcQEVOaBOMEGVYgQb8G40iUjsnBrrzZNusAig/yCDs1hJsE51IDF6lhflrtx+zbD57rPU7bW+enKR0E8iNsFl6IuFCuURWGIckIkyMVTaahCO7/gsxQI3k6TcPqEA3jT4G58KmsDBNYn3nKfNzyhusVPzKo8Jw3Z3v/37oJYX0vTyLHptZRVOHKqrHEyHAhJVY+gRVeGnqHraxMriFMbfDfNyXrHHJdsl7h8lj8K42F84HPVRXa4jJIoFFF28DZmz0+XPorgEdy9wrzAMUtQKKL0CpA8XJcXk2SSFAlbAWREsEEdWhb8MbbYEmvWIEJ8c0KLTLJFEu0CmPtbCBIzt39ADpn61pZ9r4vWOcKuqZ9V5/KRvaG9gn1KhsyQqr5smDNPgcIyYa9mli2zTg0ixNcQ4kSdm1vzpZ++t2vgM2tE3DpbUiU+QJ2sjFmWeq4nEBU331wYnvlLNEoiAe/1BGLiavKA6536xdrFAisSI3PukpCTzSGuEMCdBT4jXsHcu6SxzpCmmzqv6BhJ6sm2mGyTzPLxeQ52CBZHsjhFTpE6QUm/NIBKKI05WBpuDSLENiOUxhTbIS0D9411+p9Jr+DrkYnzgg7BkWNSYxWJDTvy9EHPE4nHwjv415BOTbuKLbJFDnxF+og8y2tAwYiiA7sf7lAG8jsdEzr7f+dtl7QjYXROg6vAnO0S4gkInX2A1ZN1aV2a5L/kEEwDrsLo3Eicr1oVaV3KP7YWxYFdDcry+FPvv9J7FwGcpGy+1PRyEZk9xvvSeYQ5g+RjQtWssBm2NIII8fkHHSAUXSoaSAOZ4kVLbBgJ5kcSgmAVClZHECEu70Bw5vz03EdO3InLuLbToj3kLAIntagooRPTsUtyuwoRYmsKDSkuN2DLlIguDPNiT5fQnr5N9WmOL5op+AxRYdhqF7u2V52KDJNm5NtJUHu8GwS2DA9W0zg/3fjIi3txAxc96kXnYPRelb7v0Rf2wF4VR5CrKsTelHvwHJ2n9UKiEVo8ip3U8mJR+CzPPbe2SJuB2ruIO293b0EL3ZbcixfoAm0URPE0L0obeNEYXeDIpLI2ydbO0qMZ8fJI5IdoOd+S+6BoET4SRDO8KGPkRePwWZF7DkV9I0129OknNxRONV6J3IK8ViJx9NgsiJOC+NAXxM0o0aEdBlsRV5LRuy44Hl46g/DNRZNkwkBJ1qTgDt2exqGlF7n3O8u9X/bK92tTyVYhUjlUiFa/XwHLyoW7cJUg6eYl7Sp2ILksd6oQIbb6aiwr3YciUkR6ucqI96QlhGWlxOMjHr465mEIYhCRyUFNzKSm7cU27CdivJ0dMsorIKm8Jsq3bjsMQQxtMrBySuD8dPFCFItiFL/r9r2jFd6dnBucJ/qrsAoZwxBPa8eqaj//kQN34BSXObwOy6WFkKPNKmJVvbepECG+lpA7gu3gMjjn5xFqG9TotxdozpG8HSzwgrM0K2U5DmtYHF3fk/ZerRLaH0b5keD8dO+CETNiAwf2c2SKg33GUSgiy87VW7t9x/Ml6adoZ7ejTq9s7PIO6I1Ka5dcHkm/LDd/M8JhIw+AXxe4RAboe7JihPw6pcwoWXVbyJ+ftbBaNSLE2ht81vEhtGnktM82LEjzcNNIOjhsGUBOZ+ShYUSIdQVy2gIXpx9WiSqxpOan1kydcLFoZq3p8Z+hItIZokYgls62VVJBTqrHSZUpHeDF7MOLWLcvV+ekqsSCIGeUeZjAuiCd+ILr/BhfQCwN/DRJklHuN6O0/iK5ocJUmOUzqUjilsrjUThF4WDB3RdaWAsbaMmSNTmnB4Ui8u3o24w4d2sZR3+Mok7G6MzwpyIVvLilJ0+e1FKffvppS2k1E0EMkWVPfH1+l/22JtmZ6N/Fn6KsO+g/5ZxB8mY/USVnhorAIu7gTq6RwCnUg2m0ippTfj8w3A8pAuTcGYV1cCG1BsHNs0tjXSZSRq+GYYn/TB/J7LW9OXORmz+zFyicwgf++GNo9ow88qNQRKxQCBV5GwvTEXqqDztgQZ77Z5RZvtD18BGinNI6TxLb3MamPPsVZCNekXewCA075qvAFby0/0EV2HT4M3AUgORtfILpKEd5pZUVd0ZqbziJC+onw9FjY5o9ntPOT1qwQ0zZyuenLRcWsAVsoDVF1uWcXhSKyCakm4dLiPXhEhJ8/C1lXinEF+OoqLSqxEZ19aXgk4fv3L79SOpm9DWbi8l8YRFbxIp9eSGmgYZxll2QzykRIT7LaqT3Lof0PsCemOOg3mGn0cd6Nw/aTwUuTS90sS5WUgqvU4hnVlkcxLMon1ciQnxmIZ6wvAvmqTa1Ug36FcPfX9C2OQoOWyNkXZ02NUyLN/eIebH7IT9nZw6jNl7oYT2s3EdzSJINOQcEgUIRGXesSqfhwhK2hFW+wNxWolBEBoGZ97ptZ1JclXUzkgkfw/k/fzTJV04nfIgorbHKxL0tNsK/FR1uqslFOIKNqPMxZGk3emOLsGVyUjY6QfOPrSbxwq7SM76/5Kd5AyT6AZp9i+Cw6JeuwKKnRhCtxqJfZa3Qh6PnjRUGgPQcqnxHjQhxGQeCi1+C8T6Alh93sYZVGO+2wWA5ME5s9EEVbAJ0OCPpmyeqVnN7PmrikPoICLwto0Gt4EIhsQPmAKyz3Bke7wCrhT/Eg9Ba+JM7CyA5qHpfwDDndMtYHl9BQDGnVqO6hz6q4BW8NMgwj+oOUCAi84CXSE2zH8kIGaHtoy/ISC0HWr4JhSKaGZRkJDWdL8bJODlA/uY/lug1eG+wPiuyRg0ixNfZ+keiPeE7S1T4zAK6qyQNGkRXSnIY2gjxug8I0MfQBn1Uc+NgrAqnpsvFMBkm2313/hkONBxWaAkKRrQ00OxPTfeKRtJIpvt41nkBdBlN1YWpeZatjSBCfO5tq0S7RRNpIvtQ2IAXbY7gKBSRq48B6rDt9NErkA0C8gLI9AGlGwjOuoV+siNWEbG0pXLE56neatwe3cftszXIpjR9Jd4DwFN96QHethN4d9ufDH7rxmRmzNWwOy+a3JwwEOI1ybgBMRpOuHJcISxymNX9rPXLYIBZ7RwUWCA13SnaYPsZAEnkOGx6yIxCEdn/mLnwRWa8z2wTmDMDBGZwLXToEAcObbUplpWhx5x44yu1WOQ79enaNJIPrlm+JxZt0T4096gz8JlInHoP2QLFHclta1ewKLav/6eC/Rsea/IUKDyDKpWRjB9ATvOXZW5mZgUjGo/3QaLxKt8Vh4Tl+4zGqgWdnbFtoCy2bE+fV9WQtYBJfgXwsbcPfDwATeaBj7sK689z601vif4Kfet3y6cAApteuAracucqYNOp9fUXTSHzc37w3z8hIrJXftIgMq9l2NgdnYvzPGZxopQDObBKn0jsk1+p0UypxAm5bhgRYu4OejnX+el4KQ/yYFVGBvIDDGdeXj+MCDEvrpaPlQqgAHqr5f28vGG4uxqX2DiMCDF3VuMSR0olUAJ9NOQ+ovHyHyMaI7b51bjELIcru4L0W+SBZVewfjlk4swIIsQZuxKUliVZcgXdV0ClzeDkaljaqRFEiDMyEObAcK8Qxgv9mOnQKjjc3AgijvNKFNQG0SBkAzxeAXy1gO+hVqGg2kcQIc7mQNiVmjZ92CW6xAATt0L42dWouKvAbBFfbiBqS037P5whZogVPNsZtKbgzGOWhfE8y4ZZ0wgixDm/WtjHCQ9QaweAsWC1rHkEEWKcWy3rXZ3hLwGbtY0gQnwtQdQBm1hIpmKcA8ceaCLP+fUgVQxP+pvmbqUw/U0zhvr0Z+ZPUbN3MmFGx+F+6KXyOqjK0NGGMR2u5XE/2nQeyD2SLqbU4fASZuTyMKNUuvRaoAVzt87CuYgZUvQtD1V6q2KNC8h4833UEdi1cLAjYI7vaaIDBuuUOL9eZ/KrDa+WplFKrkArSfBirT6I4gBwz7hexUQO2G5tKJsHEMQjAvfr9KXIDC9Gtnm5fnI4ZEfDetmbxP2djZnX2dp1Af54GMK21kpI5gxTcSPmwUpve4Pd+3KvtqZTtnxqeu7/cUqcksW+AjNe4WYL/0qjYETdLfyL4QHjr9n3mSlJnOL7C74LnJQ5ljfq1Aj9HCHGFymuv0CnNx/ycae9lZ8UB/DskHnhJmK0YvXLW6BOXfXYRO1A54CCOzEx2T0YfsYSRbh9bdCiWpSLm9/hTeTVE31mGSZRKCI3Au4rc7A+QXkHMs/CIMRMSb+dpPjj3GCW4skzPEk43H+GMG1CkJkP4md3303yR3Y8VzKLNhnViHkRzFHzFL+bBufbf0CQgHC6HcfmKZ78w5MqxxSLIPz400BoHSKst4+ihQqc1H8jMNxfWdN1KjusqA7DS4+i6R6lUKSHJ6PkkqMurosdbB9LcIGKClrwO7OcFskZFMo/mbQ5MoHcMxUr2npcuurW49Jgx3HS4SCMHKyS3IbJaJae6RfqaI0v1AmW5qk+PBlx9DggqZTcialoFd3qF+pYXSjVA83+KfmxKerAgQM8FxR02lK3I0EXFBR8D8H076lzyX+Ex+tA4ZNRR26zR8OzatcI97HipmhuGFaTKIdhlpa7MYQYMj8w2JPRDcFgb3l4Tih1FS2jh2TK5WEJurQpHd0enhSR7tE5LIM/8kh2BNk7hDEDbaRF3IqsRj++oQPV6FQ/mFgWlJhpijYrESG7B0I5uXAwPlqT92EUHbRJuToTQ0srmdgQ2JHmj4LVqSGC3rBhgwPym5WTAYdbriLRGfcc5r7qkXr+JD06Sz/ZOTi7P3NnxVqUlzHfdQ5Aj/toC51WIuLPQa8CZWxiCHTgS74sjUdoF11WIuK5YDbZzQhmEqE5hlajORp5QZC4KpxjSjm5dJBS2aTou8o8FqbDdKYviZt5UTItiMZoLz2jRIT4sspJtyO82a1BKIwUXCgn6UZ/KS7x8PiNaOnMieboKL2kRMSDLsK6leVE5+QhvHKNLbrxDl2joypEPNuk3pHYkFZUrB15Gm9ewx5rfImepXGcM8mXTxodPUfvbh7YcJa+rj3WHF1WIZrlDJomzY6Wee7WipViKYI7ESesI5U8it8YO0DxQyaNiHiuyfbBINcCZKyO0F3feNQvjat5FEATxzw5ezArtauQvJ7QS69rPorkPRyZOTPSyQwRGkcIdyxrIPhzW335FfNRn9rSNx8NSJNqH0cWyGxXwxbMcq8J2WsaYeacV7HXDKodfXvNoDSjDnJk40piknJUA9lnkLyFMEmvczwVHeeZUoc5snPMk6yjxyFFInnzWo4D5VbJe5B8fdO8GgEk2giL9LqmnGFpXh3lyMGZdE7qHG6uPfI2nddxLLIjInXCAkTE806aHG6u+PSsm3Bczw5zR1TqkqbViHhzTDh8WLjxzcgGCM+XngvyDA4ETcYclUnR7QipMUMEvtRyPDgwGZ90ORwcPGWANZIN6Zcvjce1TFfKfyPgV8iwn2uuQ51iiLWTPLgh6JtKIOBAzlJiZqSwCghxboQjHghx9mBro0GNgBDdJHEN65lxEsEZqtUMHB5Vx4yPrgEC0XwlBGJmfRgN16yPXFgFgQgkixwGIhzGBiCIKmZ5BBHia43Avrh7E8JCTbEVbvZ7rVmxUwP7URGHmpdl50gEgBTR8D3ar92cbYV5gAcY1cC8ODngSZ7XDIOEHSfEi+c0ZoYnyOp0BB+Kn0R7z/MkCooNfJ1JX/Awgr3mr/oCMSTg5frzHNsl7YyDyWj4L0r7/Qz3Qek5B8NTVjPpd2Q4cMYCS4jdjIcpc7xhKfkdtKseUQ95gEewBClr4DgY8RQeRr4W/qtmFbDFVmD0gtgcswKk1yMEmLHxAHNimbFo3nFr4UUlO2GTvqPXWsPY1I75GKJWfP5I4hVcMOdtgAYwXInP1yND8hXF+mFhiE6TWezJJ59EAhVhiZqWe+A8Q0+vBmNbG+waMt2MyimMR54DfwpKHWf9CSc6WjjRmbsmBh4/U0ITIjQlss4TpvGuJPv48y/KFwIO0+zF5sWULXF+evaCC3NhX5h0NcnsSmEMIQZE1GCNHjs/vXjBjMHKtRpoa5ZMr4BjHSitQE1ZMMRrHIgPTn5+YZqEzn+uTJT6h0DL/U//cK3jhSuY2dXoC3RiAL/AtProUHIjowajapBiuLtZDu8AQUF9QuHs5rktM8MOTWjsUpRYet720ttTdDzkA35AgcoIpUmv6+LFO36ipbLARL5lxgv4SWbrqYNDU3junp77pPXZg++5wN9lMc89XTOFz290bqmD4GM/CjgMW8OAuKdJxoz1y7XLCMjKv4bEBmXAi7DWgwz65VMal8QNtqdK6gT2YjeVBsHhH//4x+XTss+9Mi9c7HmZ3BU6vQOdQ1P9AsBhC+c8XsLfIlyKSowb9dGSjHpljm6n2KR9C1yyaEEAG0pi6Np+eX467Kht8zI+pjxQLrHjQVnfi/QCh/8DlbtliMsL+VBSF8jZrfbovDz4FXYoIeniHqpFaLE62cACICJ+zYn/7sUcLNr/mHrO8rWfe8DPv10Ev/p7F1A9Expu7u3doVp3+LUfbdqRx8jD4JVvbNm0A88mLTUEwLGWpHgEoI5+UrSmKU17q3MdQkw5WSYaEhzeTOwuE3NvmGuhNebPgwqPJMkgKjxSwESZJz4IbypLqBcsB8KuOzfoaKtf0n4vdvjRM2//cAG3ge8bgAkEbv+7X41PYfLpH42Nh5JUDZWo5wq0EImjjxYCY+xqr4o3MkUkdS158hbcJ5TCjYlXiJS+zCRv6UzPc3AnccYrwwcKzFBrX4Ga5HelZGRAVtMiCjLcbUVrhdO4kdKepi40HjMSFCLqdOXyjaTIvypFTWPotbkANWQbl9HJWxanO9Nr1wRbBQAIPhb+Ci/DSeYxr3FJLCO1ezUzJ4nPly6HHdVtN15WPjK6zUAmb+nWFmp+4cmNaciQve0hPHmL6nPZ53+ahg5Z2vlx8pbly93LIeFBfXXzxqOD5o3P8Ap8VxRKnVOjk3RuWrxv/uEqPUd++OGH7wUmIo7iNv+fqM2+/pvZe8lp0q6egQ0CrjIawJ8MkR46l3TUAjCZnj9RsY8Mre+eqD84h/lNiYnYBNI1JXdR4RVnx8DUh5wJ8Z+ctJQdpwiPGNGUnL+f0Vr/MY87dyWf055tPJg91tidvy8+EeX0edeQtsCgqFGq/GTe8Du/yVmz1zywd0usIUG4iHCLcb8YXgry/p8NrfU388BrfMG0TnRX+HDO0txqOm467n980dc5jXrY6ra1VRC+4PyrK32V1ILkriZYVlYm7Q/AjsvHRK7ftOmwrK5FFGG4W1huFPFfM6OZt2Mpy0M6UFrXULOMswyTgeqKn2msLjgyNig4st4frvhhrckV3AwR0lXJqLF9ae4S0hC7foqGorKWFlGc4W55RVriE3aXXmkeqcVEZ4ogaly+1L2EavCNaIzxGuFb0BKTsfHYcElrSUx9jJfYAH4dLUZKh5uIpAIRHGVlwOq0J73VQ8dlh+Alf3KKfsqEbR9TjpGj9HOgXJ+pOySttypWNBh6r59Er4xXOi9Wjcy+G8UmFl6B/+a/HpBXp29QhUviGxHFIo+GkobPPTcmal+vus3/wHxk8XXX5RuMNUk0Hpg9hpPGl+8w4GUcXnq0b0LEoby4KO9KY5GoBrgTaYWHby/LEhyPUEUFnlWAJHe1USshGmtXbMJjNy0c6Kl2e48qj5RiyWfbYp36zu4dYcYCFlSj6cfZ12ZfAEP4hi0PwWvknO3clirumyAET/rXiX9JEqaSVIIqKLIKhL0SF34t1JXhGqtK4sGjpuWtb2Vwu3pZmiR1G7R3UQqd4sN5eUn8D67nypu9jMqceay4LkNWsKp0YSy4c9EYlAQI3To7/fjmvCIvOdrD4pgTc6RyTOQe0+HGHZ67y7dtDdtT8XmpSrHjR7VHy0+8+ZqR6iieSxLLBtm6DtZ4WWVfMiaeZ9cFguUDaawYIA60La2RuKdLZp9hcHIIB1uOcb92lHn2LcPnlOAF/rqZB7gAhFVA5V1SIJQd4cZC/fFDjdVDpQjj7gXDC+8caoPfJIimRHbYee+p7RMl0o3FyNgTAcMMq7p1kUk+JxpZch9s0Zurd0ZvoZSRO5JPhV7X22TSBbZleHQZM71UMI7t2rxh39aF25KwA7Mf0OPJce/D/n2z4mX5KFjY3X2092g8YHKUH56zyXAV0DJv5+6SbAASBQD0fejGdI6CRJwDdEN45Qj9YXX/bP5C/7wsYUwUoIcAHaS4u4jCmpLM4Jbts49bMOLR9lf9L5afjj5vcyY2U+MurGCCna1HQNmpKuQbBqpj1PYvohaBICovVGlAGtaZPCxM4QYW5hefaay69e4R96jF7tZ47yk8Fnhg+eT80KKYejexb+oe47ney2QhuPS6D1iG6jszdy8/76daktqTjW35yTS2BCQ6jJZh9+QAmQVkAZARMsR2Ny+Yq4rqc0eaWBiHl4yEL5Q1VAXRgA2+Yr/asrPNRs6dIj5HMEae/5+99wFO7LzvfpfzDw7/xEFCElqzWeRlbdbLerEXeVkLd5GMExzTGMckxgmO2RrHxMEJiWmCbRLjmN0lDWnIrTomjdKShrzBXtqQSrmlXpyQRJmqc3lv9E51J+pUd6rOVafqVO9Ud6p3yp1Xmfv8Oedwzi7aRWv6ttOpfrviEefzfM//5zznnN/z+/VzGoNdkkE53sDXWfzhZqVfjk9ljDV9dnznhUzc7A7cGTlZc+g+6TY64okj66D121Xu+dfoCpkjw+T8yNxw6IFfBT8/zpxmnixdil0Cn/CsVqDsbwE2IklDZxEXZ84YxovDAgRa1DjVUS5blz554TPBj5n4QwQmdUhLVsct1q8Zk8LWYGCW1DTKiFQ3FlFGND5pkuQPz77Y+BQLrt/+O1c+7UtkU0HCSZ3feuho0dBRhZg3zKrPHPlxSf2ScYfaYD+koB+yK0e9dPa584995Z5jX9fmyCXyuw1i4fvHXyjc07L62AIxqVNW1F7LzuOmR0JEyZH7+OZw4uXlD7GnNo/8znMR8rnPhNn4xymVmmLUdmKOwCX6t9YvV5jwGdgY1G925KpxBqiykVDjbDwZsQSO3eumjk+F2QJdv6usXFRnItZnTS/tfMr1yBLhJdxE8oPLyV176fHglC3YCC2TLa2Xouka+bAxplSQNPHO1X/Kqj7xzn91/Wb1tVVwHVn8PAFuqdTEhLpMeqluuXMp+LXwmaw3cceWYb89Vjem8B6z8cdv2jj1j44TNXd6bCVAnTRG993XvWpG2S1j6xPBj1Y/t/ph9szyA+Ev1t+BR5wT/I91VWzylBsc2DJNYwlZgC+PTy2Ru1+t3L192DTko9vDe35f8Jt7ROCDJdb7ua8QD7HJySN/6c0lL4GPMNpHAdbF7tO1jAldywy7BA4wmKMvxJfHp9ok/dtLBqcrxrbJDZqlouQOGaBCBE21b8vfHwAXia8cCT57W5PxMAYHG/bqilufA0cHRd3zpBpcLWOX4uA/RQUvwXRizO7FZSqAcpfBpUlKzjKhIaXiwimidbJarTaGPkErqjvsGcuPJ36DHvYdr0909BldRRONbdDLTNjCGCmKWL/ouIQKLXAiwna6fcOD8h4DaHlHDKAPYKJ1t2UuFu6iNcXTj0SeSWRX3/F626d8N9+3p3NslK0Zoa0YcRns5nnl7qfn3Xu/U/lY46EACW3vLNzNFaNxQrI8x7HcvPE2rGU0gs3dIlfuckeLH6ZfaS8kpwnXSY8BTV3RpbXQQhNTtGfdnPl0mGHVfxR9rpy2//CAbs7J6acvOE9euHDhF/OnbJOc2meQPX6zUJu67uO3DBOauGby/KnstBTooXA9wq9GYtp1EprPMNW+f+uendvNz1g+E0jSX6o9SyvTrIlwUGvE+jPXsqFzOyMr8TCVf9Z5m0Nbmt5y1wlXur2Ydk8tv/5je7N+//b9Zj3cOjdcFbwJ09pOtfWz8vfqxvU/gzFa2vulldnhH+/Oa4i/O8e0de1Raol4SOWe4AtxbZj4+3NMXJsg2+BPdmIqQ65Mr5/7l+yJZVvW2gmGzulUjftKJ7O3mf3wd/O+xvvpYev74FSP1/LD3Z+t6eHvZSV9qfaldgNmeHGB5QtPiA93dR/aFkPGPBfC3iYnHHqFPj2BTJvSRiamlhn77R4HtI27vVb3503M/JfKU3l3Nr8Qqy4yi4y3+2A/Qs/xiWyYRd5KxyWeU/HaIrFISLIl7OHQ6DBfAi3kS9hjGgTEVsTHqlkhZY5LyJOAMubIMiVE6TrKnFPpJoe4vJC9Mg9D44kvnFEEZGnmg122wtRI0GxDbp5/Hhtnl8CFFkZLF+p1o/7zSQquje/v/aPsfen7UJB+T22D2CC6Lh3bKEo/dOqA30Ob6+YCurywccVNusmus8IKU8T4Gfg9NIs0qL+7tklsEqIPCBZHXiCbvBW7m+3ywtoVH+iyt0XvBvj8m/dvgBOg6UQ+Bv2Nt4ltIiw6gmB/Y+QKAidAy4oh6yskisAvbiWa30iEXwjAD6dDYmqJth2L6WwnmYJym3EwDbp6AceXAzspg3aST7KT6ngnUWinACuJbuvlywvJK1WySgZFvCLgREDYp1UGIlUy362XX8jXimST7IbILzMNXE8fE+rVmTKp1+ubgEuKVSuXF6JXmrdUFfkaQvfDru8QcjVE3kPwe2hbd8lWDkaBF7IAdAPFiwHuYaB4AqbM7saK5xexQTbIboB6YRHFEPUdsFXQkQ65FF/VowtqqyiNk/g630PsaIUX+oukCzdT6/xbLLd5KnW4qYza7O9LnIme2WF9aifMqdLLSSMiRKmPoFj2sZGpKrk8GfMlnvdf9V7FAe77rhpkUkeX77ddSLwdezs53XRuqudMgg/IE5tqojDyzbYJ/p7TPPHEEzX2m9/8Ztk0ZSJzBLSouXOn57j7vl03/sw/seMaUYHeGkXc0lCevdMepkptqLfURElwhGiw32nxnhDUMhw10OtrGd6UfM+vTU29iWzeNDVP75zkkvY/RN9X+e9L8PvCXR1V5sO71Gjsdbr56PbrifsOuDEjysp7trzZ57avbl4tGWDweRhFHp3y/Qeax0PVUG6DOlknpX466KjFM4eToGX5A25LbdZwGrNG4iD3kz1hO7hGafwqf4uPm6wbnapTWw7uiWCgcrFyMauKnYHJrgpDZo2pK/BzWsMLeEd1WGCHFzCNTv2m/a7ImUWj7z4bCc3xauudvDt+ecFW2yV2iZgQ0noLxY9AQa15N7YMu8V0CAilxDM0d3lh5QrsdK1JXLHaTMkgOGPhLlmAVIhVCvkFX3WNWWPEF9ohNGgZvtKGX0NLHN+nhec038ItMHLdE1r4Ai9u5aPa7hcs17ZPUNzWQztXt3DE07kreTJPdnd+nakY+N0PJ0BrnBDGz1cYtr+59R9qd+/3uavs1VtZERiQd+P9y1ebV6FzjlVj00gjMh8s9jIcvm3nYjR2A+nlJEIU5NFj58CRqXQerz5QYqqPBJ6MvAoH76OggY03YVxkqavJNoobiHXgNGhBcbzMNfEMcajXDm3nhGCvYSHi2S7tQ/ENM9LhTsU3C3SBFsO8rgjBWbuBXlfpAjKrdIRooLZCrBDOYfEk2mHifNAkKjIMp0Gr8QfatqECWrsN2OYKoVlVTTE262jRxDdSG8hKMLar3xTW5D7SemIjuvVbYbRt1i4vlN7KUTlKEuDVy2wbBJko36C7OY6bM0GDcEoIumHIUkvqJXVUqLyjpoTwsDlTRAgPu4QsZprapGsn2/GdxOSJ38x9nvseHMGIegHmKq2klTXRUcNP1zneVQNOgObgz0bsIddWp7qzFFzkSqYknuO8uq3GzFSBKY6Z1Pc8+nexT/ioP+98ct0BI/XhQK39iaRNU2uq1dHFTOebcNQIjtbad9VNVWZMl1WUcfA50FItXwmRIbIbIXQZtlPXxggFd7gkxDpCZ4LdYp0qeIATQkjKiYAQk3KqiA8qN38WlEanvtU5HP+aq1Z6u/g2Ovyb6PDPi1E+WcaJty81kRPc3HSMmT527BgEQ/xBuQWuMW1VWFOXeFxRUdHlSlXFdQN8gOn66NT3rO/ZO0OHEu/E3kHDDOxv7tK7dDcCZx2OM0AxOL3YQymk2aGT9Pnz5yE3J3r72/MLhTeLdJGWOnvh0wjPG06DZuEXFfaFFPqAJtPdQka3sIXuTOEFtWkCyDKjU3/qcGbvqIfhUBobF6L9mv6repTZCdPx119V2xybp//ni+/79RpRZL73q6dmfn1+ujk79cM7zzFPnjqx/lDzvRvPO6/ar6Ibiq0rLtJFSoN7rqLhqji8Zx3v+BMrhrJhdRgapG3i5YrOL+y9aaEttEPiKrlHmznBWRJOg1YTmxMWVrHSVtq5TxU4DVpVWmX3TRtto6UOlXu0hRNcKuE0aBV5FTttpz09q0QEL8wTEc7JYSdMSJdFAV1+YedNB+2gvZL4mx1RQIzAeSIKBKKj0CBdkgpsv+mknbTUi7NDW0UBOA1ajyr+nlXigusnmKeLw56fkJ6TCmy96aJd+wgkRuE0aEWxCidUCfSskhSrFKRVNt90025aGu2zQ9vEKny8zxMxzs0lR6FBWiawgQRCPQVSCIeWl1731t70gUtaVOITuite93KjcBq0tLTKKqoS61lFDA56Is55OOxICumUKGCGAn7aT8f3EeCjgp5IAIH8KDRIdwWK+QWvpDNHzWlxZ46aHxf6cvHjkrmtvBmgA7TUbRWHAMWOq3AatKSob8kvtN6M0BFaGgh0h3ZyQmcmI7jKcj6uPAoN0mFewKHxa1b6v2IEWNZsO8d9dO3qylUnaHHWDlJ1zsw+lHuu8Xb97W3DPLWuXlcXJJfmBl+3bsrjuhX1OrIiuMYx/rHFR1l/59Giap2ME1V6/csxFPtx/fJC8a0CVaCSXSkvI0RznDPBSdASdtkOWWfWmZTUrxPGHeE9O+E0aDEhoTJYBps6oVkV7h866o8mNcIN7/faePtGwOELbRV080hFJj228lz27dTbLm6exl/3WdnLlF8O3PngOrgjIECXmlGdU9OU2klMMffkibP/zH3acpW7KolhKXGr9zBC1MvKdVEvndwcHQNn9XJ3OZ5MaIQIm99ewssRBgS09uhUgy5P+L+8RXza97L1C42MzRjwwR6RkyvRmOil851luc7K6FSTXjtpZ59bsSfQ3R9Y7txbJarUe7mr4oAAL2fm8IAACIfFvZeHwV+SZJKkhbiZKPiLPATnIpMiIbMqPu6Igtam6mE8eOgv7zSNRv/ybtNwGjTXHYJja5i0gt2+NUx0/aR16hWWD3Y3sil0h2xqaNvDU6AbaFnRJr+w8fLO2EOtw20UriJ2ecEuuW2EY5/wfSMc/bRLYEuL11Jwl2lBacGT4iCnLZgXHA1zEhKDx3m86I3cETQ41dx1ISF114WE/B8rd61+qEGtPNV+2j38aOY3KA/JhEj4u/DAnCFNOtT96bTovcOR39573kZdKJx0nt65e/n02ZcKzsCZEPEh/fR6yHRVd7VkyJIutUttEfWIHV6QEh8QQAAiU2Wl53CEGve6GTNRC2+hEb+FywtllFiju0gosYZ8oRaZDMqrsSzu5uTlBbpmJs1kd9jXOpPD9b4Ov4fmv+s6vNgDJwp4D8+x64wFPkCT1xXdhVeE4Vz4QWlz5KPX+ginuRyzq+loFOOSYymoNfGBEy3jfBQ6hbajgUaPT6UZ72Hdnb/8ufY11RuqvDNzb5GaD8Gbg96hEq3aBpe+LliiVeyxinVavcIrrvUIr5jIL9SqSSbJbEpCPWZg1ANUZW9sg3fiX+YqnGkcGqR3j0sEqkhgSyKQFgXEaJGn2kDAPA4N0jtC4Dd1S70M/geFUUrgUoKHKTEB3ETk1eCKQRAt+BEyTW2rPKbGhcJTVpvuvbqfvQ5jGMJghK2baGAiBMMRtp9papc+X3g79zYfdDFOxSnvdcEICfg1tJLYKGXyC6lqlaky3UCB+G0DDBXI5xk6tc4tctFxaJCs8evZYi3qVSXc5+JzDHRk4OcYlnHFuOzQYMenTFRoPH9X7r10c+9qhsszHc0e+FqsHdKahdrWcRrXprV7Gmi68amUsjy6yZ2/s/2b2ynbS//Ha3/2gy/kfncycfcPE9TWo+zVvbczXIHBbC9J2zgrl+TAsarMHyuccmu0xJ3tX4va8H3zPLxvVigVyqoQNRDfNsviBvppWgkZ53FJ8167kiATZHe8YQO173DEIfwe2rp4vs/lF9zVTWaTyYrxAXEEMWmEQJc2Qq8warUagt0knyj0npWxMtlu6L0EJw3dh0Lv1cegQS4snhypywudK/DRYFkIhYdDekmC4Z1aNdQMK8PQIOgW242lywvtt4JUkLIIgexw/DtJKLtTNm7PEDBBg2BTPM6WLy8sodB5YiQ7FMAUxbKTRs8Lm6BBcFFeN0yFe9TV2iSxT3FdCNaldVuorhAGjxHrCoHoUN2ICRoEu3FT9y4vuN/apDb5yGQwfJqdgaHJUAC1zesik0F0R+zdzgnPG21CSDT8uFESFO3UjqFtCI1Ag+CieHBULy8Er7TJNpm5LswX/BZaRArjmGC562Di2qBgeXft8oL3yjq5TnaHbhaZFsYZ+D20gIBzDcYETqFu/K7+o3XBxExodp4rG+QGKUbgKqC5Ua2RIr8RdNymYXkEGuR84pKicFmb5CY53w2X1cLhskpi1S1DewQa5DzSqk4UaUuMn9Uz/tXqCDRp3C2+1wMDKXdDU+FejyQ41aklw7yhOAwNkhnxDGlcXjChyGTdwa1pISqVWohNZpK2AU6U2bcbbAqn9pWFmwrQ2yjJb0g8/xcvL5ivKCgF2IhoNnPqDJ6LGG7qlInbNuyMQIOcWZwlnV8wvQWHApiEUak6xoSiGx1h8RABekk8hEv5BUd1h9lhxGFhOPEHHBgGv4YWkF42l6phJsx0h80V4YUaDZyD30PjpAGD5LGGCNyIwdo4CoydCYq0DwZCgbFRtnsGQoFT0NS7JBWytRJR2ifyykY3ckrGYB6GBuFdvn7K+6uSq28vCM66dn/9fOCTxSsUp382qJ2DLxixj8CXAzreReB7Rfx20a17NqfB9iwqmfRBd8u98uO1J2OTZltNY3loaoONXIIR/Bx3h7T8aCCZq0JaG560eernN49GJkrk3JeO7zYO+FqPPlsj46cKP3B/t6F5hNM9NS9JrSN1lJA5UDwS7E54il8uD3ZB1s6bp2Kq8u2RU56jhde97/gMLmLfLSEMEyyZz6782PIQjDCQNHQImFA1IT7JS2l+UWSFxyN4IgbOOrwuk1MDAyVYyA67x5bELnCVD5RAzAkd4A6K/z4PAyZY3uO0L06VDSXSr/arvZJXeIxCeH2od/Pnjx/eN49Aw/BZl3cRxVCoGMpkQB1U+693BMDv/6EHwNmt83Gz7XY4sH+RDN/kXSUa2F8cgYZfWZ41e7n79x4Uxrs3rh/v7r1uvDsMee03nbV591BkjnVDkmresP94agtMzpqg4W7k2aQ3fpvVCEe9lyiYrCLf4wlHTchocUqhWVcvmqBhFmwgCwp8sGOoUvitrvi6RfpSuITrn2Q1G+plEzQIl01n187PH9keWZzaNdSpbfW2utqt/71lof6qqcLX12m21KsmaBCumc5unC8f2wKr3jE0qB31Llg4sf6bbaH+Brgrx/VNmm31hgnaLoAbprM753ePN0/DYfs7lElj1ux161/dEerbRzt8fZhKwT4KDb56VcDh1Gso1AAcvo2HZHefg3WHbyf4R1ppjV9THIUG2dToWY93iVtUwqcd8ClFQrMieerSfUrxXf6py6mGpqhRjEFLIPjs9vlNNEYavQxpXwmSQVI+slV8bwvHtq4JY1uXwa00ZPfEK0Ti8gJXgxnus9cMbYUBpXsNbt1kdCTkw/u8ON5vPOqKMDi3ycShNwmsQN/VHSSKB6gQkjGSRHcki5a6bijLVFsZPVz48JJ3Med+Z08F+pDamqw6E+2OsWQquLqdtVI22qF0Kh3KEIxCb54KnPGpti51LgU/7Psw/gwGCi77me8XXMV3cu/gEYj9aPOjM6CmRdWw1T+mjofKZJmsXKJf37isdSltzVsSSx+mR1Y+OP/eRv7VzlISDdiRDYj0wq3SHY9E7DMkcspG1+8s3rdxz/xDFu9/z7/8xiqV+NJ/b33J2YSacTS2TdQkvFSC1ySCyoYwNozxa1VqVVILP/nxufRLyZPzd9lOhMyvFY/uKVMfsD+2+vmj5k867t5oriHpJJBe3G/0VF0cPaXyapH7f0qLi4L+H0XvUHyxFm2R28rcVNpTmkq8aAHqjWa9mfSW70j1pa72arV6bUoLPwXhCJE6Vnx1NdKa9Pq8vjLpuDvejKAlTsg2BhyMRiS6o9EIcXOo/DCYQFILPwXVvzE77PbgvfRnmDBYylaz0UxO711yfmnj3puPIbOzDspCe5TQ8JizqdbZZe3Sp6DNv6dD79IjNfVtMWXhndjNhh02sWSEH9WJx8xt0HV7JV0/vBuxJbOZBPfmt/Q1AvxyXtQ1b00xr6zY458JvGLWHWHz7r5F5EP58sr4ZF2tyDvRSD5vX4eidLTdknlqjvr/5gJhvWuo7U3EXl+PNF/dWIAjr319ieE1AudIiXL/8ba2GQrdrpjKqMNnw19cX4iKQz9vfkRgEghV6cThVrT6Pi+dPuPXwaYmpC13l0M2bqtmnsf1fTqIBbUV81SdjNy5+dl5peOpNuU4tv4o7TXTgTMrupR2FyAVqVJEqlS+Tul/Fh2F17a/unR69Uj5DHTPbhuN42J1VU5wp4be2TXBpbqqy+lWzWvmVfOeGZeB0ryyxiyl9s7ZiBXfmtc90fFRXu/WqRDrZwMSd29KJxmGQvnEEU0+FuywAAs/g8Ypr1Gnzsdqj1qfbUSg116DXJteBavn4/Yf0xK4bkjMr0wnvGej9uy55HTnZAf5PBOD9Kjeeqa92F6k3pW61Ad7XT815f+SvQlutqADb4kskR5pzxT58PJ9UzgRmuC5GzG0iRa7xCLHFuy5+2iK5V13/8COL69RACwhaKpNJ8dKnDN5Z4X42xH/Zy3p4OfHiy+POIgfNDL1LzLNF4z/PH9i/jDMtMM7jXWIDhGX9sjxE32hTy5YUrzyIwdXeI3z93BwJeAEaHMnJHz6SgXcp/TkfYJnbY0pw8fYECzydeuik2DPbua+PobOP4xeDV9NTptP+7Vl/vlm5JoO+FSAbFryTmj2x1JTt+I0Gb7bTyuU8/ogAYcXVcaJ67v/0nuCIBHT8l97KX6xglo/ssr4VEEZmuRyoQsqh5LJfDD1tuV1GAK7eHmhdCVH5khLL4+2rkNjnYFQjmzym45VC86R+9+USBwoo8rAeOZS87vQSwd538avLJKLZLS3DyScBC3DzyzmXbmjqoc9ZHE//YTY7TpBEnt4R23wToz06NRTLvt2PvUn7I8UP1KcLV1azzTuzWrzE2L9n+tITi86QaaoHHbmPxnWO/WLE9Cy2qzWDu6QbUvxh/0v5d1blxdSb1WpKiW9KUFBr4XjBU6E5pXHjK5TdUp6I4LiRgu3InAiNJdYZ+fyQvStBtWgpDcfLobmxNsPOBGaXfoEPl2tMBVG5g8Y4x/CSz0CzeBbCIKtLbxq8AbusOmhj6CkqqPrSmgXKmJXQuf41K+s9/gSqWfT55CPSQe5pchcCbtOJlJnwj3eQ6Xr1IKc/2I0WM59nP8IMQX9Nh1DFhArK/ILjrd2qB1KepNlgw+ihNssOBHahlgH7MP0WxWqQkn98jxMR3SpGy3wt6Y+zsK1TNAg7he39Nrlhfm3slSWkrrV+USnPNGx7pSL47iiCRqkM6LAjd/Yl0wJ0anPxJVN0CAc5+snDXvEJrvFJgUfNeLsxF/NsYK3mY1M4BY7K4aEnJpn/LfPa5zTFsbxNEwfh3wmlt8M0SE6LfGq2oU+E3K/KlpjZnxcaRQaxKNStxDsqJG8iaNGgq9i5YK0H9yupkfFlX7QrRHW+VXRkcuvwdSUTukY3fpigGqQze/A3LjQ2yIoOILxAh5R4PU0FrDznmDZ0SmfMvdxjk58Frc4m8J795xkt3VfvNfQa3ZoIXFHgSrZt+apeaogqyIcK3VTTnxXb+EaJmiQDtoFD9B5ak293n0CAu7Bn2yIkf++952c3M2jYJpqMc7b7Ym/21FNfGeX2KzortJXUWz/7Jvz9DwtvZlH4f2vcaI4lediHL6dhzgr7ix7fiGHUq9KnR/E3KsS94dTOS7KdUahSXOx8golukS391H4zpK4DIICxDlRAa3FNQoflSp8F06EphPr5C8vLF0Jk2HyGicE3itT6oZwatPQNJhHoMEKu2LfQMwz2utNOiu8Sa8zWdg1kCcdBVfG+StZMkuau+/x8aURvck3SV/Dg8qQbImVU5cXFDULaSFLvV6twwnQfGKfR56jrfuSPAnj+fOvyTuSkP6OcWiwwrr47BxlkINvZn03f2lbVDfVDfTI7rpne0H5u+Ew9E12HfYwc4crb5feRrnnqij3XPe5oJB8DtTumX5urppn8ozsLa2Qgg69p1WIKeFqnHscGuRXj0skitUCU2B0+0jYhFe9SMIzDg3yK6JEDo69azANRvoaCg2+u/ZFVIRuMhAUhuHV73edbA4duaaPbtKPS7voxYmjqPrkzv079zeHsOHy5l1mouXO0YWvtY8kWfulQSnWlZvfjqsLbAwpEoOQXFSWv7dIFdjkrUju3t8aggYlYRlLNpX+8dKIO1+/yEu2+pbcFSVbQ7i8gSRbyuQnM+dj7NYgJdknWo9H2CaSpAYhuaQ0eeY+5WFztyLZuX9pCBqUhGUsuaKkP1CLBNmqILnUt2RHlFwawuV1XnLjZc4ZZ+lLA5NcVSbeXCaEg4gZjOTeg/Mf97HFi7cguXf/8hA0KAnLWHJN2Xze5BUOIiC53Lfknii5PITLa7ykJVZ7b4xdH5zkhjL2rUV9lg2ibakajOTmh1uPh/lD/YCSiun2EDQoCctYclO5+/s2XZYNC0vZ7ltSMS1ItodweZWXtJS2hzOsb3CSW8rsk/bHIuwSWnH1YCSbX7CeirPspVuQpKdXhqBBSVjGktvK8DOR90XZNWEpV/qWpEXJlSG+jCR3lEtfMEmX8t1L7irZ3960pFgHktQOQrKjnEs574uxexdvQZKdXh2CBiVhGUvuKbnHUk+G2bogudq3JCtKrg7hchtJKlSZt/68wKYuDUyRVvne74wG2Hm0kPpBSLKqvTe6Jw+QXOtbUjetm14bwobLy0hSp8qHO+LJc8ClFCThUsJym5csvaB7IMbuXBzYUnIq/++WRtOsF624YTCSey83Tu+yc7ciyU2vD0GDkrCMJa2q1dc37kiwZkFyvW9JTpRcH8LlJV5y/f2ZpwNs+eLAJG2q0tcct6VYF1pK42Akg9Md0CXKXrwFSdP0xhA0KAnLWNKuKr6oOBtjO4LkRt+SJlFyYwiXW0jSofK/Gj6ZYE2XBiiZKAYOC9tyZBCSTtXqN3eHaBio+8CK5unNIWhQEZYFxXDC9msxdvsiL7nZt6RZlNwcwuUmknSpcs/vij31gUh6VI1nau+N8p2s0cFIpudcY0KrcUBJy/TWEDQoCctY0quiJf02ILnVt6RFlNwawuUGL1mSdLIGIulTbb1eBQ2RBUmOD0ZS8bj3iTC7ePEWJK3T20PQoCQsY8mAin1jfkS4mgHJ7b4lraLk9hAuL/KS7uDekyG+YzAQyaBq/VLtWJK1oqWcGIzkaqEhPjI4oKRtemcIGpSEZSwZUrlfsD0gnONAcqdvSZsouTOEy3VesvxI7mNBtjI4yYiqnSyeE3oGtx1M0j69OwQNSsKyIBn8yOajUbZ9K5L7LWX5q90+MJDc7VvSLi7l7hAu15BkTBX9quXIQCXjqsQXd0/GWR2SPDIIyYRK8QdFbY5viQ4o6ZjuDEGDkrCMJZOqra8VxAskkOz0LekQJTtDuFxFkimVYy4AWnXPICWzT8x9MMK20EF0dBCSaZX5s3a30H85oKRzem8IGpSEZUGSLmc1wnNBILnXt6RTlNwbwuUKksyqFvOVSaFxG4hkQWV67+ozPnYOrfjkYCSbL8Q9QrNxQEnXtMIADUrCMpYsqhrvd4r9aiCpMPQr6RIlFQZcLvOS23+Q1eT53TMQyTmV6cmtYJRdRkt5bDCSPtDbEM7xA0q6p2kDNCgJy1iypFoJd5+/AEm6b0m3KEkbcHmel4x7k5/wsYXBSc6rzJ/Y9cbYTSR5fDCS9FOdQJRdvRVJzzRrgAYlYRlLllWxMfhUvSZIsn1LekRJ1oDLJfzgSeX5etOcYt2XBia5o6pXE4TwtOTOAUn6V6N+/mnJASW90zoDNCgJy1hyVxUqVY0Z1i8spa5vSa8oqTPg8hx+lqUKPWgTn1cPRFLBBh+wJjxsHkmeGIykM1WYEp64HVDSN80ZoEFJWMaSNOv+VHq6rvZe5iW5viV9oiRnwOUifpjF1uZ9+hW2fGmAkoG57mOik4OQ1LFmSV8dSJr6lvRP+6dNBmy4XOAlK1+y3JnkHxMdcCkFSbiUsCwsZfrLIWuKtQ1uKTm29cLm9CK/x08NQtLEzj+++qEw27h4C5KBabMBGpSEZUEynPCK9z1A0ty3ZECUNBtwOY8kzWz5RVp8Xj0QSQtrlnSzTg9G0vTtFZbDj4kOqBicthigQUVYxopW1v6wU2yBgaSlb8mgKGkx4HIOPxdkoyFa3OEDknS8krpbeGx7zyAk7ezOeyO/4WdLF29BMjRtNUCDkrAsSM7Pu/RZNiQspbVvyZAoaTXgchY/amRDqHsZHZykiy3/oUNVYONI8swgJN2s+1mnL8ZuXLwFyfC0zQANSsIylvSwzd/bG8qyAWEpbX1LhkVJmwGXM/iRG8tJrrkDkqy+unlCeLg8NQhJP1t+pvGQ8Nr5gJKRabsBGpSEZUGSBSvu5VccSNr7loyIknYDLqeRZJhdng6+ILhDDEgykOi+QDo7CMkIy74cPS24QxxQMjrtMECDkrAsSHY+7BIfGgBJR9+SUVHSYcDlFJKMslsPO58WHrkNRDLGFl5aFVf83GAkV8vLrNBsHFAyNu00QIOSsIwl4+z8aPe2B0g6+5aMiZJOAy4n8cMsNvjEinhXOiDJlf+yTAoOMNODkEyy7s+Zz8RZxa1IxqddBmhQEpaxpM2YyvktKdYpSLr6loyLki4DLifw5cy4/LHGjHDvPCBJrtQ9iB4YhKTDaJ2r6YSL7gElE9NuAzQoCctY0mmsfqN7hQSS7r4lE6IkEEPlOL6cGSs52iI8ER2IpM+YyNhswuue84ORVHy5Mi48ZD2gZHLaY4AGJWEZS/qN7deW35Pi76TOw5Qb/UomRUmPAZdjvGTxyzrpUr57yYCx/vqmePbMDEIyaHR9kPuA8IrigJKpaa8BGpSEZUHS9M0yU2ATwlJ6+5ZMiZJeAy5H8eseY+cTSfG2ZyCSUWMhvSne6D44CMmYcS09d6uS6WmfARqUhGVBcuP3l0S3xgfhILx+JdOipM+AyxF8OTMGf9szLDx5GpCk4nfhu5kIknxoEJIJY2a29FSA720cUDIz7TdAg5KwLEhyZdGLCij6+1bMiIp+Ay6H8QXSmAbHkNCvHpBk65MFV4y/5r5vEJIpI/dZ790x3hPvgJLZ6YABGpSEZSyZNjof3QoK/RcgGehbMitKBgy4HOIlTU+bxcv4QCSzxmh8TXTTeXgQknnj3me8dwtejQeUzE0HDdCgJCxjyYJR90bXox5IBvuWzImSQQNf5iW336cLC/4QA5EsGn0P1iLC+fjIYCTzLzVFR5ADSuanQwZoUBKWseSc0fU73UcbQDLUt2RelAwZcDnASy4+lwC3FbsXByZZMppybvEy/uuDkdx+RBES/KsPKFmYDhugQUlYxpLzRt1jW2LPAEiG+5YsiJJhAy778QskY+rrG0OCg9KAJFeKWQPvkfboIBRrxr2E+YzQAh9QsjgdMUCDkrCMJevGjfs3YsKbGSAZ6VuyKEpGDLjsQ5KLRlpyFR+QZOF/67qPPTYIyYaxHA2fF56AH1BybjpqgAYlYVmQXPpqSnQzBpLRviXnRMmoAZe9+JXU4ZXfpG8XnoAPRJI9bHm5cUS4n3h8EJLcYW9ufkR4f3RAydJ0zAANSsIyljQdXvyKS6fDJw9QjPWtWBIVYwZc9uD3E4dtyW4XeCCSlsOlYlCVUgfRu54PDULSetj/xeyE8Nb5gJLz03EDNCgJy4KkLlU7JlzMgGS8b8l5UTJuwGU3flZy2Pc+u+hgMSBJ+1e6TyGeGISk43BrpiS+RjmgZHk6YYAGJWEZSzoP+59wiqOkgGSib8myKJkw4LILv004bP16Xdni3+cORDJ6ePPV7lOIJwchGTtse2BPHDoCJJN9S1amK9NJAzZcdvKSvg/s+oWRPQdcSkESLiUsC0uZDy3OCj31gSxl/HDh5S3Rq/Gjg5BMHN4IBN8vrPgBJavTKQM0KAnLgmTyTEn0HgOSqb4lq6JkyoDLDnxvdnj1vu57zYFIZg4XP1YVO6xPDUYyT3WfgB9QsjadNkCDkrCMJbOHM+8vi+5JQDLdt2RNlEwbcNnOS+5+sPt6byCSucPZj7ecwhPwpwcj2XhfSPQJPqBkfTpjgAYlYRlL5g+bzwhejcnprVMxrY4P7xpCsVYzWvfFxxKU46BJguv3rzmK967fC+auqmmfPEmo1KpJ/NHWfvX/Oane1iy4iTNaGmc0vvO0T5ecOD1dQAFZk1obiuZiQyPfUVbdE9tiWt17IhPdr0/Odb8/s2N+VxPUVckULTux7yQFDr2jY7U5dpF9dWRZndadUBGEYSJKaatG3/A/HPeZSuYzKoIyHrWorvsqwL1RVpfZV43dimkqSeyOWAHmFbHsxNSvroKfOPkv/2Ii14AlbE7VGwol+FVVnXvDwawp516de/XcdDJo+aCDmUqorloeLBhqF3LahGresjkefqYdSWb2vmR5b+0zaJGdbIEts23iwuNNnXXYSV98yjaBPysG8O0cCSfFaPCFl4Hf7pqnfmkloY1H7tjRrLEZ1Sr9y1/+VYqR/PFXuY/lPxZ3Vx6LwRA+2h3z2db5isVqEv9cOV8w+82SqSujKTtanjldXAtNNzEVZjaPdj7Sek32PTsxlTcGD/uoReeWK6YMePZ+tE0qvhpTpj6nY7+hGhnffCc53TgFDhi8S7y6o6o9zQlCNQX+t7ST4OhDf6oJFZhFlFQcm/9U47O5VCLpvSv6680MLkXubmbYjze+UM6WDh7zao1euTeOg/DNdLSPoZDCOv2aLjDhvVkU4RWtgdASlGpaRahteoeecWrwF4+AY0Ibn0hOqL977RdlHV+HIdTW6+rEIJIBa0rTRJky87Zr3Xl97lL5+XVV5sU4MPur9ldLz6+pUi/aZ3Pnq0/6I3NgWurFwvNzz2dfLH0icrfPHbY29e1jlWRCR5RjG48sf8g3Vbvb8YX1y/nTK2a1Wh3Jbb6Td3suL4R+4CJcBKcnxJDHCjJoEIIe5zRwKrT2aT47D1ch+wxsVSHXuMWJdRX+DeOgravWVQ078kvw7NjahOkD0zF0HfDxwQVlEZ17R27GIQHr7wm6p+a9zvdvXEgeTz9jV6+CdlpxduWS+7uh/nSuiQC9Ey4b5kif2qd2S2KEqfdYPkTYiIsPfOxTW9XxEWgYPrt7fmWIZWD44hTVumGIk1Nb6iV1zgQNRzo5m/KWj4RHFqdg2rnATaMNncppopraKDQcdOhs1Ft2rt0P2n5v5Y6bhJ5d7hF61n6s/KjjFSrlnb8jdtDa88bN2yrgHKRqnIeS1oXhKZlMNz6lalmIC+qhtISVejaoNBB+Ff/hofRWyqIa8avqHAwp7vN4uQgFLUM1stA2OdvoruaxNsuBXQyjYfpvHMZyUR7GsgnjYdbHnF/YvZD4SoSxouicvoNKzFHtw1Y2pzkWOAOjqeye7JzMDF1z8b4+jOKF9BASqt7/dOfkhQsXEnc9vXtyxR50B+/HNrVC6V4ov79IsPH55+HvFesGE319cSoz1DnYLFKowjMXnrkAP+E8prbONU6YTF4ttLLDgRzJ8u4QTC3aJtqEQxKBEeUWlcdgpNUBhqO+/e1vQ7YmBg4qXV7IX5kj50iX9DSRRHwcgROhVfjgRDsoNak86GGPxMr7JVBO3Ze4r8LtMTiqIHFr0QfD98HYg/HLC9baHrFHyKKZofCQYjyzOL/2mhhd5NMlwBoJcQOgYGZBOkinJOcqCkUmBBdL8mdrmgtylVFoEI9JU8gtoXBoGZmCU1R4HU6UB0ATg4PJwnt1o4NJAnxdEx9MCDA2D67JqaGmOnB980T5hRBMTWQBmJd77nNb49FnFS+4oz9hCddrSzn4kQ28s2ZIUA11vzqscm48MpP6tT3v4y89dHnhESoax4nkUFSnFJWiQr2iOsEJ0PL8whfAwidQ92OfniDunXR7L7+33IQrnO2zDuziON7Ye6egi4FuS7/zWRlN/+42uUNtv1O/v3T57NwPUeKDfS48+HoTAleulnvnHPve9sPwLmDu8iZp+ZN+663+2H575tnegQXBWeWRBockikIwUTdTpWAgUkD7xChZ8/kFa3WP2WPKsnMKZQ0Szqp58ayiFUrIusXwVmD31d5KUAm4y8XdJwT/YmBEMHQoOjkdlzZBg2yRnzsMkGl7ZdMV13ak25koSTY0sYPb4KyOiMLuGexONsA9jWvG/tDWJbhvY6iDuW8vn57o3UXdfMSdN/+oyumoOL59ueFNQlanCsHw2Hxv1uqxctGnArN652H04Ug8/TtHmCUqSqleezNwGZ9lCW0/ytf1kUuacnbzHU5/4/5Y5pTC45xZ8hbue7YxxekTlJtwE1kYajhnCBoKRt0JhSc+s+etv7N9qTFl0jeoHJEj2kbU4OmUQcO6sWVXeNIzupm5+56DRJPKE3kwA54IAaLJE2gmJv0SVSSKxDomCIJGDEHUAZWZ4QRqmZoj5ogNnLlEpQAQOJC0NSlk1rcpmLFkU0xvYgjh5CbccLUX2DsPSkWOrlAwi8r+aHbGJEd7p2MpS1EL6BeUiTKx0ztzSy8Unnbweqp+UqGMoKvpyA9KcnCNqhAVDAqaEaxpG4ZobsYsoOtUlagSexjV7zGImyhKIat+g6oRNUIxLIcKcmiTqhN1ghahKIRuy/eCWNQlqLMIGvEM5wCUn7EI0Ba1SCwSOnzxjBJeghdLUi4qK0Vt+m2qQTQIDs/0jYsdDNqJf8rIuR2qSTQJE5rvjsZNdJgYbETGrFRaDu5SLaJFmPG8pysAWze+9HgKQIUZqxyyILU2q9pFYqlhY1KK2fUdaolYIqxYy09YCASuGreM3uGEHN2jlollwiZLCXHPLugtib2wZ+LyGgoadpjsaBlaOGn7SGQ4BqDijE0O7dcDi0phh56mb5QJPsLDRXg2y2DtEiATKFlnRK7I0qvEKuES1+on/xWCaJWaxC4RBvTcjF1Ou5FkVP0I1iyNFIFuSEo69Tp6jVgjPIhc5meeHA72grwI6qjf2GGSgCqbHERAznH0OrFO+PidibHUsB9ApRmHAJnoDWKD8COIarPENsKozDDjk4IuvZneJDaJAAJZzTcwt2TyEIR3f5DTfGubScHMa0ug9b4GtNBbxBYR7CqmeEUP4OZnnHIuhDiHNkxgcGMsTLmloFtvpbeJbSKMQKau+X8xqOqMZkiXnLTRMIVXBJFbGg5IwmRfkbE26ewF9soK5gBgecYlgHZ6v6SpdinokYGc5huYA5vHTQig+0epy5B00DeJxG6TKzvpm3TNLYCvzLgF3kXvl7hVBnp5MDWMLqnU8U3IrRiZR81yzE3TJE2m8Zmj+SeYOYYYMY8lSJOc89AwcUwGbwGtncBgdaxDcgCsznjk4E0y0uikdXx6H82RHJnnF+IfN5C2aSxM0nLOT5tIE1nA7SaLQ722hhVyKEDvm2x1706Fpzbjxa2GQPbK4trhQSTp1wfpfYPM7srJEA2fO87j05zFCRtXhnfkUJjeJ63jNuDqMz45V8HHxlf/PkdAct3IEWFyjtqSsgF9hLaTdrKKNBVqAmtuDlObcixKO0gHWePbqok1poAaq7MbvbA6r7aKqM3hdQAtzvgFKEY7SSe5KGlPj0BSbFAfWJPyQX2cdpEusiGeGh0WC8MzY214dV8Yi//RKlMUtBPENXSCdpNusiU0iBMrgEUN4pk2ABszAQFM0h7SQy7xF1SIgQvqspQJ6dO0j/SRbXyoq9tIam+4tT8E2sEjOC8vbAgfuIbM0L0T+DYB1pwJyrHVG6VhakhrhPVZ+qaJmxb3rYH2gE7dzTW1N3wNnKNvkpmqBvjWTEjg83SIDJGbQkv213wAaQ9FWMiqFI3oC/RNAk5X5HyZhhlZ97B0kvgHlK111VikomQRkEszYTnZK69rAYDLMxEBrND75PfOS7movkqnyBTJjqBZf/vRRTznAHE5J+dqNIxrrRP0Gij8NdCjsr24XnGyMwBsz0QFsE7vl5paBsZ40ISXMED8NwSCRaQUZFpOLtL7B9pOydEGvX+2iiRAV2ZiAtqkYUZUay80ISXjPNkjyWpczrXoAlkg7SP43LpQZ6ro1FqI9cIcI9LjXw9h8fi/LQpqrM7EcYMf1y/RRbJIOvkEJlg3OhLhISSb0C/T4oM+rV9dQ1BsJLwv1Otp4DV0m4bJYCSP2EU2OhIC6NpMQo7um1gmKKWT+hV6npwnvZKMLDXcn2YCvUBfj9Qtfjm4Su+bE8YHyPWZpECu0ftng5GSKf06XSWrZFAkKwJJeOTgBl0ja2SIB9UoVwm8o3T3wsLXYS6AbcykBGyTrpN1MtI7+YlTyqb1W/QNEqU45Ow2DVMeoZQs4M6gzDTQjYG9FxQXlpHCGFhIlQ2AmzNpAdyhm2STTAgbhxFAvd7Kg/SPfKBrmdF36CVyiUwhMqEuIa46YpbKZfQKpncyYk6O0QzMNZy9DtMBbGsmI8d6ZCtmpVxWzzKr5CqZ5zkBo+UQx+yXzHjvDhloYnqnId4F2PZMVsDMjCTlMMshaGlkRwrl5JAkL7GAzb+zfglyFgYmFy53uSXMbffkrk9WvAW4nZmcMFsrs01uk9XrsE0pltfbmB1yh6yN8HcqPLY6siHH7MwuuUvWhUzFOSFR8bocczAdskMuXoNtjKwBbHcmL2AupndC4rYUK+g9zH7pkZd6gW0MltRppg253ZGWHAsyFsoCquPebBxQsCtbB1BnpiBAUcZBOcCy8OfhojoC1eBpaDaVpWhRH2OclBPMBj9sCWPOTpTkVJxxUS6qIwiauBUsZzXN9QL38AVcHWYAN+IwFQG0N1MUoBTjpbwUi57+UkhrhHKYclJoTg4tqYNIinJei6UZH+WjdHyy8yCzCm8CXKZsL4qTU25TBlCK2TmByjB+yk+ZeCogUGkpVepNea6lskyAClBmE+7xoLzxsMOTklM5Zp/08knA0bMlOWdF3JoaYyFTQgrN6/MMTCNvuwaK94J6JKWPybkCs08Cesixs/Nyrkey+aiUK+uLDHwv6xTeOKyqEQmPobAp0gt1CShclQ2MRkxhOTrHRKko5e6BRk0hgOpmywJaYmJUjPLwrxz8kBtJmII8hLo2lZtASKmin2dgdhLv9YlLAr24HglO/IDjZisCV2ZkL0NEzifFqtdi8ncmcrSCUpsEuor45ZjK2wvrmRrFA0jTbFUgq8y+r9vcUrIGeo4ZKkNFELmj9iGuaHLKoUXmRlmpHL3gGFLcVXshOFIy2QFknq0JUIPJUTkq3s2U5RUFCyablK3rm0yeylMJE36IiAXLJqscajH75r2aM1n6ZkuItczWBXaJKVJFKo1mrtB4IDhSM5mk0KJ+mZmj5qiMIOjiBLl5E8eT6AVMD1LIElUWSZlmtvsKuJtRqmLSAdY6uyiw4A6VKvVmq3K2wbP7papi5fAKc5P30HQvfr+kVgoA22YbArzKlKkyVTThGx4EgvudveMSqKlfY26YUq1zQ/q696TX4OvMDXPu7QDaPtsU6A2mRtWoMlpeToPIEaZl2pZSrd7U0rXUJgMT81VESsERI2umrV7Qvun9NgHtmG0J9BazSC1StWskiQ0ptaTfZmB2vzqizBoXojZN672gfXMErsnpHaZJNakGkrRoEDmybVoFkHN2SYB2mRbVopoyaMe0IoWW9R1miVqiWgiyapwI2jW15dAes0wtU0sixCKIWO5FLSPKpmHcCFOMalVLgHPNLgucQtmmgCHOrVFhOduosSXF2npauUIB4+WcvFpzfwhp6ZCW4RqMVa5SwBBm1zgQxY42AOSebQuQTrlGAUOQg4d0o4tSaEXPKdepdbBDIOTU2BFkGq3JIZNyg9qgNkWIA5B5tNoL2jLhu7tH5pSQgu99uNEKID2zKwJpVm5Smzy5zE58Awsmh896CBm5ypPbiHTxM7aOluWQRblFbVE7/DazwxSLYJPNyyGbEqZa7CDIo0F5GEcco3MA8s6uyqF9EzYWpfSa3qNkaZY2jeKdMKJDmuzokTTAfLNrAuZV6mgdbeaxUR1jRtjRlBwLKM20mbaPCg9lfqIAIP/YNiZHg0oLbaEdYm7DiGaPNvO5DYOjUSm8rg8prbSVdu4DRwDsn10X4LDyxskyw71wt4hHNV06PBqSwxGlnbbTnp5wZDQohTf0UaWDdtBeEY5pOiIcGw0AODC7IcAxpZN20j4RjgPYKsL+XrC/Jxwf9cnhuNJFu/aBE3J4k4cDPeHkqBfAwdlNAU4o3bSbDopwAsA2Efb0gkM94dSoWw4nlR7aQ4e7i8EJaHrUJUW39Cmll/bSEYTmNVtIsz5qdAIqNLvVi4KCSTB3Oy+ZHb0GTit9tI+OinBKsyvCuVFHLzjWE86P2qXwtj6j9NN+Or4PbANweHZbgLNKlN5zn/Sf1l7wfrlCLXI4pxS9+bQ7milMJsYumKXYjhTr5fQH6cjsjkDnlTfKd2rqBe/rDcjJ6aIyQkfonLhyWc0OpPkzmpXCu/o5ZZSO0nkEJzQMwTIQTY7qqQkakNHZXTlZ2CcxrkIOl5Q3zKK7Z5PRi8osnaVriGaqmjZCVRuj6g0p19E3lDk6R9cRV9OsImxzdB1AsdmOADWVeTpPL4qQG0FrvaDGKO5ZvA9TO6ZXVuVYS1mgC3RTwFYEjFiRcnv6JWWRLtItcXWrGozC1d0YbQM4PrsnwMtKmMx0SdibdY2YdnR7dLkXun+aVDndVt4wJWpLSiuGrqPl6U8hnZhVzPL0ivKGKV+bcnpVWabL9CreoVnOC3fn7mijF7SGIbgVENYZXZRi9NCaskJX6HWEtcCxASlurA6g5CwtQOvKKl2lNxC0pFmmfbBTM1aTQxvKGl2jN2WQeawqhzaVdbpObyNoWbOEIOtYWQqxQ1vKRXqR3kFQm4dsY/MASs2yArStbNANehdBddZCLNF+DjpNbZOlXmAHgVsaLeYiY+NzcmxH2aSb9B7CVjUtRDnHilJIN7SrbNEtWjEmtCsIQ61KAYDpWd0suqkUQFoAW3QAc0Se53jBjnKJXqLZ67icHNtTLtPLtO46LCvFODmWIcZ5rkLdA8HMLCeAClWbbtMcBv1Ekw5yyAHLOZaRg7RqhV6hTRgMCKCfSvfCzNdgASolxUxDrGqVXqUtGAsKWJBKAiw7axIwnWqNXqOtAtagQxALUQk5xqnW6XXahrGQgIWpeC/MPob3P6LA7o9JIfOQSbVBb9AOGRQdiwIoN2sWILNqk96knQja1izSYQCBvpYcsqi26C3aJYPiY+FekHsMX/QwlBgLSSHLkFW1TW/THrx+UQJR0NsvCLD8rEXAbKodeof2drEIxgK9MN8YbkTrkAINqJ+H0GFrGbKrduld2j/GXyqOYgxcK2Z8UjXrkEPVoTt0AIEdXi0z5gVQYdYqh4IiFAVQdswjh1wqBaNgQgiidjU1RFGZMbccc6tohmbCeC2TRBVi8MU74ZJytiGPimVYJoq5lMDNUQ6AFWdtAuZV6RgdExPkABeDXIGi7L3AOAbTRAVz85RNjvlUHMMxCVGP54oUY5WC9mtBqiLMWA3BuVm7APpVJsbEJIVzuULH8alskWMBlZkxMym0+TgtokaqY2Y5FFRZGAuT4aEygmpjnBRyyCCG5in1PMJKsw4BC6msjJXJdrEExnRyLKyyMTYmh7Eah6DyGNsLyl8D0VLIORRR2Rk7U0CQVUvgGbbBnwrAzc86e3NUmU4CbmWMETD0fNo5FFU5GAdT7MolkRy1d0ymFlM5GSczx2MCRXSklIunSjw1z8+S2AVUedYlUAmVm3EzZWGW83QKi233wirXYtSWHEuqPIwHY9hnhUIkclhpjclg91Ba5WN8TB1pOrRzSHJjbB1AlVl3L8iuLdFpAK2PET2pRUQ5gRSktseINTmVUfkZP9O4hlqVQp6hrCrABJhmdxWs2gaX5tdhdWwF0NVZz770HJ25Mdvqxa6NteVsThVkgpjVujA4siuHvEMFVZgJM20EBbSEqogw0zihagGwNusVwLIqwSSYDR4EXBZxalVNzlVUSSbJbHaX0JCBKFrEvbFqL3hLAqdFmB6vSGHfUFWVYlLMNlqCiDaJFsA5rioDqj7rE6iaKs2kmR2eItIw4zzAqHk5VldlmAyzy2MpniJKvagOokKCmHWcmpNi/qGG6ia57guAX5z19+C1SS0jZH7XX4M1VTfOM5+T4y3VjXPKZ6V44Bo8xpNqSDVmAwK1pCoyRcYkiCboAsKYtBxbVs0xc4wZYT61g4ghLjqyQzIpnsTeFYGhtqrElMA2wYqCIJGUCgaHVlTzzDxj5ak4TyUA1JwNCtCaqsJUGHt3jWNgPYrCGnvHY3J8XVVlqoxTwFVRnmX0ETm4oaoxNQyiUTIIRGNkINiaDWEwxIOucdzdfwILWse+E5Zjm6o6U2fc4wT2L43Scxz2Lg314jyYI7YIDIKNGeQ51MaHhrZUi8wi4xWXj4gAkB/EEwDo0mwYS4aHtlUNpsH40BJCF+0qZpGT9ibll8M7qibTZPwIZtLaCF2CV6zYuK8XFkBYSO0kMJcd2SO9cnBX1WJaTBCC+Bnl18MA5R9S2ggPoJdnI5iODHVUS8wSE0KyVE4bRqpUZtzdCwvjjdQhwvQ82EY52iWn9lTLzDKmwD2kFlJgVdLj12AKts20mQjGcgKWGXcCrD0bxViUx6II66j/AmNl0y7hkHM0u8KsMDG8bNMbyjJYtJfKlL0XFUdqS+q/C9Nl2PiY4qRNzunYNWaNSSJuQ/1XIcQlTE7SAriV2RjmYjKOmtNijpofvwbj2HVmnUkJrVRd85kgXREeHfzSLIdN7AazwaQFTUSOUOVxkxwzs5vMJpMRjmwD5PChPckBcnU2jsk4T2aFlWawIlxrrU5OWtgtZovJ4X0CZ12FffTKONsLy4/zF6QzmANXpKdoOWhlt5ltpoDAHXaRCCCwNbxHKQC4NpvAYGLIxu4wO0xxHF/bpzEHrjcv7N0u4+zsLrPLzAkrPRKga/xKn+z0Ikt4K1a0EIQOVuO7cszBdpgOjy1rPo0x69j/BbH12STGkjw2j7CU2kVgrjlionbkoJO9ydDLbTnvYhVKhbKCV8hKQnTduEZv9aKqfPM5iQRhy/3QJuA2ZlOYSw25WVpJK2vj/EPBb2IwOaoPEhtyMq32qXyqbTO+CP+pk1pEV+F/VJcnFZ6t2cwsHuyRGiqpY6qYioOjHre4Rc4ykQHA9mx2NvFO7RIElqklcPcnde5zEjk9du+L49AKST28QYTQ1APer9sNTm3pgvkRtCTpoTlVS7Wskl6/nER4iL+CmfBAVR+4yi0jauo8FHCAPuwFTlD4QYMSBzk6Cat+3bhsRNVY/UKSOg6HyN7wBwJq+d9iHQYIwd8i2ONHK0zHP/qbzU+cDaWW/33dz7eMJfV/gFX4wX+AdcgMwSAWtfObD1y58hr8OfIHrx05Aj74H/TdaxEiQrzmvdNFWAm33+NvqBZV8NGllfjXMa/Sq3w39Tv5Tl76937L+m7n8+9tvaE1ko3kzRj2AWz7E2lgB51zeh8b/DouguPv3WoMznqvJzT4DuBmtfdj+qnb7zY/qF2/fW9tPr33061p/Vucqzc7l/4t249d0MbFT8dO47/qr5i1OKfZDfsNanC1MWr1qhGK0KtURj1Bk8dPTai0j5x95OhTBvXDk8c+9EvjnLr3tz/osza+pPwtfz2JEM07k/6//vu/ZIk/f+fq7377W1/91usLF1/6wisXIxc4VWPsxbgevmxVKH8QU4WGXuzckyHZO8Vv9hjwq/6Al/ARbkJH/A+k8xdXgU75wz2/rnwY1YtB5YQ+Q3eN/yqG54ko6UwX74g6ObJC5IkwAUMFYOXtkdzJOArk9J/9MeLf/Sr8B1iHA/THdj+f/XUT7XvEo2y+t6WpqCoqEw2N69NMfZtb7Vb3T19ve1/Z+4r07+6yDnY+/a97f+bquTwH01h6cenFm+4JL7aD7693u4aD2OYmuqVpaf5X7pdbNXjc3SrTT91/LYPb99+Pzrs9V/vT72XLLy6/KNeQTx/EsXyr69L5SsbNHU3ci5eJ+yjsN+hQjM/8pQYZXwgr5V6qTmJLL/iphpXY0sdtnsZPV+9YfEaot/InabXkaZaTyA7h51lp3pYmYZXGyMrnDlhl6ejy80KV1X6qNH9amKA/A6sU+q+ycUf9GaFKbCGplDqFOokdveAWmlRiCx/HtWpirchCVin3onQSHb3gGplVYvOhepuSert/sqmSvvdwEtEh9OZjU4Utdczmaf10+WgbbYYiqLL2JyU1/0QQro9loqTGVp6EaPizbnOf6Ba/IH2gtaGtV/pCl346N6FA238OoOs3Ru0vJ7k+UdvnUqY+0WX+MLspuvzTFf7wKgFUsdDHrlj+6TZ/rJQutTPNe/frbOv0j55U1cka8ZPJFAV/O1nxi4TN5imfHzcUPtJOmFmoNf+utTaeo/BWf3dSFSBVveD+rPOzeLtAtcC9FkYybNlJFPVo4PI8fryc0ZsZC2NmdHfaPKHzxY80nrmlipUL+Agvg4rBg1Rcew6f7geuWH1h9XO3UDF8vvlZfC4cuKJPhQ/3CqgYOkhFvxYf/AeuqDN4zLdQMXI+N7x42y1V3Bt1HIUVq6Bi+CAV7RPh22+toiVy/BYqRs97jibtt1RxfZI7CSvWQMXIQSombOVTQsX2vQmKDzDpJCz6ghEOYYXmPGHzJH5YuIB3AERXbow6P9hdnBuiyR9ufQRv5PrNUfPH7Ef7RHXP4ksORFdvjK6G8Da/KZr64dYTeL8u3hxNKfGp3Ae6GsenEkTXboxmhnGTdFM0/cO5CdwZatwcXUvgRqAPNEbghgai6zdG/TrcCt4UjbwdeGQTBYtt3lT1befDlnN9oc0f7T5Wcgnoxo1RVyhyb19o60elD3dOQ7R1c3Q3jM+tFmqxSkx3pLqTqOmh/4AbR8/16E9tU3/5l3+5y8DP1B1gV5+vG+JKWHkJNQUHrBz9CO5GLcOz+p6Iqth1VXQSniHkrBhRYbPaYI0sf7FbRscrTcuCUDoJtxD4PzLswHGzbfojS9Qrr7yiYOBnDjQm6fPq7EeY6jPvXqYErvd47dtAZ+leOx3vhiF0En69EIiQxua3w2rpC0vPC3WW+6xTf24vebA6mfOZF9qfE+qs9rFxM+djH8Hn4sql8Cv0mRt0/6reuglfrPpAXUbYHoc9+cu0Zv3P4Gf45+eu/Shcjuz7UbwclXzYiN1fu+7Lucux6z94snQ5/vNzyem9SxtfnvSdU5zTUfTlfNNrcN6bmEX71m3Q2Wd854I/n18MhnSnK1+IqdcuwSXmBfgPqFr72X8bL9MtSrtO+b6UV1HUhzoqB+OmMtNE5oFF6p4jPmL3kunLryxSDfIVP7l7SfHln4XpsIfweNye3M9eHVkjV4Gd9lPZoZ2XF/Ps67GLrzyc+bLit4IXV4i1y5MPr5CnfT+2LJ0Gd48FlqVG3SQRp9YvrVwa/0bp4kiYPHLU6q5304jsEFayM82oEr+GEoj8avjLFDU5Ocn9K//8wHCIO3TokIJTGBQKg+GQwQD/NBzCP9wh8C38kzfwhwH+4g5xoIJBwQHQwIEqBiAFNeCPAnwDpsOvDsFZwAJAIQBr4QKS4OemgPNAEJqXAhYMSA7MCfEKrIKKCvxxSFxEuLSQBTQw+HEI/er1s9/3/8t/KAp9gEWHS4SWHH0Y0LaHm+gQv45gSyj4/WGA0+E6HlIIX4BNhTmFQpDif1Al9J/CBbjND8EthzY82J6INsB5QWGwaQxdCUNXCrD449C/l4138B8FOswN6AMdHFb8NTzw0Bdge3OSyegDHLRCHU78iyclCCd8SaAdYhAogzAffFSK1Q5dO5+eH9cusPilQvYlv2A9p133pVzz3/Zj3wX8D/Tx72VbD2qPKWBTr8AN8SHcnKODGzYqsNWHf0MS/8mhCuh6ANt/2LorYKvOXxRgsw9PCtzW46sDXzBwsssHXAQOVeYbIwO+hBw6xF+DkBy8ViEey+GiAX/AFtQgNLmKa5pcTtrk4qaud5PL4YYRNbmKQwNscjnc5Bqua3KPHloRtgx/ETXwV0KopUAry6FLJSdcIRUCCdeHr8dJPw2YEkQlRX4vCM0/3wsQ+gJ4DfEKyL7DP5z04iCfLvzF9yT4QvdLxaGD9lr6/bFeV5CUerH8VKuxN7PP16gaqmqUyRslk+U/eE+i6RP4m+M3WKruLuz+jPH6VlQS6JZQug3WlOySr0n2x6cPHTqtVBx6lQSfhw4pr72sq6V/n+4Wzwu7UvE0I3xHHyKEEpgMBEGX9bVJ/GM1Tk7eif6B8uSkAfzJgeLRSSMw+Al/CPhr/Nvgl3FSgesdFerjf+D/5LeFabACQQglK6xOdJfw6UPyMsMKXzGHWPlKMod6/xzl/8vFDqllc5DshiOSPX0bx33MyXFXQXGEc0r2uhP+2um5f0ewhBntydu6Feobwv6f4EDRircH/JnBhXv47WEEf97DTaJNCqcYxY03abShakYrDwoV0D+jsIvEH6u1S4DibT+xnnzwf/9o55kPvdH70PzPn//86e/nKLpRfPQxeH08XZdNsj5lPelUfP8IPsTvuRf+zD7YPfEU4oWl2xIZvOAQfQz8/+zUa/fOHDsk6T9w3T/4u1L+RwHvNDmjYtRrJN4+YlTMf8Ko+D/vNpJvqo3gQmxUPGkzfv+rd4Le+ukjZwH2yvuNX/vRF63d1mXm2OQfHyv/6cPGr8D14X4Rsiny/2CavAc3GpOvoXbcwBkf/aDbCuvcPhyE6204ZFWc56yKo+BEfvqeY/AT/b/NYDyqsBpf5Y4af1w6pjhFTIK203HSctT46vFJhVkxqZj+xqTibmJS8Q/6yUPDw5OKCeek4tztxl+kjoJ5njaNcZOKsA8gj00q3kdPKr55blLxzu9NHvr2xOShB0cmFXvpScV7rJOKH90F/v/xpOLhFycVufdNKv75Y5OKKXLy0DHj5CEj0PA9DurcNnnoNZXx1TfvANLff/MvwNcPHZtU+IGs4yeTihNgKQKgun0GVFGgaoeGOVRG00Y5LGUBs/vUHWBJrZNwk/7TH//feHeSsgb267CFueOPP/Ca8xOfqnz52PgfXnyWQ9c3sDX+8Q6wRSaNfxA6ZvzFf7Eb/+nxSePfhG43fv9ztxuftt5u/PGDNuIo5MBugZ9/c68DfhIfBP+Pdv8bDfCfgjg0YQULcGz4EN+t+qc3zj92pjFx2nr7BvyFekdHyV/89VHyNGcdBjMe/hvu9uFX77lD8Q9fOfMg6ixO/u1drbu4/5+9LwGMpCoTrlddfWXCTFV3J5O5qyudORE66QQ5BCqZBmfwIHOEGRAwZGAERAmzDIMH2hUYDSKaCbjLqEgcLxhEA7uryHgEj11B3EHBXRSQAPqLchgXWQ7R+b/vHXV0V3W6k8yleV3Hq++9973vfe973/veUdVqOjmc05OFTyxNjuXTydF9TcleTU+OrM8kR3dCGPjHDD00fH862Q18eOcFLZB43RoAj16wNPmgkU4OXdCEQclObXFyRFsSAiohsxXJBwE28lgTeeYRTPI7C8DmFU0hfXc6NPDJdEjPw2nA2Q8n0Krn0jRM3wwnhPfi/YJ0cmz3ihBIGqA2gBoog7YsOWrokCWcBsuuoGXwjmUNUeq15cluqQVqsoXMaW6BGmwhiRapAW4z9WRWaiEhPalDhNYkDZSaEszfmMCIRNZJ85kr82FaqThPlcRmlkg+dWK+y8ddsHli7optfq5fuJ07A/rxiTl/u3WSLjt+lCCnJxbTHt/ocfXTa5vrS1Ws0SiClxr+rqXx6CMN4xuA7t9WAMqWDIUuP9JY+y+Q6PpNR2Zmk1K80DRDpXRVoPOb7+VWUZAp7ZtZFjPjOpdUnhlJzieYUZrm5ovZFzhBh0NS1fVU4hLzbzs5X7nzazBT5Sba1Pr7b9o9ccG1eXJwpgxprvsl70k05oqc7vLPEjDWrjuoJihxHtiWdRmj5a3QtD/ZuLRvfR51QQ8OFXqWGv27155zl3HTKa3fe8+XjXe/kcUXegWirM08lVncl9/d0bMBUDY2PpXpwxCqV5YBxrsWZ75wzYl9jX3HLN+15Cmj7zPn54+/6VRjpXG0sb6pJ58xMkZj07FvyF9vLM30tTQa/5Hv79j0gws7gMD3dcyrvHGlW1wD5ubqGmYyENJeGnk83KBKmndUkbmRFMougfna1Vhh8rQ/TTYkVZqktLg2kKo7GXp3v3SVOrsB+ag4f8cKGxQ9SAcHxKdLPzTvNGn/zsr8epchAcoqWkFzMoyfG40fvPjJq9L51pM2XLDh55o2gKgHLmR5GsAesgDzuSNCAUUzP3QckUh+7k1+mpqSIiYSKl9ZytJZEnSnnXi38a6PHL3M2PX0D5f/7mN997zDyb1ozmihw2A7xFv9pXLWospg76ktEr+RdGpA01MDu5ekxnY2prq1dGosr6fAqkyBZZgayhup0ceXpQpduqLvgdNIpwo5Q8HxyvHJDrD0cs0QbdhoTA2s11PDXWklC+gKGjx3ZVJDVyxOjcLzqNRBGtIdMGDpIAvawaBvXC9JvUBOB5lPOsjZYQCTRKe2AsBgjAJoTjuk2NEhzYYoR8odRBmGswDnEJxjcI4mCl0ZiK7X1UF0DfFCquYOKUXghOe5DAPewVaFPIfWF/eDJTJWqnqLNWtJlBKDUE+BBZ8Ciz6lpvmh45XInQ0weMzlqMhc4GvHfrTf3+0U7rbdy5OiaqfIFJ2gG+t/9Zd/e4+xJ7r7p//2yc9tGLz/0V03fvq5J27KwKiYdhKDN731qI4zjC2nLz5t6amZjmf3HnX63zbd+u6mlo5vv2tVz+I3nwrdx9y3H5dpTtf1Wsdvaj3SeLXrvPStGzOvJP7j8Uev/69bvtkwb92XU2nR/hLNPzmp/thPaNuXJtNpqsJwYvXJi5/80spEci2ZffcNb37aOOEP/VvSt71/cb8Lx/2zIV47xZFsfvzYxcfdpP3PsuRl6zQtQ3GkNV3KqmloOqrdZkq0EgcQ1Z54x4NPr4MUQA1rKGeek1z8kcSQsRSFOgEiaGqfXg8V7+go6Ef7nCxwvEvmWtio0GzFNlbVWXD5zYA4QfBD5TzU6Ss6U9lGxVQ7JCVdyU1V15L3R9dCB7yWLEonHjQ+fsHmbR8VwqC3LNmCQirU/Vryjqa15PTL15Kbz1oLmm0teZOyFrQZpL0MzvMSo9riCyAZJhnSjgRvgaaCwRtozcRorhFAZm6OXjeSW0wWWmsjTK7qBnKZujEjUzekvaFuVDPgrtc9aDQCbDGZ34zRZkO0cDat1411LSOLKCiJKcdAQOsuw8c6lNWTkhtAi7EVPtSULSGmDoFKoCNF1pIlCWiYQPG89FpyQmatlAAYBC0H8Pw1iQFtKS8AlA9iLNRY+eqhrHPxtNYSWa/TpQN6Cz/Yn64buScdNnPpus6mOjPTNKLpYajtpoJ2ZNOQ1gjPS+sKWlPdqHF001BOB7gRVqV03eimo+tG8k1NQ9sgDXB0JL+0bqi/sW4YOD5qLAt3a3rTUBr52Ij46kY0iLcug/7A08R4uQyPb2C+pMGpTKzAYW1x3ZBxJNyXUbKGtKPI/LSoNTL/zo2bNzuWkWFc5FodorW6BJIsQ2og+TJAmanr1paTRX9atxkrtp5J40KomQUodUtQrlDqCtr7LnAQG1d2uLBidCAghRkMacsB+RJAniEL70TwfAQXtBUgi0shvyPrHmQccZ+QZDGcTVAso260K02ObMGkBqjrOpxSm+9mAhbaAPDRSDm9FyBagZaEnmEwK/BO6n+2nmlgI8Eprb9XICJzb6BF7q0zGhMgDCffAEK4Yy05NgxlXX4B2ia0sa2+4AraYr/PWyq2aJRtQEJPclQSEpx8AeZjsEwa7n2H78jap2cNMhr19WxUJmZ1Vt7+7rsW1/vPpXiAad5/lZrUKlC2vAeLn0kjkc02S4fyaSpLA3B2a0vBenNpAZRkX2mlHEf5gThQb00czVJah1AjpOFOoV/I/PPQ2+B459J8ge0xqDm41ehlG0a1ZyecvQboNTg7c7RhlcTBsBHW6HzD8QQlGC4A0ak716EU6HUuEUishQKhCBjACJCXbhqEUoHgFJxtSXZPMVhZXRTxPIV8okj1FI0xoq2A3B7EioemAd5hnrEBleChQ9CC51x+IqwOzgVI9lI7dR0PmudJClGW2Bjn8GiiRMiERVCqeefRZNkFGiOx3pWTQImw2YJxEzjrJ5hOnEH5ivKI54WuZztPXtHQx9HTzUl33DcmHTamvDrCQ0MyID9RWxMtS/F5XNJLo98p6kZW10o3LyjNYz6vt7lOvRIFLAiJRWkokhgwAWwRaGDiQeFzfLKey7MRLJgv2JqkJk0veaetPn01J9WSvz7qyEeOvjhjNOXqr5qXXJFgqvBn32y+0+CjZNxdRO14FVo0lFIufzOCwkj5dKbnSWUJ2I1c/B89USJtipAeKHgPWDs9ZNEa5l9hQN+RuYIZRj1keb4HrLIe0M1wtrMoCeiDTrgCexc6fEjXQzdZP2I0Rcx4D0mtYfgWpiEBxQn4ltn45p/XQ5bJPWRpogfqowf43QO8pXcCh6zX61IPqB56k8UtAtqzXnUdA0ZjBLRhfbexGB4jwzek60c7jMjYFelIIZ+OjObSkYHn0pFeA5LCqc/rkVtpBg07euQE6ZHnp3skokK+yR7pmCTzB56JccLZSVZ9EYpOfMK0itIH4l2+tgcM8ASYX5SNaVZr4iRzf8aqZ/EWYC9n5dzzWNjyFlojWAtDtFap5TSqLb2C6VAYFJ54RcypSTAv4czUQ58L96Z6U6N8jnTTsMXUDz0T4722AuphKT6T+s/3RFnXTaPgCZ1UZIQKR7oeJCqSdYWx5BmwJC/xTPDHA1oVdWJ7yVo0Q2wLw97nZD8ZXksDc9OBUKO+U9NpzmBP1xfyGbgbQJlRD50UCNIboLCZdmBcVFLqGC8WQ5CO8sXoXSJoB5vt/G0xasXR7hcEcihvUIYUrgDh1JbDuQzwH0UZCZYm+N9A5l8mmASPS5EhJLUDQXWalzdBJ/KRNDx5CZ2q8fAK+fJU6bRqmpbP1JbACYOwNZhZqigzUvezTTgK1ClLoeE6ogWdS4/UlPCIm+dMFT2j6C1s9zwHpkXxrE+XwpjS8MVBUs3sPq+9JF22oXxeB/iE1rr4CmYTQZHKsGAR6Mm59wLbzgM9+bEroGLtrsT4wEW4SpCmKwVES/Rpb78C+x1dv4tVL2D+Gagyy8GIqhRzmxuQ2xzO0CTTtSC4etrdqGkrHWLPPLSQ1yMP8hDRrrmfpNIoUXM0V1A3F1VdqGqdRe/miIXkDdE4kV4XaLRI4hHdMEMFMR9kTxTRgA01OcTk5xCjjoVihGH3Q7frwedQXR7hp1QMuHIRbVFl5YJhuk3wWFEBMHonPXUb5ibW9IkvWuW8Zo9GFdzvtHN3iBRXJJWzmzPMCdJdDx6Pate1+5kmZoUH1dHkEhQ8+6hiafT0Bja/VAlq8peA4Vao3c3sWS8qdJbXdhYY0yuEhXby3hqhkYa4KHCR4CFcfv6VS0VpWk4w+rIx1gJ+vaBHuiraI313HjyDantTiMHvhuc3gJo7WmbPy8FfT0rVWx2cCpQA+2UoGNzkdKSZ3XQG1NnT0Q6w3E3xPJFi1L7pCk6UcW9bYNg2G0ZMUWByFKVqfvuWGJ9saHhSeDEEYjXR+xDE5s+zu+mp43MUOD9bdx0qP6IDLeno0G3p2WONs9XGLSRtREf+mI4Ob09HH4RTT0PoFeko1Hp0wNCjQzfBfXc6OnJrOjq6NR0dOx/iGYC+H+CfhHgGJSeqbwb/A3A+Dn489/D74yyu/gKcEK7vg3MnnNt4nH6efg9Q2byFaEuXMDLHcixg5AEeAcslbQEGwEm2SIsTW2DgAH6Zw9gJXc4WslzeQhb3AbItJEGvcCwztsCgYgvICD6CDtxC6i0Y/p7wUeyYn6K9L+S7BFgFlg49e7WjKWv1dBS0gKgTfNSdR+SUAJlpD6vhIPWXYa2lGHJaiKwmClTxORs6Jw9sPZydBkdZ7tQpDX9CGujUycIdW/tvYr3VCm6SEcqeRciPNGPh3PPYHXhXv2YLtKItMLSiXAPmUaavSLAYDWkP82l4wud0wxsYqoR9Y2dC5Al9nZ0RPs7leULlQRcYBeVBa0NnHO0WtWbzCiyo2VnJJreIFCYT0gKNy4UvuS6C6DnPgevcj8xJ2PQlbBYRESQK2JBkwUlXMH1IePObw0B1NI6cYOW1M5nPQlO8UA2cj7LOWvcS15UKJHAmKxTAEnpwTpG5a1AY6jQ7UnQv83KFoQp55+pCt6W+SJE4hxtOPaAVgDCJ0SeJcmtMlLARLoFG28QZsMBVznIHVmsjJSfLW1E3b1TqFtCe0QS7qc4t5HmS7VsnuxksTGdP5W5mmTA1CIuXFnrrI/WkjyT6oNzsnK31EQ0hcAUJ6JOOTfZJZ9b1SZfM7ZO+OL9PevtsiEhY5AwkrId7neYgwHNJqk86GsJSGgtH2Fw4U5CugaetZ8/kn42Y2ZKOARfpCcZQbPjRdGz0sXRs7BPp2Ag8j26GsDQ838TCRz/B/MD1GHA8Vtiajg09AukA1m2kY505HXGRuvTVuJNypA63z/YRkl46lGtc2q0ZDWq6QecHxsRnNb2UHuCJFRhIRLH9NpU6nRC/+jZ7+pSVKUWZBw21T2pMcCYSDmO3eTxmA+MaZzXjdh194DVAec/5KbP6IfaNI5QWap5MbFQOMFESpHmqu8FNIAg+9SJxSTdl9XasNyuMsnrNkxVoA09GUiopiixym8OFK+Eix/ew86rTSgK8MVxl1Bs6m4jc0hcnkiyDhJF0DIQbBD+mq/RJd54CbnN0fsShducUWtLx7BbwN+txc206PqKl46Do49DHxkHm5piXpeOFfDoOHSzGRxg90d9rAFzT4RnSGjrA9PhIWo93ptNz1HQcLFK44cHygjHQYI0ELNXs3FV206VBookjMQjtDm94aMID0JQ2KFMQ+oDXIvZsVyRS6nfH5Udu+pg+JnwkVOma82/b/ROxw+g+VcPdRpom6XRPSuJBzRgkUkzTVCp2eZpMhvahDkL7g9sukHB6ktPgloBT20XeuIu07SKJXUTbBSphF7STXXKCA+AqtaZ2gVqlwUTlJwvU7iIJccj6DGhR8wvLv49SL2mGrKZb4Kao6R64RdgtpoL5WHyL2DdXlKia7mA3HhPDatR0n5MgyoBRO12fJ3mfc+NhcTW9yxNlCwPy3HnMQefJm1HMg1Mpznaw5BYtJmnQeYrbTy6cEbuYPIoLddyDzEtnrJi7LsoinhyinrI7uXc4xYzYN1fMiIdLEU/ymF9MhwV3OWWvYajjNoE9nqK4Ki5mJ+BheJvhiRmxc3DhjNgyUSoh3oLFPMC4zQkX6+Ie6fG9RYs54SI+ysTNkTpvWE9J8qhd04NOiUqId6UraQhbSmKWu0U99eBthkE4XawrESlvibw4vVLubZveGhv0cGJLSQ5xT/KwR4iifqLInxQ/oS1pHX0l6Waw1uHUkYFEmPBUZyhjjeyIq6ptFNm3OBsGhFS6jdb3BkME1wawCqyoklsg6qpufAxDqebdhQo3WoY+J6YkpUOSDgeRdMXvYEFwyCJOSOpM4AuNuYQksePsY+Va51vp2awiHyWrSm1MrlHeuly+KlyLn2CfKSuRC0JXhRMR+X2hk046DmI+UFOTl+VXY59PKxEIvUT+fbTlGLlFkeVj4JwrPuuOf2OALhZDyFcVRUZAIiHjXVGUmZFYCiH19c432h8Rnj65PWTWytnERxbIS48EwFL6Lfcj8fvuGP3WWvBETovRgO2hVbHYSfJJmLBBjvw+tHi5vFheLi+PxWrkQbl2ZqQurCjzkQwVMESQBCBAgdBYDf9IPGBVkJqjlDfJ8qnPyfMBcvwxQV+ZR1Q14ov2Sv2p3U5QPQZF5BQGxtgH6VmBGV8iMfZle4XjsT+CX18bi9XCsyK+lF8PRZThjEQUQSNlnbw+EgEssRiNBTWg/F5ZjBjnvxJrqI8onUgaMil1jAGFWbowVltjBBWkOkcZ/bVEYvlNyH1ZTf27fExDy8ULl6sRKF/tuTOBPqB2JvIXSU6oQIoaY0U/idKr8A/0q8iFGowtU2Jldj+Js7Qb02BEpTQisASxYAVyls4FeEJ5q6L8rWZm60xZxfwTR4HoxmqUlKrGQOjUehp35lxFVSKRCzEOVFEEUcuRY6lYRVLqQqQdWgDcIjWUgnoT8oog44HfsXpZ6YVcIdJMFYmqUZaKPznAWoYkvCjAnhiyCJIiOgadX0MlB6hXI5GUItfMjDTEuDhx+ahn/2DApEJJMfGRaVVH3JIE8lsbccmH0hCBVKyN0fyAfHhUIiilMjRe3hpr/l2WN2KdKUo3ZzDHjdTa/7ggylHPIDEaHKExeDSsC4UWD348CYTU0EDaPDhjkEB6jzBxjYl/dlDsvCKCB/xQGkBnKLQZsdbuELZwuaKsVxElsrhWUc6tqcG/hoix9IqqgtaiOdZg9sgDLlpUeOzW5vo3CsVNDI/C2Fbi2J9QxJxkPk6xr6BmQMz4/2BQMIge1pwsZLg0XQUuMGIkKKAoTSmCivOu2E09xsPAYTOpGT/aIezumn9X2fBdyUKhQPC0CqNwHw1ZY7eErH69UIhZ/Wah8MosC72v3BL9n+jtr89+6aHon/d+bwZErrGeOfmlG/Tfhkb3Lbr29UUfz3z2kUU3P7zo6RVPzXgyWijon39wUUF55T8XvbRv0cA1+s3X6Ltrfz37pscWPbbvluRDf/xesvF3sz6SvSPzi9DDL/8neeLlr5CXXlz0hdpPv7LoV/uOfukHp1+fGXhm0W8fWnT90o/XjkZ3Kdc3fFwpqF9peGXf3tDjcD42qzC2lzzx9F7y8qyHX15UeP3rUavwSrhQGDviT/u+Oevph2Z9Xe3/zSyIPst6Ze+sJ0J/+FfVqv3Ai3Gl3D6bKXKq9MwLOz530/MzYwcgM3AFx1tljq9Et27tjG6tk3be8Nn+/o/++H34JOEFzs4N6JfcXvCRB4+77/r+2Ec3vs+Vsrf/U1GMBdEwKr84ZyeFQ4wof9rq4/M9Rkr8IxWm9B4frCZySQYjE0XhW5TtXV0/quq18bPpebYvvBTojxvjbux6PDiTcwLgv214+nP3XTulAuvvCj6+A+b+IbLs/cTOT33q7DPP/GnXzef89PrHH3/85seZ+8U5jz/+S3qAH45fPH7OL9B/Dvzc7sybKfAXHuAvRBrE5w1iOMBd/8DrD+zteuzjLrl6J5PTd3LZew1axV+p99+7XrIj/cK+/KjrAa9cQsIzqUxjhI0C+lLX9u0i6cYu8G4nklQnSZ0lt61BAeVuc4PSzvWLnRgf4cIS4GxJGvXN4v2z/eJ6IaPjla8Ux4T4A2iGysURAdsq527llJVN5A8ph3yrE8+3Fiu+6V6cVQuYv3CVkv5qXYGcSRoG6jrJT8i8gQXD5D4yb3j+MDlr29YNFRz/ue2DlUTbP8cH//NA5cWKWVTYg1r2SVF+AI7Z0jZpjiQNdGlSfGCnRKTe2dd6XpOfXSBkwSJ1aIeq9p/dq0o//9kJL8Sl/j03vLoXQoleze/VJ/q6umJXgnhLIckg+CkGPeF+2OIDC34Iij1z/KTjpjnC6UJjvl5p6IN1NOoz0sgGSDoqDc+QKGimtIeBsh7QB6M8AYQKmCqtXXPDTmnkgTftlK4k+s5lff2Mij4pVpD22kjOFhkQff6bdsalfS/cEC/Mhs5G/AZ3Gv0NFZR2FFEzOwRPbw5ZlsOCEyGHBx5w5SCw+zO2j+KCYy8r31Io1vfvhWKN7WXFcheM8zoGrIyNAUsYVJYcD0OyQhrhYuLyRKMf7B0hQ4J786WzvOQXZnCGDrx68k6pwUs5MDS2l+iiDlhiZOqIA+RehnytEy6Imy+tp96hGTzclfnoDHdtNkgp6cadHaJSMPMxO4nsTu3JqIgQ7nWyTwhW+NLsh+C7jvduX++tDoa7vTk42a7l7C0JB3mSfaW5wSuUvPysvgoxu9BDcjnuu/jDvVx8guh0gjlPYzb6o/xKVIze5d0yIshCnYfS/MljWbH8f1W0wArVUh/TMwXP7X5RnhXjVfyzvlB/79ck3qxCUr8vn4Jlz4kq+4qpL3ArPRmW5USfe/znoEvpB42zjQx5uoyhnbd9rKurn1XmPFZa52F8Xg9fZ/MOL0NuEUnZ9Aw55Rly2seQzcciSSj0U0mYS3+f3rnLVzfGMMOYdJ9bXbnE66wSoRPaBRrFDD+SbO/MYu3lsJi3r5ludV7XJtQ58HZo57KP9Yt+IFYY8BBS6p0pedos8w7FvHETxXy8zlfGrhN8XDGeohgQPBmqRJaCgFQ1VZmmBDjkaktRP1XhaiM1Tq3MtKuq3+FVTQVtyLcIJaw0xkdEadKX+7Xl77vQMJD+fX/MlfOON2XHd3aUN5bRF05ivSH7ufpEn6b7c2piwXFfGNLv+urTdmNLTf8Oy9+N+07buL3gqerZPtryH+3BO3Qp/cBu8BBp+uHv88GnRVRuKk4/TN2Da+Q/ta6wvxAf2HWFobN7JaLfd5ww2Yk5/Zv+Tf/Y79VPXuNasIpJlUwJTD9MP0w/TD9MP0zhAzeep2igOW2KT+rhH324Py1vh+TD1Inlz6XD1B2g/apT7w5Pwu/fKuFy104YO++csrHzq0df078f24vffG0V85PjNbIAVVc8DVNc34Vi1rJ5ifuPP9DzEq9+75qu2PQwb+oeAifgApt8iSzY7n6iqxSrvRI2VCMWrjyg9/vsKynM9FsUde1ewO0FfIWwS/Lz3u5dvjVZDs8CgrmSWIaey0rtxMSdCkOMI/K4C7lZvlfovoBlYr7mV+vJstxCrw0dlQrOjpTbPQuefmvGnNAayb2BKJjQkkVswZqzeZUEFdhZuS5dTfdZYZ0prXAt1lbqK+b6nj2By+fRoGX9hFS6VWWoZCnXtUvjdvfqqqBAlfqsE0Gl7aMqTZ/879VP9hVv99/+d6q9jojF7vdZPV/h7EBhJwXvwuqPcumTiT7nOGdPim7vShny/BjsQXo1PWw2i57/bn6vfu86W25KtuVkffbo+IRkxe4d9lBg4tdFHzrrXCHD8yXHSuBpjnJX8Z7KxcJvPmBmqQEybrTDeSg77qgyeBEyuNg+rAqONi6vD+JgOjjafpEQnzR+D1M5xCxMHsUkcNxPhrZ6tt2ZorMLALK9tqN2ZyhLvDt+/HFu3xdtmL6Pbz6SVGnX52/YKQ394SS/vUM3erZqVrkhs2Bf7hfmmtgguu9kse+3eDtb5WWuHtjtAOungdPAaeDfO5AZrLPe0k2HiQMwWKqng7u4tHv/g6L10jnMHpvR7QxT652RzxnCwye67AGc++cMCqvRvTGhei9mQ2k067uF91nHu8fHi2PLet6lAHH+Xk47Dj4XnWzTXtrRXOTsCKcdDd/JjLvBvaq/XjrXyUaM9LuL9pO7XhixUx8Bo8tSwryv5/gRVo4F/uzCkbhdfa6arHFzw1WTfpkOsX5U7hYj3BVBhfRjUZHoDBWxn4qLH/txI3mfdRKM0/a8UDLht/PaPj5EqXCoeLHzpojNmX5bOEZnuGXc413vrWEc80M4tBM+LxBz4siCp7WSZ2ahTEWucKrsL473Osd7lOO93VvTYk+3oETvmQZVBhIzNl52Fim7scIM4RuN1fN3N1ArupS2Xe8++mZU9vPaEQBXrbe+o7Y2qZU8iuVhX2+pgvOnqIZ3LkxwGYJRl9DGvD2SSywXON790ffV+aEvoX9UNKrRcccHF/k0lJ/4ascVvo3qdqHVfgKa5647Qas9+PiJ/ja/iySqsHfv9lmS8L4WOfFe8PYgassXx6Ok6Rubw7cfLwZMNxa/z9YHmRakAX9hOkOICi9uYA0UjZmK3g7xzbg8Owr8HCruu8cVgqN8a/6okp4rsI7LtV4vtLom4Cfifs15pmC7HMR2MU8tkox42kr5mvKRHZf3yPLemcBHH+pHirwljf1Iwf0jxUtiQ7uPdyQkSDb4y3a81Y2MrwiK3kSzq9jJwp6EoXI/4GK6R3FyTS13OxgHd1SoGOir3B7FEKAQ+rBwUMKLikWHqewyQmQrx2Enwz12hiXZ0dey3Y108LP79xWsG/ct3+h9M7wqffh3+uC7AlrwA/qviV7sCCMdnowjjFQ25p2A3xWYmDJY4dOnrBBdZOC0mEc/TNJq8Fe5k/COArLuSif4XGykamffvnF7P6p2xmdNj90t+YIOlRmJaaAX6MxDU7PK1YcFm1WVZuPqQKidEyhsU1gwJnq6LXrGoQsqz7FKmueKcdt7SU1ji/7fP1WYZP8J3PiaapI5HjjZc5noTrhyyDX0aeDhDGRTll7fQcj8EOTMNLBS4AHMvLLe7h8EKLoiPo3R/0DVW35fPbp0sD068a0vPgj80pRF4Br4FSQf/5CYml4uOGHaAmiDhqoEZdwgZUIoPKDLJ0rIZEC4Lvl+cXNN4D32tL30NE/6zM7dYrbh5wWc07FX5HwmAnGidMgRwXdQr3dVrPwiFRl2cA47k83DJTnt8Qo7XVLQM65xNB1E2AtoniU0kSEfRNhUeuYLefOx894dTIYPRf5rj8NkuGhnr2diddhZQGM0jXpWQN2cTfkBcf0s0OAfLQX5DwuKELpP35nZYafq9a3d7hUfukg0RhnrLA65wn2BKck9Rcd8IqJYOuoMM3pcNXcu1SOd4W4y6qqOaIBuvJyF+dwCA+xb6ZJTbCJoyuB2T8nUuOcifefoR+356nG6AVdFlbay4jWQ4h40uNJNMXAvEf/R8SfMBZrxlg34KrczSb17vAnZSwPm3Djld3u9PMLSwC7Ud12tjMUx4qnDklHnkSWz6JMZdbJ2UIhJniZRrZE06qm3hmN3TvKlIG4rVNe7H9yHPsnjvBPFBc/TkFtBlUyEDnmHKUw74Tr3aEm/4RJK/8VUl7df6g47PUuJOoj5zYe6l1xqANNW/6ovYzD6rJV59Y/fwstY+cX00aDtRD5xCzV+0GFPL+viBe1lrwmeivcWrlDJql71pnb1zW+4lN0PlHvfseqF8HHFPuYW84t9xG+px1s08zdhTSYQiolfZwNywMTv2HhiW2xFHLxB2ITWsqckz0J1iVw7YyaZPeuBhop6IN+5yfGQqge17v5xgdwMsN9LLDNlzer1v6Yg83I78+wNJuU2wVSyDab0i8Nc4aHn4nCR2erZIunqX4tQFOg+Co9SevggtfvRMjrRGfRtFYztmPxU3HoxbNH5JMPoFMzROmuBU7c04xC5tdvFgl1TwAJ38fe3Yqf5TIDySSWuFKMfJ6Yi2oRBW4PBAUGTrK2tk0dRFXAqWtuUNNYV+2s5d2u3X31Fi6uzfHP0hZXDURJWmj0/A0gNFAS/5ueaQhlfMSlFxaqsmwkQ96hjKwelDJpEqw5YYo3bHVAREx04JTIzTlufuK0xviYaz/6csFryyUxMM1fb1ovnSievMyapUuLSUgYbgDEIndkctisYyjmqesvpWZFwYk54gaWyxZ1JLQHZizXD8PABdwvJVI+sKCFHiYz4ELtd7rl9wL6Z9gQ4Tto7A/QhpzqKXp66TqjooPeKxlwTEHOOK/P20qXuXM5hiWokz1qFY867ovI3gJyJylExYhyVCjEomg/tHFWHuwE5ILHwQxXcMD91LsUSWzpgyo2+qTJz1ie68ZVqXD/oLl6L4PG8iUN+QG/MEkROmmmg+AMUGasGHs9Fsa26S/Hotv2iz1xz6HwgFbM75k9A1FFPB/oOXopzHdn3x+rTtzn7fY+y3yF5toI5L8T1sLdXcb/T5pqnK5pmqdi4nYgVXH4caWMsbGUnb6KMzluL5g4XSp/j/wwkFJJjHRwKs3l+NTluIv8NeFM+TuALEdFKZ7UvLVoqd73GNM5Uyqjr7+suphU66poFYt6vSR5l7rcQVmwYlZu5qEpf+L8rc3DFxVvd1em/qW++zkzQeEqxdHxTQXt3L2CL6aaJ8M8ZhGVKqDp3akYlkwD6t+sg+7+SmbatxSz2K3wlbaHcBNekpo7Gr5uqZ3uqVblG9aMtvyIHTRkUJc8EJnfUJ31dKGjWY6ykxtTxiQiqu8rmFfwKEw04y0T1UOOYUWX3EPlPi5Qx5cY3K4rqofKJgSpB1Dj9IT6N4cc7Kjch7Qox+Wiwt5s86AzfPiA6wmHFHrZdJZIMsSRD9gP7Xtsqd3iN7bvcndOERq9OwgmPVCsHRX23NWbGoYUPcK/0DHfZNy9HasTIz9su/Ea8MMjzDBOjZUZzlQ9uvNvRfIOrxe4bs7rkxb5Airqdzzke7FHhRFlcMTto8BkURD+OQt/j3UO3jdEf3yIyaq8Lsr9Xrpc2OhsLxXvLo7gWyuyOsrrHoeqcKDt/jWO20hFvwGSsZ3jpo/jKK82i/RhD95ww/pjSwThagYnhUpbO6Qqvzihb71/IoOlgBzZcgUEZbJsEwSroWCvoOT29pv+aQWnKjSVBFbAucBAxTvVlionyMnbY291XwBGBtahavOUdX46rY4C/rTSli4j+xkyV644dxeDh4kUiO5qteMAAEftdVel/X3/as7fKfvf/57HYpWKe2KdHDZhKn6p5cLPcdOxyj4a2P4I9jrKuZhKW/7n6ZDreirvTYl+hxFfS6EZFRZdaK85ut7K75sb43GL50R9fNwxSTcRrtZfIYlkr29cYL6dzyqtXn6wCGom/dim7QFs6aitQ0Kwu27fbB1Y+tHqY1zd/gvlWH1qeqv4pLuX+g1XvK8+D8X3zK6zLyddHpXlMpmwHQtaqqRm/FlBJqyhfR5ORiKmRuqmWzuoprb6Uk20pUy0bUy3tfi25Osmpvq1W75ua+j0Q9TE5Od2Kq0rOZ7DmgtUwz/7hK6Xb2ffC+J8evH8b69ndW2rhkN5N8fFvjjl28FywlthbqZD2OilWGHMNmen0XZHPWevwMXgR5J15YD72+iJ+ptLXcNyI2Y+N1jCfKzOf7WTlJza3BphdXmtH7PyQnNXnsvOZjHUZMadIx3eCnR4gboQoOs2Ac7hMmDjd6Yd8wod88D0I52gRfj//qOt5dJx8gvJ0Pw/xvPWivIb4OV55/cJHi+gcj7ZKeDqVZ7n6nT7Hl52pOCciV9Pn5M5Rfi+U4fcQP4dd8FEXbKgovu56LhThKa7HYRee4TJxKU6u+rvpFEPWmScZ03lnFZpluEFBL5Xjtx22IM6A2/udLs3u5tyglACZhwIosBhV3fzyivpm7GUnxRA544wz/pu5M9D99xk/3jpSt2/fvtAtD4z86EfhGlmWa2fW1tSqM1XwympMlmtiMnWKPBMeZrIH2RUgK8yJuyJHIhE5gZF4lFq5BlykpqY2UlsTgQtPKNfIPq4mOKgyVzPhxFWng5LOpEdtRGYsgLsc48xIROSIArzAQ66txUhybUSNqTHwx+gBnoTicZGIWlurAotmRmoiNIsEvcYoLxPgY1TCI6IPpo1WBb17CxdBrLW1DJ8IFKE0sDglBEYijJaSAB+eMDw1NePGhOCIffUlNxJUNuQo4yunOeKK6oMKgwN4FSsO4AxiGO0C2Pi9mJSivJmrraVgEaD4Zh3x+uw4M8E5RSmNLYJKmUMZoYiUiu3zw6FwpohWLLNWGfMkFkkjpcxTPPj82VDOxWIuCaHCrNaossM1GxsNY6rECXPIocGc34xvIiULqaktSRjzFyyBlEaNFQUqRXc//kZkIf2Cm54kAewJQOROrwTE80ZU7B+Fx2KxWNn4HuoiQs+UZVTMXQvc1Xiqw9cxBUgzG19GXJkqnPwSYaT17ZEgHhCQwF1abDdVnI7iork5tcARuutMsTNxBfpQU4RJcQuendSVylMPpfgi7sxLKC3igocmT2hECQ5k0lFTI3oNQZUCMGRUROZUIBTjCOlz4U9Axyj8tVz1ROwotQirFcW0iwuRasvy0mmpLMeSKAplq1CqPjLBGe8Urhh3AEo0aooS+BOpOILvE8aCHeEp7nwjsUCpxhIrCmd1Ccd9ueGbhd1yynGwtEYV0fUWsVYp1tYMNyYJkEz/fMuRZOvjMk3eryL8UCl2QYpKqATWZykwqH6DUVQXW/Hw2qUqAnozj+NqTBH4BWonrZOhT/OnEhpzl9SlBr1lKtaPpXmy2kNT0m32uBIpti6RWaa+TBHtRhFplADmeekorkVvjceoyqfWJddjfo2BZkYlucRYobwRdgBt9NgUyhCmBJjcMYFI9tF/LmZGghQLJ6pU79XUBDAk4tsIsAZqI548S3lSS1nC1URxr6z4q1eh88rWmp+LjJeiNLEtXTEsj9fcFmUSuCNsHKZQvscCmkTMXy/FeDtjKRXbMuKxHKNSsdu0ElNiOHikwwp/VtFGEJMFJbWCFBqOKNxCU+sOdBFGMatq0bAPKgcrj6KOsUbkw/qIr9ouNpGdctYwHtawZlkajeHCEB8cTAjdjFDcyoONrpmZW1PDB2O2CHuFnTJWsa1TmkopqXo7A6VG8QB5IWOKx76l/Ek5GCNKkZS4cvdkrLjvxVd2lkTz3u3okUggouCr81OKYEVU+GVaHOZFUY5oJ45I5knpR1UxvX50e2MWpy0uoR85/sVwaPXLOej0Z5l/nkXUF9mSilfamfPOnnhCWbfM1QxtwrLdEXOpZGYFa5UR1r5ruMJmZFCNyuauRPYuKiLcOXnWqjhSXxC5N5pXZtxzz2133L7n9t27H937pie+fd/XyYXbf21daP3a2mJt2d5rvdvqtZ4NX0Z+R7aY1/5656+3X2ZdFr/MehfpJf/PCllPWyHymPUb67fWk+QZspVcNucrym2adq/muPmep/3nSEOBHo9oBeENOkSUCqJOH55jv9TcZXi5U9N2oH+2f5wAMCZj6Wff6YLOm+cEz9MOgvvZ4y731+Sfks0aO3LJ5tz0ZfoyfTk8L8kVVtJK3vvQC8/5uPns9rdn9C/v3n1WV3iXXkOPs/idHgJqnmWepfs40w9ou3Cx7Qvnht7wrhrHLi42kZViz3p3NnjvNdGxxzE9/M4pVYV3lnmibk1XqRurm3iGe4SbOIpJuDvpheY91uWwspQYyvOw7/BKDMQ81bbBJRq9Yajz6Iax3SXycACc4nLrA4S3RIh7w3ZJlPGcu9SKvHasbIOYlBvzqcB5GvEttSA9KKwc0KeM7hkz0WIVWXHnEJCbT4X4UFFh2qKopWMXWRaDnlklhVhvul14PRz6DpcE9BbJhmn2hkXaDQMowzKVazsGPr8TPOG1AYcsB4WIcIfoojLIzkwDD5vljbJBL3LmONJjlnicZ7MyFEHJuQcZFuXU9brjDaAG0KnO7rXBvb2YpJdx3ewd6DUHenvhDq4XXTgeRbUR9SuuWUQE1zCQSIkqURk98gbI9UzwQNVhn0OrL6ogZSJNNLoWPWEhStENJs2ZEdSrI8lA1wD1+jCCChHTiz6yFl7vlTXP4eUiZAaZALWoYJlcjNcc1kKJimrDhCLFaTGVDax8GDEOqNADbJGjnA8lssP44RKtAabqo5C4KLKJ5AIKetdpqzFNmrdCWWsyPPjASXSIZLzFKull2WGtKYw6SIDc5707VgNIBNZnHERgA6LHK5QQIgK/o3FeGKjeKBWUM5kAnjnAyqFAOtutH2MlVOwqYD5Wc17FYFeZp+ooXShjZjE3SnzFYhLGcmLJkLYzkXdUvLlkY1312tWCecRRDhkbo/CLswhn9tJyYkx60ialMx5ThkTPNOmDibg30CbRi0Fx5C7NkjnMijJnwwBtlxQzNIQ7WZldshwXja9ENTH0WPlApkIrwmRlimIrorIXjUZ5QTfQtuaDq1o3a5znYOBUuLVdWEVjKBVjOgjUGFYLMp5ygqp0YCEqMQyN9EwfkzguLYKMHXySpuAYY/OaGwth/8NfEZU5aHu1n2vi8Tg9a/AK3prz9aGhgUjEtpmCuhU/m+zwdmyWuZxZiVPS4PzWoCrBL7ZKTM75rEmVydP7VJFrUWa89pnb77999z2v3f/Qvlry+/BF1nvJFrLFujB8Wfwi8m5rS/yya3u3X0YuM8lFRNneSxTrMfJb6/9Zz9zxYeUW7bwLwTXQq8f1wC+B4MR5PT3wgMdh7xLztc9rjz1wx26XO775hFyu8di+xhbjsD+qLMXVx/ZPJrtJJvdB2LL0kOJP5cdjJzb/aeEtO3zcHOo0S71g8+ZT88p5aoQep/I7PVzQU9WqnUJKXbuqnBfxgQe5djfCXnYd7R22s2jX8qUOoI5T8TGQHnQzx8lWAaIBsjkQwQFyHqIq5Hx0PDfRLCbggksGdMyYCEfGK84h5KohzVsLKH7tZZhHU/BBlojtkQEintt5aOmhBobY+CbsDnKr8XXR9gDq2qsnl3OvsuIybiqiiqlHIUzB0BCH3YqThj20T5ynvFg+Fam4i1xa9T66kdgSVpFcKH4sbVddUuqHRhGM8s3fxYbyTClGEXXBou0uJAEZ2eQpAflE7aiuChV02TXpaWYQCooqoFkpLvYojkhw/L4lFEl4Ct9yV+SEnJF2N/u9ku2qllKxdCI4Mu2SPbu2FAfm8XuL6GkJLpI0kUNlRXKQzLAx2kxy+URbPPxde54WZbhEroQkC2GkMcJrpo/po+RgkhRkEPQOD/cWOeXN5Q4Ij0bt51KZXYOiSMabCRpv5sO7oq84Z6BzTcLoSvyeWz69++vf/o71+/BF5J/Iu+C8yHoyflGfpWy/zFJM8rj1263rI8ptDb4uQX9wB9dAj8Pfadq85pzLrcy/NZ/XUu3Tx/Qx0eNnC/PezQR/6ty2bVsux/RIiI/k3sgf3ygFuZDta2npjfpGybKbKukSahmEZHOlLhSCw40Qk9jI6VVvbGyEXNxRJuL80usU6GMMep23SBNynAdlQr1uElmVOFX1BfPiZMExnyxCWni59U2NjSFeC1nkYKjYlUIQWM7pk61Hx6ktMkoHe1jc2CiKYNBD6pEXyz2bFxvGJqOxUS7NuaUF5+l0XYfLppZjjMZNIQC1SDJFqTfKIcYiI2QYkNzQJX3xYll2ECDfHJkIMTZmXU7wXe8xNgEjsz4ChAwW9CymzMbcI1AQXQKyG0MtLoLZ5RhA6CqMjlFk+KnohVsLEq8LvLoBT5tkxNuoQ8QW2cAypI0euUVfDGdIDxmbILq+GEsPfGhp6QlB5bcccwyy1UCXxWxYmbDGPeWmpWIVL0stRmD1ZiFQBqTHtOiNRotBi2KwArYshmoISbK8OKS3HNMCodDi4QalgfqAaMdgcbCyoCL1TZLeQqmCxIuNls1IdIuMosjaeLfhyhVY0iIDchViyYBYNkLAHPBQbIY/qVPnsjkoHxMDyNholFooExfLROqcdvvfSVKphipVts1qqMyB4ar9bFct4CaZuht/HPn4Rc9/9zt73/eJGoXMJf/316a/PhN+iPzuT6krL9T2/jZCYjO2hP6abO5QHtu9e/fFmy++GM7N4GHuy/wMduVDx3Uf7Xe5pcZTxuHu/nfpoBlotFyWdBktRZ1oyAa3tfVGsVGqPIoqYjezG5HqNA3A8Rt8LJbcccfljtO0Zhd2jSZDLG00fee6deva3jdxi0VlxplDsFOWzhB6i/eEEk7ADVVlE3cyRJTuJ+FYts6KDnsEsKqyBK5kttNsFKpPKIQjVhhz2pkQssPOIslvyWSIktLJMalrMGQNcDYEXEbXLA1UY5GIUhEVvapT/k7B52IzyRYLnqxEolxp6B3Ig2tbmEbrbGsLa1InlYewuiYsSWu68AeurautrQtj8rQcLRWbrmRduK0r1NYF/rY2BIU6SVsYY3dRGww40QZYAF04rAGyTocW4JrNQJBQ+khZaTtOLqRfty6JXXeJaYj8ZUACNITUNiBLksIkLK2RupCaNiduG7u0QWemCi6q0ppQG1HDUlglpA0YAhikNes6AS3F29mF5Qwj2nVrJLWura4rDK0NCrImCYWBtG2dbXVtbRqSiA4ZoWrAC0jPNt83x6XOZDN1WLhmLKpd6GZR4lCdBsx01Y6nqM3AznBbG2VxF1YGkNlFSwep2tasCUnhcFcI6hCeaFVAlYVBcUhAGJQqpHatw8oJA3PWtFGqgKGsZsGFQyrwnnJ/TZedJwEmQVhnZwjFeE3Xuq41UNowJO2iNR4uka4iN1B0l9xtuAKXy3WG5mg7BqR4VxKyl9rAFGlu7qobkCrbWXJ4uRt9vQfN3ahI0gnFziW3pQ7EmnkIKB4NdW676rv3v9y8XMVbljLJ/rEjXtoT+d//iYZfPcEqxF4//S+n33T+F9Q+9U+zPvXF6EfU/vnRHy16cE/kznbleeiBN3Rt2ABnF3iY28rPYFc+dFy3+aLNF+3cvPlbYNZc9I3+/lf6fV6PmKTzRVkmn92Tyu2m3VkDxyA4qNTxLgc1Xd32mR0BkQTY5Cl0H+NJZqM/Xwwmg2Yymbys+0Wowvmmz1Sd4vByOr+BYz5FhNCSA2Mzgsk4vC/ZN14KsTEFubIsrc5lFJQt5s93dAjy8/SQ8gr80HVAmGILi5MapKYjY5omXDrQ3yHT8ioUpdmhyIw9eTmfh+R5UzLBozgIsKS6/SSzgvsxIp9HvH5NRc/Y7EAakEYolIkNQjGRGhfR1GvKeFNcXMQoNAGEYVoZ+WKjBcqhaIg2A6RDWU0oBy1IxsQT0OU7oH2aSCJyBJsS0IIt1mT7oxChxFc9oEyetohF4m8QYAECa0o2O/KAFFkM9UErw2SlgwBZgYKbZgbrEOqKVgVWJ5IFhMnIlwze8sgcqM48ZajJahYciiGvibyrfoA1gAWQQ2QlnwFpkLH8SAGE5AOJnSKnGzJnCBYto5iUhZhvdtrtf4dSV+wcefRxOCPpjRWSRsoaKQuV7zzxwtC3vv7tWvIHciHZZv3Bupj84drLrcstmUS2X04iRCa/vqM9otzms/Fw/7v+j2z7yOYrr9u87cptm98FXemRB3riY6rd8wYbw9PRON4DFx2ckVO2OSCSAItlH9XH2iFEI8RvEI3pGBTGbTniv1xRufNNn6w6xeHlxIyLvVxlzz7RkuOIWDAZRhKla16+q2DlsyzL0uocTvZk+dxqrrlZkJ+jh5QLwQ9dM4SFbGFxUoPUNCdBTcGlGf3NhJY3RFFmm0OEsSdHcjlInstK2VzOvU6lqm4ZIKzgfozI5RCvX1NRkzY7kAakMYkLSDhnk0VqXERTb5bgLeTiIkahCSAM0xLki40WKIeiIdpkCNeSmrM5XIeBgiSzeAK6XDO0z2yOTfXksCkBLdhi2cprCBHytUYsk6ctYpFYWbNYgMCaItnmXJYOSpNQH7Qysqx0EEBCOKmUTWIdQl3RqsDqRLKAMIJ8SeIth8zJ0f0NmJjVLDgUQ14TOff0KdRrswTIcV4nlwRpIFh+pABCcoHETpFTNcIZgkVLhrJs1SBXwdLxtJu8k3wWyB159HEg1mxrk5g4CJOu8Nzkxx+eGfroTdGPPBzd98bCsdvvjl37SKS/4SPzo1fr/b854lqwLG6a3FrLBN027pZAp7z8YFsFk3R3HZmAJq1pWezvQypoA+z50Rog7IKLCaCOwRRIMpsAqrK1lXB7gcah6xnY7DAtqANCFLocoyX9lmNQw0DDpMklwlAIVK2aBOjaV65c2aqFsBlPpPXzREkXieJq2pPtxXYO3pK0MCpb7SiK4yyqqK5HYq/9+C2cqIwWB4dmz2uTydowqps1Diqug0OhUFLFMpka5TCRaMlNYGxSbaVLac1Q3SVrL0nisxiT1LAmCBcKrF7MXWUArT3EZYG1cSymTRtxuOBvm2gsBY/XvhJurQpNaLaix8QAU8EDBuT4A9eab23F8WurlwNYuNZ8SFHg0poHf2srgkKmCpiI1JrPMvaYrYAFscJoOp83XXz0bGzKSszg8HAH3y3RCKQHvGpzs1TsNIBzgjSgISm1qu0rNaJIOK2RR+4LogmnvxVkXjWJKRZxJDPUilMclGRzpaS1YslMgdbMYzmVVrwCc5RWBSdlVCxICE5A32q2Kq2tEpKIDhkBtLRiZmxcBPaFOf7ekKQCHPMsiLoYBcLTmodcKIuhPoD2Viwekg61Y0JpFCUfgjqEJ1oVeaxOIAKitWJh8iuxchQooNlKqYLErGbBpVAMWU2YebbuK1jTqrSbIdQPZn5l3gR8CiTN0xpP+TXtqXS5XHuSLpVqULT8SqkVDdjmfEpV66bd/nc+ay521ZRdjXFiadp85bt3/G33vgdmkWet/yXPhq+0LiaXxK8kV5IoeRd5PwlZT5yCdsXk1j0mulwC7mK/LrMqt3mc52DgxPB73U+2VT9JYbaXnaTQQXfSjV9VT1Jw5Z5KpfL7Z5IiVXWKw8uVTFLYE8y05MDYlGDyVE1SlGVpdS6FVkM78+fb26WAFZJ2CFNsYXFSg9S0p0zThEs7+tsJLa9CUZrtCp+kyJOAFZKKJynyecTrO0mRstmBNCCNKXuFBKlxEU29Jv3HN8XFRYzCV0gIpiXIFxstUA5FQ7QpukLSbq+QpEw8AV2+HdqniSQiR7ApAS3YYvkKCSIcf5LCxAIE1hQx2/OAFFkM9UErw2SlgwCipHCFJIV1CHVFqwKrE8kCwgjyJYW3PDIHqjNPGWqymgXnmqTwrJBAvbZLgBwiK/kUSAPB8iMFELLfV0jApuYMwaKlFJO/kSZJB/tNln8IB2PfdLGzR8UlIRiY5mBHaiWpQfnut2/Z9/osMCNetK60nrUugXvUei+aE9ZlaEqcekAXPbi7HAvRd5CmFKbK3TaR9Y62gE1Zk17vYHjXrVuXC+8XU2Jd1SkOLxe83kFLjjsHBZOnypQoy9LqHO6GzPKdlDnc2ui/3tEGYSFbWJzUIDVt62C4CJc29LeFaXlDFGW2zV7vCE9+vQPx+poS62x2IA1I4zp7vQOpcRFNvdkw3kIuLmIUvt4RxrRh5IuNFiiHoiHadXS9o81e71iXxRPQ5dqgfWZzbJ9oDpsS0IIt1lnvWFfRekdbcNWGs225LN3TuQ7qg1ZGlpUOAsKhdbjesQ7rEOqKVgVWJ5IFhIWRL+vwlkPmQHXmKEOzrGbBBa13QL22SYAcN9zm1oE0hLH8SAGEHIj1Ds4QLNq6UDY8vd5xAJ000fUOVyxJmq/s+fYtu9GWeNb6J/I+60LyHuvy7ZdfezmJka3W+8GmGEV7YtXBsCdupB3yYb7W8ZNpe6JsisPLBdsTm/AybU9IB86eOKbYnti0qTJ7IlpqT2w6xOwJEmBPRKftiWm3f5w0JfZERvnMd2/Z/avXHthXY11oXW5dSp6z3mO9iBbF9hetS6990YpZW62oNQrWxeWntCtvORiGxQ93Ys/884NtGkzO/a3IsIhEAhuW7avUsOjt9TMsorNJFL864OPchkV3uUZegfNN//duWHTzGzjms/Xy1XhxGxaRacOiyLBAnnXbT5HeXgbs7u7tZk4EccPCp6n0ugyLY4sNi6uvrsywqCk1LK6eQsMiinUWiUTh6IYyRtxtEYvUSwtc3rCIBhgWNVNiWPRK3QVeE4eQYdHtZ1hEjpk2LA6Mk6bEsCh6F2ShMuO2r9722gM/qAED48Xtz5H3bn+RPAfmxXMkbr2PfACMjBdx4mL1wbAvUnNph3lQ/rNzytxjml71W6eBL36ItMy+AA3tY9DI0SUyqDhfC8X94kenX4QqnG/6sm8p6JPM8RBwOrvxr92Ai4mQBry4XvzoDk/RW6eHz4sf/K3TwBc/9E631Mi9NDayUocf3kRQfz998SNcKsO9h8GLH1Gss7AcDYejnXovNkTvW6e9nZ1wFKSC1RBUUd3R/friR6/UOcproj/myvbgvvjRachFL37Ics8FaNf4NZppN8VOmuhbpz3i1YqIvDnSoHx66LXXXn9g+3PWc+Hnrees95LnrTiJkV+RJ6337Tg2omwYfy/l1Lvtt73FMDry+AZ1Pt8hSel0oNWBL2mzQudM3wi6YApXbbLftIKuG7qm+eRipwNNYWOq2jHbohS95Brx+rlA4+OQd7ZBleC3RIK+Tp8/X5SdenI5bhzpkv1WtEdm/QS5nMuWDa3K5fiJN7z7dr45J8iVEjtSHgO6oSxNks3prEKzIf8OV0unQUYcxqWp370tSrBu82ZA4GeItNjYKGOzdl+by7kYg5GyEn0Bw3kFIyseQzkaI5flYdkcfqkROibawbJP0mK5EBiCazaUtRmB5eLdKpQ0yajGuveUjBaMbgzrODW/OXACT5eQe3hQFlMiaKYS8Fayd0FDKbNYHxgGTzlOgKifkKwmEkwKz9vswg6UAx6aBovAYmdzZZvjVDj8YCj99BvyLZSluhxyVQ/qBr1/FOdtTkw6HaksdSC0RbEyKQ36zN1f37t7Vvh58vx2OMml1vOkxvqA9avtT5Jf3Xv0wdqHeNPxvEWANHm+jl7suCD6fXI6Z5uNuvCo+DaOTyyZi/PE+yi+jh+M/O/NlWxcYNW0ThScegxjMiPvqWOcLrNToh+Y4QIBAAo38McnMEpmCnRqULEYYG1JMkUjBMWgEyw69OMYzU7kt6nDxSNgTleT7yeJdbvIlHM6/XwUfiXJjZ3P58jsa9AipS4eZYPGMAQu/DC0gRTCqevsu2DMSpTx20QQT5SelUu3ORFYirZcmW8Y6sgnWTCTEo65Qd5OThCGrEQaIcyQ6Z0Zr5wUwUJPRkC8TlFiBhKLKxv7/ePOwE76qqmBtSJTLgXW8N+Ha07SnuFre/fVbH/eej78gvW8dSl5waqxYuRR8pR1MHuGGt4xjNczMO0/3TMccDfdM0jTPYNvGaZ7hsPeQc+QUj59x9hX94VfgA4BTjKDfNB61HqKPIqdwikHo1M4/6Px6U7h0HYBnUKjKHjjdKfg09gEcwx/VXaYdAotuTItZWo7BU9G053CAXLQKcxUnt/3VQn6gz9aV1ozSNx6dM6RkdAX1o/PrYAv2+tB8ZG1A5nAdzAqc+bkkh8EV2A3Hc7VVX22e6JbK1fRA3JczbYaJCikL7NqMLN6EPjvoqGQWd2nQ9DqRCau6lA1qyk4PpiRCgoZyMTHU82AszR3dAMZaPekAAQoqwZFjipyg0iKyXPX2R+8tMtwzbCEq2R9tSrBEUtk2oGeQX1VQiFAfAGJXy0jhViQhG+3oZgJH+CqRGb1QAa5MZCJSZl4nxTrUxg3VksZswBZZ+KDClwR0odXLtsD9tcDlNUF3RzUgVEmRlBWT1mnRbMYANlQXNkdsk5fzaRoUEopL+zd99gRoDf+SGqtD5Kt1pXkN/gE+kNpWR+4ouLrfP+GxnHjNgWmVbSJfT+uMuT/IE71ePDjbhPHNXWMwy/M8a/M0Y8EqhxI4Zpqf1OQlMgKhqiqKj5cKBGKRgiKRjfy4xfuMFoV9Gi+HwB0faWPck6lb6LhC1ce7Oy9Afp2kh1fVcUjYf9WpQlcKvscn4SnqrJXDGmhNPqaE8RzPknofKCwlBMuR6TglgLYiMa+j0i/fYaEY264Y9fOCcKQlUgj/dwgvVOnClIEH9wZAfEqRYkZSCwu8efklDpR21grROrdP2riEHAFu3qgapTnnx173UL1/H9kzKq14uRpNO1e2gmdXSZekMxB9KyGjjUBXVuGFBTsJQf1mGTWoCfTTiMgXhW6RWmVGoNeD3t87IuVGHSCg7QrHMzHB5TVmdVxKVPpvx3R3jNGu5JVos/tZD2yffTpcUbhAFomMVdQnPXUg9gZSUiqIgnzoCgXNGlYkgFdouaQx/6pxNkWRcEDbgeahzJgWsSlpasHzcG+GOYlInMrSNLjhUz7gI7sAoOqoEgJWt5rKFV9GAGSMKahqabitb2UAGaQqHqCPsWkVcz8QXwQiHyitoyzs1TBjlqPIYfAVLlmlSQzywiMl7iktwP/+oINGOBVbBDzXOWJk2GFW51ZVhhYtRoHpmTwizHOGbBchvJxOawyewaECKw82Rwo5AEfSzgIZIOBpkh9Cth3+cEMSNApBT2eYDbFQJ4WdPXgjUWcpk4ljnFkB6tNUDow7hIFSUZbFURG6tMJ4wbwVQXkAMyQhGTLy+rTWKEyaTFUaU8YsR1QLUocKwqkvkgOJ3wkmsDWXZUxByWyKhM+5HXOJY9+4z1w3HeMrCp7vhbfS/7PAsVBfgXq4whylQaq40NhqOh25J/ijPO8H4rLyFQIC+h3lZg+F4R6oE8mTQIYTXMwj4Z/VcQiAaQPUSE9pLzhrNP/4VFWseGXipFNbHYwQmKl0Iv1VsE90MxgieTJDD1194OJnMHJDEIZgarY11GGMLbQrCnZ7Mtuqk6BYiAV5ChiVjRQoahF5QIfAK6ikDhrEqg/7UQEWz7VvdAdmKBiJDZmhxYC2keBniJWnI/LYXcBOIugOhMFaAmxIQUGhlCA1bt4GJbBCNt/9Sn1MclQ4nAdYAmpFpXg0FcNKASVFwwSw6DdiOgOCBuYuDSg41Q+qvW4lA6lgw6O6Disg04kJuuxhBjdDIBq02H8uyqB19WsGxrMMCY5Y0w1Y/Whflk9gENmHESX4Uw1rkA/FGeCUlMlvyHtIeYK76Gq4/rHIqryl92v1oLeeBn0xqPW/1lHkJojQHP8O472sVMsSM43JVmLL3Aceed9Wt2Fm6oXe9qIPsUwyRB6Vg3GJL/aLUerhP+UhJ9DQHr0QvnYCvaxBciC0owdNs5QEDR0WClK5rNUlwgW8FuJpq9QVuo8ii0GnDGZ6sWplEzAN05Nel3Nk3AOx2LULyPCWGE8kmgtsKJl6GHijA6lJk4h7QnWy7lGGTpalO0qMxuV2ABSiHCwKxNgeIDlqJTpA1HRSJnVxcLOp5fA4CE3UsUgZ1aLz0pCGcwv4qw5L7ZKJaOA005gZ7Hk0HxjBdBYCqg6NBLVTHwX9PjQKdOGjhTy+R4f2uSSfgHQy6gM0ApWFLBnpEGlHftE3udLYEpD1mh0Zagxg9wA/cqY5PRxfZlOFTUQGD/t1P6dKutggPUaIBtytV3qwXDDTHPseBR6lj/e8+pnJVAcY6A4noT7TOsq68lp5TGtPKaVBy3FtPIocmO28lCVr+3eV4uDle1PXvuk9V5rpiXMjhGqOUYk5439Ys1REJrD/doG5fmDrZyz9KW7WkQyJAnN8baqaMXsWrtRc2QvAWkfKR87wjTH21ya463yEJEWx3kpvliqOWqdvLCpdE+l5shKZoTyZ3zN8TaepEhzINnAwAo0x1CVmiM7Kc0xUrnmqLfZIZlfrl5z3HUQNAd7WfQAaI6bDi/NwaoBmEVmKrv37ZXoYOW95F1kFvkQ6o2vTlscE3PTFgd10xZHhe4wszj4cIWgxfHpfXtr6EjlXdaYNYvM2P7ktOaY1hx/R5qjdlpzTJ1zNMdc5bbbbtn92uuS9eT2J62XYbgyRv68/WXryWtfJqr1IfJnUCPKbSktqbam8I/WpOZWrVlt15rp4nsoK6WSSSJlQ0nSivuQcd+A3iFp7clmLUfamyGuxv9zjrxR07KSGiIy7k9W2/FVfzWpJZtDWTOJC/xaq5YKNWtaBv+FsTVtGCBwE/sfFPuryK3NWhL/TUVrTrarqTxkpmsputGQ7jeEzIBOLdesqjkoTrOaa84RTaUvg0MZNS0PEVtX5pvbcVdAUku1Yio1n2oGslbmU8mVBD/1oWnt+ZzfR25M1nS1JETBA/+lh4ERPrn38j3ftjFLghVNbdVIh6ZqoVZgdz0W3UhkZbrdJOmkdaFR2/H7K0Qz81B1UFNEgdqCrgVwNCdTaRWrWtNSNC811azY/4DICsK+zUf83hY3ce9GMs92VoRUXG0yGNX2h6UQQOEy3cXLdwZ7dtUpdAexLPMYuIEXUKm41Zg6Xaa7fw0dNxPLFaxTaFI+m1WTFGv2n0qCc2KLb3KT0SLJ7cYbCe511qWexR2yXXId7x2ZZFYnuvNBjRjdQq3i1mcVl3blxRyXQfce4/Zv3FhMb2ksFAAzuNPYEFuSZS1N+UGdVmZbeqPNAObcndM1Gt22jFuWgdsysCxGt2XjVyTsnHDTNyhzzJvuopYMvhtb1ERC7AHQDdfEhK4bpiw30kiQXuYbqRNJ/O+7HLSrZHMSBIZ9ZIi1OQQn8Xs/Gg3GloftkF21HMSFJPiADTMH1yTbvI5wCoMY7RncLxNS01gaYHHa8BW5vwP3DvHpl8u6wg3Kq6+99tevxq2Xrfduf5n8+dqXrT+TP1uqNQMgVEd/lH6oIkTfPjFCsmS61Euj8GAcHT1qs2S0yHLGkFvoOwRCboUsMa3QvXkz3dJvQNvL0n3oRqOMn7GQkrjhIgQ6s5F+DWMijslWh061bSP968+sFMqZGVkt9wUY3d0QMBH/EoYQS/71kFwIA/DjFYIPAWRmiz9Vwj4LgpeplavuomfDCEl6oyE143sIIYOb4Rph9l/QW0FZWkMyFIZVVIgyJETfBgmpnOZQloeFSsqgSwGqhCWxeaTxM0v3DnKB0Dic/WGx2Fnn7ohC7A91+V8a0714NInKd9Wp7N+a8W+awZN20aW7yFIYB3T61gx+I8Zkf9Nb+s6FKXbrKaqWlkhWY9sWcVef6wuEVCU2J2VJdWlHwndD4i5GvKtE4NLoNkLcyYl7BOlNpX+noEFnQeheQbHtUOV/IQwOiCZypiNj6qaXxkyHkbAZUOqSCt2BSPdwZul+R0J3WOK3LzXno0FAn4qcl+iGSEkTL4PwmmhvGWQM9GSkqlqWsC2UuDGT8D2Rzj+N7R/XkhS1TQVAT1S+p1KfzEsVXsGuAs84X1AKdmcJHS11hWcq+/btlXDiDnTzSyAnH54egk8Pwf+OhuDTk3dT6JwhOOiNW/ZKOHFHXrJesjRSO603pvXGtN6gpZjWG0XOrTduqdl7BM7XWS+RhPVhOlc3rTcm6qb1BnWHkN6YnvKfQufojZTyx51P7J1FcAIJTrIV7gmr1vrzt1ZElCtQOBQFp901CV+7Nx0USolH7xARTG8AdWFJhoGRlD0ln7ffhTVZgMKiUtFRdMOAnMyJTfWLkTjiMxXTpHlQ+nWEdRZ/R1nKlk7rYCJMoQANvLwKK0pewQAzr9h8MPNYJj8UmMLJxjPVPznX6f5EkVny2QSFZtGBL69gVmshd5w4QZHsDJqaM0Vh+LPivurcx1/oUERtVeJYEoG2c+qm+mkS/6n+tXa6Et4IF+YkIdZsaf11GeK7/pRzpsE+a4Jf/ehw6NLx0pGR6Ny+cDL7WkonTvVLTZQ0HuIz1d/kP9XPPtbFHtpAowaVQi+a6u90+a+Riqf65QlM9a9dybNKuzNiU/1NxVP9LWU/kTR5tzKTq9OkULaRTfVnG41wOLCGD2uXrVX2xffitBGcSVIATRx6TpJGcHemZ7co010j7KFwPtstivvqineLmo98o2S36DB6Vg3WSoX3lLQAf6fa2R3TDXga/HeLervuiDQCB2RBaf4BXi4JDRPpG0fwUnyjuAducO0WHfkI2y1aK03Yeb71UOu3W3RVSZpuvHC2YNYj1BOj/hDfLToOScjnYbch173fd4siYWDImV6wy5D7Z7/dot+Yot2iSqWG3Ig9AIxUYcjNZaVwGXIbvYbcjil6MfZXBpF08zQ05MzTDhVDrsx7dqRGPqFzVnLjrAWf1S6UFiyPyDP9onk/oGgWP3XWVUhIZdGmyhF6ridlxL6CD2N0Ytdo1oHsmyQlrV+/HmwiYvLArjqtrqtrfXunZOL7vmvqpFPMLt8Vis4u4kIJbj1pJ4qirqe8A3xham/iVgmwE4lirsGIpEtZr6innCKtr1tzSvv6FGYu1UnrXSSwcnS6C6l0rT+lK2x2niJ15c18O9qQJNx+CgFCCfhP6WJmJ/sSlrk+33lK15rO9V11fsZoWUfwH4vCpHOqxkEVuRrl02O11kvWSyRlFUBkQ43l4+u+1JlBwMJk3nWdtH1+IJxuX6v4bFdhIjmJD3bxkbopY/++ekDh2trNrsm8mo3klXwio8CRQxkhX+irYwN2zSpUKqr9WlfGHFDi9KXp1fS9errR3k+QCn6DeFW8ly1V0XHxIggcQEB7AYNWFRT67vZUyZtOyQbCsJeWVk3VdyL205GQIrK04IvaJVdlIvJUvZk+7f6xXURecGujCqaqooL3q1ov9w03Ngjgv2mXc9/djboAflu7kvtGGpcK4A+1D3LfjxuzAviAVuC+BxuPFcCHtWu475FGUwAf0/q5b7RxlQD+Rvs49z3T2CmAz2kD3DfWuFEA/6zdyH2vNHYL4OvaTdSn7JWIbn2EAk+IydpnbWiafJRBG2RtiKU6QZe1L4oIlmF9VMRtJP0swrGydquNIWNx6CpZ+6oNbSLXMuhGWRu2oYstDr1Q1v7Nhi4hH2PQK2Xtbhu61OLQfln7tg1dRq5j0JtkbcSGLrc49FZZ+6ENXUE+zqB3y9qPbeiRFof+WNYesKFvINcz6COy9qANPcri0Gdk7WEbejT5BIO+ImuP2NCsxaGxkPaYDW0mn+T8DWmjNrTF4tClIe03NjRHBjh/Q9ozNrTV4tBVIe05G9pGdnD+hrQxG3qMxaEXhrQ/29A3kkHO35D2ig091uLQ/pD2ug==</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>
|