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    "# Catboost tutorial\n",
    "\n",
    "In this tutorial, we use [catboost](https://tech.yandex.ru/catboost/) for a gradient boosting with trees.\n",
    "\n",
    "You can install catboost with pip:\n",
    "\n",
    "```\n",
    "pip install catboost\n",
    "```\n",
    "\n",
    "or with conda:\n",
    "\n",
    "```\n",
    "conda install -c conda-forge catboost\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
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Qu(t),null;if(r=0!=(128&t.flags),null===(l=o.rendering))if(r)qu(o,!1);else{if(0!==Fl||null!==e&&0!=(128&e.flags))for(e=t.child;null!==e;){if(null!==(l=lo(e))){for(t.flags|=128,qu(o,!1),null!==(r=l.updateQueue)&&(t.updateQueue=r,t.flags|=4),t.subtreeFlags=0,r=n,n=t.child;null!==n;)e=r,(o=n).flags&=14680066,null===(l=o.alternate)?(o.childLanes=0,o.lanes=e,o.child=null,o.subtreeFlags=0,o.memoizedProps=null,o.memoizedState=null,o.updateQueue=null,o.dependencies=null,o.stateNode=null):(o.childLanes=l.childLanes,o.lanes=l.lanes,o.child=l.child,o.subtreeFlags=0,o.deletions=null,o.memoizedProps=l.memoizedProps,o.memoizedState=l.memoizedState,o.updateQueue=l.updateQueue,o.type=l.type,e=l.dependencies,o.dependencies=null===e?null:{lanes:e.lanes,firstContext:e.firstContext}),n=n.sibling;return 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t=void 0;\"string\"==typeof this.props.plot_cmap?this.props.plot_cmap in je.colors?t=je.colors[this.props.plot_cmap]:(console.log(\"Invalid color map name, reverting to default.\"),t=je.colors.RdBu):Array.isArray(this.props.plot_cmap)&&(t=this.props.plot_cmap),this.colors=t.map((function(e){return q(e)})),this.brighterColors=[1.45,1.6].map((function(t,n){return e.colors[n].brighter(t)}));var n=ze(\",.4\");null!=this.props.ordering_keys&&null!=this.props.ordering_keys_time_format?(this.parseTime=Tr(this.props.ordering_keys_time_format),this.formatTime=Cr(this.props.ordering_keys_time_format),this.xtickFormat=function(e){return\"object\"==Za(e)?this.formatTime(e):n(e)}):(this.parseTime=null,this.formatTime=null,this.xtickFormat=n),this.xscale=De(),this.xaxis=dn().scale(this.xscale).tickSizeInner(4).tickSizeOuter(0).tickFormat((function(t){return e.xtickFormat(t)})).tickPadding(-18),this.ytickFormat=n,this.yscale=De(),this.yaxis=pn(an,undefined).scale(this.yscale).tickSizeInner(4).tickSizeOuter(0).tickFormat((function(t){return e.ytickFormat(e.invLinkFunction(t))})).tickPadding(2),this.xlabel.node().onchange=function(){return e.internalDraw()},this.ylabel.node().onchange=function(){return e.internalDraw()},this.svg.on(\"mousemove\",(function(t){return e.mouseMoved(t)})),this.svg.on(\"click\",(function(){return alert(\"This original index of the sample you clicked is \"+e.nearestExpIndex)})),this.svg.on(\"mouseout\",(function(t){return e.mouseOut(t)})),window.addEventListener(\"resize\",this.redraw),window.setTimeout(this.redraw,50)}},{key:\"componentDidUpdate\",value:function(){this.draw()}},{key:\"mouseOut\",value:function(){this.hoverLine.attr(\"display\",\"none\"),this.hoverx.attr(\"display\",\"none\"),this.hoverxOutline.attr(\"display\",\"none\"),this.hoverxTitle.attr(\"display\",\"none\"),this.hovery.attr(\"display\",\"none\"),this.hoveryOutline.attr(\"display\",\"none\"),this.hoverGroup1.attr(\"display\",\"none\"),this.hoverGroup2.attr(\"display\",\"none\")}},{key:\"mouseMoved\",value:function(e){var t,n,r=this;this.hoverLine.attr(\"display\",\"\"),this.hoverx.attr(\"display\",\"\"),this.hoverxOutline.attr(\"display\",\"\"),this.hoverxTitle.attr(\"display\",\"\"),this.hovery.attr(\"display\",\"\"),this.hoveryOutline.attr(\"display\",\"\"),this.hoverGroup1.attr(\"display\",\"\"),this.hoverGroup2.attr(\"display\",\"\");var a=function(e,t){if(e=function(e){let t;for(;t=e.sourceEvent;)e=t;return e}(e),void 0===t&&(t=e.currentTarget),t){var n=t.ownerSVGElement||t;if(n.createSVGPoint){var r=n.createSVGPoint();return r.x=e.clientX,r.y=e.clientY,[(r=r.matrixTransform(t.getScreenCTM().inverse())).x,r.y]}if(t.getBoundingClientRect){var a=t.getBoundingClientRect();return[e.clientX-a.left-t.clientLeft,e.clientY-a.top-t.clientTop]}}return[e.pageX,e.pageY]}(e,this.svg.node())[0];if(this.props.explanations){for(t=0;t<this.currExplanations.length;++t)(!n||Math.abs(n.xmapScaled-a)>Math.abs(this.currExplanations[t].xmapScaled-a))&&(n=this.currExplanations[t]);this.nearestExpIndex=n.origInd,this.hoverLine.attr(\"x1\",n.xmapScaled).attr(\"x2\",n.xmapScaled).attr(\"y1\",0+this.topOffset).attr(\"y2\",this.height),this.hoverx.attr(\"x\",n.xmapScaled).attr(\"y\",this.topOffset-5).text(this.xtickFormat(n.xmap)),this.hoverxOutline.attr(\"x\",n.xmapScaled).attr(\"y\",this.topOffset-5).text(this.xtickFormat(n.xmap)),this.hoverxTitle.attr(\"x\",n.xmapScaled).attr(\"y\",this.topOffset-18).text(n.count>1?n.count+\" averaged samples\":\"\"),this.hovery.attr(\"x\",this.leftOffset-6).attr(\"y\",n.joinPointy).text(this.ytickFormat(this.invLinkFunction(n.joinPoint))),this.hoveryOutline.attr(\"x\",this.leftOffset-6).attr(\"y\",n.joinPointy).text(this.ytickFormat(this.invLinkFunction(n.joinPoint)));for(var i,o,u=[],l=this.currPosOrderedFeatures.length-1;l>=0;--l){var s=this.currPosOrderedFeatures[l],c=n.features[s];o=5+(c.posyTop+c.posyBottom)/2,(!i||o-i>=15)&&c.posyTop-c.posyBottom>=6&&(u.push(c),i=o)}var f=[];i=void 0;var p,d=Ga(this.currNegOrderedFeatures);try{for(d.s();!(p=d.n()).done;){var h=p.value,v=n.features[h];o=5+(v.negyTop+v.negyBottom)/2,(!i||i-o>=15)&&v.negyTop-v.negyBottom>=6&&(f.push(v),i=o)}}catch(e){d.e(e)}finally{d.f()}var g=function(e){var t=\"\";return null!==e.value&&void 0!==e.value&&(t=\" = \"+(isNaN(e.value)?e.value:r.ytickFormat(e.value))),n.count>1?\"mean(\"+r.props.featureNames[e.ind]+\")\"+t:r.props.featureNames[e.ind]+t},y=this.hoverGroup1.selectAll(\".pos-values\").data(u);y.enter().append(\"text\").attr(\"class\",\"pos-values\").merge(y).attr(\"x\",n.xmapScaled+5).attr(\"y\",(function(e){return 4+(e.posyTop+e.posyBottom)/2})).attr(\"text-anchor\",\"start\").attr(\"font-size\",12).attr(\"stroke\",\"#fff\").attr(\"fill\",\"#fff\").attr(\"stroke-width\",\"4\").attr(\"stroke-linejoin\",\"round\").attr(\"opacity\",1).text(g),y.exit().remove();var m=this.hoverGroup2.selectAll(\".pos-values\").data(u);m.enter().append(\"text\").attr(\"class\",\"pos-values\").merge(m).attr(\"x\",n.xmapScaled+5).attr(\"y\",(function(e){return 4+(e.posyTop+e.posyBottom)/2})).attr(\"text-anchor\",\"start\").attr(\"font-size\",12).attr(\"fill\",this.colors[0]).text(g),m.exit().remove();var b=this.hoverGroup1.selectAll(\".neg-values\").data(f);b.enter().append(\"text\").attr(\"class\",\"neg-values\").merge(b).attr(\"x\",n.xmapScaled+5).attr(\"y\",(function(e){return 4+(e.negyTop+e.negyBottom)/2})).attr(\"text-anchor\",\"start\").attr(\"font-size\",12).attr(\"stroke\",\"#fff\").attr(\"fill\",\"#fff\").attr(\"stroke-width\",\"4\").attr(\"stroke-linejoin\",\"round\").attr(\"opacity\",1).text(g),b.exit().remove();var _=this.hoverGroup2.selectAll(\".neg-values\").data(f);_.enter().append(\"text\").attr(\"class\",\"neg-values\").merge(_).attr(\"x\",n.xmapScaled+5).attr(\"y\",(function(e){return 4+(e.negyTop+e.negyBottom)/2})).attr(\"text-anchor\",\"start\").attr(\"font-size\",12).attr(\"fill\",this.colors[1]).text(g),_.exit().remove()}}},{key:\"draw\",value:function(){var e=this;if(this.props.explanations&&0!==this.props.explanations.length){(0,Re.each)(this.props.explanations,(function(e,t){return e.origInd=t}));var t,n={},r={},a={},i=Ga(this.props.explanations);try{for(i.s();!(t=i.n()).done;){var o=t.value;for(var u in o.features)void 0===n[u]&&(n[u]=0,r[u]=0,a[u]=0),o.features[u].effect>0?n[u]+=o.features[u].effect:r[u]-=o.features[u].effect,null!==o.features[u].value&&void 0!==o.features[u].value&&(a[u]+=1)}}catch(e){i.e(e)}finally{i.f()}this.usedFeatures=(0,Re.sortBy)((0,Re.keys)(n),(function(e){return-(n[e]+r[e])})),console.log(\"found \",this.usedFeatures.length,\" used features\"),this.posOrderedFeatures=(0,Re.sortBy)(this.usedFeatures,(function(e){return n[e]})),this.negOrderedFeatures=(0,Re.sortBy)(this.usedFeatures,(function(e){return-r[e]})),this.singleValueFeatures=(0,Re.filter)(this.usedFeatures,(function(e){return a[e]>0}));var l=[\"sample order by similarity\",\"sample order by output value\",\"original sample ordering\"].concat(this.singleValueFeatures.map((function(t){return e.props.featureNames[t]})));null!=this.props.ordering_keys&&l.unshift(\"sample order by key\");var s=this.xlabel.selectAll(\"option\").data(l);s.enter().append(\"option\").merge(s).attr(\"value\",(function(e){return e})).text((function(e){return e})),s.exit().remove();var c=this.props.outNames[0]?this.props.outNames[0]:\"model output value\";(l=(0,Re.map)(this.usedFeatures,(function(t){return[e.props.featureNames[t],e.props.featureNames[t]+\" effects\"]}))).unshift([\"model output value\",c]);var f=this.ylabel.selectAll(\"option\").data(l);f.enter().append(\"option\").merge(f).attr(\"value\",(function(e){return e[0]})).text((function(e){return e[1]})),f.exit().remove(),this.ylabel.style(\"top\",(this.height-10-this.topOffset)/2+this.topOffset+\"px\").style(\"left\",10-this.ylabel.node().offsetWidth/2+\"px\"),this.internalDraw()}}},{key:\"internalDraw\",value:function(){var e,t,n=this,r=Ga(this.props.explanations);try{for(r.s();!(e=r.n()).done;){var a,i=e.value,o=Ga(this.usedFeatures);try{for(o.s();!(a=o.n()).done;){var u=a.value;i.features.hasOwnProperty(u)||(i.features[u]={effect:0,value:0}),i.features[u].ind=u}}catch(e){o.e(e)}finally{o.f()}}}catch(e){r.e(e)}finally{r.f()}var l=this.xlabel.node().value,s=\"sample order by key\"===l&&null!=this.props.ordering_keys_time_format;if(this.xscale=s?Ya():De(),this.xaxis.scale(this.xscale),\"sample order by similarity\"===l)t=(0,Re.sortBy)(this.props.explanations,(function(e){return e.simIndex})),(0,Re.each)(t,(function(e,t){return e.xmap=t}));else if(\"sample order by output value\"===l)t=(0,Re.sortBy)(this.props.explanations,(function(e){return-e.outValue})),(0,Re.each)(t,(function(e,t){return e.xmap=t}));else if(\"original sample ordering\"===l)t=(0,Re.sortBy)(this.props.explanations,(function(e){return e.origInd})),(0,Re.each)(t,(function(e,t){return e.xmap=t}));else if(\"sample order by key\"===l)t=this.props.explanations,s?(0,Re.each)(t,(function(e,t){return e.xmap=n.parseTime(n.props.ordering_keys[t])})):(0,Re.each)(t,(function(e,t){return e.xmap=n.props.ordering_keys[t]})),t=(0,Re.sortBy)(t,(function(e){return e.xmap}));else{var c=(0,Re.findKey)(this.props.featureNames,(function(e){return e===l}));(0,Re.each)(this.props.explanations,(function(e,t){return e.xmap=e.features[c].value}));var f=(0,Re.sortBy)(this.props.explanations,(function(e){return e.xmap})),p=(0,Re.map)(f,(function(e){return e.xmap}));if(\"string\"==typeof p[0])return void alert(\"Ordering by category names is not yet supported.\");var d,h,v=(0,Re.min)(p),g=((0,Re.max)(p)-v)/100;t=[];for(var y=0;y<f.length;++y){var m=f[y];if(d&&!h&&m.xmap-d.xmap<=g||h&&m.xmap-h.xmap<=g){h||((h=(0,Re.cloneDeep)(d)).count=1);var b,_=Ga(this.usedFeatures);try{for(_.s();!(b=_.n()).done;){var w=b.value;h.features[w].effect+=m.features[w].effect,h.features[w].value+=m.features[w].value}}catch(e){_.e(e)}finally{_.f()}h.count+=1}else if(d)if(h){var x,k=Ga(this.usedFeatures);try{for(k.s();!(x=k.n()).done;){var S=x.value;h.features[S].effect/=h.count,h.features[S].value/=h.count}}catch(e){k.e(e)}finally{k.f()}t.push(h),h=void 0}else t.push(d);d=m}d.xmap-t[t.length-1].xmap>g&&t.push(d)}this.currUsedFeatures=this.usedFeatures,this.currPosOrderedFeatures=this.posOrderedFeatures,this.currNegOrderedFeatures=this.negOrderedFeatures;var E=this.ylabel.node().value;if(\"model output value\"!==E){var C=t;t=(0,Re.cloneDeep)(t);for(var T=(0,Re.findKey)(this.props.featureNames,(function(e){return e===E})),M=0;M<t.length;++M){var N=t[M].features[T];t[M].features={},t[M].features[T]=N,C[M].remapped_version=t[M]}this.currUsedFeatures=[T],this.currPosOrderedFeatures=[T],this.currNegOrderedFeatures=[T]}this.currExplanations=t,\"identity\"===this.props.link?this.invLinkFunction=function(e){return n.props.baseValue+e}:\"logit\"===this.props.link?this.invLinkFunction=function(e){return 1/(1+Math.exp(-(n.props.baseValue+e)))}:console.log(\"ERROR: Unrecognized link function: 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e.effect<0})),(function(e){return-e.effect})))||0;A=Math.max(A,2.2*Math.max(R,j))}this.yscale.domain([-A/2,A/2]).range([this.height-10,this.topOffset]),this.yaxisElement.attr(\"transform\",\"translate(\"+this.leftOffset+\",0)\").call(this.yaxis);for(var U=0;U<O;++U){var I,$=t[U].features,B=-((0,Re.sum)((0,Re.map)((0,Re.filter)($,(function(e){return e.effect<0})),(function(e){return-e.effect})))||0),W=void 0,V=Ga(this.currPosOrderedFeatures);try{for(V.s();!(I=V.n()).done;)$[W=I.value].posyTop=this.yscale(B),$[W].effect>0&&(B+=$[W].effect),$[W].posyBottom=this.yscale(B),$[W].ind=W}catch(e){V.e(e)}finally{V.f()}var H,q=B,Q=Ga(this.currNegOrderedFeatures);try{for(Q.s();!(H=Q.n()).done;)$[W=H.value].negyTop=this.yscale(B),$[W].effect<0&&(B-=$[W].effect),$[W].negyBottom=this.yscale(B)}catch(e){Q.e(e)}finally{Q.f()}t[U].joinPoint=q,t[U].joinPointy=this.yscale(q)}var Y=En().x((function(e){return e[0]})).y((function(e){return e[1]})),G=this.mainGroup.selectAll(\".force-bar-array-area-pos\").data(this.currUsedFeatures);G.enter().append(\"path\").attr(\"class\",\"force-bar-array-area-pos\").merge(G).attr(\"d\",(function(e){var n=(0,Re.map)((0,Re.range)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].posyTop]})),r=(0,Re.map)((0,Re.rangeRight)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].posyBottom]}));return Y(n.concat(r))})).attr(\"fill\",this.colors[0]),G.exit().remove();var K=this.mainGroup.selectAll(\".force-bar-array-area-neg\").data(this.currUsedFeatures);K.enter().append(\"path\").attr(\"class\",\"force-bar-array-area-neg\").merge(K).attr(\"d\",(function(e){var n=(0,Re.map)((0,Re.range)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].negyTop]})),r=(0,Re.map)((0,Re.rangeRight)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].negyBottom]}));return Y(n.concat(r))})).attr(\"fill\",this.colors[1]),K.exit().remove();var Z=this.mainGroup.selectAll(\".force-bar-array-divider-pos\").data(this.currUsedFeatures);Z.enter().append(\"path\").attr(\"class\",\"force-bar-array-divider-pos\").merge(Z).attr(\"d\",(function(e){var n=(0,Re.map)((0,Re.range)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].posyBottom]}));return Y(n)})).attr(\"fill\",\"none\").attr(\"stroke-width\",1).attr(\"stroke\",(function(){return n.colors[0].brighter(1.2)})),Z.exit().remove();var X=this.mainGroup.selectAll(\".force-bar-array-divider-neg\").data(this.currUsedFeatures);X.enter().append(\"path\").attr(\"class\",\"force-bar-array-divider-neg\").merge(X).attr(\"d\",(function(e){var n=(0,Re.map)((0,Re.range)(O),(function(n){return[t[n].xmapScaled,t[n].features[e].negyTop]}));return Y(n)})).attr(\"fill\",\"none\").attr(\"stroke-width\",1).attr(\"stroke\",(function(){return n.colors[1].brighter(1.5)})),X.exit().remove();for(var J=function(e,t,n,r,a){var i,o,u,l;\"pos\"===a?(i=e[n].features[t].posyBottom,o=e[n].features[t].posyTop):(i=e[n].features[t].negyBottom,o=e[n].features[t].negyTop);for(var s=n+1;s<=r;++s)\"pos\"===a?(u=e[s].features[t].posyBottom,l=e[s].features[t].posyTop):(u=e[s].features[t].negyBottom,l=e[s].features[t].negyTop),u>i&&(i=u),l<o&&(o=l);return{top:i,bottom:o}},ee=[],te=0,ne=[\"pos\",\"neg\"];te<ne.length;te++){var re,ae=ne[te],ie=Ga(this.currUsedFeatures);try{for(ie.s();!(re=ie.n()).done;)for(var oe=re.value,ue=0,le=0,se=0,ce={top:0,bottom:0},fe=void 0;le<O-1;){for(;se<100&&le<O-1;)++le,se=t[le].xmapScaled-t[ue].xmapScaled;for(ce=J(t,oe,ue,le,ae);ce.bottom-ce.top<20&&ue<le;)++ue,ce=J(t,oe,ue,le,ae);if(se=t[le].xmapScaled-t[ue].xmapScaled,ce.bottom-ce.top>=20&&se>=100){for(;le<O-1;){if(++le,!((fe=J(t,oe,ue,le,ae)).bottom-fe.top>20)){--le;break}ce=fe}se=t[le].xmapScaled-t[ue].xmapScaled,ee.push([(t[le].xmapScaled+t[ue].xmapScaled)/2,(ce.top+ce.bottom)/2,this.props.featureNames[oe]]);var pe=t[le].xmapScaled;for(ue=le;pe+100>t[ue].xmapScaled&&ue<O-1;)++ue;le=ue}}}catch(e){ie.e(e)}finally{ie.f()}}var de=this.onTopGroup.selectAll(\".force-bar-array-flabels\").data(ee);de.enter().append(\"text\").attr(\"class\",\"force-bar-array-flabels\").merge(de).attr(\"x\",(function(e){return e[0]})).attr(\"y\",(function(e){return e[1]+4})).text((function(e){return e[2]})),de.exit().remove()}},{key:\"componentWillUnmount\",value:function(){window.removeEventListener(\"resize\",this.redraw)}},{key:\"render\",value:function(){var t=this;return e.createElement(\"div\",{ref:function(e){return t.wrapper=Jt(e)},style:{textAlign:\"center\"}},e.createElement(\"style\",{dangerouslySetInnerHTML:{__html:\"\\n          .force-bar-array-wrapper {\\n            text-align: center;\\n          }\\n          .force-bar-array-xaxis path {\\n            fill: none;\\n            opacity: 0.4;\\n          }\\n          .force-bar-array-xaxis .domain {\\n            opacity: 0;\\n          }\\n          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       "</script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import catboost\n",
    "from catboost import CatBoostClassifier, CatBoostRegressor\n",
    "\n",
    "import shap\n",
    "\n",
    "shap.initjs()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's first explore shap values for dataset with numeric features."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "X, y = shap.datasets.california(n_points=500)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<catboost.core.CatBoostRegressor at 0x13fe19db0>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model = CatBoostRegressor(iterations=300, learning_rate=0.1, random_seed=123)\n",
    "model.fit(X, y, verbose=False, plot=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
       "<div id='iWQ5G8E5R33FKI413314F'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\n",
       "  Have you run `initjs()` in this notebook? If this notebook was from another\n",
       "  user you must also trust this notebook (File -> Trust notebook). If you are viewing\n",
       "  this notebook on github the Javascript has been stripped for security. If you are using\n",
       "  JupyterLab this error is because a JupyterLab extension has not yet been written.\n",
       "</div></div>\n",
       " <script>\n",
       "   if (window.SHAP) SHAP.ReactDom.render(\n",
       "    SHAP.React.createElement(SHAP.AdditiveForceVisualizer, {\"outNames\": [\"f(x)\"], \"baseValue\": 2.0691855349544515, \"outValue\": 1.437001141504652, \"link\": \"identity\", \"featureNames\": [\"MedInc\", \"HouseAge\", \"AveRooms\", \"AveBedrms\", \"Population\", \"AveOccup\", \"Latitude\", \"Longitude\"], \"features\": {\"0\": {\"effect\": 0.1712011202257883, \"value\": 4.1518}, \"1\": {\"effect\": -0.030050889150537895, \"value\": 22.0}, \"2\": {\"effect\": -0.042902306338323766, \"value\": 5.663072776280323}, \"3\": {\"effect\": 0.05879272561482168, \"value\": 1.0754716981132075}, \"4\": {\"effect\": -0.05133137758311133, \"value\": 1551.0}, \"5\": {\"effect\": -0.45510330501491203, \"value\": 4.180592991913747}, \"6\": {\"effect\": 0.2900773341426293, \"value\": 32.58}, \"7\": {\"effect\": -0.5728676953461538, \"value\": -117.05}}, \"plot_cmap\": \"RdBu\", \"labelMargin\": 20}),\n",
       "    document.getElementById('iWQ5G8E5R33FKI413314F')\n",
       "  );\n",
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      "text/plain": [
       "<shap.plots._force.AdditiveForceVisualizer at 0x13fe1bd90>"
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     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "explainer = shap.TreeExplainer(model)\n",
    "shap_values = explainer(X)\n",
    "\n",
    "# visualize the first prediction's explanation\n",
    "shap.plots.force(shap_values[0, ...])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The above explanation shows features each contributing to push the model output from the base value (the average model output over the training dataset we passed) to the model output. Features pushing the prediction higher are shown in red, those pushing the prediction lower are in blue.\n",
    "\n",
    "If we take many explanations such as the one shown above, rotate them 90 degrees, and then stack them horizontally, we can see explanations for an entire dataset (in the notebook this plot is interactive):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<div id='iFV6LL45ZFA37OW4LNU2R'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\n",
       "  Have you run `initjs()` in this notebook? If this notebook was from another\n",
       "  user you must also trust this notebook (File -> Trust notebook). If you are viewing\n",
       "  this notebook on github the Javascript has been stripped for security. If you are using\n",
       "  JupyterLab this error is because a JupyterLab extension has not yet been written.\n",
       "</div></div>\n",
       " <script>\n",
       "   if (window.SHAP) SHAP.ReactDom.render(\n",
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{\"effect\": 0.1539657564632936, \"value\": 34.17}, \"7\": {\"effect\": -0.4899257293819813, \"value\": -117.3}}}, {\"outValue\": 1.020899951925912, \"simIndex\": 310.0, \"features\": {\"0\": {\"effect\": -0.6514990232407178, \"value\": 2.2188}, \"1\": {\"effect\": 0.015717777201390573, \"value\": 20.0}, \"2\": {\"effect\": -0.04270515362148008, \"value\": 5.739795918367347}, \"3\": {\"effect\": 0.029477043133378244, \"value\": 1.1785714285714286}, \"4\": {\"effect\": 0.0015091502350846487, \"value\": 521.0}, \"5\": {\"effect\": -0.032079609175111816, \"value\": 2.6581632653061225}, \"6\": {\"effect\": -0.6798825240227825, \"value\": 39.14}, \"7\": {\"effect\": 0.31117675646169934, \"value\": -122.88}}}], \"plot_cmap\": \"RdBu\", \"ordering_keys\": null, \"ordering_keys_time_format\": null}),\n",
       "    document.getElementById('iFV6LL45ZFA37OW4LNU2R')\n",
       "  );\n",
       "</script>"
      ],
      "text/plain": [
       "<shap.plots._force.AdditiveForceArrayVisualizer at 0x13fe1ad10>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# visualize the training set predictions\n",
    "shap.plots.force(shap_values)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To understand how a single feature affects the output of the model, we can plot the SHAP value of that feature vs. the value of the feature for all the examples in a dataset. Since SHAP values represent a feature's responsibility for a change in the model output, the plot below represents the change in predicted house price as `MedInc` (median income in block group) changes. Vertical dispersion at a single value of `Medinc` represents interaction effects with other features.\n",
    "\n",
    "In this dependence plot, we've selected the `HouseAge` (median house age in block group) feature for coloring from which we can observe:\n",
    "\n",
    "- At lower `MedInc` (let's say <=4), the `HouseAge` doesn't have a strong impact on the house prices (or at least, the dependence relationship isn't that clear).\n",
    "- At higher `MedInc`, older houses tend to have higher prices (we can generally see that the red dots are higher than the blue dots, for the same `MedInc`)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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A+aEshBDlqaCu8HfffRc/Pz+H17vvvlvg9W+99RY1atRgzJgx17zH66+/zoMPPki3bt24++67Wbt2LTVr1uTNN98srR+rWKTFUghRIXm1CSZ8WhfOT9qOLdOMWz0/Dravy9K7dxLW0Iu+42tTLcy9vMMUQogCvfTSS0ycONGhrKDWytOnTzNt2jTmz59PWlrecmqZmZn2/2ZmZuLt7bxpg5eXF/379+e3334rheiLTxJLIUSFFTKxJcHjm2A8n8VXk0+RfsYMwLFtaSTGHuGxb1ug0cq4SiFE+Sposs61ur2vdurUKUwmE/3793c61rNnTzp27MiWLVtcEmdZkMRSCFGhab10XMjWkJ5kdihPiTNy/lgW4Y1k+0UhRHkr/hfcVq1asWbNGoey3bt38/TTTzN9+nTat29f4HVZWVksXrz4msfLiySWQogKz8NbW6RyIYSoLPz9/YmOji7wWNu2bWnTpg0bNmxg6tSpDB06lMjISM6fP8+0adOIj49n3rx5ZRvwDUhiKYSo8ELqedGgvR/HtqfZyxrfEkC1cI9yjEoIIfKopVx/aGgoJpOJl19+maSkJLy8vOjSpQvTp0+nQ4cOpXz3olFUVS3tvw9RBJmZmURHR7N27doCB+sKUVVZTDZ2r0wk7ngWYVFetLw1CK2bLGwhhCh/ycqLTmWB6pRyiKT8SYulEKJScNNraNe/+nXPyUk3s39xHFmJRup3Dya8lX+x7nU21shvvyZx7qyJho08uGtkNfz85HEphBA3Ik9KIcRNwZhpYfZDO0g7nwvAv3PP0ufZKFoOdV4P87r15NqY+u550tOtACRezOBCvJlXJoW7PGYhxM1CVqe4TPqRhBA3hYN/xduTysu2zIwpcj379mXbk8rLjh/LJeGC+RpXCCGqOlftFX4zkBbLAsTGxvLTTz+xf/9+Tpw4Qe3atfn1119veN3AgQOJi4tzKt+0aVOh1rISQhRfTqpz4pedakZV1SLtIe7uXsD3bVVl/7J4ej1QqyQhCiHETU8SywKcOHGCTZs20bRpU2w2GzabrdDX9u7dm9GjRzuU6fV6V4cohLhKgx7BbJkZg3rFxzWqZ3CRkkqAJk09qB1p4HRM/h6/vjm5bP0xgVpRXjToEuiqkIUQN4mq3EJ5NUksC9C9e3f7mlKTJ0/m4MGDhb42MDCQ5s2bl1JkQohrCa7vzYA3mrLp21NkJZqo3y2Ink81KHI9Go3C8y/X5O0HD5JhAg+TGb/sHACO/ZMsiaUQQlyHJJYF0Ghk6KkQlVFUz+pE9bz+zPHC8PTU0iDQRtzhTIdy3+rS+yCEENcjGZSLLV++nM6dO9OtWzeeeOIJjh8/ft3zTSaTfZP5zMxMsrKyyihSIW5eJovK+39k0uOVJAa+ncyi7bk3vugq3R6IQOOW373lW91A6wEhrgxTCHGTkMk7+aTF0oW6d+9Os2bNCAkJ4dy5c3z//fc89NBDzJ49m/DwgpcqmTFjBt98800ZRyrEze2TRVnM+Duv+zohDV74MYPQAA3t6he+xbFehwDGft+aw+uTcPfS0qR3MO7e8sgUQjiryonk1eQp6ULPPfec/c+tW7emU6dODB8+nFmzZvHii86r8gOMGTOGUaNG2d9nZWXRv3//Uo9ViJvZkn+NDu9VFZb+ayxSYgkQGO5Bl3tl/UohhCgsSSxLUVBQEK1ateLQoUPXPEev18uscSFczNdD4ULqVWWeMvJHCFFapMXyMnnSCiFuKjviVXp28ODKVYb8vRTuvsW9/IISQtzU1AJeVZW0WJaiixcvsnv3bvr161feoQhx00vJttFvvo0tcQA6mjX0ZkCAhRA/DXd1cSc0QFveIQohxE1PEssC5ObmsnHjRgDi4uLIyspi1apVALRt25aAgAAeffRR4uLiWLBgAZA3G3zjxo107dqV4OBgzp49y8yZM9FqtU4LpgshXGfTvDg2zYsjO8tKjeoB6BpFYNZq2J+r45bqet69tXgJpc2m8v5aI7P+NePjrvBsDwPDW+hcHL0Q4mYgk3fySWJZgOTkZKfJNpffT58+nXbt2mG1WrFa8/cTDgsL4+LFi0ybNo2MjAx8fHxo374948ePJywsrEzjF6KqOPxPCqu+iwXyRji1jkvG6KZlecO8rRd3xBe/Q2rKGiOvLMufBHTXT9msfcSL7vXksSmEcCSJZT55QhagZs2a7Nix47rnfP311w7vmzdvzldffVWaYQkhrnJkc4pTWaOLafbEsn1I8R/2P+xw3HtcVeGnnSZJLIUQ4jrkCSmEqLR8gpxXVEg35HVXtwyGSV2KPz/Rq4DFGrz00iohhCiIPBsuk1nhQohKq/2A6vgE5Y971OoURowLY+soLbvu01LDq/gP+2d6GBzee+nhkc6yNJgQwpnsvJNPWiyFEBWKMd3E4V9OkX4qk5pdq1N3QDiKUvBD2qeanke/bM7evxMxZllp2j2QauEeLoljVBs9wV4Ks3aa8TUoTOiip1F1mVkuhBDXI4mlEKLCsJpsLLlnPSlH0gE4+ttpLu5NodMrLfJOyDbCiXhoEAruea2HHj5udBxcOnt439ZQx20NZSa4EOL6qvK6lVeTrnAhRIURuybOnlRednj2SUyZZpizEcIehhZP5/13/pZr1nM61sS6jZmcjzdf8xwhhHAV6QrPJy2WQogKw5TunAhaTTascWkw5jPINeUVJmfC/Z9Cn5bg49j1PWtuCouW5SWnigL33uXPoH5+pR67EEIIabEUQlQgtXqFovNy/L5bs0swHidj85PKyzJyYPcph6K4eDOLl+e3eKoq/PpHKukZVgoSm66y+rSNDNP1O7JikqxcyLAV4ScRQlQtSgGvqklaLIUQFYZHNQN9Z3RlxwcHSDuVQVjXGnR4qTlkZ4BGA7YrkjudGzSs6XD9+Tgz6lU5otkCFxIs+Po4Trz530Yr72xVsargo4fZ/TUMrOf4Xftipo1h32ey8aQFjQL/aafn25FeuGmr7i8NIYSzqtz1fTVJLIUQFUqNNtXo/3N3x8JqBpg8AibNzWuGVBR4+16o7u9wWoN6BnRuecnkZd5eGmrXcpyAs++iyptb8jPQDBOM/ctG7HgF3RVJ4wsLs9l4Mq8ymwo/bDfRKdKNR7q6u+aHFUKIm4x0hQshKofXRsDhT+GXiXDsc3huiNMpvr5aHn04CG+vvEebv5+Wx8cHodc7Puq2F7DV44VsOJ3uWL7uhMXpvHXHncuEEFWbWsCrqpIWSyFEmVAtNjIWnsB0OAXPnuF4dq5544uuFlUz73UdXTt50b6NJ4nJFqoHueHm5txFda2tHtv9ZOOZ9vBa57xEtEmIlpNJjmMrm4TIWpZCCEfSFZ5PWiyFEKVOVVViB/3JueGLufjKJk53mUviu9tK7X56vULNEF2BSSVA82CF/3VWuHqoZJoJ/rfJxpzDecnkO/09CPbOP6lFTS2PdXPckUcIIUQ+SSyFEKUue+1ZspbFOJQlvrUVa4ap4AvKwOtdtcSM0xLu7Xxs4fG8jqzmNd04+Zo/8x7wZuk4b3Y+60uApzw2hRCOZB3LfNIVLoQodeYz6U5larYFa2IOWp+8HXQunsom5VwO4c198fQrm91uwn0UogIVzmaqV5Xn/9nboHBnK9kjXAhxPVU3kbyaJJZCiFLndWttFL0W1ZS/nqS+SSD6OnkLly+bdpzdSy4A4KbXMPjVKKJuqVYmsU3qrOGf81ZyL83JCfWCx1tLq6QQQhSHPD2FEKVOV9ObsLn90EX6AuDeMYTw3wYAELs3zZ5UAlhMNv765CQ7z5g5cqHghc1dqXsthQMPaHm3m4b/66Vh3wNaavlK64MQovBcOSs8MzOT8PBwFEVhx44dDse+++47oqKicHd3p2XLlixevLgEdyod0mIphCgTPkPq4z24HmqOBY1nfld3wslsh/PS3dz4LDCM8x9mANCviY7fHvDGQ196yV5df4UXO0oyKYQoHleOqXzzzTexWJyXNZszZw5jx47llVdeoVevXsydO5ehQ4eyYcMGOnXq5LL7l5S0WAohyoyiKA5JJUBYUx+H9ytDgjnvkb8A+dKDZj7bmFsm8QkhRHk6fPgwn3/+Oa+//rrTsUmTJjFy5EjefPNNevbsyfTp02nfvj1vvPFGOUR6bZJYCiHKVUgDb7qPiUCry/vGf9bH0+mczTEVa1Fys1Xluy1Gxs3N4qtNuRgtVXk5ZCGEq2aFP/744zzyyCM0bNjQofzkyZMcPXqUESNGOJSPHDmS1atXYzQaix27q0lXuBCi3HX9Ty1aDwoh/YKRvZtV5uwyOxxvE16xHlUjf8jkj715MX4DLDxgZsk4n+tfJIS4abmiK/y3335j3759/P777+zcudPh2OHDhwFo1KiRQ3njxo0xmUycOnXK6Vh5qVhPayFEleXpp8PTT8c71axsO5Nh3/GmU20tT3SvOHtzH7lgtSeVly09aGbPOQstw+SRKoTIYzQanVoSDQYDBoPzJgvZ2dlMnDiRd955B19fX6fjKSkpAPj7+zuUBwQEAJCcnOyiqEtOusKFEBVKnWpajrzsx+oJPvzzpA+bn/bD173iTKxJySm42zslW7rDhaiqCpoV/u677+Ln5+fwevfddwu8/q233qJGjRqMGTOm7IIuJfL1WghRfixW+GgRLPkXIoLgxWHQpBZuWoVeUWWzSHpRtY/QEhGs5UyWBsxWMNuo5a+ha115nApRdTl/+X3ppZeYOHGiQ1lBrZWnT59m2rRpzJ8/n7S0NCBvyaHL/83MzLS3TKalpRESEmK/9nJLZmBgoGt+DBeQJ6EQovw89T18viz//eJ/4fD/QXX/cgvpRmbsVznr7gWXfj+Eu1lYPlKH7uqNx4UQVdq1ur2vdurUKUwmE/3793c61rNnTzp27MjPP/8M5I21vHJiz+HDh9Hr9dStW9d1gZeQJJZCiPJhtsB3qx3LUjJh7iZ43PkBWxFkm1WeXWfDdkWv91mLG5mqjCoSoioryeSdVq1asWbNGoey3bt38/TTT9uXFKpbty5RUVHMmzePwYMH28+bO3cuvXv3Rq+vONvOSmIphBCFdD4T0gpY1eNgkkqHUGmxFEIUnb+/P9HR0QUea9u2LW3atAFg8uTJjBo1inr16tGzZ0/mzp3L1q1bWb9+fRlGe2OSWAohXC71VCaHF8SiWlUaDg4nsIHzLEd0bvBQb8eu8ABvuLtr2QVaRHX8IMIHzmTkl2kU6B4uSaUQVZkrd965lnvuuYfs7GymTJnClClTaNiwIfPnz6dz586lfu+iUFRVlamMFUhmZibR0dGsXbsWb2/v8g5HiCK7eDCVP+//B0tO3j7fGp2Ggd91JrRNAYPLLVb4eFHe2MorJu9UZJvOqdyz2EpsBvjq4f0eGsa3lK5wIaqyw8qHTmWN1IkFnHnzkxZLIYRL7f3hpD2pBLCZbeyZeZzQNh2cT3bTwrND8l6XmFcdJ/eTTahZJgz3t8Fwf9vSD7oIuoYpnBqr5UQqhHmDVynuYS6EEJWNJJZCCJfKTTc7l6U6lxXE/M9pMm6fAda8xdEta06i5lpwH9/RpTGWlFajEFVxVvcQQpSzsugKrywksRRCuFT922sSuyHBqexajPHZnP/iMMbYLILOnEBzKam0H/9qW4VLLIUQ4kqSWOaTxFII4VINB9ciN8XE/l9OoVpVGt9Vm6b3RBZ4rjnFyM4OizDGZgHgxgWcGgI18sAWQojKQhJLIYTLtXygHi0fqHfD8xJ+OWlPKgGS8COAdIfv/u4TOpVChEII4ToyCzqfJJZCiHJjSTM5vM/BnZPaWjQa4gfZJvT3t8Vwd4tyik4IIQpHusLzSWIphCg3wXfVIWbyLlRT/rhK73ub4vNjj3KMSgghRHHJ4mtCiFJhs9iIeWMX25r9wa4eS0laFut0jmd9X5ovuRXfrtUxRHgR9lhjGnzRpRyiFUKI4lNRnF5VlbRYCiFKRcxrOzkzZa/9/b5NF2i7fRA+ras5nBfYJ4zAPmFlHZ4QQriMjLHMJy2WQohSEf/DMccCq8qFWcfLJxghhBBlQloshRClQuPp/HjReulYe8rKoiM2avkpPNBKi79H1e0yEkLcHKpy1/fVpMVSCFEqak1s5vBe66dnfqcoes408eFmC08vN9PxGyMZRulEEkJUbjLGMp+0WAohCi1tbzKH39pD5rEMgnrUoPGkVugDDAWeGzahMYYwTxJ+PYWumjs1H2vM8AVah3OOJqnM2WdlbDt5FAkhxM1AnuZCiEIxpRj5Z+BqzKl5a09mncwg+0wWnf/odc1rggbXJmhwbQAsVpXknFyncxKypMVSCFG5yVMsX5G7wrOzs3n99ddZtWpVacQjhKigLiw/Z08qL7u4Oo7chJxCXe+mVRjU0PGRo9XAkMbaa1whhBCVg3SF5ytyYunp6cmKFSvIzMwsjXiEEBWUtoDJOIpOg1Z/7cRQTcnGuu00anZeQvrtID33NtfirYfGwQq/3qWnaXUZ6i2EEDeLYnWF161bl7i4OFfHIoSowGrcHoZ3A18yj6XbyyL+Uw+dv77A842frSf+lb8x5OTi4wWGH0YROKg5s+8s+HwhhKi8qm4L5dWK1VRw33338dtvv3H69GlXxyOEqKC0Bi2d7vSmq/4EXdSjdLjDQLO3W5Pw2T5Ojl5F/Id7sGabAUjedJb5U2NZFdyCJREd+EcfSc6Yn1FzTDe4ixBCVD7SFZ6vWC2WMTEx1KhRg5EjR3LLLbcQERGBu7u7wzmKovDwww+7JEghRPkzzfoXy0tL0F16r5+7hbjDKcTvsQCQPPsYaYtiaLhmMFvf3keWzsN+7Rmf6oReSObiC9uJ1/vRoGs12g4OQdFU3YevEELcjIqVWH799df2P69du7bAcypzYhkbG8tPP/3E/v37OXHiBLVr1+bXX3+94XWqqvLDDz8wb948UlNTiYqKYuLEiTRv3rwMohaidFl+3uVU5rbnNJC/HWPG2vNkbU8g8Zxzy+RFDz/+3W3G7JZGzM40Mi4a6TkushQjLj17ElRmHbTh7gYPNtNQx18SZCGqMpkVnq9YieXChQtdHUeFcuLECTZt2kTTpk2x2WzYbLZCXffDDz/w1Vdf8dhjj9GgQQPmzZvHY489xuzZswkPDy/lqIUoZX7uTkW2AkbTWDNMVGsRSNzmiw7lCQGBmN109ve7FsXbE8tsk0pKtkqYf8WfyLP6tI3bf7dhufRY+L+dVraM0tK4miSXQlRVVbnr+2rFSixDQ0NdHUeF0r17d6KjowGYPHkyBw8evOE1RqORGTNmMHr0aEaNGgVA69atGTZsGLNmzeLFF18szZCFKHWGp7tjmb8fjHld3+i0ZNWsBact9nP0Ed54dwulU5gPfz24iewLeetW+tT15oS5ukN9qi3vO/7Uv3N4468cMo3QJlzL3Pu9qR9ccZcgenerak8qAdJN8MlOG9NvrbgxCyFEWSnxAumpqamcP38egJo1a+Lv71/SKsudRlP0VpO9e/eSlZVFnz597GU6nY6ePXuyZs0aV4YnRLnQdojAa8eTmL/dBjYV3Zj2RAT6cvb5zWRtuYBnm2DC3+uERqclsKEfI9bczoV/EzH463EL9ODbB3diysnPyOreEcqw7zKYv89sL9t51sqDv2Sx/gnf8vgRCyUp17nTK6lwS3kKIW5S0hWer9iJ5dGjR/nggw/YvXu3Q3mrVq147rnnaNCgQUljq1RiYmIAiIyMdCivU6cOv/zyC7m5uU4TnISobLTNQtF+PDj/PVBv7m0Fn6vXULNzfivl6E+as2BmHLsuanHz0zMn1Yu9x81O1204acFoUTG4VcyupRENNexOsF1VVjFjFUKUDZt0hdsVK7E8fvw4Dz/8MEajkR49elC3bl0ATp48yfr163n44Yf5/vvvqVevnkuDrcjS09PR6/UYDI77Jvv4+KCqKhkZGQUmliaTCZMpf6JDVlZWqccqRFlIzlZ5fk4mZ3ZlojfZiKqj4+RFDyxWyE5R2Gsq+Dt+ZKCmwiaVAM+3V8gyK3y/T8XdDZ5qq+GuhhV/bKgQQpSFYiWWX331FW5ubnz33XdOLZPHjx9n3LhxTJ8+nalTp7okyJvZjBkz+Oabb8o7DCFcbvjMLNx3pnF5OfSjx/O/QGlQQVVBcUwgtRqYNtizDKMsOq1G4a1btLx1S3lHIoSoKGTyTr5iJZY7d+7krrvuKrC7u379+tx55538/vvvJQ6uMvH19cVkMmE0Gh1aLTMyMlAUBR8fnwKvGzNmjH2yD+S1WPbv37/U4xWiNJizLez69BAn116gTaaBuLAapHs7J4ruKtS0WDmvy38EhfoqbHrShzrVSjz0WwghypSMscxXrCd4bm4u1apVu+bxoKAgcnNzix1UZXR5bOXp06eJioqyl8fExBASEnLN8ZV6vR69Xra4EzeH9c/tIOavvMl8TYD6F5NZ0bElZp3zo6al0UTf5npSdFqahmh5qoc7Qd7SpSyEEJVZsRLLsLAwNm7cyIgRIwo8vnHjRsLCwgo8drNq0aIFXl5erFq1yp5YWiwW1qxZQ9euXcs5OiFKnzHNxOmV5x3K9BYrNRNTOB0aDECfrp7kGlUys2x07+DJbd28yiNUIYRwKekKz1esxLJfv358/vnnvPLKKzz44IP21rpTp04xc+ZMtmzZwmOPPebKOMtUbm4uGzduBCAuLo6srCxWrVoFQNu2bQkICODRRx8lLi6OBQsWAGAwGBgzZgxff/01AQEB1K9fn3nz5pGWlsbo0aPL60cRoswoWgVFq9jXp7wsI9ST3EhPxnV3Z0T3ij1+UgghikMSy3zFSiz/85//cOTIEVasWMHKlStRLg3AV1UVVVXp06dPpU6mkpOTnRY0v/x++vTptGvXDqvVitVqdTjn/vvvR1VVZs2aRUpKClFRUXz66aey646oEvTeOhoMr82ROTH2sk1t6jCnek3MmbBuuZV4rYknusrQDyGEuFkpqqoWe8zpli1bWLduHefOnQPyusijo6Pp2LGjywKsajIzM4mOjmbt2rV4e3uXdzhCFInNYuPwz6c4t/ECllq+DMmtjemK7186LcS+6EUNHxlLKYS4eWxQvnUq66Y+XOjrly5dynvvvcfBgwdJT08nLCyMIUOGMGnSJPz8/AB44IEH+OGHH5yuXbZsGbfffnvxg3exQrVYvv766wwfPpxmzZoBebPC69SpQ6dOnejUqVOpBiiEqDw0bhqa3FePOkMiWL7XiGmx4/dWsxX2xdsksRRC3FRK2hWenJxMx44deeKJJ6hWrRr79+9n8uTJ7N+/nxUrVtjPq1u3LrNnz3a4tnHjxiW6t6sVKrFcvHgxHTt2tCeWjzzyCG+88UaFypCFEBXDxh/P8M/ss2TYNOhaN8Z8xRapBjdoVVOSSiGEuNLVwwejo6MxGAyMGzeO8+fPU7NmTQA8PDwqfINeoZ7w/v7+JCUl2d+XoPdcCHETO3cogw0zY7GaVTytVgbFnEOv5m1/6KGDzwYZCPKSxFIIcXNRUZxeJXV5Wccrd+erDArVYtmiRQu+//574uPj8fX1BeDvv/8mNjb2mtcoisLDDxd+fIEQovI7uzfd4X3bxBSapKTT45PWtInUE+ApMyeFEDefgprbjEYjRqPRocxgMDht/Xwlq9WK2Wzm4MGDvPHGGwwaNMi+8g7k7W7o5+dHTk4OzZs357XXXmPIkCGu+SFcpFCJ5TPPPMPkyZOZO3cuqqqiKApr1qxhzZo117xGEkshqp7A2h5OZTWqudGrkR5FI0mlEKLqePfdd3n99dcdyiZNmsTkyZOveU3t2rXtE6Jvv/12fv75Z/ux1q1b0759e5o2bUpqaipffvklQ4cOZd68edx5552l8jMUR5FmhZvNZpKSkhg4cCDPPPMMPXr0uO75oaGhJQ6wqpFZ4aIyG/tLJpm/nqJFWl7LpUWjMOS1hjTvce2duoQQorJbo8xwKuuSe2+RWyz37t1LVlYWBw4c4K233qJu3bqsXLkSrVbrdK7NZqNLly6kp6dz8ODBkv8QLlKkdSx1Oh0hISEMGDCAZs2aSeIoRBWXkmxh184svL011G/qxcztJiy1w9iQHUigycxJb0/qeXvTvLwDFUKIUlRQC92NksiCtGjRAoDOnTvTvn17WrVqxfz58wtskdRoNAwfPpznn3+enJwcPDyce4wK4/jx41y4cIFmzZrZlzYqiWItkD5p0qQS31gIUbkd3J/Nx9PiMJvzHqmhYXq0Vi8sisI5Tw/OeeY95EyW8oxSCCEqpxYtWqDT6Th+/Hip1L948WKefPJJYmJiAFi5ciW9evUiISGBLl26MGXKlGJ1scv0TCFEsfz2a5I9qQSIO2diaKDZ4ZxqXgpDmuvKOjQhhChTpTErfOvWrZjNZurWrVvgcZvNxrx582jatGmRWyvXrl3L0KFDCQwMZNKkSQ6r/VSvXp169eoxZ86cYsVdrBZLIUTVlXk6E0ummYR45yUwbg3XENHanRVHzEQFa/lfX3f8PeX7qxDi5lbSRHLYsGG0a9eOFi1a4OHhwZ49e5g6dSotWrRgyJAhnD59mvvvv5977rmH+vXrk5KSwpdffsmOHTv4/fffi3y/N954g5YtW7J161ZSUlKcJhR17tyZH3/8sVg/iySWQohCsZmsbJ2whbOL85YZ61rdi/VR9ch1z9/7u3UrLx5s68l75RWkEEJUQh06dGDu3LlMmTIFm81GZGQkY8eO5dlnn0Wv1+Pj44Ofnx9vvfUWCQkJ6PV62rVrx7Jly+jbt2+R77d9+3beeOMNNJqCv/iHh4cTHx9frJ9FEkshRKGc+vmkPakEcEvIoqP/edZFRGIwKPTt50/rtl7lGKEQQpQPWwmvf/HFF3nxxReveTwwMJA///yzhHfJZ7PZrjuxKDExEb1ef83j1yOJpRCiUBJ3JDqVBWVl8+n0Ouj1Cnq9dHkLIaomtZKt09u4cWM2bNjAhAkTCjy+ePFiWrZsWay6S/ybIDY2lt27d5OZmVnSqoQQFZh/0wCnsoBmAXh7ayWpFEKISuShhx7it99+47vvvsNmy2tvVRSF7OxsnnjiCTZv3sy4ceOKVXexfxts2LCBwYMHM3z4cMaNG8ehQ4cASE5OZsiQIaxataq4VQshKqB699UnqFOw/b1HqAeNJzQk9s2dHB+7nqQ/Y8ovOCGEKEeq4vyqyB599FHuvvtuxo4dS4MGDVAUhXvuuQc/Pz8+++wzHnjgAUaNGlWsuovVFb5jxw6effZZGjZsyIABA/j666/txwIDAwkPD2fFihX06dOnWEEJISoeNy83ei7oTdKORMwZZgKa+7Ovw58YT2UAcOHbI0S83Y5aL7cu50iFEKJsVbaucIBZs2YxfPhwZs2axeHDh1FVlY4dO3LfffcxfPjwYtdbrMTy22+/JSoqipkzZ5Kenu6QWAI0b96cpUuXFjsoIUTFk7T8LKl/x+HZyI/q99bl4qzj9qTysnNT9xL+QksUrXSNCyFERTd06FCGDh3q0jqLlVgePHiQ8ePHX3Oaeo0aNUhMdB7oL4SonE699i+n39pjfx8/4xhBA8KczrNmmFEtKorztrZCCHHTUuW7tF2xEkubzXbdaeipqanodLLbhhA3A0u6idgP9juUpW28QOiDDVAMWlSj1V5ebXgdNAbJKoUQVYuqrVxd4W+88cZ1jyuKgoeHBxEREURHR1O9evVC112sxLJOnTrs2rWLu+66q8DjGzZsICoqqjhVCyEqANVoIff//sGy+jjm8GrYcq3O5ygKTRb35cxrOzCeySRgQASRUzuWQ7RCCCGKYvLkyShKXjJ85XaOgFO5Tqfj2Wef5e233y5U3cVqvB08eDCrV69mwYIF9hsrikJubi5Tp05l3759xe6zP3z4ML/++us1j//6668cOXKkWHULIQon68HfyHl+Gea/jsF3W/DQO+4BbtVqWHVSxeOWUFpsHkz7c6Oo/1U33HyLt6CuEEJUZjaN4vSqyPbv30+bNm3o3Lkzc+fOZffu3ezevZs5c+bQqVMn2rVrx5YtW5g3bx7t2rVjypQpfPXVV4WqW1GvTlUL6bXXXmP58uV4eXmRnZ1NQEAAqamp2Gw2Bg4cyP/+97/iVMszzzyD2Wzm//7v/wo8/tRTT6HT6Zg6dWqx6q/oMjMziY6OZu3atXh7e5d3OKIKsl3MJDXkHbDlPxpMuHG8bjNMp7LJ9HHnQPNaJFb3o+fQYAb8J6QcoxVCiPK30G+2U9mgtOIt11MWnn76aXbs2MHatWvRah2HL1ksFqKjo+nQoQMffvghFouFdu3aodFo2Llz5w3rLvZw0zfffJP333+f9u3bExkZia+vL127dmXKlCnFTiohb2JQmzZtrnm8TZs2HDhwoNj1CyFuwKo6JJUAeixktA1kyZB2rOvdjMTqfgAc25NRUA1CCCEqsDlz5jBixAinpBLAzc2NESNGMGfOHIf3he0tLtGWjj179qRnz54lqcJJamoqfn5+1zzu4+NDamqqS+8phMinCfFBN7Ax5kWH7GVKiA/m6ChYle5wblDotfeaFUKIqqKyrWOZlpZGWlradY9fmWsFBQXZx17eSIWbIB8YGMjJkyevefzEiRP4+vqWYURCVD3eP9+N+3Pd0bYNQz+6Fb7rx9F9RE38g/JXe/D00XLriMLPFBRCiJtVZdt5p2XLlnzxxRecPn3a6VhMTAxffPEFrVq1spcdOXKE0NDQQtVdrBbLb7755obnKIrCww8/XOS6O3TowIIFCxgyZAj16tVzOHby5En+/PNPl7eSCiEcKd4GPN+/w6HMH3j+/6I4sC0di0WleUdfPLxkaSEhhKhspkyZQt++fWncuDFDhgyxr+Rz5MgR/vzzT2w2G7/88gsARqOR2bNnM2DAgELVXazJO+3bt792hYqCqqooisK2bduKWjVnz55l1KhRWCwWBg0aRMOGDYG8H3bhwoXodDp+/PFHIiIiilx3ZSCTd0RZSfzhMKnzT6EL9aTG0y1xj/Iv75CEEKJSmh/0i1PZ0MR7yiGSwtu4cSMTJ05kx44dDuXt2rXjgw8+oHv37vYyo9GITqe75sY4VypWYhkXF+dUZrVaOXv2LD///DOZmZlMnjy52MnfwYMHmTx5MqdOnXIor1u3LpMmTaJJkybFqrcykMRSlIXzb/3L+dfyv/hpAww03TcCfZj8mxNCiKL6Pdg5sRx+sWInlpclJCTY863IyEhq1KhRovqKvdzQtaiqytixY2ndujX//e9/S1TXkSNHiI2NBSAiIqJKLLouiaUoC7uDZ2BJzHUoC3unI6EvXXtFBiGEEAWrzIllQUwmE3/88QcjR44s8rUun7yjKAq9e/dmyZIlJa6rYcOG9OnThz59+lSJpFIIV0i7aGT9L+dZ+9NZks7lFniOarIVUOa8u44QQogbUzWK06sy2rVrF48//jihoaGMGlW8dThLtNzQtZjN5utOYy+s3Nzcay4tFBIiizILcbWLZ3L47umDGLPyksRN8+K4b0ojajXxcTiv2oONSPh4r/294q4lcNSNv7wdTbCy9KCZiAANA5vp0FWy/XGFEKI0VPRZ4NeTmprKrFmz+P7779mzZw+qqtK2bVuGDx9erPpcnlgePHiQOXPmEBkZWazrbTYbP/74I3PnziUpKema5xVnYpAQN7vNv8fbk0oAi0ll069xjJzsmFjWmtoZtyB3Uv84iS7Ui5CXWuNe/9rrxwL88q+R0bOy7Gund6njxpr/+qB3q8RPVCGEqKJWrVrFd999x59//klubi6KojB+/HheeOEFateuXex6i5VYDh48uMDytLQ0srOz0Wq1vPrqq8UK6NNPP2XWrFnUrVuXXr16XXexdCGEo8wUk1NZRrLZqUxx01DzlbbUfKVtoepVVZXnFuZgu7xArqryzykLv+8xcU9bWSRdCFG1qYVcPLy8nTlzhhkzZjBz5kzOnDlDUFAQjzzyCN26dWP48OH06dOnREklFDOxrFGjhtMK7Iqi0LBhQ2rXrs3QoUOpWbNmsQJatmwZnTt3vuZe4UKIa2vcNZBj29KuKgsocb1Hk2ycs+rA59KwbJMFcsycSHIeqymEEFWNrRLklbfeeitr1qxBq9UyYMAA/u///o877rgDNzc3Tpw44bL7FCux/Prrr10WwNUyMjLo0aNHqdUvxM2sdd9g0hNNbFt4AZtVpXXfYLrcWbjdEq7nxWUm0F4x10/vBhYbtzfSXfsiIYQQFcbq1aupX78+c+fOpXXr1qV2n1KZvFMS9erVIzExsbzDEKLS6jEqjB6jwlxW34WjGfx90AZ6vUN5x3p62kVUuEeIEEKUucowC/yuu+7izz//pH379vTs2ZP777+fYcOG4enp6dL7VLi9wseNG8cff/xBfHx8eYcihAD++fYUNdOznMrvaSmtlUIIAZVjr/C5c+dy/vx5pk2bRkJCAvfddx8hISE8+OCDbNiwwWX3KVRzQ/v27Z3GVN6Ioihs3bq1yAEdOnSIkJAQRowYQXR0NGFhYU5bCBV3H3IhRNGlnsuhT+p5Yvx9yXXL2xs80GimRqoF8Ln+xUIIISqMwMBAnnzySZ588km2b9/O999/z5w5c5g5cyaKorBgwQLq1atHy5Yti32PQiWW/fv3L3JiWVxXjt9ctmxZgedIYikqI2u6iYsf7SJ72wU821UneGJrtH4Vf0Z1bjVvrFlWoi+kkmzQ4WZTCTBbWLlOy8g7JLEUQojKMiv8Su3bt6d9+/Z89NFHzJs3j++//57Zs2cze/ZsIiMjGT58OO+//36R63X5lo4lVdA+5AUJDS35hISKSLZ0vHkd7/47qf/Ecy4kkFQvD441jeRsjUCCq7kx8k5/2rZy7TgXVxn33FmMZzJJ8nH89xgcqGXG+zfn51AIIYrip9rznMr+c/qucoikZE6ePMl3333HzJkziY+Px2ot+o5sFW7k/c2aMIqqLWf3RdI3xbG9RT2yPd05GlqDVG8vyFE5c9bMtE8v8uE7NQmpUfHGLbp76zjv4w2qCld8K7+tm1c5RiWEEMLV6taty9tvv82bb77J8uXLi1VHhZu8I8TNSDVZuRjoS7anOzZFIdXLsXXSaoXtO7PLKbrrG3b7pe7uS0mlRgN39/dh5ADpBhdCCMjrCr/6VRlkZWWxatUqZs+ezYULF+zlGo2Gfv36FavOYrdY7t69m5kzZ7J//34yMjK4uke9KJN3Zs2aVaR7K4pS7M3RhSgPHu1rQIQvAIqqorXZsGq1Duf4eGsLurTcRXf0JMBXw7qt2Xh6aOgX7U3NGhWus0MIIcpNSWeBL126lPfee4+DBw+Snp5OWFgYQ4YMYdKkSQ47EC5atIhXX32VI0eOEBERwUsvvcSYMWOKdc8vv/ySl156ifT0dBRFYeXKldSoUYOEhAQiIiL49NNPGTt2bJHrLdZvh507dzJhwgS8vb1p1qwZmzZton379mRnZ3PgwAHq169Po0aNCl3fJ598UqT7S2IpKhtFUejwQw8OPbILq6pQMzmV2OBq9uM1Q93o1KFijrEEaNnYnZaN3cs7DCGEuCklJyfTsWNHnnjiCapVq8b+/fuZPHky+/fvZ8WKFQBs3LiRoUOH8vDDD/Pxxx/z999/89BDD+Hj48Odd95ZpPv9/vvv/Pe//2Xw4MEMHDjQYUJ09erVuf3221mwYEGxEstiTd557LHHiImJ4aeffkJRFG699Va++OIL2rdvz5YtW3jhhRf45JNPaNWqVaHq+/fff4saAm3bFm6P48pGJu/c3GJ3prDhq5OknctB3zwYNaoaoTX1RN/ijZeXjEwRQojKaEbd353KxpwcXqI6v/nmG8aNG8e5c+eoWbMmffv2JTMzk02bNtnPuffee9m9ezcHDx4sUt2dOnXCy8uL1atXk5SURHBwMKtWraJXr14AvPXWW3zzzTecPn26yHEXq8XywIEDjBo1ioCAANLS8vYlttls9mD79evH9OnTmT59eqHqu1mTRCEuy8i2kWtUqdUmgHu/Kpt/75Z0E+c/2kfmjkR8OgQT+lQz3Hz0N75QCCFEkZTGgujVquX1aplMJoxGI2vWrHFa/mfkyJH88ssvxMTEEBkZWei69+3bx3vvvXfN46GhoSQkJBQr7mIlliaTieDgYAD0l7Z5y87On3gQFRXF0qVLixWQEDcTVVV5+/OLrDpgwaoqtKyv541x/gT6lv54yoP9lpOxKW8wdsriM6SuPk/ztQNueN3+fdns2JaJn5+WLm3cOf/BXi6uicO7vi+NJ7UioF1QaYcuhBBVktVqxWw2c/DgQd544w0GDRpEZGQkBw8exGw2Ow0zbNy4MQCHDx8uUmKp1WrtDYIFOX/+PF5exVv5o1iJZVBQkD2T9fDwwMfHhxMnTtCzZ08AEhIScHMrXNWLFy8uTggMGHDjX5BClLdpLx/nrxRvIO/r7J7jJj6dl86khwJK9b4ZOy7ak8rL0tfFkbUnCa+W1a5xFaxZncaPMy7a36/8w0LPlWcwmCzkns9h85DV9N4zGEM1GW8phBCXFTQL3Gg0YjQaHcoMBgMGw7U3xqhduzbnzp0D4Pbbb+fnn38GICUlBQB/f3+H8wMC8n6XJCcnFyneli1b8tdff/HEE084HbPZbMybN4/27dsXqc7LipVYNmnShD179tjfd+zYkZ9//pmQkBBUVeXXX3+ladOmharr9ddfR1EUh1nlV+7yc7n86p1/SjOxjImJ4f3332fv3r14eXnRr18/JkyYgE53/TUGBw4cWOAC75s2bbruPyRxc4o/lM7uExYIdCz/95Cx4AtcSDUV/E3UZrz+YrdLFqY4vM/RuHG6VjBRJ/L+XVsyLFxYdo6I0fVcE6gQQtwECkos3333XV5//XWHskmTJjF58uRr1rN06VKysrI4cOAAb731FgMHDmTlypWuDpfHHnuMe+65h9dee4377rsPyEsojxw5wssvv8yBAweu21V+PcVKLAcPHszixYvJzc3F3d2d//73v+zevdv+F1itWrUCs+CCXD0O02Kx8Omnn5KWlsbw4cOpU6cOkLca/B9//IG/vz+PP/54ccIulPT0dB555BEiIiKYOnUqCQkJfPTRR+Tm5vLCCy/c8PrevXszevRoh7LLwwVE1ZJ6Lgdvo8mpvGZA6U/S8elUHY/G/uQcSrWXeTYLwLt9sMN5CYtiOfnOPowXcggZXpvsbOeWVLPOsdvezbfiLeIuhBAVzUsvvcTEiRMdym7UyNSiRQsAOnfuTPv27WnVqhXz58+nSZMmAPZ5LZddbskMDLyqBeMG7r77bvbt28fbb7/Nu+++C+S1kKqqiqqqTJ48mTvuuKNIdV5WrMSyU6dOdOrUyf4+PDycP/74g23btqHVamnVqlWhZzRfPXFn+vTpmEwm5syZ49C/36NHD+666y7GjBnDrl276NChQ3FCv6Hff/+drKwspk6dal87ymq18t577/Hggw/ax5ZeS2BgIM2bNy+V2ETlUqu1P/UyjnDW35c0j7yuY53Nxn/vLtoDoDgUjULTFXdwZtK/ZG5PxLtDMBFvtHVo+U/flcTu4WtRrXm9Aqc+OkjdUa05gEd+RapK2Pn8LhbPhn6E3B5W6vELIURlUtDknRt1e99IixYt0Ol0HD9+nIEDB6LT6Th8+DB9+/a1n3P48GGAIi3xeNlbb73FsGHDmD17NocPH0ZVVRo0aMB//vMf2rVrV+y4XbbKsYeHBz169ChxPYsWLWLkyJEFDhr19vZm4MCB/Prrr4wfP77E9yrIP//8Q4cOHRwWJL311lt599132bJlCwMHDiyV+4qbj1c1A4Nfa4TXR8c4dUGHrroHY56KoEH9shkWYQj3psF31/5Mxv8aY08qM/wMJNTyRXcwjtBawWQF+5JqUbiAGxubRhIZn0yyjyftnmmIRl8xF3IXQojyompcPy1869atmM1m6tati8FgoGfPnvz22288+eST9nPmzp1L48aNizRx50pt2rShTZs2Loo4T7ESy1GjRjFw4EBuv/12p4GkJZWamnrdTc9tNpu96bc0xMTEMGjQIIcyHx8fgoKCiImJueH1y5cvZ8GCBbi5udG6dWueeOIJ6tevf83zTSYTJlN+d2lWVlaxYxcVT1TP6tTvFkROugXPAJ3TWOGSyPz3InGfHcSaaab6fQ0IHFi7SNe7+eUN0bBoFOJq+4JWg0ZVCT2TgC4piYUtGpNl1nAoMoRDkSEA1LHIjjtCCOFqw4YNo127drRo0QIPDw/27NnD1KlTadGiBUOGDAHgtddeIzo6mgkTJjBixAjWrFnDzz//zNy5c10Wx7///ktycjLdunXD3b14kzSL9VsiJSWFadOm8cknn9ClSxf69+9P9+7dCz0T/Hpq167NggULGDZsGL6+vg7H0tLSmD9/frEz88JIT0/Hx8d5D2QfHx/S09Ove2337t1p1qwZISEhnDt3ju+//56HHnqI2bNnEx4eXuA1M2bM4JtvvnFJ7KJi0rhp8Ap07TjbrD1J7O26CPXSZJyk307R4Mdoqv+nQaGuT8lR8RxRl5N/JHI4PBiLmxbfzGxqXExCq6qYs6x0q2Fl6VnH8aDdWslscCGEuFpJ9wbv0KEDc+fOZcqUKdhsNiIjIxk7dizPPvusfZ7GLbfcwh9//MGrr77Kd999R0REBN9++y133XVXke/3wQcfsG7dOhYtWmQvu/fee+1Jat26ddm4cSM1atQoct3F2nlHVVW2bt3KkiVLWLduHbm5ufj4+HDbbbcxYMCAQs8IL8jatWt5/vnn8fPzY9CgQdSundcKExMTw6JFi0hPT+e9994jOjq62Pe4no4dO/Loo4/ywAMPOJSPGDGCli1b8sorrxS6rsTERIYPH84dd9zBiy++WOA5BbVY9u/fX3beqezOXIR3/4Aj56BPC3hmMBhcN+nlxKMbiZ9+yKHMq20QrXYMve51JovKw/NN/LzXQu2MHG6PS3Q47p+WQUhiMhqtwl2/3cL0FUbW7solwEfDA/19GHhLxd12Ugghysv0pgudyh45MKiAMyuGdu3a0bFjRz7//HMA/v77b/r06cM999xD8+bNeeuttxg/fjzTpk0rct3FamJUFMU+gScnJ4fVq1ezZMkS/vjjD37//XciIiIYMGCAU3JWGNHR0bz33nt88MEH/Pjjjw7HqlevzjvvvFNqSSWAr68vmZmZTuUZGRlOLag3EhQURKtWrTh06NA1z9Hr9TJr/GaTbYSuL8PZpLz3a/bD/lj4+WmX3cJmch4uot5gKSGAj/8x89NuC6gqHROdh5Rkennwj29Ntnaqx0d/6RnTzJ1VD/qjcWEXvhBCiPIVExPjkKMtWLCA0NBQZs2ahaIoJCYmsnDhwrJLLK/k4eHBgAEDGDBgABcuXGDp0qX88MMPfPnll8VKLAF69uxJjx49OHTokH2h0LCwMBo3boxGU7pLtURGRjqNpczMzCQxMbFUu+DFTWTh9vyk8rK5m+DTh6Ga8zCL4qj+QBQJM47CFf0N1R9seMPrVh7PSz4bp2USnGvConWciJNQ1585NULABqTCqxtteLhpmNhOEkshhLimSvblOysrCw+P/BVALrdYXp4H0KRJE7788sti1e2yLO3s2bMsWLCAP//8k6ysrBIngBqNhqZNm3Lbbbdx22230bRp01JPKgG6dOnCtm3byMjIsJetWrUKjUbjsMRSYVy8eJHdu3fb158SVURB22Spat7LRfy6hdJ44W349QzFu30wdT/tQs2nml33mtRsG4rFBhYrtbNy0NpsDjGpqJys77xd4+xD1972SwghRN6s8KtfFVlYWBj79u0D4PTp0xw8eNBhZZ+UlJRiL5VUohbLzMxMVqxYwZIlS9i3b599DaSnnnqq2AtrXrZz5062bNlCcnIyo0ePJjIykuzsbA4fPkyDBg0KnGDjCsOHD2fu3Lk888wzPPjggyQkJPDJJ58wbNgwhzUsH330UeLi4liwYAGQNxt848aNdO3aleDgYM6ePcvMmTPRarVOC6aLm9yg9hAaAHFXdDUP7wRBRRtKcSOBA2oTOCB/JrhqsqC6aVAK+AK244yFW7/MIDUnL5Hc4OtNvYwsDBYL1kvnx+l1HExW4aqhoP6Giv2AFEIIUTQDBw7kiy++wGKxsHXrVgwGA/3797cf379/f7F7aYuVWG7YsIElS5awYcMGTCYTgYGBjBw5kgEDBhAVFVWsQC6zWq28+uqrrF69GlVVURSFvn37EhkZiVar5dlnn2X06NE8+OCDJbrPtfj6+vLll18ydepUnnnmGby8vBgyZAgTJkxwivPKZZHCwsK4ePEi06ZNIyMjAx8fH9q3b8/48eMJC5MFpasUbw/Y8Da8/RscvjR558VhpXY7NSWbnIfnYVmwHyXAA/0rfTA83d3hnKd/y7QnlQBZGi07/bzpnJqBm82GUVHYEOhPbooZTbAbtkvdIQrQp2irGAkhRJVT0lnhZe1///sfe/fu5YsvvsBgMPDxxx/bZ4Dn5OQwf/58HnrooWLVXaxZ4e3bt0ev19OtWzcGDBhA586d0Wpds2jy999/z1dffcVTTz1F586dueuuu/jiiy/sm6G/8cYbnD59mu+++84l96toMjMziY6OllnhotBy7vsF80//OpR5rhyHW58ocrOtzH7rJBNTfUnXOzZFdjwdT2oNf/Q2leNeHuRotQRYrNj8DKT55HeB6DSw8z9amgVXrgenEEKUlc9bLXMq++/ukvXcloX09HQ8PDzQ6fJ/P+Tk5HD06FFq1apV5K0ioZgtli+88AJ9+/Ytle7oJUuW0K9fP+655x5SU1OdjtepU4dNmza5/L5CVFbmRQedyiyLDuLWJ4q1v5zn7PZkmvpb2RxW3eGc2w+fJkWTyxd16mJVwc9iJdhi5YSnYwJqtsGsQzamBMuOO0IIcTMpaLUbDw8PWrZsWew6i5VY3nnnncW+4Y3ExcVdd0yij4+Pw8QaIao6TYQ/ttQchzIlwp+kU1kc/OkkgTk5PJAUw0WvDhz390NrtTFizzFuPXwGT89cQu+NYuaaHC63R2pUlasXLnKXnFIIIa6pok/Wudr69esLdV737t1vfNJVKtz+bJ6enqSlpV3zeGxsLAEBAWUYkRAVm+HN28kZ/gNY8mZvaxoEoX+wA/98eJIGcUfoe3w1epuZh3bPY0XNLugT/NCawYyOtJ0pNH1iKY8/0IK/fWsQ7KuhX10NH+7Lr9/PAGOalf6KDEIIUVlVtjGW0dHRhdpi+HpbbF9LhUssW7VqxbJly7j//vudjqWnp7Nw4UI6d+5cDpEJcWOWlFwSP91L7oEkvKPDqTa2KYpb6SZlukFN0ex/Fsv8/ShBXuhGtkLxNpB+Mo1hJ9egt5kB0Ko2bj+3kQ3KHdjIb4L0OZ+J569HePczP6L6hgLQsbaNeUdVgj3gybYaavtVroemEEKIa5sxY4ZTmcVi4cSJE8ycOZPIyEjGjx9frLorXGL54IMP8vDDD/PII48wcOBAAI4ePcqZM2f44YcfyMnJKfbC60KUJtVi40SPP8jdl7c4etqvx8neHEfEj7eV+r21DaujfbGXQ1lULSseFqNDmQ0tNtW5X9sj28zBFfH2xHJEIw0jGpVevEIIcVOpZN+9C2q8u+y5556jTZs2xa67wvVvNWnShPfff5+YmBhef/11AD755BOmTJmC0Wjkgw8+oG7duuUcpRDOMlaesSeVl6XMPor5Qna5xNPy2XaY3N0dyjSKjQx35++T2d56Tthka1EhhCgOVVGcXpVVQEAADz/8MO+//36xrq9wLZYAt9xyC4sWLWLLli3ExMSgqioRERF07twZ96t+UQpRUdiyLAUUqqg5BZS74n42Fc11Bozrgzzhx8dQH/gUJduI6qbl0zuG83mNW3hr7gaCM3KwKZBU3ZsUPw+Ot6lVKnEKIYSoXAICAjh58mSxri1SYmmxWFi3bh2xsbH4+/sTHR2Nv79/sW58I3q9nu7duxdrRpIQ5cHn9gjcgj2wXMyfoe3VrSb6SNfuuLP4z2TWzY/H72IyEbfXZuT4MPT6a3Q+3NUF5daWJPy2j9mxvkykDgAjnxxE/fgUkr3c6XPgFCvbN+Cz9rJuqhBCFEdlmxV+Pbm5ufz000+EhIQU6/pCJ5bp6emMHz+eEydO2HfE+fTTT/nss89o3LhxsW5+2SOPPFKk8xVFKfbm6EKUFq23nrp/DyX+lc3kHkzGu0cYoVO62I/bVJV/41UC3RVquqts+zcbi0WlfVtPfH0Kt57P9m2ZXHh7HS/v3IjeaiFnpZ7NxwfR45Nu17xm75ZMlvxsZWd1BRqCh9FMRGI6p4N9ydXrmNMqCkxw+LQRGnmU+O9BCCGqmsrW9X2t3QuTk5PZvHkzFy9eZOrUqcWqu9CJ5Xfffcfx48e55ZZb6Ny5M2fOnOH333/n7bffZtasWcW6+WX//vsvbm5uDiu/X09hpsgLUR48mlWjzp8DnMqPJav0+83C8RTwMFsZeC4RcvKWcZj9ayqTXqpB7Vo3HuN4eHU8d+1Yj1bNW1rIw2yi2ZcLsb3VHo2P8zARi9nGxh9jAWiUnEa/XSf471878TRZyNK78WG/dvxdL2/L0TdWmni4o4Fw/wo39FoIIYQLzZw5s8DywMBAoqKi+Oijj7j33nuLVXehE8sNGzbQuXNnPvroI3tZaGgon3zyCRcuXLDvMVkcWq0WVVXp0KEDAwcOpFu3bmg08stN3DyeXG3leErenxsmZpBtVMnVadGqYM228vufaUx8LPiG9dROjLcnlZe5m01sazSHjx/vz69uATSuBh/31KDdnMDGPy7glmREAXxzTDy9ejtutrxdXL1MFp5dvJ2tj1Qny6BDBWZuN/HqrTKOWQghiqKytVjabLYbn1RMhc7eLly4QNeuXR3KunfvjqqqxMXFlSiIZcuW8dhjjxEbG8tzzz3HHXfcwf/93/8RExNTonqFqCi2nFftf/Y2WkjVu5Gr1ZLlpuWiQcfZOHOh6mk2qgG2qx5gVjRkxqlEf/oPKnAwCR7/OpXVs+Mw5tiwaPO62b0ycu1J5WUeFiv1E1Lt7wM8K9fDUQghKoKbaVZ4SRW6xdJkMuHn5+dQdnmvcLO5cL8UryUgIIDRo0czevRo9u/fz8KFC5k/fz6zZs2iadOmDB48mNtuuw1PT88S3UeI8tKmhsLq0yqoKjbV8RudTVFwr1bwR9G8JZbMF1diPZyIrlcd/D+6g+xXbkd9ezmKqmJD4aQSjlXRUic+De9sI5meBiIT87c9Ner1YDaT5W1AVUC5Irc0aTWcrpb3OfbWw10tCjccRQghROWXnp7OqlWr7DPA69aty6233mrP74rDJcsNuXLMY7NmzWjWrBnPPPMMf//9N4sWLeKdd97hww8/5MUXX6Rfv34uu5cQZUFVVW4/Hcvf1ppwjZmDTRpf6n4+cxE2HoJmEdjCq5N624+oGUaM6Dj3y3msi38h6Nm2eHzzMDFj/yYDL8xKXjJ40c+TbPe8P6d4XDFeU1Ew6vUENfWn7qAATr70L4pNxaooLOjeiOCa7vQMd+N/t7pT3UeGoAghRFFVxhbKb7/9lmeeeYbMzExUNa/FQVEUvL29+fDDD3nooYeKVW+REstZs2bx119/2d9brVYUReGLL75was1UFIUPP/ywWEEBGAwG7rjjDkJDQ1EUhW3btnHu3Lli1ydEaVJtKsc3JBJ/MJ0ajXxo0COYrCQT5lwrP39zmtrT/0V9cDC4abhocKOGMX9tS3e9wq0dPeGblfDoV2DNG/tivLUHaoYRCxrOUh0zWsyZWpIm78WvTQD0iMK8PgEAs5uGLwe1xXZpbPKe0EB6p6ZwPFdLgrueCJORMfeF8rvVm/dfjKD+uWSOhlfjor8Xvw3SMDxKEkohhCiuypZYLly4kHHjxlG3bl3efPNNmjZtCsCBAwf49NNPGTduHNWrV7fvgFgURUosjxw5wpEjR5zK9+3b51RWklbMxMREFi9ezKJFi4iNjSU4OJgHHnigWD+gEGXhr3cOc2BZvP29b6g76fG52FTwOp9MjYws9BYrJuCEuwEzCoFmC23r6HhiuA819CZ4ZqY9qQTQrNwJ1CYTTyxoyFF0cOlzlbIrDTfViodqxYaCe20/djauab/Wz0vDAt8ADgXnDx8JOafj7xQbFwK8uRCQv2blL4dUhkeV2l+NEEKICub999+ncePGbN26FW/v/N8HvXv3ZsyYMXTq1In33nuvdBPL7du3F7nyorBYLKxdu9a+445Wq6V79+5MnDiRzp07yyxxUWGlxGY7JJUA6XG5AKiADfDLNfHIxt38X3RbbIpCjIeBnrd48fVdl9aNPHAGMnIc6tCTgVttb5TTKhY09qTyMgsaDFjQosKxFP4JjGV+4zpUj0tH98Z2zpoU1keFsb5h3nJCH60z0bmVG1dvaptqVLHaVLQ30QK/QghRlipbi+WePXv43//+55BUXubj48P999/Pm2++Way6K8SWjlOnTmX58uVkZGRQv359nn76ae644w6n7nUhKqKsJNM1j2mB3bVD6BZznge37qPrybPsCq9Bk4sJRK+yYmo9EH39AIiqCSH+EJ9qv1bRavBfMgq3348T99YJsDrXb9S7oVFV9GYrNbJzeTEsm38GLseabiYSuOV4HNWycpnfph4WFe6uZyNt1zlO+1UjzcMLgNVn4N4lNuYOLNwi7UIIIRxVtp13Lo+pvJaS9Dor6o1qL6KkpCQWL17M4sWLmTdvXqGuad++PQaDgZ49e9KwYcMbnq8oCqNGjSppqBVSZmYm0dHRrF27tsBvEqLisZptfDN88zUTTIuikBrkQes9MTSJicMNK27kdXm7dw0jfOOlRWj/3gejPspLLn08YNoDMPZWANK3X2Rr9F/YcvOuM7tp2NapPrHh1VBUlYan4nnsx5ac/+kkJ992HJpywdeD+x+6jZo6M2dmv4w2NpFsnZ5Jt43gg+hB9vN236elZfXK9XAUQoiK4P0e653Knl9Xcbek7tq1K6mpqWzbtg0vLy+HY5mZmXTs2JGAgAA2btxY5Lpd0mJps9nYsGEDf/75J//88w9Wq7XISwMZjUaWL1/O8uXLb3juzZxYispHq9MwdGoLVn9wlPjD6VRv4IM510ry6WwAfP3deOjDpmh/haSXzjhcm7vpHLYsExovPfRqDme+hqPnoXYweOdvr+jbPpguuwZx6v395JzO5N+G4cSm5s38VhWFw/VqsvmUSqjRedFbncVGpM7Cbyuno41NBMDTbGLqklksb9iK/aERAJzLVCWxFEKIYqhsXeHPPfccw4YNo02bNjzxxBM0adIEyJ+8c/z4cf74449i1V2ixDImJoaFCxeydOlSkpOT8fHx4Y477qB379507Nix0PVMnz69JGEIUe5qNPTh3v4WSP8X9N5Y7+tBwrJ0LBotNSa2QR/sSWYDf6frtGHeKB46VFXFunA/tk0n0bSoiTYqjJw0MzuXXyQ9yUSjzgHUbe1Hs2/z9h5f9PIZSHVsIZ0+N4U/ghsQ+Egtxmw4QJ8DeVs57u8YwanHFZiy0+n+3U4dYn9oBP4G6B5euR6MQghRUVS2xHLIkCF89tlnvPDCCzz++OP2rm9VVfHy8uKzzz5j8ODBxaq7yIllTk4OK1asYOHChezbtw+tVkvLli1JTk7mlVdeoVevXkUOom3btkW+RogK5esV2MZ/hRkDWmxkf3UUr0vLoBt/2Yzb5sfxGtwAj94R5Ky+1GqpVQj6IBpFo2B87Dcsn2+wV2eavYcfa7QnNd4IwPaFCdwxoTYdBtUg9s8zqIeSwMtxAdvTOgMqCkk+Hky7oy2+2UYOhAYyr0UUz3p5EVDDHy6kOlyzP6QWzYPg8z5avPWV68EohBCi+CZMmMC9997LihUr7DsdXl4gvSRzXAqdWO7evZuFCxeyevVqsrOzadiwIRMnTuT2228nIyODYcOGFTsIISq7xNfXc5KemDGgx0g48XhxaWb46RRMn2zAfUp/aq4YQdaSE5z5+hCnDmRz4I3DNNqcQNgXGx3mah84YCRVNTrcY/0v52lQW8eWRzdTx8PAhbaNMOvzPsIZWg0HfPKHn6iKwo5moVTLysHHU8HLyw0+fRhGfwymS2toPtCTtZ83R1PJvmkLIURFU9laLC/z9/dnxIgRLq2z0Inl2LFjCQwMZOjQoQwYMID69evbj2VmZro0KCEqE1N8NkfPh6NeaqE0YeAMNWnESXuyaDuRhDkxl1P3/oX17xNgU/H28CHDwx2v/9uDguMcuhy9wek+ORkWYhefAZuKT1Yut2zZT3yNABTVxpQurcjROs7qDswx0i7uIs3bNUbvpsBdXaBbY1h/EBqEQuu6yCJeQghRcpUhsRw0aNCNT7qCoij8+eefRb5PkbrCjUYjmZmZkkgKcYkt18KJESvQoQJ5i5Vb0GBBhxE97pg4FRjI/3W7ldu7LKb9saP2ZNMr20iGSY+Cggk39OTvxlPnwjn+qdfcYe3Kpt0Ccfe/Yscek4XghBRsWoWh+47xfYdm9odbrdQM2sRdRAO4mSwkZNjytmsMCYARXcvgb0YIIURFsnjxYqcyRVGuufRQcZccKnSDxbx58xgyZAgbNmxg3LhxDBkyhG+//Za4uLhi3ViIm0HcuzvJ2hCHQt6y41pUtKgo2HDDQrKHB7c/9wRz0/xofOwMV39MPSwWQOGYIYJkrQ82FNI1XkxpEc2c8FDiDXqytRqyGvjT/7FIIkdE4hnuiU2Bmbc0Z/z9/Rh3Xz+2NarNO9VTGRoby327D/HsP7tI8PLgxxYNeWK7Gw3fz+TQhQIWwhRCCFFiqqI4vYpi3rx5DB48mPDwcLy8vGjVqhXff/+9Q9IXHR2NoihOr8OHDxfqHjabzeGVkJCAqqqsWrXK6ZjNZsNqLd7vjEK3WEZGRvLUU0/x2GOPsX79ev7880+++eYbvvnmG+rXr3/drFeIm5HtTDJps5w/0BpUwjmOG0b+7HwL8W7u6LBi1WjgqtWAbIoCKmhUDbu8GgOQo9XQOiaJe7ad4FCNAD7u0YoTWj/uT1dpGmqgz199eev7RJblBNnr2RcaRFYbLd8OymbLh4dYpAniq+aN7Q+3VJPKq8tz+f1+x/XKhBBClFxJu8I//PBDIiMjmTZtGsHBwaxcuZKxY8cSGxvLpEmT7Od17dqVDz74wOHayMjIYt2zJIugX0+RZ4W7ubnRq1cvevXqRWJiIgsXLmTRokWoqsr//vc/li1bRq9evejevbss8C1uWpafd2C8fzZulhqA4+y5asQRzklsaHFLy9um0eym5bd2zXho2zaHVkuLmxU3cy7VTSkk67zI1eipnp5NeErecJPW5xKZunATdz1wO8cu2mgaCoZqBnaGVYfjjlnq0uM23uzpS8Kj7fjql2wcvucpCtvOOq9xKYQQovwtWrSIoKD8xoJevXqRlJTEhx9+yGuvvWbf1trf359OnTqVV5iFUqKx+0FBQTz44IPMnz+f6dOn07t3b7Zs2cKkSZO47bbbXBWjEBWKarZifHo+WGwEkYT2irGROoyEcwwADVYG7t9DQGbeQulv3dmD8cP6s65OBNvDQnm5b09WNKuFD+n4BFmp9VZbDIPqorc6JoDVM3NoFZ9EfVNePbmnMwnNyXaKy0+v0vTjLMZcnVRersdbpuoIIURpUBXnV1FcmVRe1rp1a9LT08nKynJRlGXDZXuFt23blrZt2/L888+zfPlyFi5c6KqqhahQ1KQsSMhrUTRgoh4nSccHHVlU4yw2PMnBBw1mdEZ445c1TO/djuPV/FjRLIoVjerDpeRxmbYxXc5YUBJzsT6zmYQ6oRTUzt/1YhIrnj5Pah0dlllH6e3nxYJxfUnyytudx1sH6w8ZsVpU0CoOk34ue7mXvtT+ToQQoiorjVnhGzduJCwsDB+f/DWL161bh5eXF1arlY4dO/Lmm2/SvXvF2jrS5U0Y3t7e3Hnnnfz444+urlqICkET4ovSJMT+XouNANIIGtcYM4GY8cWGOxZ8sLkpnKgWwIGQIIw6HWg1YHDL+y+QYtWyISg4rx6bSuMT57lQ3bFr/WI1byLMRlQbHNyZDiqEpmYx4/8W8+KOvXx2hxu9Q615SeU1DGmiZXhzXSn8bQghhCiI0WgkPT3d4WU0Gm98IXlJ5Zw5c3j22WftZT169OCTTz5h+fLl/PDDD2RnZ9OnTx82b95cWj9CsShqIWfcpKWlFbnykqzcXlVlZmYSHR3N2rVrZYxqBWb9fQfGETNRbVrAhl6XiebzB8gd57i36u9NmvPEgDtJ8/JwKPfKziULDWgVNN46Ppy5gq5HzwKwt0FN1ByVyLhk3Gw2UgM9OV0nGLPeDc9MI433nneoq1vmfxj+q4k/D1zqklcATX6rZePqGjZP8MTPveKvsyaEEJXR67dvcypTOy3l9ddfdyibNGkSkydPvm5dZ8+epWPHjjRu3JgVK1bYx1deLSsri6ZNm9KkSROWLl16wxg//PBDh/fZ2dlMmjSJcePG0aBBA6fzFUXh6aefvmG9TtcVNrFs3759kWYQKYrC1q1bixxQVSeJZSXx0Oeo369GJS+xNOKNpVl9lP2JAJg1blg0Ch3HT8TDbONgWLDD5bUvpnLazws881oxOx2J5dMZf2FFIVHnhZs172OpqDY8VDOZvu4cbBZO+KkkasSl2+vxbORHh0PD+XO/mSEzHcddVgt047FOOl7spsNdJ0mlEEKUlkl3bHcqe3lBC6cWSoPBgMHgvAHGZampqXTr1g1FUdiwYcMNG+j++9//8ttvv3HhwoUbxnitBPVaFEUp1pJDhR5j2b9/f4fE0mg0snLlSjp16lTgoFMhbmrxKSiADYXzNMOIN+yHBP9G7K9biwx3L3QmE8+v2s5ZH28OhQahavI/P21Px3O6axP7e5Mu76OYbPDEzZz/XU9VNJhxwzc9l5NenkSln+Wsvzdz2keRUM2b4bf50damMriZjtn3evDZJhMWG4ztqGdsJxlTKYQQ5eVGSeTVcnJyGDBgAGlpaWzevNnlvb5r1qxxaX3XUujE8uqm29TUVFauXMl9991H+/btXR2XEBXbsE6wdCephOYllYBZq2VbwwZYL22taNbrsfi7UT8+hdcWbWRF07pYNQq9D8awpkUdh+rqpGSw6pbmNNxzFk+zyeGYFQWrouDu5saWBjX4rE870tW8e2w/AHGLcvl4sAf3ttFzbxtJJoUQoqypTttfFI3FYmHEiBEcOnSIDRs2EBYWdsNrsrKyWLx4caFzsB49epQoxsJy2axwIaqUB3vD+WSMb+2HS3lgoq+PPam8TNVqMLrrqJuYwhOrt5Pk7UlWdS+2RoVxeXvwW2IuEGJTOBUWhG9CFvWOO3ZpaLGxuVltvq9bi9SoOmAGFJt9HOXXW0xMHeCOTivd3UIIUR5KOit8woQJLF68mGnTppGens6WLVvsx1q3bs22bduYOnUqQ4cOJTIykvPnzzNt2jTi4+OZN29eScN3KUkshSgKqxU2HAKDDl4bgbs2guxXNgDgWdBsP1VFY7Nh0WnJdddBTS/av90O3x0K6SYIysqlSUomWe55LY27WkUSmJRBQMql8ZKKytGoEL7q3JRUNzeHelEBRcEmG14JIUSltmLFCgCeeeYZp2OnTp0iNDQUk8nEyy+/TFJSEl5eXnTp0oXp06fToUOHsg73uiSxFKKwzlyE3pPheFze+44N8J//ErkbzpK9/BR+2TkEJ6VysZq//RJDdi4am4rRTcumqEhGvxpFrw4exLRRWXZKxXpW5e9j+R9Di07LX7e3YvgtOjZsSGODXzUisnJJ0BXwUb2UUD7QTi+tlUIIUY5K2mIZExNzw3OWL19eonuUFUkshSis137JTyoBth5D8/Vf1Fx2N38uvsg3X51j0K7j1EmO53jNQOa1qIfqpqdadi7nA3xpVt9An7buAAS4K9zbWOGst56/r7pNrlbDI7khnGsaCsA2VaVOehrHr2oQrVNNw0OdDDzfs/CDw4UQQrheaSyQXlmVOLEsrU3Mhahw/j3hXLbzJAD9u/jgf+cOvIxmACIuphKUkMamaf1pFwC1qmm5rZXB3rKYY7Tx6+osNh4wofd3w5Savy1kfG0/zmXnf66sisJpgxduublYLn3eQtzh4Au+soyQEEKICqXQieXIkSMd3ttsNhRF4c0338TDw8PpfEVR+OWXX0oeoRAVRacoLAcuYsWdvEWAslE65i0qm7bsjD2pvKxFXBLHYhN49J46TlU9+0UKq0+DVaMQZDUQ7KGhbZiGBvUMrPP3Ye0+x/NtOi31rTayFdCo4JEJZosqiaUQQlQARd0b/GZW6MQyKyvLqXUyJCQEVVXJzs6+xlVC3DxMntUxk7/QucWvOu6P9UMB3AKdu6PNGg3DVi6F5//rUL73tJkZyR7kBObNID/l60nTpAwCIz2Y9B9vqp+y8fU+i8M13rkWFMDr0rjKQG8FD708yYQQoiKwSe+tXaETy0WLFpVmHKIKsKkqidkQ5AmaSvYhVNNzMX+9xaHMlmbBuikGbmvM2rAQwgIVSM6fom32zqTzhm2AY2L5w36VHF3+skRWjcJpXw+8LtoA6FNHw2e3aXlrk5XkXLizkYLpmJn9aWAD0nwMBDYw8MlOlUdagpckmEIIISoImbwjysTfZ2w8/JeNU2kQ6Qtf36bh1siibS9VntS0HDBanMrNcRnc+nUOF3cl8XyongHJe8jFGx+SCUi/AJ2inK5JsijYp3Rfku2mpV3D/I/jf9tp+W+7/ORz7Od5yeP5YC8yvfRcSIZ/1tlYdALWjpSPsRBClCeZvJPPJb/ZLRYLe/bsYdWqVZw4UcAEB1GlZZtV7lyYl1QCxKTDXYtsZJkqzwKMmloBaDrUdiz01LOodgMu7kpiws6DJHrXYk+DatTmEIFcINXHh5T3H3Kq69a6zh87X3d4rXfBs7tPxFvYeMiMyU1DppfjzjrrzsLWuMrz9yiEEDcjVVGcXlVVoZs6duzYwZo1a3jooYcIDAy0l587d45nn33WIaHs378/kyZNcm2kotLaHg8puY5laUbYEqfSu3bl+fAZfhuDacI8rKuPomlUA/0Hgzlo9eKW2BNk6nTMbdmAF+v0oFX8aWpkpLG+bmPGW9z56Kp67m2mYVecls93WDFaoEu4wsJ73An0KPjvIseYlzjaNAUfzzCpUMLtxIQQQghXKHRiuXjxYvbu3ctzzz3nUP76669z/PhxWrZsSbNmzdi8eTNLliyhbdu2DBgwwOUBi8qnjl/e7oNX7hCjAHX9KlcypKkVgPuicQ5lvQ6ZeDXAjx8a18eq0cDFHHb7h0NY3kzwHfHOrYmKovDBbW68Hq3FaOWaCeVlTSPcqB+q5VicFb3Jikmf30Veywd6hFeuv0chhLjZyOSdfIXuCj9w4ACdOnVyKIuJiWHXrl20bt2ab7/9lqeeeooffviBWrVqsWTJEpcHW1ZiYmKYMGECt9xyC3379uWTTz7BbDbf8DpVVZk5cyb9+/ena9eujBkzhn379t3wuptdhK/C020dP3RPtlWo4195P4gxyTYefOUsv714mM0hwXlJ5WUZJrDmTcTpGHrtn9FLr9wwqYS8RPTrCX4Mam+goyWbKL2FMC8YXF9h5V1a2XVHCCHKmao4v6qqQrdYJiUlERER4VC2Y8cOFEVhyJAh9jJ3d3duv/125s6d67Igy1J6ejqPPPIIERERTJ06lYSEBD766CNyc3N54YUXrnvtDz/8wFdffcVjjz1GgwYNmDdvHo899hizZ88mPDy8jH6CiumDaC3Do1S2xam0D1HoElZ5P3WqqjLis1T67LlIrIc7Fk0B388sNjqGa3i5o2smKIUGaHn/fl+X1CWEEEKUlkInliaTCYPBcXLBwYMHAWjTpo1DeY0aNcjMzHRBeGXv999/Jysri6lTp+Ln5weA1Wrlvffe48EHHyQ4OLjA64xGIzNmzGD06NGMGjUKgNatWzNs2DBmzZrFiy++WGY/Q0XVuaZC55qVN6G8bM85K9azORyo5o+b1YabzeaQXOq0sOweHb3raq9TixBCiJuFKuPc7QrdnBISEsLJkycdynbv3k1AQAAhISEO5bm5ufj4+LgmwjL2zz//0KFDB3tSCXDrrbdis9nYsmXLNa/bu3cvWVlZ9OnTx16m0+no2bMnmzZtKtWYRdn6bVkGnhoNyR7uJHh70jDHiM6W1/XtoYPPhnpIUimEEFWITVGcXlVVoRPL1q1bs2TJEo4fPw7AmjVriI2NpUuXLk7nHj9+/JotexVdTEwMkZGRDmU+Pj4EBQURExNz3esAp2vr1KlDfHw8ubm5zheJSsVmU1n+bw7rdzr+vwxQVe45G893HS2cfc2HcZ3016hBCCGEuLkVuiv8gQceYNmyZdx77734+fmRlpaGTqdj9OjRDudZrVbWr19Pr169XB5sWUhPTy+wtdXHx4f09PTrXqfX652GC/j4+KCqKhkZGbi7uztdZzKZMJlM9vdZWVkliF6UFrNVZeznaWw7YiJQdV7cZ+DYcPp08+aL7VYOJVrpGanh/pYatNdYIkgIIcTNoyqvW3m1QieWYWFhfP3113zzzTfExsbStGlTHnroIerVq+dw3o4dO/Dz86NHjx4uD/ZmNGPGDL755pvyDkPcwMrdRrYeNYOiYFIUDGr+MkJ+3gq3dvGk+w9m9l7IK5+1z8bWcxq+GqArr5CFEEKUEUks8xVpL7gmTZrw0UdXL/fsqGPHjpV2RjiAr69vgROPMjIy8PW99qxcX19fTCYTRqPRodUyIyMDRVGuOeZ0zJgx9sk+kNdi2b9//xL8BKI0xCRYAfA0m2kbn0CNrBwyDHp21Axmk5sfD32ZRrWj2XR207A7yJ8cNy3f77bxdi+VIE954AghhKgaZJPhq0RGRjqNpczMzCQxMdFp/OTV1wGcPn2aqKj8/aFjYmIICQkpsBscQK/Xo9fLmLyKrksjPZ8uySY69jxBuUYADDm59Ig5RzYaapzKpMalc1smpTOnXhip7npybrz8qRBCiErOJu0Hdq5ZZO8m0qVLF7Zt20ZGRoa9bNWqVWg0GqcF4q/UokULvLy8WLVqlb3MYrGwZs0aunbtWqoxi9LXqo6Op3u42ZPKyzysNrpeTLa/V1QVN5uN/jFx9KitUKuS7S4khBCi6GSv8HySWF5l+PDheHp68swzz7BlyxYWLlzIJ598wrBhwxxmuj/66KMOC8MbDAbGjBnDrFmz+OWXX9i+fTsvv/wyaWlpThOcROU0+lZvNAXscnP5+eFmtWKwWNBbrVTPNfJa9cq5lqsQQghRXNIVfhVfX1++/PJLpk6dyjPPPIOXlxdDhgxhwoQJDudZrVasVqtD2f3334+qqsyaNYuUlBSioqL49NNPq/yuOzcLT38drQbUYOef8fayM16epHq4U81swe3SWpaQN2t8zc9xdO/lj84g39+EEOJmZpMF0u0UVb1ieqsod5mZmURHR7N27Vq8vb3LOxxxFVVVObQmkTN70jGEuLOreiCmHBvJs2OwGm1O57/0eRRBoYYCahJCCHGzeGTkUaey6XOiCjjz5ictlqJM2bJM2C5m4xbpX3Y3NZrhldnwy0bw94KXhsHo4i2HpSgKTXoF06RX3rCInpfKL7Sqx/tPHHM41z9IR2B1mZglhBCi6pA+OlFm0j7Ywtkan3Cuzhecb/Y1poMXy+bGr/4M0xbC+WQ4GAv/+QTWHXDpLWqEuzN0bE0M7nkfKd9AN0Y9VavAMZlCCCFuLjbF+VVVSYulKBPG7edJfe5v+3vzgUSS7l9M6PYxpX/zXzY4l83dCD2auvQ2t9xRjXbR/qQmmgmuaUArSaUQQlQJVXlv8KtJi6UoE7l/n3YqM+2Iw5ZhLOBsFwssYHH6gspcwN1DS0gtd0kqhRBCVEmSWIoyoWtUzalMG+6D4lUGYxBfHp6/JhBAkC+Mu7X07yuEEKJKkHUs80lXuCgTHgPq49GvHjlLT5Dg68vOhvXQ961LdIyROnUL3pXIZUbeAuHV8rq/A7xh7K1QK6h07ymEEKLKqMpjKq8miaUoE4pWQ/DiERydF8M3iy2YbQqcgk2vn2XiczVp0syzdAO4pXHeq4Ryc20c2JmJm06haWtv3NzkaSKEEEJcJomlcLnsTCvb/04mNclM0/a+1G+Wtx6noiisT/bEbMvfLtNqheVLU0s/sXSB+HNGPn79DBlpeQvjVw/VM/H1CHz85GMkhBBVmSoLpNvJb0ThUrk5Vj554TiJcSYA1i9KYujYmtxyR94Yy5wc50XEs7OtTmUV0eJfE+1JJUBCnInVS5IZcm/1coxKCCFEeZNZ4flk8o5wqV3rU+1J5WUrf02w/7lTZ+fdhDp1KZ0Z2q6iqirJKRbiz+bNYD/v5c7qWsH8HR7ElljnRFkIIYQoinnz5jF48GDCw8Px8vKiVatWfP/991y9OeJ3331HVFQU7u7utGzZksWLF5dTxNcmLZbCpTLTrSg2G3qLFQUVs1ZLdgbYrCoarUKHTj5kZdlY9VcqFit0j/al961+5R32NR05lsvn3yRxIcFCADbO+niwtE6IfcbfMavKoLM2uoTLdzQhhKiqStpi+eGHHxIZGcm0adMIDg5m5cqVjB07ltjYWCZNmgTAnDlzGDt2LK+88gq9evVi7ty5DB06lA0bNtCpUydX/BguIXuFVzCVfa/w43vSmfXCYYfRJkFN/fjvtIblFlORpGbB96vhzEVMt7XhqZVBJKXktUoqqsqmmgGc9fFwuGRkEw2/DJHvaEIIUVXde/8pp7Kff6hT6OsTExMJCnJcrWTcuHHMnTuXlJQUNBoNDRs2pG3btvz888/2c7p06YK/vz9Lly4tfvAuJs0swqVi96Y7DWFW08pgEfRisGSaOfbaLrb2WM6BR7eQczgJOr1I7vM/s3C5jc/eSqb+1iPUSEmlwfnz9P/3X/rtPYC7yexQT5ZZvpsJIYQovquTSoDWrVuTnp5OVlYWJ0+e5OjRo4wYMcLhnJEjR7J69WqMxorze1aaWYRL5WY4T8QxZlXMyTl7Rq4ncdk5AFI3JuD223oaJp5jTf0+HKtW335e7cRkog/sIyQtlV4HDjBozwGGjB+NRasF4IHm2nKJXwghRMVgK4VZ4Rs3biQsLAwfHx82bMjbmrhRo0YO5zRu3BiTycSpU6ecjpUXabEULtUsOpCrP1/NejrvulPecmKz7EnlZUpSOgAnA5y7L84FBtr/3OpcHOMunKBDTYUfBmoZ1kg+RkIIUZUVtPOO0WgkPT3d4VXYlsWNGzcyZ84cnn32WQBSUlIA8Pf3dzgvICAAgOTkZNf9MCUkvxGFS9Vq4sPwF+tRo64nvkF6Og8Poc+Y8PIO64Z0qgmtakFVFMLSzzsd9zIasaIhB3eycWdi8mm2PqDjPmmtFEIIUYB3330XPz8/h9e77757w+vOnj3L3XffTc+ePXniiSfKIFLXkq5w4XLNelSjWY/rt1KmbognaVEshnBPQu5vgJtfGewZfgVroDsH72zB6VSoHR/P+L0/4UkOqDDoyBL+bNifk9XqAuBhNBIZn0AWntibY385yvbIENq/07ZM4xZCCFHxFLSl40svvcTEiRMdygwGw3XrSU1N5Y477qBatWr8/vvvaDR57X+XWybT0tIICQmxn3+5JTPwil618iaJpShz5748xLEJm+3vY784TPsdg3Dz1pVZDFM+TOCYRwB4QNcLW/OSyks0QPPEvayLaovWaiPyQgLpei/ccx3HiuZ+uxcksRRCiCqvoOWGDAbDDRPJK+Xk5DBgwADS0tLYvHkzfn75S/FdHj95+PBhGjbMX2Xl8OHD6PV66tatW4LoXUu6wkWZUlWVmNd3A7C8XT3uemU4t4wZyIBvs7mYXTazq0/GGDl2In8R98DsNKdzArPTueDvx9ngaqR6e3OmgBl7qrliTkoSQghRuVgsFkaMGMGhQ4dYvnw5YWFhDsfr1q1LVFQU8+bNcyifO3cuvXv3Rq8v216/65EWS1GmVKuKOTGXo2GBvH9XF1RN3re8vyxejFthY/6QUhizmJQB47+HP3dCTX9sz90LhKC12rj1331EnsxyumRfWGP8TCZSDAaMisrSNlE0OHvBYV5Scp2K0/UghBCi/JR0VviECRNYvHgx06ZNIz09nS1bttiPtW7dGoPBwOTJkxk1ahT16tWjZ8+ezJ07l61bt7J+/fqShu9SkliKMqVx0xA0OIKZGf72pPKyRcdtqKoGxdV7ro7/Hn7fnvfnM0nUe+Izwke9SK39sXQ6dAIT/pxwb0x19TTuZiP/1mrBgha3o1VVPE0mbDYT3uZcgkgkE29saEBnoavvBdfGKYQQolKylvDX1ooVKwB45plnnI6dOnWKyMhI7rnnHrKzs5kyZQpTpkyhYcOGzJ8/n86dO5fs5i4miaUoc1Eft6f2nf84lYeqRhTFxeMsVTWvpfIKPzfpzBKfID4+s9VedsEtgg/7/Sfv/CsS27u3reOV229jwfdf444Rdy4tFWEGXQUa0yKEEKLyiomJKdR5Dz30EA899FDpBlNCMsZSlDlduA+PJ26jSXycvUyx2Xi9eqLrb6YoEJI/APqkf3Xe6nEnikZDqmf+1owBmdlEnrsAioK7ycht+7YzYeUCup48SGBuOj5Gk1PVmhZhTmVCCCGqHpuiOL2qKmmxFGVOURQC3hvA+vs+5tfmrTjn589Avyw6zBlx44uL4cRr9/Le/BRO+gURkptrb5H8vW0zmpxPQGfL2wu8+7/7aJZwgoZxsQRlZgCgouXNxctZ2rAxRoMb9RITaXXuPOi16IY0K5V4hRBCVC4FLTdUVUliKcqF9s42BHasw9gVh1BqB6Lp3dD1YyuB1ByVrgnNuNAyb8a5n9lCqNECwP7wECaO7E/XozGY3bSsbViHWfO+Iyg7x6GOJgkXGH/PCPaG57VQDjlwgHl3G9BEyuQdIYQQ4kqSWIpyo9QKwO2hLqV6j9/2mbmQqeJvshBsNGJWtFgUcLu0spFRr8PsZSAkM5vhh45iRQfkONWjVfOXQlrQtCn/NNXSvVQjF0IIUVmUxl7hlZUklqJcnD2USeyhTELreRLZ0rfU7mNToXX8BSZu3EGmuxepfl4crxFEgqcXKTotgw4ex92atx6l3qqytn4r7ty3Ea1qs9ext2You8Idx1PuOmGkey33UotbCCFE5WGtwmMqryaJpShzq76PZdOv+RN32vYLZsATdUrlXkPqKXis3YmqavEy5+KVkYsZLZl1PCErx55UXparM5Dg7U9oRjIAZo2WR4ePcJgpDhC15gRENy2VmIUQQojKSmaFizKVkWTin9/iHMr+XXqRxFjn7meX3G/lGVAdk8Ja5xNxU1UiElMLvMbDbMyPLaQeY5fsoUZq3mQeD5OZlxb/Tb19Z0olXiGEEJWPTXF+VVXSYinKVFqCiSt6me1S4o0E1fJwPlBC5lzHm+ksVmpkZtBvyz4SDDq0WgWrIX/tTKvNxoY6dQjNNrE/JBwTBhofi2Xnux9zLDiImmnp+OUaoX4QcIfL4xVCCFH5WGWMpZ20WIpSkf7TAWI7ziK23Y+kfb3HXh5SzxMvfze0Vis1EpPR5xpRPLVENPEplTgi+oWDNu8D72ax0iA+kRrpWTQ9eY6eh2KoeSEFfVYubrkm9Fm5bA2tzoQhQ1ndpDUp/kFk+Xqh15lIM7gTkpaRl1QCHE/Ello6raxCCCFEZSUtlqJITDlW9i5PIOVcDnXa+VO/k/OSO5l/HCXhvqX29xfHr0DRa/F9oBlueg13DvAh8+H1uBvNAOyqF8HidQ0Y3s/1k3g8a3jQ9P1ObHttJxEJKbjZVIfjgZk5XPT1ws1sZV/NYP5s3RBvkxGdKRu07pi0Wl7t24vtYSEoqsrQg4f4aMkyPGp4ovgYXB6vEEKIyqekWzreTCSxFIVmtdiY/dQ+4o9lAbDjjzi6/iec7mNqO5yXPnO/07XpM/bh+0DeguKaaf/Yk0qA1ifO8P2HB+jQuh21QguxpePny/JeVhuMuxWeGXz9uOMzORLpy4DDG0milsMxN6uVl4ZFY9FoSfN05+3lSxm/dTM6m40UT2/GD72HbeGhAKiKwu/NmtIoKZFXH6uFopUGfyGEEFTpnXauJr8ZRaEd35xiTyov2zbvPOZcx5nVGg/n7ysaz7yEUVVVTLsTnI6HJ6Zw6LjztolOfl4Pj30Dh87C0fPw7A/w1V/XveTMxouExqfiRwLg2GKpUS20OH2OTIOO3seO8tjmTfadeAKyM4k3aJ3q+2dkN9xHNr9xrEIIIUQVI4mlKLTsNLNTmTnX5jRBxu+JNuB2xT8tjYLfk22BvO0c9e1DnOqJqV6NurUK0Vo5e30BZRsKPDXDqPKfebncU7cV7/Tqzq6w2kSyHw/S0ZGDh5JMgnsA/12xD8+EdG49ecypjsYJF5zLIvQ3jlMIIUSVYVUUp1dVJYmlKLT6nQJw0zv+k4lo6Yunv2NC6NE1nPCN9+Azphk+9zUlbO1IvG7PX6eyxle3YQ32AsAG/NOwHvXuj6J+ZCESNj8v5zJ/T84ey+bPL2JZND2W+FN5k2omLjUxa7cVs6Ihzd1Aj/ue41BgBOizyPJQOexdDxQFnU2l44UU6vg4Pwie37SOgCu2eAzQq7zQvRAJsBBCCFEFyRhLUWg+QQbueqcxa76OIeVcLpFt/bntiboFnuvesSbuHWsWeMzQugZR58aTuP48J3L19GwdSK2ahUzWnhoAf2yBS2M0VWB/XDC/PnOESz3Y7PgriYenNGD+wauuVRRmN+9In10JDgtD5Lhp2R1Vk9EetZl96iJ9jx61H4tMSebOA8fZFVqDeH8f/tvDnQh/+T4mhBAin6W8A6hAJLEURRLZxp8x01uVuB5FpyW4dy2Ci3phhwbYVrxObq+PwGollwC2EG5PKgGOuHsy4P8yaZd2kXE7FhOZeoE1tZvwereh1DAZuRDmT/XzaWhUFZuiMKt3CxJ989bQHHH/A7SNjeXpdesYeOgAh0IC2RBVDwB/VWVoR9nGUQghhKOq3PV9NUksRaVjOmsi01oj/70u/5/xBXcDe6oF4GnK5af5HxCcnQ5AmwunaZVyjhylDkeCIsjydUefa8bkruNQLcf09t9atZjetQMjD/2Fb+1QalVTqOarZXxfTxqGyUdGCCGEuBbp0xOVjibccb3Lhudi7X8+75XX8tjj9D57UnlZ72N7aTa5AwA2rYZcLwM2rYYgxXFWO0Cd1Hg0mMnapuV/f2zi+xF6opvJupVCCCGcWRTnV1UliaUofTYb7I2BhFSXVKfvHon+9vr2983PxBCizcWsKFg1eZ9mi8Z5mSAV8DyfRsuhNVEu/cv3qWHgw3u8qXbFbpKB2ZlMWLeW3UoHUpVqZB1M4/iru1wSuxBCiJuPBcXpVVVJv54oXXtOwdD34dQFcNPCM4Ngyn9KVGXswjOcPmNF6+eNrU4YGb0akbkrFx9NNger18KQq7I2sjmnfYOpnX7Rfl06wcS9uI3mO0fT4T+1yUoyUSPKG42bhsP+ycy7dy6qAo32m0jLieLK50LajqQSxSyEEEJUBdJiKUrX2C/zkkoAixXemw9r9pGVbOKPSYf5oN9mvn1oF8e3JBequozj6Rjv/QTvlL34KgkYz14kZcER3LNycbOpTJm3htaxZ/G1qLzT9QFOutclkwAuUIfzRKG3WNn2v9341nAntIkvmkvrbQbV8ODR/euZsHUlkVnnne7r27aay/5KhBBC3FzMivOrqpIWS1F6jGbYfty5fOMhFi5ViPk3DYCLp7L5/X+HGf9jG/xDrj/retnX+3nyyReI9w1AZ7Fy59ZD3LHnONXik4kPD+Zk3TD6HI9ju+qGqvfGmBtGLGH263O1WrKSCtjhx9sDnh8Ck+cSwUkS1RqkKEEAeDX0pcFbrYr7tyCEEOImZ5ZZ4XaSWIpScWbZWf6/vfsOj7JKHz7+nZ5M2pBAGiGNEpIgUoIQUIkrWJYiiqx1FRUsYEFXRdxdG7KgIv5e1l0LooJlVwULIDZcQIqAKAihQ5hACgmkTWaSTH//CEwYJtRMMpDcn+ua6+I5c5557jPJkHvOc8qOuXtwJg2nc9ku0swNu9rYunbC+HaVV32Xw82eteX0u6HxtS9xu3H+61ue0PTmUHg7AOxqFf8Z1IOL8w8R6oYqQzgoFBxIjCW2zsqODpEsuaQnQ3/bhs7hpMgQRm5sDL0vj2n8Gs/eBJemo162hUvS4jGlZeB0KTFkd0ChlP80hBBCiNORxFL4XfHqElY+8PPRbbnDKIvMAqhPLkcPQDUqC937G1BU1qJwuXGqVdh0WkLaNbJI+uqd8Nf/YNlSyGGFigOTh/hU2R0XRbLNCcd9Y3SrlGTlHaBGH8SSgb1R1Fr5sF9PRpqKeeiFU+zzfWXP+gcQfvJaQgghhIfvhsdtlySWwu/2fWY8mlQ22Bbbm2pLEmWHU+iytpyg6hqcjvpVzVU2F8F6Jd0GnTCOsbgCrp5GpVOH0m0jzlmH1m7HpqlPQHsfKKJLSRkZhSWYY717IZUuF2hUaBWASgmhwaRWmbhvZiZKpQwtFkII4T81civcQxJL4Xcqne9SP65qF5QoiCo2sukOE85YAyUhweRFRhBvspBsqsZpdXrvRf7lL1BjZWtiLy4q2cpvccmo6pwoVSpmLPyOP/2aC9TnsD8o1BgTYz2nahwOrx5MgH6HDtPOEY/82gshhBDNQ/7CNuKnn37ijTfeID8/n9jYWMaOHcvIkSNPeU5RUVGjdXr06MH777/fTJGen7r9uTN5X+TjsjXssxhpqvX8O6TWxv9SOvJlRmdP2WXGQsaV1WC1aCiY8jNFvx7B5IbodhdjU6rZHHsRZWpY/OqnqBVOkmuPeM5VAJfv2IrLqaQ4vh0au5OwaguWiOMWpwSCHA4O/lZJuwR98zVeCCFEm1MrHZYeklieYPPmzTzxxBNcd911/OUvf+GXX35h6tSp6PV6hgzxHd93ookTJ5KVleU51uvbThLjdrnJ/Y8R4/8OEXVFPDrcKF0uXB/tJKyuYQSKus7O12nJXueuSu7Ip3f9ROzqEtyu+l7IGoOGLZHphNhrKY6LpteOPMLqbOiw+lw7yOGgQ1kFXXbVLxV0IKU9lvAgr15LpctFZGLb+XkIIYRoGbY2vCD6iSSxPME777xDZmYmTz/9NABZWVkUFBTw1ltvnVFi2alTJy666BSTQ1qx9f+3g83v7vMca0PV/OmrHNZur4KfD3jKf+/YAbvK93b5riNqYo52ciqA8Eo7NSEaLNpgelcVoUKDGysmTRBh9hqvj7FFp2N3eoJnaKfhsIXOuYcoSImivF0IGoeDPoOjSOhl8HezhRBCCHGUzGI4js1mY+PGjT4J5FVXXcX+/fspKvJdOFs02PZJvtexzexgz9eF5Cy7mtxLu7AmOY4PstL5x5X9wOU9u0fldHFR/hFOFGqp750stur5LrEjJYZQiiIN7A9vj+PovoxHQkN4a2B/fm0XwUF9MCEmKwn7jhBRXkPmrwdxWBVkDQ5lxNQezdRyIYQQbZqikUcbJT2WxykoKMDhcJCcnOxVnpKSAoDRaCQ+/iTrLB41Y8YMnn76aSIiIhg8eDAPPfQQERERJ61vs9mw2RoW7LZYLOfegEBzuxspA61eTaSljiMKFWE1NqIsVirCHKBTg1JBaJ2NW37ZRnit9dgp1IaocGiUxFhNRJdW87/+vWhXXcv21I6YwoLpUGairDQUp0rBMyNz2B2k81zyKvsBHrMVeo5jjlSSPfU7nDn3o7q8y4kRCiGEEE0js8I9JLE8jslkAiAsLMyrPDw83Ov5xmi1Wm688UYGDBhAWFgYubm5vPvuu2zfvp358+ejVjf+Vr/33nvMmTPHTy0IrIwxSfw+L89zrAlR0/WPHSmYsZmoTYfIPlo+eE8hY++4iqogLf9e8CN1kUGobC7KooOIKqnDFKXFHlR/qzw/NJIoi5noikp2xsdSaojApVSyJzmebvuL6L73IHk6LfEmM7VqNRX6IL7PSCT9UCXXbDuAArjS+Bs6hx3HBxslsRRCCHHe2bt3LzNnzmTdunXk5ubSvXt3cnNzverk5OSwcuVKn3N37NhB9+7dWyrU02r1iaXZbObIEd9brCfq2LHjaeucSvv27Xnqqac8x3379qVz585MmjSJ5cuXM3To0EbPu+uuu7jttts8xxaLhWHDhjUplkDp/1gG+vY69n5dSGh8MH0npBEaF8yO17d71dPbHdy8cRdJ5dX0yghlf7ieI7mV2ILVlCTpUTu8ez7z46Kp0WpJLKsgvqKKfbHRVIXo2ZsUi67CxNsLfqBP0WGcCgWL01OYemV/PhnYja/7pDDv08/pfGzv7xBtS70VQgghxBnbtm0bX3/9Nf3798flcuFyuRqtN2jQIGbOnOlVduJd1kBr9YnlsmXLePHFF09bb8GCBZ6eSbPZ7PXcsZ7KY8+fqUGDBhEcHMyOHTtOmlhqtVq02taR8FTnVlA6KxfNAQs2jZJ8tYL9fWNw1Dp86t74+y6C+8SiGNWVI7N3esrdbgXHr65u16ioCW+Yya12uUgpPczm5ERcSiVdyyroXnQYAJXbzajteWyJbU/vqipKwvS82/9iXl5RiC5Egea+gc3XeCGEEG1XE2+Fjxgxguuuuw6AsWPHsnHjxkbrGQwGBgwY0KRrNbdWn1iOGjWKUaNGnVFdm82GWq3GaDSSnZ3tKTcajcD5963gfLNp4jpqD9SPEXXbXRTO3c3B/5XRXq8nodyKQ6lgbfdE8mIMDCrL5Za/JjL3F1jcqxuRNXVk5xURbLfjpmHcs0Nbv8uOXamkMjiIUKuNYIcDrcOJXa0i+XCFTxzZxaVMHX4ZfQtKCDHVsVHdkx4v9CQkPdanrhBCCBForWlHuFafWJ4NrVZLVlYWP/74I7fccoun/IcffiAlJeW0E3dOtGrVKmpra8nIyPB3qOcFp8vNrnw7hlAlZQfr+MUShCEqDKXKic7qIPqIhbRdhyjtEEpdOxfz+/dlQ+ckAFaTwjvfVbImNgEy619vebck/vrtWqqDVYTZHGhsdpROJ8VhofzaKQ6HSoXC7Sa9pJQH13xAXlQnrBoVQXbvHtFdsVGYgnUs75pIH+Mh3C7YPWsPcY/0RKFqPR9eIYQQ54lGOiytVitWq/e6yzqdDp1O51v5DK1cuZKQkBCcTif9+/dn6tSpXH755ef8es1BEssTjBs3jvvuu48ZM2YwZMgQfv31V7799lumT5/uVa9///4MGzaMZ555BoDXXnsNpVJJjx49CAsLY9u2bbz//vtkZGSQk5MTgJY0rwOHHDzxejlFR5xE2BwEuV0oL+6MAkjbX8BVP233fM6SDlZQGq/xJJXHrIv2TtSLI0JZ1bkj6zrG0bu8kvTDFeSs28MnA/vgOLrupVuhYHtsDDFVJXTLL2S7MgsXDetm7YqJ5JN+DYn83uh2AFiLa7FX2tBGBTXDuyGEEKJt880sp0+fzvPPP+9V9uyzz/Lcc8+d0xUGDx7MHXfcQdeuXSkqKmLmzJkMGTKElStXet1lDTRJLE/Qq1cvXn75Zd544w2++uorYmNj+dvf/uaztqXT6fQaXJuSksKCBQv4/PPPqaurIzo6mpEjR3LfffeddEb4hez/Pq2i6IiTIKcTFFCnVIHbjdblZm+nOHI0u9Ed15NYhfeSS27A2ciYlKCsaA7VhfBlTDtsdjeXBOuo02l86u3skES7Sj12l4Yq1GhwsqxHMi+MGoTruFsKhqPrYIZeZJCkUgghRIuZMmUKjz32mFdZU3orT0xShw8fTmZmJlOnTmXp0qXn/Lr+1voyHj8YPHgwgwcPPmWdEwfWns1YztZgW569PpF00zBoWaHApgSVWoU5RIeusiGxjC+vJtpsojS0fgKUAoissVIe0pDsKV0uLl29l523Xcr6Ijc1QVraVdcSUmvFEuz9YexUXsphji14rsCOmkxjGZFKF0eOW/f/T2t3oO8axkXzLm2Ot0EIIYRo9FZ4U297n05ISAjDhg1jwYIFzXaNcyGJZRvjcrnZ8Hsd+w7Y6N5ZR98e59aLl5aoYcsuq+9nSaFAbXcQYTphofcgGJm7l9UpnSgOCyW1opJr1+9k/sAe/JSWSLTJwn3LN5Gwo5RhxSs5cE1v1qQlUBAZxuVb8vjmku71Cazbjc7t5sf0AQxYXUQNDTP125trWZFt4TNdFGU1bkZ3hkvu6EtwaigKWbxWCCFEc5E/MR6SWLYxr75TzsoNtUePqhlxZSj33WI469d5aEw4f5ldhrPC5f15cruJq6hiS49OpNbVkJoeinJ7MTF7Skn99TDX/boFAEViOBXFTqYvbFjstQYNtUotl+wpJr7czPiJ13L/+GvoX1xBuNOFUwFKd/14ylUpvRm8ZQfm6nCU7vpb647oYNKvjOY5zfETdFrHUk5CCCHE8SwWC0uWLKFfv36BDsWLJJZtyP6DtuOSynpf/8/M6GvCaN9OdVav1bWThs/+EcMHX5lYsqwahwMUuImqrUURpMF8aQr9/55M+1gdVW9s4vCEZV7n265NQ/f2JmoUQdhR4XCrsB7365hQVk0Hcw2l0WHsd7tIP2xGfdy66XX6YHYHp0GQG7XdhUulwKVQULq6hNgr4s7+zRFCCCHOWdO6LGtqajzjJPPz8zGZTJ5b3IMHD2bnzp288sorXH/99SQnJ1NUVMSrr77KoUOH+Oyzz5ocvT9JYtmGHKlw+pS53FBe6TzrxBJAp1Ew7sYIbromjL35NpI6anDWOKi1OEnoHIxSWf9Bi3igN26bC9PcLSg0KiIe7sMhq4ZtHYroYDGjtTlwObw/lKXtQzFF6kGhoCBCT1JFDXpH/WQphQIeGhFM1Zf1Bw5tQ+zKo72VH25xMnuDE6sT7uml5OH+8qsuhBCimTTxVnhpaSljxozxKjt2vHz5chISErDZbDz99NOUlZUREhLCwIEDefPNN7nkkkuadnE/k7+2bUiPbjpCghVYahu6/tq3U9E50XfW9dkIC1XSO/PoWE1D4wmq4ZG+GB7p6zlWF1oonryaaMuxsZhWatFwWBGOKTyY5X/oQZ2m/tfTplayOqU9CVW1/LHCyKTJ6XRJ1rJ6SDzFy4o8rxmRYaDDwGgW7XLy5y8bJg498p0TjUrBA1lnnzwLIYQQzS05ORm3233KOt9++20LRdM0kli2IcFBSv7+UHv+/WEFB4ocdEnS8OAd7VCp/Dvq+OCaUrZ9ko+t2k54op7UIXF0GhSNQtlwHV24huha7wk+wdgpvSSapUkpRLpcRNVYKdPXz6izq5QY2wXzwIj2dEmuHzc54O2B7JmziyPrj2DoYaDb/d1RKBXM3+K7x+q8352SWAohhGgmMnvnGEks25ge3XT8+4VYHA43arX/PwgHVpWwdMIGz3bfRRuOsOuzfDoNjuWPb/T31HMergGr7635oJJKJuz8CUtQEKGVVcwdmElZSBBBdgfTY8vIzO7oqavWq0l/JNPnNUIa6YBtrEwIIYTwC8krPSSxbKOamlRaVxoxPbsS54EqgoZ3I/wff0AZqmXbJ/mepFLpdKGrtaN0uzmy9AA//11D9tQ+AGhTDWgzIrFtL/e8pgvoeqAUndNJe8z8uaSMi7cfYONFncnIL6L/gQIcQ29FlVcMqR1QJEQ2GtuD/VT8d5sL29G8VQE8OkB6K4UQQojmJomlOGsOYyVHrvkY6urHMVr+uQFXeS2RH16P29kwRkRXV59UQn1yt3f+PtJuSiGyR/02iwkLhrNpzHdEbCuhLFTPsr492JkYT6axkOvW/orG6aKDqZoBv+2ma8lhgjFB98m4LXWgUuJ+4hqU08f4xNevo5Kf79bw1q9ObE64q5eKy5Nkj3AhhBDNRHosPSSxFGetdsF2T1IJUGiIYM0eHVFLTGQOS+TAqlJwuVG6fAcil6w/7EksdelRmD//E+NmlpBptXt28MlN7UQ7s4UrN23HpVCgAKxqFemOfJQWe/0LOV0wYynuG/qi6Jfqc50+cUreGi7JpBBCiJYgmeUx8pdXnJUau5ttdQ0DFnfExTL5xtF83rs3c5ZY+Pv/FPR8IYvoXu1wK30/aBFdw72Or+yqonuIomFbyKP2xsdgVamo1gWhcLsJVlWjomFMpmdZ9g37/dg6IYQQQjSFJJbijP1S7CbxbSdXudMpNNQniF/27oVD1TB+sbrGzTqrnhs+voyYS6M5vs/SqVSgaee9E45CoeDa3r57qYbU1pEX2R63QkF0ko5E50FUNMz2Vh575b7JfmufEEIIcU4UjTzaKEksxRl7ZLmTslqoDg5ixENj+X9XDuRwrO8EmnJTfQJ4aEsldrUSrctGWmUBfyjM5cjtC3FV1XnVvzg7DMXx63e53dg0Gn7v1olFN2cT9oc4Ihwn7D0OkBGPYkBnv7ZRCCGEOGsKhe+jjZLEsg2z1TopK6jF3chYyMZsLm34d2l4KK9ckwO9o33q6WLqeyVdKiVal4Ocoh10MZUSarcSsyUPyx2fAlB1xMa3j22m8PIvGbPkZzL3FdKh2kxKeSVatZI1XRNRp0YQ3L0Dpbp2vgG9OPqs2yyEEEKI5iOJZRt0+L/7WJD1DS+P3MDr47by/+7cTOEu82nPGxjv+w1s1BUhWGKCcCjABhg1ap7bDAXVbvRJ4cRbKtG4vNertC/eSU2RmQ/u3kTI/22k/aEqImrq6LV9P3227KNarea3KAOl4XruvVpP6g1J7OjeB+fRX1c3YEeL9V8/++HdEEIIIYS/SGLZxlh+L2PTvWvZ1j4K59GxkVWH7Xz+8r7Tbif1ryFKuhjq/61UwLiLFGTFK9jk1rJOp2NDkI4ClQpXpZWpP1q5uE8osZUm3xfSKNn+m4XwbSUo3W5KOoSwt3N7iuLCsekUKCtNBPeN4vOn2pGdpkUbriF7XDI2QqkjlDrCcBCE68fduEur/fwOCSGEEGdJxlh6SGLZxpR9aaQiIsSnvLzQSvUR+ynPTYtUsOseFb/9WcWmgSYmVR4kqLAaZZ0dldtNnMNJit1BhNPFjgI7ne/qisKhxoH34uS68ZfgVKpwK5U4VAoOtw/1ej7zcBk91+1j9xcF2GrrezvVcfV13CjxfGJ1agiWLXWEEEKI84WsY9nGaGP1hFjqfMr1EWpCDKf/dVAqFFjezSX3o4Zlfm7tmcS2iGhCjvZ4dnQ6ia5TokmIJH7OUEof+R9Blio0QRAy8RL0Lw8l0+RkZUcD0cVljS5LtCzEgPnbcuqqndwwuTOqET1Q9IjDnVvsqaOecCmKsKBzeRuEEEIIP2rDXZQnkMSyjWl/a2fiX9tKYVEFh+LrJ8QoFXD1vYmoNKfvwK40mr2SSoC4UjPG8A5eZeYCK06XG8PNXQg/shf3z3tQXn0RinFXglJJqEHJ1Zs2sDmpMza1Cq2jYRymU6mgOkTP77EKIn46zHWPpaDSqgle9TD2t9bi3l2Kamh3VDf19sM7IoQQQjSR5JUekli2MeowLT03jCJu/h4KdllwZkaRPjqBiA6+a0k2pirfd9kfp9v3E1VT68bhANW1L6JYtZ0iUin9So3yaSNxr/2BmLHdiKkuZ8h2M/8YOYouBcUEW21YNWp2J3bEptFgU1nRBClRHO3RVBj0aCcPadobIIQQQohmI4llG6QO1xL3YCZxZ1DXsqUM45MbsPxeRvilscQ/2wd1sApHbUMPY/+SQn5NTcSpaujxvPhgAZpVZbBqO0Ukk09a/ROVsPeulWiidIQPjKBiTQ2ZRQWs7JGB1u7ArlFjUyopCAviD/sKyB4di1IlXwWFEEKcx+TPlIdM3hEn5ax1sG3oN1R+V4D9UC1lC/az79blXPlSH/RHezhD44LJ6qHj4R+W07G8Ap3dziX79nPvmrUoaurHch4m3ue1D3+0F/3SiXQYFs7NW39g1O51KNupKY8KprBzBI8HlzPx0QQG39axRdsshBBCnD2ZFn6M9FiKk6r6sRB7aa1XWc3WcrpFa7n9hyHUHLGi7xBE2e1f0Tf/AH3zD3jqKSN1OL7ahVMZi8Ll+wFThWshXI92yaNEArccfTSIaI4mCSGEEKIZSWIpTkptaGTcpQLUEVqUaiWhscH19TqF+1SLUJtwzs0DFMRwBDNhHPsGpwxWEfdgRjNGLoQQQrSgtttB6UNuhYuTChsUQ/hlsV5lHW7tgq6T97qTYQ/2RRmtbyjQKNGUV3gODZhIYw8d+uiJeziTizdeT0jPqEavac+rxDR3C7WrCvzXECGEEEK0COmxFCelUCjI+PZaSt7ZWT95Z1As0Xd09amnTowgfut4zPO34jbb0I9Jx9pzGhoaJviEUoN+qAH9jIEnvZ7pva2UjvsOju5dHvqnNGI/Gen/hgkhhBCiWUhi2cp9/KuVWSvqqLG5ubOfjievDEKhOPM+e5VeTfzDPU5fLzqEiMcHAGA9YKbYFU0ihZ7nrWioi45Hf5Lz3VYHRx5f4UkqAcyf7qJ2wkGCB3c643iFEEKIFie3wj0ksWzFvtth47YPGtadfGpJLSolPP6H4MZPcDjhpS9g4c8QY4CnR8NlZz8WUhOnpzImkbqSIAxUYUfNEaLIuPTkM7ydh2txlfvuCGTbWSaJpRBCiPPbWXTYtHYyxrIV+2Cjzads/i++ZR5PfQB/+xg27YdvN8HQ52Hn2Y91VGqUdH5jEJZgAwdJ4BCxdHioF2GXRJ/0HFXHUDRpkd6FCgi+IvGsry+EEEKIwJAey1YsVOf7DSos6BTfqt79n/ex1Q4f/QRTbz3ra0ddn0JWQRzVa0oI6haBPs1wyvoKhYKYj4dTcvNi7HsqUEboiJpxOdpukac8TwghhBDnD0ksW7GJl+qY/4uVWnv9sUIBf8kJOvkJukZ+HYK053x9TWQQkSOSzrh+UJ8YEnfdgyPfhCpGjzJYc87XFkIIIVqM3An3kMSyFbsoXs0vj4Xz5lorFqubO/rpyOl6imRt0nB46sOGY0MI3JHT7HEeT6FQoEmWxdGFEEKIC5Eklq1cZpyaf44+wx/z5BsgIQoWrqufvDNpOHRq36zxCSGEEBc+6bI8RhJLAYDT4eLH9wrY/H0oav1VDBgSy8C0uECHJYQQQpz/JK/0kMRSALDqv8X8vPBQ/UG1kx/mHCSig5bMyxvfIUcIIYQQ4kSy3JAAYMfqcp+y7asqGqkphBBCCNE4SSwFACEG30k9IQbp0BZCCCFOS9HI4yzs3buX+++/n169eqFWq+nRo/Ed7+bOnUu3bt0ICgri4osvZsmSJU0M3P8ksRQAXHZzPEp1wychKFRF/1GxAYxICCGEaBu2bdvG119/TZcuXcjIaHzHu//+97+MHz+em266iW+++Ybs7Gyuv/561q1b18LRnprC7Xa7T19NtBSz2UxOTg4rVqwgNDS0Ra9daqxh6/IyNDolvYZ2ILzDma1h6aqoxTbvV1yHLWhv6IG678m3bhRCCCFaG8WLVp8y9990Z3y+y+VCqazv6xs7diwbN24kNzfXq05aWhp9+/bl448/9pQNHDgQg8HA0qVLzzFy/5N7ncIjOlnPlXfpz+ocV5kFU79/4dpfPx6zbsZKQj66Cd3NFzdHiEIIIcT5p4l7hR9LKk8mLy+P3bt389JLL3mV33zzzTzxxBNYrVZ0ujNPZJuT3AoXTWJ971dPUgmAy03tcz8GLiAhhBDiPGC1WjGZTF4Pq9W3Z/NM7Ny5E4Du3bt7laenp2Oz2di/f3+T4/UXSSxFk7gPmX3Lik0BiEQIIYQIkEYm70yfPp2IiAivx/Tp08/p5Ssq6jtwDAaDV3m7du0AKC/3XdklUCSxFE2iud53kLHmhsZnswkhhBBtxZQpU6iqqvJ6TJkyJdBhNTtJLEWTaAYlEzJ3NMpEAwSp0f65NyH/b3igwxJCCCECSqfTER4e7vU413GQx3omq6qqvMqP9WRGRkY2LVg/ksk7osl0d2ehuzsr0GEIIYQQgdHMWzoeG1u5c+dO0tLSPOU7d+5Eq9WSmpravAGcBemxFEIIIYRokiaukH4aqampdOvWjc8++8yr/JNPPuHKK69Eqz2z5QFbgvRYCiGEEEIEUE1NjWctyvz8fEwmEwsWLABg8ODBdOjQgeeee47bbruNzp07c8UVV/DJJ5+wfv16fvrpp0CG7kMSyxOsW7eOxYsXk5ubS2FhIWPGjGHy5MlndK7ZbGbWrFmsWLECh8PBgAEDePLJJ2nfvn0zRy2EEEKIgGliB2VpaSljxozxKjt2vHz5cnJycrjllluoqalhxowZzJgxg7S0NL744guys7ObdnE/k8TyBD///DN79uyhT58+mExnt2zOlClTyMvLY8qUKWi1Wv7973/z8MMPM3/+fNRqeauFEEII4Ss5OZkz2Qjxnnvu4Z577mmBiM6dZDsneOSRR3j00UcB2Lhx4xmft2XLFn7++Wdef/11BgwYAEBSUhJjxoxh+fLlDB06tFniFUIIIYQ4X8jknROcblulk1m7di1hYWH079/fU5acnEy3bt1Ys2aNv8ITQgghxPmmeefuXFAksfQTo9FIUlISihP2C01JScFoNAYmKCGEEEKIFiS3wv3EZDIRFhbmUx4WFnbKsZo2mw2bzeY5tlgszRKfEEIIIURza/WJpdls5siRI6et17FjRzQaTQtE5O29995jzpw5LX5dIYQQQvhJG771faJWn1guW7aMF1988bT1FixYQHJy8jlfJzw8nJKSEp/y6upqwsPDT3reXXfdxW233eY5tlgsDBs27JzjEEIIIYQIlFafWI4aNYpRo0Y1+3WSk5PZsGEDbrfba5yl0WikS5cuJz1Pq9WeVyvmCyGEEEKcK5m84ycDBw7EZDKxYcMGT1l+fj67du1i0KBBAYxMCCGEEM1KofB9tFGtvsfybBUXF7Nt2zYA6urqKCwsZNmyZQAMGTLEU69///4MGzaMZ555BoCePXuSnZ3NCy+8wKOPPupZIL1r165cccUVLd8QIYQQQrSMtptH+pDE8gQbN27k+eef9xyvXbuWtWvXep47xul04nK5vM6dPn06s2bNYtq0aTidTvr378+TTz55VrvuHFt5X2aHCyGEEOcmJCTEZ/k/0TIU7jPZQ0i0mJKSEpm8I4QQQjTBihUrCA0NDXQYbZIklucZl8vF4cOH0ev1rfbb1rGZ719//TUhISGBDqdZtaW2Qttqb1tqK7St9raltkLrbK/0WAaO3Ao/zyiVSmJiYgIdRosICQlpM98o21JboW21ty21FdpWe9tSW6HttVc0D5kVLoQQQggh/EISSyGEEEII4ReSWIoWp9VqGT9+fJtYGL4ttRXaVnvbUluhbbW3LbUV2l57RfOSyTtCCCGEEMIvpMdSCCGEEEL4hSSWQgghhBDCLySxFEIIIYQQfiHrWIoWsWzZMpYuXcrOnTsxmUwkJiZy0003MXLkyFa/iG1NTQ033ngjpaWlzJ8/n4yMjECH1CyWLFnCxx9/jNFoJDg4mMzMTF5++WWCgoICHZpfrVy5knfffZf9+/cTHBxM7969efDBB0lISAh0aE128OBBPvjgA3Jzc9m3bx9JSUl8+umnPvW+/PJL5s+fz6FDh0hKSmLChAlcdtllAYi4aU7XXrPZzEcffcSaNWs4cOAAWq2WzMxMJk6cSJcuXQIY+dk705/tMStWrODxxx8nNTX1lPWEOJH0WIoW8dFHHxEUFMSkSZN47bXXGDhwINOmTWPOnDmBDq3ZvfPOOzidzkCH0azmzp3LK6+8wlVXXcU///lPnn76aeLj43G5XIEOza82btzIE088QWpqKq+88gp/+ctf2L17Nw8++CB1dXWBDq/J9u3bx5o1a0hISCAlJaXROt999x3Tpk1j6NChzJ49m4suuojHH3+crVu3tnC0TXe69h46dIjPP/+cAQMGMGPGDP76179iNpsZO3Ys+/fvD0DE5+5MfrbH1NXVMWvWLKKiolooOtGayKxw0SIqKysxGAxeZdOmTeP7779n+fLlKJWt8zuO0Wjkz3/+M5MmTWL69OmtssfSaDRy0003MWvWLAYNGhTocJrVP/7xD9avX8+XX37p6WnfuHEj999/P3PmzKF3794BjrBpXC6X57P43HPPsX37dp/eqhtuuIH09HSmTZvmKbv77rsJDQ1l9uzZLRpvU52uvbW1tSgUCq9e95qaGkaMGMHVV1/Nk08+2eIxn6sz+dke8+abb/Lbb78RHx9/ynpCNKZ1/jUX550Tk0qAtLQ0LBYLtbW1LR9QC3n55ZcZPXo0SUlJgQ6l2SxevJiOHTu2+qQSwOFwoNfrvYZvHNsCrzV8Rz/dF7yCggIOHDjA0KFDvcqvuuoqfvnlF2w2W3OG53ena29wcLDPUA69Xk9CQgKHDx9uztD87ky/vBcUFPDhhx/y+OOPN3NEorWSxFIEzObNm4mOjiYkJCTQoTSLZcuWsW/fPsaNGxfoUJrV1q1b6dy5M++88w5Dhw5lwIAB3H333eTm5gY6NL8bMWIEeXl5fPbZZ5jNZgoKCvjXv/5FWloaF198caDDa3ZGoxGA5ORkr/Lk5GTsdjtFRUUtH1QLq66uZt++fae9nXyhmjlzJsOGDaNbt26BDkVcoCSxFAGxefNmvv/+e26//fZAh9Is6urqeO2115gwYYKnR6u1KisrY/369SxdupTJkyczc+ZMFAoFEydOpLy8PNDh+VXv3r2ZOXMmr7/+Ojk5OYwaNYqysjJmz56NSqUKdHjNrrq6GsDndzo8PByAqqqqFo+ppc2ePRuFQsHo0aMDHYrf/fTTT2zZsoUHHngg0KGIC5gklqLFlZSUMGXKFLKysrj55psDHU6zmDt3LlFRUYwcOTLQoTQ7t9tNTU0NL730EkOGDOHSSy9l1qxZAK1ubNbvv//OM888w6hRo3jzzTeZMWMGbrebSZMmtYrJO+LUFi1axBdffMHkyZOJiYkJdDh+ZbVaefXVV7n33nsbHbokxJmS5YZEi6qurubhhx8mIiKCl19+uVVO2ikuLubDDz/klVdewWw2A3jGkdbU1FBTU4Nerw9kiH4VFhZGREQEXbt29ZRFRESQlpbGvn37AhiZ/82cOZOsrCweffRRT9lFF13E8OHDWbp0KTfccEMAo2t+YWFhQP0yPO3bt/eUm0wmoP7n3lqtWbOGadOmMW7cOIYPHx7ocPzuP//5D0qlkmuuucbTM22323G73VRXVxMUFIRGowlwlOJCIImlaDF1dXVMmjQJs9nMe++912pvERcWFmK325k0aZLPc/fffz89evTg/fffb/G4mktqaioFBQWNPnehTeY4nby8PAYPHuxVFhMTg8FgOOl70JocG1tpNBq9xlkajUY0Gg0dO3YMTGDNbOvWrUyePJnhw4dz//33BzqcZmE0Gjl48CBDhgzxee6KK67gqaee4sYbbwxAZOJCI4mlaBEOh4MpU6ZgNBqZM2cO0dHRgQ6p2aSlpfHmm296le3evZtZs2YxZcoUMjMzAxRZ87jssstYvHgxu3btIi0tDahfXmrnzp3ceuutAY7Ov+Li4ti5c6dXWXFxMZWVlcTHxwcoqpaTkJBAYmIiP/74Izk5OZ7yH374gX79+rXKHq28vDwmTZpEv379mDJlSqDDaTZjx4716YmdN28e+fn5PPPMM616ZQvhX5JYihbx0ksvsWrVKiZNmoTFYvFaTDktLQ2tVhvA6PwrLCyMrKysRp9LT0+ne/fuLRxR88rJySEjI4PJkyczYcIEdDod77//PhqNptX1cIwePZpXX32VmTNnctlll1FVVcXcuXOJjIxstKfnQlNXV8fq1auB+oTZYrGwbNkyAPr27Uu7du249957+fvf/05CQgJ9+/blhx9+IDc394Lc7OB07XW73Tz00EPodDpuvfVWduzY4Tk3JCSE1NTUgMR9Lk7X1uTkZJ/Z/kuWLKGkpOSk/58J0RhZIF20iBEjRlBcXNzoc4sWLWr1vT3HFtFujQukQ30P5auvvsqqVauw2+307t2bxx577IL6w3sm3G43CxcuZOHChRQUFKDX6+nZsycTJ070+aN8ISoqKjrphLM333zTk2B8+eWXzJs3z7Ol48SJEy/ILR1P117gpLe++/Tpw9tvv91ssfnbmf5sj3e6hdSFaIwklkIIIYQQwi9a35RcIYQQQggREJJYCiGEEEIIv5DEUgghhBBC+IUklkIIIYQQwi8ksRRCCCGEEH4hiaUQQgghhPALSSyFEEIIIYRfSGIphBDnYOPGjWRlZbF48eJAhyKEEOcNSSyFEBekY4ldVlYWL730UqN1ysvLGTBgAFlZWdx7770tFtMHH3zQ7NcSQojzkSSWQogLmk6n47vvvsNms/k8t3TpUtxuNyqVKgCRCSFE2yOJpRDigpaTk4PJZGLlypU+zy1atIhBgwah1WoDEJkQQrQ96kAHIIQQTdG9e3fy8vJYvHgxQ4cO9ZTn5uaSl5fHhAkT+OWXX3zO2759O++++y6bNm2ipqaGuLg4hg0bxp133ola7f1f44oVK3j77bcxGo20a9eO4cOH07t37zOKr6ioiJEjRzJ+/HgyMjKYM2cOe/fuJSwsjD/+8Y9MnDjR53oHDx7k3XffZf369ZSXl2MwGMjIyGD8+PGkp6efw7skhBAtQxJLIcQFb+TIkbz22muUlpYSHR0N1PdWRkZGcumll/rUX716NU888QSdOnXi9ttvJzw8nK1bt/LWW2+xe/durzGby5cv58knnyQ+Pp5x48ahUqlYvHgxq1evPqsY16xZw4IFCxg9ejQjR45k5cqVfPDBB4SFhXH33Xd76m3fvp0HHngAh8PBddddR+fOnTGZTPz222/8/vvvklgKIc5rklgKIS541157LbNnz2bJkiXcfffd1NXV8f333zNq1Cif3kCr1crUqVPp0aMHb7zxhuf50aNH07VrV1577TXPJByn08nMmTMJDw9n3rx5GAwGT92bb775rGLMy8vj008/JT4+3vMaN910E5988oknsXS73Tz33HPY7XbmzZtH165dPeffdddduFyuc32LhBCiRcgYSyHEBc9gMHD55ZezZMkSoL6X0Ww2M3LkSJ+669evp6ysjBEjRmA2m6msrPQ8Bg0a5KkDsGPHDkpKShg5cqQnqQQIDQ1l9OjRZxVjTk6OJ6kEUCgUZGVlUVZWRk1NDQC7du0iLy+PESNGeCWVxyiV8l+2EOL8Jj2WQohWYcSIEUyaNInNmzezaNEiMjMzSU1N9am3f/9+AF544YWTvlZZWRkAhYWFACQlJfnUSUlJOav4Onbs6FMWEREBQFVVFXq9noMHDwKQlpZ2Vq8thBDnC0kshRCtQnZ2NtHR0bz99tts3LiRp556qtF6brcbgEceeYRu3bo1WqdDhw5+j+9UvY3HYhJCiAudJJZCiFZBpVIxbNgw3nvvPXQ6HVdffXWj9RITEwEIDg6mf//+p3zNY72M+fn5Ps8d6/n0p2Ox7d692++vLYQQLUEG7AghWo3Ro0czfvx4pkyZQmhoaKN1srOziYyM5P3336eqqsrn+bq6OiwWCwDp6enExMSwaNEiKisrPXXMZjMLFy70e/zdunUjNTWVRYsWsW/fPp/npWdTCHG+kx5LIUSrERsby3333XfKOsHBwTz//PM8/vjjnqV/OnXqRHV1NUajkeXLl/PKK6+QlZWFSqXi0UcfZcqUKdx5552MGjUKlUrFokWLiIiI4NChQ36NX6FQ8OyzzzJhwgTuvPNOz3JD1dXV/Pbbb2RnZ5/1bHQhhGhJklgKIdqc7Oxs5s2bx7x58/jmm2+oqKggPDychIQEbrvtNq8Z2UOGDEGpVPLOO+/w9ttvExkZ6Vkg/cEHH/R7bJmZmcybN4+5c+eybNkyFi5ciMFgIDMzk169evn9ekII4U8Kt9xbEUIIIYQQfiBjLIUQQgghhF9IYimEEEIIIfxCEkshhBBCCOEXklgKIYQQQgi/kMRSCCGEEEL4hSSWQgghhBDCLySxFEIIIYQQfiGJpRBCCCGE8AtJLIUQQgghhF9IYimEEEIIIfxCEkshhBBCCOEXklgKIYQQQgi/kMRSCCGEEEL4xf8Hzp27NWPIhPYAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 750x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# create a SHAP dependence plot to show the effect of a single feature across the whole dataset\n",
    "shap.dependence_plot(\"MedInc\", shap_values.values, X, interaction_index=\"HouseAge\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To get an overview of which features are most important for a model we can plot the SHAP values of every feature for every sample. The plot below sorts features by the sum of SHAP value magnitudes over all samples, and uses SHAP values to show the distribution of the impacts each feature has on the model output. The color represents the feature value (red high, blue low). This reveals for example that a high MedInc (median income in block group) increases the predicted home price."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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oMmMBlxLNdvA52cI1kHTwWVHiPpMWnwFCYMaTiFR9AtAdB1cTNJs65Xb2CKAkkSTfdnIEt6N54RWFlBhdvDdzgc6/DlcI/Cmh72gaOA5OqtyFPYtZWl6UzruitJBZq5vYb1Wcf/6zgb/bBawtDAHQmoSfv+UyviccMeir2wWshMvz921i6ZtNBAsMDji5F3seVv65+z3/p1VsXNQCQLzV5pXb17L1pS1sbXMpeWEdvrj3aiO+JcrHp79Jz6mVlGxto21QD6SmoVlOzuOjMBLPqUfTJEmfjuU30BwX02m/zgTxkEGL66ekMYGOm1Oe6HAZRPJyw2fWLG/BjVpoIZPlL9bw3oMbiDZbVEQiDHq3Bh1P6Dc1gKCAYNjCveFtzD0qoDhI7ZVvkFzRgJQCY3Q5FTcfQP7U/l32l90QZ+Plb9Hy7AZ8Awroc+NeFM8YlJUn0Wrx9h+Wsv6NreRVBNjr0hEMnrpru+G48z7D/ckTyBU1iENGot9xGmLRWvj5I7C+Fo7aE/42E8oLd3RTFYpvAUqUd8cuJdAPPPBAXnzxRebNm8ehhx6atW3OnDnsu+++zJ8/fwe1TrEjuHeRy32LXdqSEg0wdGiJdcjwVRy8hPAs7AnHs6b7dPbs7fKLWa303pKkWNfYGAoQ11NW+LgDgZT0TXQQ01JiRpPE8G5TSZ9O3DQwXInfcRkUibMkrwDXlmlxnm4CYDguG4tClLiSsoRnifU7DsXJZNfWcNflk4I8Wg2d4oSVI8YNKVOuG5n2+RxP6EspsXQNw9U8dxhgQ0Eop461pp+bfrcFEbPZPC5XOF/9hsvMp5OUtsY4TW/jrNPKqRySKeeJFS63zneIWXDO7hqXT8pu5YuzNjP/uXoAYmGHp2/dwIePbGDSsRXpPK4jefvfVSx7vYFAgc7eJ1Sy7sMmNNcF6b01kEKwdFmEguYIzQUGFJokg37ieQFCrXGcV2rQg4Ynzm2HQCSKkbSRmsAxvEFTNGBSEM2OnxkLZMJW6k7uG4N4QMeHTQExTBxsdGLCJGwGsDQdzXVxDEE4mHtrzosl2Hj8s2zdHOetwl7pejbixx7Ui5FrqtN5JRox/CQwsC96GbvVTrlueXYqZ8lWthz+BL0eOorQ2FLafvUG9soG/FMHU3fIaN67aTlWc5KegSCVSxtZc/xLjFl2MoHhxQDUr2jhuUs+IFIbBwHB2hZaj19IbQ+N4FFDCf36IOL3LCDxzyWIkiCha/bDf9TwrOOJvLaRxt99iL01QsEJwyn7+V4IM3O+nTUNRH75CvaiGsx9+pF346FovbqOSvRNIevCJH/xX5y31qCN6In20iJEzHtrIucsRM5bCi1teLM/kvDYO9jz63ACBYgBpZjXHYk2eWCmPNdF/vlF3Ec+gOIQ2jVHoE3b/X9r5LxlcOOTUN0Ex02GX54Avk4uXv96B257HhIWnHcwXHJ4ZtuWBvjFo/DBSpgwxNv/gVfhuY+hR6HnwrelEfYfDTeevu3Bh+vCzXPg4TehMARXHwPTJ32xY3AcuOlpr51lBXDtcXD4+M/fb9lG+L9/wYrNcMhucMOpULKThDW983mvH/0mXDENTt5vR7dI8S1jlxLoI0eOZO3atcydOzdLoC9dupS1a9dyySWXdCnQly9fzqxZs1i4cCHRaJTKykqmTZvG2WefjWFkd9Ebb7zBvffey/r16ykpKeHoo49m/PgvcCMBqqqqmDFjBjNnzmT06NHcd999rF69moKCAo466iguvfTSnPo2bdrErFmz+OCDD2hsbKS4uJjRo0czc+ZMRo0a9RV6aefnzU2SOxa5JBw4bzfB9CEZi+u8TZI7FrpYrrft6A7bYpbk5o8kT37m0mZBvgmfbN2GAtfJiHMps63ogmzh3nk7eObmYEqMOS53P9pMnuUSAkKOS4Ed4ePifE8oW24mCouUqY8USfxJm4CVEsCAbrlIExKmjmVo6NE4rgtEEtnCOUUfy0KEXRb0LOSI9bVpIW0Lgc+V2BodJpVKFhWEeK+0GICwrrF3azQt0tcWhxjSFEZ3vegwebad5f8mASEEUZ+PqK4jNY1RTREagn5iRkZUlcaTFDZFsA2DwoRFvZEtsJc2ABhsDuWzLBnk3nujXD7d4If7mryyTnLS0xkn/YUvO6zdlOQPh5l8+Nhmqpe3suyzbH97gK3VFq/euhZ9dC+SiSD3zv+Uxg3RdH9t/KSFgOMiAVfTvAmeEoKROGYiiZ1yWRK2haMFaO5ZQDJo0m9VHcJxyGtuS4tt4UiEa2H7TJoDAfKiGfekuGnQludHdyQWKdeoTiNAQ7qU05Zu25YehUQTPgw785bCMjUsQyBcF5ny89dtlwHVDUTWxNg8sDcUZV8NteWFWQK9HQuDSL2Fn8xgIe2m40pqT3+WkJ5ApI7PXlFP8z9W0jx0BIT8rOvvTfytrGul+Zl19LpmPLGmBHPOeYdkm40AiiIRDtzwKbqU0Aqx2xuIPfAxbtRKfR9Q0vLmesSYChJxQbRfLwqPGkzLz9/wfhtAw9L3cFuT9PzLAQDIpE3zIQ9ib2jBQSf2aTOxV9dTcNOhxB/+BBEyMQpN2NCIPq43/msOQCvPw22MEv3jW9gfV2FO6Ufg8ilYD8zHem0N2pBSjDwdd3EV+rg+mNccjLu4Cuuud8BxMWbujfDrOHe9BY6LPnNfkr99Bffddd65+bQWBw0TiYaLhgMtFhINb/aGRpIQ7toIEEEuryHx0qeYj56NftwexG5/n+Rd76KtrsJPBB0X9+1VyLvPwnltNTKSwDh7Mvrx3vNEflYNf34ONjfC8ArYXAdRC9vMx0lo6FNHYBw5DA77DSQBdFg6B9bXI2ZdArc/By8s9KwSzy1KnQng4wfhztdgyjC46kjcw/6Au7kNgUT79B20/3wI4dy3Q3y6xStv2V8hv1MEos+2wBm3woI1mbR3PoU3b4B9R8G/3oZH3oSikCdWJw2Dj9fALc9CU9gT6C8syuz71nKY/0cYP9hbjyfh1mfhtSUwui9ccxzkB+DA66C+NdO+N5dDeQFsboDSAjhlX7jsKK8P2lm+Cf4yJzOgOX+qd5/c0uANEj7d4on9H00H2/Hyvr0C9hgI1xwLPYq8wcxt/4W2GJxxAJy0b3Z/3P0iXHpfZv29z+CjNfDHs3P7Fbzjv+MFeO4jGNjTq2dwL2/9/le8N7eXHAEH7db1/t9SlFtL9+xSAh1gxowZ3HLLLdTW1tKzZ0/As56Xlpay3365I9i3336bq6++mn79+nHGGWdQWFjIkiVLuOeee1i5cmWWT/vrr7/ONddcQ+/evTn//PPRdZ25c+fy9ttvf6k2vvPOOzz55JMcf/zxzJgxg3nz5vHQQw9RUFDAueeem863fPlyLr74Ymzb5phjjmHIkCG0trby8ccf88knn+ySAv2dLZKDH3do9wz4z2rJY0fDSSM13twkOaTDtmdWS56cAccP90TM6c+5PL2qi4mV27KSb2vSohApAZ/aMe544VzaSTpejPKUtS8YTpJnZVtL/a6kyLJpNoyMK4yWEuspMeazsl1TRCotrmu4QrCmKM8LqSgEDp5veXuLQ64kX3pfIR3UEiWcsphFgFbToCxhkRCCgHRJ6DpRQ2dhXuahui4YoNrvY0pTK+Nawjw3pCfDGtqwdN2bNNqpS6QQtBkGlqahpUR/z4TFYZvqmTugJ64mCFo2+1TV47cdbF1nn431PDuid3oyaaYwbyKug2BtQR5XviHZEneoiuSeilmfuJS+sgr/sjokIAMBDClTk1o1z+0Gga1rRNb3AgRxEqBpaI7j9ZkE29A967meaYsvnm39Fqm0pNDQHJumHkF8sWSOJVxISfHWNoItNk1aECek4eqQ8HvnIJCwSfo0bENDd1y0di8XVzKwsTF9Dtf07smaigoGf7Y1q3zTcvFZLpZwkMJFuJJBq5sodWOp7TaG7dBvaz0F0Tj1RQU0ZwmmzAWv42Kh46friRAGTlqct1PZ0ozPskga3vHU9Ciksq4Vo6dXx7pXaki2eQMpv23xvQ2feeK8YwuiVlZLhJTIpTX4AH31Vja+XkMALWvg0PLg0rRAt95Yh7OhGQsf7UOK5IYITac8hZ7aJ4HExEJ7eRXWiyvJ//hyWg77O/ZH3vwC6+U1xO/+EK3Oc20yXk5ip1rkvvwZ9pOLkBsa079P5+lF6JpMr7tPf4KLDh3iHKUkLhoumc+TSyQuLiYOwWzJ4bhYpzxI/MhxxJ5bl0rMI0mAIurBBeuix9N1JucuxXzwDPQjRsI+v4HGsLfLCwAOAhcDcCnCeulTxMP56EkBdHCJeuhDJBLx0Btko+M98g1YVgXLqpAPv4uTMAC/N4DFhxlu2LZs2tgIQy6HO2fC8ZO9tJommPxTaIlm53Vd+McbsGQjXHxPJv3J9+Cxq+DUm9PfdcjBceGheRmBfvZt8Pi73t8vfwJzF8B1J2fEOQASlmzosF7tCelPt8DdF3lJm+phn59l2vr8x54w/+lxsN8vPDel9joWb/D6/4WFmbQXFsLfL4P9fwnJlDFh7gJojcL5Hd7a//213GP603+gfw9vwNCZH82Cvz2fWX/6A/jz2XDWbZm0f38Ar1y3y4l0xbbZ5QT6kUceyW233cazzz7LueeeSzwe56WXXuLYY4/NsU4nEgluuOEGxo4dy1133ZXefvzxxzNs2DBuueWW9GRPx3H485//TGFhIbNnz6a4uDid95RTTvlSbVy7di2PP/44vXv3Tpdx8skn89hjj6UFupSS66+/HsuymD17NsOGDUvvf8455+B2MTlwV+CuRW5agLfzt0UuJ43UuOuTLrYtlBw/HDa3yVxxDmlf769ER1/y1jjouvfgsDLiHLznUGcSuuZ9ebLdxUUCkWRWubKLwYPs8GRsCRoQ8x4CbsrKLvBcUfq4ng+zCyQth42mQZHjUuS4SKHREPAsn2Fk2kpe6NiMiiSxhGBVXpC4phETAsNx2HdjHX7LSj2kvWZJIGya2EJ4dQmR4xaTbzscva4aS8CIpjZCtpOWXANbopz1yXrWluRjOi6vDq5IvXHIPR93feRw4phc33RdSpa2mUxI1e+3rLRcMhwHW9MQ0sU2DLLeMQiBLjMTWxECKcCMWZTWhXE1gd3FdBThSkq3NqGlrpmy6maihbnhI1vKgiRCBlLT2TK4F8OXbUxbwTUJRa1JLFPDNgR5kSSG7VIWDVNgJZGAhU4ck4K2WE7ZQNpFSUiJbrvgQhyDADZ9a+qpaGqhMOpZOfvVNhIO+NGxaR9apa4wQiTQcPEcvHJlV1e/DCkEboc3RjG/SWJUGSUnDvH6vUNc/T4tjRjyy92LdFzyiREmhL9DWCMt1MEtI2DgoOe02UVLC3QQOOho2LiLq0nc9UFanKfz10VTMtpF63S0cl1D1rqGzImcpOHietOpETgIJHpOKCavhiS5Ll9eRRL5/DLosF2ik8Q7Z53rtP82D72pKSPOs1ro/e4NYjj4cRdXo9M5YpGAR97LbYb3ni47Z8L7PbnpMnLnRmRI/cZq2+CEm+H/joffnOS5tXQW5+0EfZ4lvyMJC3792LbFecd8AFub4YlOx7N2q2cJ/yI8+BrcfA6E/PDwvNy2/u15GNs/I87b+efbuc+OpRvhN09kxHk7tz+XLdADuXNI0nV1FugJC+57JTuttgV+91R2muvCnS/sUgJdWdC7Z5eI4tKR4uJi9t9/f5599lnAs3qHw2FmzJiRk/eDDz6goaGB6dOnEw6HaW5uTi/77rtvOg/AihUr2Lp1KzNmzEiLc4D8/HyOP/74L9XGAw88MC3OwXMdmDhxIg0NDUSj3s3js88+Y+3atUyfPj1LnLejdbZK7kAaGxtJJBLp9XA4TFtbW3o9mUzS0JD9MKyuru5yvavw37br1ZHsYqOderjFErmuD93S+b7gyizrdlY6AgIGxG0vjwaeOVaCBgm/TkMHC3vYp7OwfwmJAj/k+6A06FnrBZ4VPWV4S5rZA0YJJNuFv8B7rdnBF7ldOBVoguY8H0ldsMZnsNUwSGiCLT6DTabe5S0vZNkct7WRvVvC7N/cxsk19RRbFru1hnEFDG1sI+7zgaYhNY2oYVAVClIXDNDmM9NW8K7KHtAaYXxdM6HUZNWYL+OHXZiw2aOmmRENbYypbdnm6XAknNS/GaOTiBrYEsu6iXe+6nXXRU+5r2R3pvR8zjsggP6r6ui7toH+q+spq8l+UEtIWbxTk3Edl/o+ZVidzlMi4Kehdw/aikK0FufRb3M9ReFYelBj64J4wKC+ZyFmUhLNC9DQo5BNZaW0+AJE8REhQO+qZkaursbt9CYn7texzcyRFjYlkGg0UEAzQfyOkxbn7eTFEymbrouOgw+LPOIYKXkp0sOubJyULbgj60vLsfUOxywETYcMoiXRRiKRYNAhlYhU8zrG0M+lu4evTEc/aqfkyj3T9xLzewPR+nbt67zN4bb19RstRA/Pn1l0K1w9JDoWnQdzqdZ2aSQQ2a4X7dhd3Ie6qA3AJkSX/fyNRE/uVM8t/yXZFsF6ZXHX2UN+uPBw7ESuEJddzM/I4fuehT4Zi3d9PHsMhBG9c9M740oa6xu8Z5TdxZsk28GOd9HGbfVhl2W42c/BK6d3eZ06yex6qqurPeHdOaQueMagTiSj8a/tWavY+dl5VN7XyPTp09m4cSOLFi1izpw5jBkzhsGDB+fkW7fOe+X4m9/8hqlTp2YtJ5xwAkD6Yt+yZQsAAwYMyCln0KBBOWnd0adPn5y0oiIvGkZLiydiNm3yrAMjRoz4UmXvCEpLS/H7Mw+m/Px8Cgoyk7l8Ph9lZWVZ+1RWVna5fv7uIudxM3M3jdLSUi7YI1d8XrC7dwkPK/dx2MBtPKhsz+rdLyTR2w2JHX3KLRcitmfpjjkQsTKWcldmvuCZb5I2W1uuFyc9aEDAYGVlIesKAjSYBqvK83E7ig9NeP7qHQnoJMuDRAImSUMjYeqEQz7P51gX4E9ZqwydMh38mvAmpOb5aKgsZEt5Piv7FOM3NCZH4oyMW+wWS9LTdtOv8dNdAJTHE1m2s3zH5bDGFqqLQ/gdlza/v5MfvsDXLlRlJi3nkSElUZ9JxGcSN3RaAn7Cfh+646C5LrrronlfOeLQ1dVMXVXFsNZwjhA/Zw+NI3fvwaNToV9bjN7hOJOqm+gVTTA8sG1Lm4CUq4uek96VoJIdxHBRSxLN0Ynkh2grzKe+ohQpMrfERNBPtDBEa3kxkYI8EgE/4cJ8msuKQAjCJYW4uiDQGqUtFPAmkOqCluIgkQI/hU0RGnoVs2VQT2r7lLJheCVreleQ7GTxLApHaCkO0lIUJJxv0lrshbwMxpP02BKhqClz/BH8WP5c65wA/DgYuARIEsBC79DHIr1IDCxaQgESho6GJIkPGx0HjQQG68p65JSfqImmf+dmyMCU3gBmS34xlqanBycd38AAiAI/xsjs8hwEEUJUXjOO4svGUXDicHo/fjSlV01M1yGEoOS5M7yQpx3QsoSyRE+57mjDyvFfOhl9dM/sfinyp/JruRK7sihrtSsJbvzl+/huORYxoDTdk05ni7Wh4foC6NgkMbEwO/RGigOy7+PCr+E7ZwLmrLNyBirGzH3glCmej/U2WmjjuRvp398TTpuSna0wCMdNyE4rCiFO3x9G9spKlj4j5caTQjeR4zo9zwR0KRUiCXxomL2Kc7cFTPjgDzCqL8bFR2RvM3TET48Ds5sX+BOGwCF7AOAb2AumdTqe3qVwzF7w1m/hF8d7Yv7Yvbou65T9KO3f23tGnb6/N3DoyMxDMY6dDJ2OQxyzF3xvdHbeIb3g5yd4xpOOXHBo9nPwmL0Qd1+YM3dJv/DwrPXKykoI+uHMA7LLK86DK3O/qeK79Kiv7Vm7cyA6LYqO7HIuLgB77703PXv25N5772XBggVce+21XeZrHyFfccUVDB8+vMs8PXrkPqz+V7qzfn/Xvxs1dYDGnOPg9oWSuC05bzeNs1KuD4cP0njmWG+b5UjO313jjNGZvnxiusYN77k8tVJSF5WE49LzF7e9Pr37MD8vbpLctrBDha6bHajcFODXMyERJV4Z4WS26U5LWdVTSE1QXRaius3q2iqmiw4uM0DIBEdimzq22Sl/KvqLcCU92mKUxmzKgTXledgdw+8JwZB4MutHHEpfP+0OMYI2Qdoq3JGGgiCxVNWulntzbN/H1gSuQ+pVeOYQtJQvuCsE4UDmoeGzbQwp01YvW9MQrovfspmysZYrx0PvY4u58R2HTa2S6cM0rtnba8iJe/kZHJI882ob8WLB1L1L2G9sT96dbbJ5STO1GxO4HU6Xo2nEAp6QEa6LLy9GvyFlDBlXxIJ/biLRlnkVLRyXwsZsq3kg5rIuJSADsRitxfnkRTy3Eyv1VkRqGrHCDh8ISvWVq2uYjkN9ryLMhEVJQwRNQiBmEcvzYflNIoUdfMOFoKZ3KUPW16WnRoQNH5ZuUNwQxdEFkUID22/imjp6iyAvnOtOETh8MGLeOtyWRKctoCNTNvNsK1/7WwhL11g6YCDre/YkEE8yZdEqAsLG2KMMqQn8PYMMnl/Hx/nZ0VIGV2bfs4ZO78vKJzdgCYP3+gxlWHMtvQcHCU0bitsSx/pgC+b4SvKvOxCtR4joH98m+sgS4s0OkV4V9L9wDyou6iR+OuHbrYKe755L2+/extnSRuDYEehFJolHFyMCBnqBgdjUhD6+N4FfHYLmMyl6+QdEf/M69kdVGFP6EbpqXxJ3v4/92mq0wSXoAQ25rBptfF/MXx2OO38D1h1vg+NiXrgvwq/h3PGmN0n0wv3QT5nonfI9+5I88FaQ4KT84vXKPMQ+QxA/OxruewftnjfJp4UEIRL4MbAQ5XkE7juFwOGj0X43j+SLq9CHlRH65YEYo7zBhK+iEPuW1yGSQD97MsZ5+3jnbN4v4HdzvEmiQ3pAdSMymsQ285AJA2PqCMxfHu4ZEEb3hbkLoX8Z/Hw6YmQl/L6f5zM9pJcXmWV0P8/6++fn4JmPoE8J4mfT0d9dj/vYAijLQ7/6MMTYSrjhCW+i5h4D4YJD4db/wmMfZFt6p0+AgqDn2vH8wuyT95tTYWzKmHXVMZ4obp8ketUxcPBu0KcM/vwfaGyDI/eE9XXwyTrYbxT86qTs8v75Y/jtE/D6UhjV19se8nvLb09LXeQS7nrBm1S5tdmLJHPSvvCz73e4kHvB67+BP/w7M0n0qhme++Kbv/WO+9MtXvt+eYI3B+g3j3uTRMcN8urtVw4v/B/cPNebJHrmAXDBYbkX8IWHw4g+3jE2R+DU73kTPbvizgugf7kXOWdQT/jFCbDbAK+/7nvFi6Rz6ZFw1ISu9/+WolxcumeXFOi6rjNt2jQefPBB/H4/hx9+eJf5+vf3YgAHg0EmT57cbZntVu8NGzbkbGu3xH+dtLdt5cqVX3vZOztHD9E4ekjX22YM1ZgxtOtthX7Bnw7U+dOB4LiSG96wmL0IQqbgqn1Njhquc8hgiU93uXexpDUhO+uYjDiH1P8Sola2OBd0/e5JCAqCAt1wae6cwXY94S1lxoLf7mLbWTunBKDUBJauA140jIKkTVNHgR63CSVyX7e2F2kDUU3QaOhUBXwM7uQWESn00bemFQn4bRu70zcCEimrtBSCiKETsj2vYKTE6DBhVQCa67mZmI5LnpXtblRa4SMfGzusMXb/cqae3QfDp/HE8V0PVCeMDTBhbLb18NAfeSe9ZlWY1+9dT93aKP12L6R4WCGL3mzGsSWyZA2FQ2s441zvS6Ljp5bx6l3r2fhJCz0GhjAaYuhvZ3d2Q09PiGqOg89xwBAkBhUT2NhCIJbwBEmHwYuE9PVhWHa6Dyy/STTPT144kZ5Umuj81gRwTB07aGLGLBKajtXBlUR3JL6Yi91DT5+fHtWRTi4+Lqbr0Pvl77P5+LnYm7L9lAXgoGNByros0CrywJFsFEFWDOiDlZprk2e7uPsMoeKG8ZQenHEV8O03C2vVBtaVewJySEMtY394QlY9e//f7hhBnfUvVeGvKKHs0oOpOHjblrm8Xx5I3i8P3Ob2beGbUEnZUydml3XxNiylgN67kIK7j8lKC/3hyG3m1/oWYxy3R3YZx43LLXf/oZiP/AD7Dy9DcxRx6kS0G45Oh4XUR/fGXlSF+GANfqLY+LEJEPzDcejHeuXn3TCVvBum5pZ92Cj0w3In/Is9B8KTP8xJN1NLFr+Y4S0d+fUp3tKxTEOHa6d7S3v9Ewej//Dg7H1vPid7/dHhcMEy+OVjsLYWjhwHfz7D2/b9KXD3hfDX/0LcgnMP9kRvRy4+wls6csAYb/kiFAThprO6zyMEXHKkt3THXsPg3z/NTR/WG/5xRW76Lefmpk3dw1s+jwPHesvn4Te9Sa/XnZydftr+3qL4TrJLCnTwJl4ahkGfPn3Iz+86Luree+9NaWkpf//73zn00EPTbibtxONxHMchLy+PUaNGUVFRwZw5czj77LPTfujhcJinnnqqi9L/N4YPH87gwYOZM2cOJ554IkOGZCtWKSXiy3xg5zuGrgmuP9jH9Z2eO37DE/E3fk/yw1dcZi91icdkSjB3sHK3057eeWJjxw8QpTA1Se1Pg5z9tMXjq1MuMODFPk+6mfJc13Oh0TXIM72JoE5KuJt6VpnxlACQgJnoYE2VElriNOkaPTpHGUn932roRFIxv9eFgpRaNkWW5wBjGLDn2nqkEER9JvmJJK4QxEzv0e+zbcoti5q8PGwt5XYkRJcRXkzXxZASX9Ly5uS2nwMdDjmxgkNPqeDrotewfE79U/YD76DTemNZFg8++E5WekG5n2P/L+Na4MQdVpgW1Q+vRRoatcN6UNurhIr+fozWGG2bodfIAr53am/e+sFb6EjKtjbSUlaE7TPQbCcVDUZiJi2CnQY8Vupctb8REV3MHs4Lx/HFkhg9g0QacwdXZjKzT2E0QQEJIvhw0DBwKCBO4aH9CE7qRb85x7Bu/CNZ+/tGleIbX0HL46uQRT7KfzqRHld7Vrfw45sw/r4Ou9Vm6AE9mHrtSAIFuYOIkkePZ7fz5jDilU/QBxRRcNuhGENLs/KYIYN9frUH+/zqC4iUXQTj1IkYp07scpsI+vC/eSWxK+aQ/PsCMHX8l++L79wvGAf828CBY+Dt33S97cLDvUWh+FIoDdMdu6xA79WrFxdeeGG3eYLBIL/+9a/5yU9+kg552K9fP9ra2li/fj2vv/46f/rTn5g4cSK6rnPllVfys5/9jLPPPptjjz0WXdeZM2cORUVF1NTUfK3tF0Jw3XXXcckll3D22Wenwyy2tbXx8ccfs/fee3/p6DGKDD5dcPfhOnccqnHgAzZvb0pZ0zvHPJeyy6gjaJonrAOGZ2F1JUMLJAFDcPhQncdX2GBJsOxcC7mpU6o5NLrCe3XZLtIhx7cxaDlYQlCT5yPiuN5EVb/u+cBLWO33kR9LEJSez2u7J5+jeRFXJvTS0NaHsWxB1OcnapgUJRKUxhJETRMdsAyDpGGAxHPZCPgRhsHgllbK4gmaAn5agp6rRrJjGMbUh4yMlCtLYa8AsaYktiXpMyTA2Vf3p7RnbgSUHYUe0Bl77z6MuWsKaAIhBI4t0VMDKcd20Q0NJ+l6bgOWSzCaIBitRQK+pJPywxfE8/1EC7KPzbQc4gGTWMDw3io4Lj03NdFQWYhj6ISiCUZ/uhkBBAYXMvjnI1jx04+yykiGvFtyfiRB/+omTFyKiSNS8VlKzhpB+cXeACUwricVtxxA3a/ew21L4htZSp9/HUVg9x70nX0Y6CJrED/+pH6MO7Ev0pFoxrbd7PT+RZS9fCbSdhHd5FNkI3wGobu+T/Bvx4IAsRNN5FcodkaUi0v37LIC/Yuy9957M3v2bGbPns3zzz9PU1MThYWF9O3bl9NPPz0rgsrUqVPRNI3777+fe++9l9LS0vSHii677LKvvW1jxoxh9uzZPPDAA7zyyis89dRTFBcXM2bMGMaNG/e11/ddRNcEDxzn54jZCdY1S4g56Hk6jhQIJDKRsnQ7nrVTACftYTB3lSRqSQhbnruLEOw72vs5nbm7xnOrNZ5a4XYd5lEXNLZIwOoQBkNSEUsSKQoQbp/w6Lq0aoLG4pQfsyM9gR610lEekppgfsjP7rEEpa53u0sCf7mihL49THqX6bz7np8HHqgnlpTkORaFiQQR0yRumgQ7hC10hCCuabip+OJNwQBF8QShpIVVFCSa9NxdLF2nKBbLCYK337Qy9j24mHjUoaTHNsKM7QSIDoOgdnHu/e2lSyAc9JNnxxCpaQim5WC4qUGQI3FioAUN3NR8gyAu4Tx/xo0pVc6ohhaGvLcV6dMIxK1MHPsxJQy4ZCRNH9RR8++NXhkD85nyyP5YVWGqTnsJ1/amW+o4GDgEp1QyYHb2F5JLf7QnxTN3w66L4huYeQO4LWEthEAYX+yhqMT5V0N0nkCoUCgUXwEhv+uzEhUKPJ/1Dze7lAQFFQWCxXVgWS4nPZ6kKQZIycgyeOoUP6MrdNY2unzvgQRVYc/i3r9I8OY5PgYUZx7On9a7PPSJw+9e7xCFROBFpkjk/uxGtoQZM9jHUw1mdqQZKSmIWfSOJ9E1QY3fpFHmCv+elkWxK/GFNBbcWIbfzAixaNRlw8YE0fokf791E3WhPC9KS8oKLsjE3k5ogrWF+fSJxOjbFmHAuELMQpMP50dAiPTk0Dzh4FheGwYMCXD5r/oTCHYxQXY74Lm4PAh43wkwzVzXjS+KlJJZ094kUhtHtxyKGyPpj0pJIBowkJoXl97VNQzLZY/j+/Hm+21ocTudL5YX5NjfjqGsOczmy94imfIX9/XPZ9Sbx+Af4Pm/h1e2YDUkKN6rPC3u7MYYa/Z/CmtZvWeNL/Ix4MXjCE3emSIwKBQKxVcnKrLnWITkbdvI+d3kO29BVyjAs6Tv3T8jLg/oB6Cz/kcBXljtUBIUHDJIQ0tNGBxcqrHuygAvrHZxJRw5TMPfyTI5slzjNwcJHlpss6k5lSjAn3QpiXkfrGnymSR1DSElLjBiRADedz1rueuCdMm3HMaF42lLd4+EzfoCPxuE5w+tCSixbAII4prg2ml5WeIcIBTSGDUyiOsGOPW1/uTVx4maOoUJm9FNbZgdxL7fldSETDTp0rdMZ+ZP+lJfa7F8aYxYzLPcFxQZXHVtf2q3JAjmaYzYLS/dN992hBDsc+kwXv71UhyfJ8bT4ayFN5nTFl4+3XGRGvQ5aRD77W/zys2rEK7EMXT6jitm2L6laHoZpUf0peWFTeBKio7oh9YhAlD+8KKcNhilQYYvPp3Ia5twGmLkHzEQvWjncRdSKBSK/xXl4tI9SqArFN1QGBCcNLbrn4nPEMwY2b3FWAINMZF2ZclL2gxoiabFdmnCYm1BECEEa0rzWR0VTOqrMX+LC67nUd4nksiZmHlIscPEg/OwHPj+bgaL19usr3P43kgfu/Xb9s96WZ1klfBDj4zYW1cYZOqmeoQQ+FM+5a6mkRxVzO8vDOD3a/Qf6OfGP/dn/vthdEMwaXI++QU6fQfsmqJx1LTe9BxRwLp36qEhxvo/LgYJuoRg0sFyvI8RASAgf1A+EyYH6TO6gLULminpHWD4vqVoqbjrmk+nZMbAL9UGoQnyp/b/mo9MoVAodhaUQO8OJdAVim8QV2Z/FLA8lswS2zpQnrTYUuh9Btx2Ba+d7ePBRQ4r6lyWL42RrOs6lOLF+2TEcd9xX8y1pCHWRTz0oJ81xflUxJK0SQO/47AxP8jYCh2/P9PaomKDqUcUf6F6dgXKhhZQNrSAxo8bWH9T9jbDkQhXIjXBwKP6EurpzRPoNSyfXsO6jhqlUCgUCsUXRQl0heIbxKcLzthNZ9YiT2TrXYTe0zto5nPH6eT7BZdP9n6a4UMMbnkcXn03+wM7R+0b+krtGVLStcXCandPEYKtoQCuJjhvnJrsBpBoSuSkCcCvwZifjmXMD7YRmF+hUCgU20S5uHSPEugKxTfMndMM+hTCsytdCvN9NKzLjp9d0dtkYLngskkG04ZnW8Lzgxr/d3YRh4zz8+SrEWJJyRF7BznmgDy+Cv2KNCZVCuZXZ0YFuuvSM5aZyFqIyz+PMzh2xI6Z8Lmz0XOfnvh7BEjUZc6bmW9w5GuHkzegoJs9FQqFQrEtlEDvHiXQFYpvGL8h+M1BJr85CFzXxz0v6Dz1bgzTgNMOCHHmQZ9vDd9njwD77BH43HxfhGdONrniRZvX1rv0DUjyVrTg6/AJ76P2DnLKGCXO29GDBt977AA++dVCWpY1UzqhnHE3jlfiXKFQKBTfGEqgKxTbEU0TXHxUHhcf9dUs4F8HvQsET5yQCUP4z7khnnmpjVhCsu+eQc49ITeqyHed4jElHPDUwZ+fUaFQKBSKrwEl0BWK7zinTi/kpGkFuA6YpnrlqFAoFIpvHuXi0j1KoCsUCnRNoD6AqFAoFIrthxLo3aEeyQqFQqFQKBQKxU6EsqArFAqFQqFQKLYrysWle5RAVygUCoVCoVBsV5RA7x7l4qJQKBQKhUKhUOxEKAu6QqFQKBQKhWI7oyzo3aEEukKhUCgUCoViuyI/P8t3GiXQFQqFQqFQKBTbFeWD3j1KoCsUCsV25qHXozz1TgxdF5y4X4ClzZKnPknSI0/jmkODHD3Wt6ObqFAoFIodiBLoCoVCsR15/O0Yf3wqnF6/8bEwm0yDNk2wpt7mpFltvHNlEeP7qduzQqHYlVEW9O5QUVwUCoViO/Lf+fGsdQdASlwElq5hu/DYx4kd0jaFQqHYXkhE1qLIRploFAqFYnsiM1OjJLDOMIhrIp1uCUGe8nBRKBSK7zRKoCsUCsV2pMSHJ8aFICKEJ8478dY6h4QtmbPUojEqOWasSa9C9cJToVDsOiirefcoga5QKBTbgdoWh0822PgEBByXKp9BTHTxgBKCl9c4jPp9M+uavKQr/wPPz8zngKHm9m20QqFQKHYISqArFArF14ztSFZW2ZQXajS3ury7KslNc6LYtsQnJYYQ1Og6LqBJidtZqEvS4hxDI+ZKrnk2ygc/Kvpa2lfVJqmLSnbrKdC6GiQoFAqFYoeiBLpCsSOpa4HSfND1Hd2Sbw1OfRStOACOixux0EuDO7pJaWxH8t5Ki1890kZNswtIAq4kICV+TeBHUK9phHVBgStxgOHxBFt8Js2aINHxOtAElAbB56V9FLGJWZKg+dUFtZSSS1+wuedjF9eRDC0TPHuKyYgy5T6jUCi2L8rFpXuUQFcodgQfroKzb4NPt0CfUrj9fDhuyo5u1U5NckkdtWc+S/KTWkSeCa5ExmwCB/SjdPaRO7p5zP4wwTVzo+Q32WTmeHo+5sJ1EAjCQhDWMmJYB+pMAx9QKiHpODTruhfZpcCXFucAjt/g+08kef40/1du439Wutz1oQ1xB1zJ6ih8/1GXZZfvPIMchULx3UAJ9O5RZpMOVFVVMXHiRO65557tWu+CBQuYOHEic+fO3a71Kr5G4km49F4oOgP6zYTb/5u12ZqzjPDoP9IauJbWkl/iTv6FJ84BtjTCqbfgvLyCyL5/ozVwLZED78RZWr0DDqRr2pY2Mf/AF3gl8BAf7vkfVu37BEsCd7Byz38Sfn3TN1bvlpuX8GGfR3kv/+98NPFpHskfwl+On8Fje06izgnSQoj6eXXUnPLcN9aGz+P1jS5jZtn8YJ5GveGjqwAstvButU26Rptp0OIziBo6UkosTcNOuZn4JBQ7jreTL/etygubBPcvsL5yW//2ngVRG9xUJBkJyzfbrG90v3KZCoVC8dUQnRZFR3Z6C/qCBQu46KKLuOKKKzjzzDP/5/KqqqqYO3cuBx54ICNGjPjc/G1tbTz66KNMmDCBiRMn/s/1K75luC78+T/w0DzID8BPjoHj987N93//hDtf8P5ujcIPH8CJOoiFVch3V6NtaiCEi4OOnTCR+LEJIbAQxJEJA+eIW9BdDYkfZ95aotMeIH/NzxDGjnV/aX5pA2uP+i+G49ALGxbWEsVEIogurGfN4XMYte5sZEuC2l+8Q2JpA6ED+tLz9/ti9Ah96fqk5dD42/dpnrWU+OYoEMDBBDR61LSyrm8vJi5eg5l0AYGDTtP7jUxd3UC4j4GzVy3muD4ANKyL8PY9a2hYG6Hv+GL2u2gIoRIfyfc303r9PJx1zfiPHErhbw9Cy//ysQ03NTnMvLuNwtYke0qIaQKZitCSdUxAXAgafEZ6m6ULXAxijoMEQlKSJz2RLqREWi6Ync697XLB4wl++rTEZ8CRo0x+Py1IRYGG5UjufiHKiwsTlORrXHhYiP1Ge8fU0OZy5SNhlq9IQiDXAv/qapvz9lKxHRUKhWJnYacX6F83VVVV3HffffTu3TtHoFdWVvLOO++gd/ADbWtr47777gNQAv07iLz+CZI3vIiLH41WfCf8BfH69dCzBP70LGxughl7Iv/1ds74X177OBI/OkkEnsVSw8EgSYwCNMBAx8UHGAhXouOgESVBPnJjM85Jd6Nt3IqVNEhWVuI7cwL+M/b8SseSWFxH458X4NREyP/+MIou3B2xjQmCbR/UUn3LYpJbIsTeqUJIARg4GBhYdLR2SMtl5fh/oTVHEZaDSRJ79Wa2PvMJ5U8cj/+gQem8sYcWkXh0MaIoQOjKvTEn98NtiRO96U3s9zdh7NmbcK1L20MrAPABJhEaycfGYPSazfRtrKcgEmNNvx5Egn6KWyMMrdkK9X5K6y3aDp2NufYqXnojwgsPVVHYGGP88o0k31zH6+9sZlJemNiTnyJcBw0Xe2UD1sfV9HjzB1+6T39yXytFzUlkqkcKbBcbCGsatiZwAV2CCzQZWo5wdzSB43pprUKA6xKUkOe4WC0xEn4d9NSLTseFxhhSQqPtJT34YZLnP7UYVWFgRR22rkvi3b0cFq5tYdYVxTy5XjDn5VbsiEOAlPjv1I7Bpd66lJL7P3Z4YplDzzzBGXvozF0HKxokhwwQXDVJI2AoS5dCofjfkZ+f5TvNd06gd4cQAr//q/t3KnYO3LUNJO9+F5qiGKftiXHQsM/f6e0V8NAbkBeAoyfCiwuhoY3k7I8R2Og42OQTw0/oknvhs60pNwED+coyXGHT2c4t0fFkm0tHQSuAAG1EKMdBxySRJe49KZzEwg9PL8AFDFxYsonYSytJ3vMeRomJ2FiLb2wx2k+mwbhBdKZtzhranlmD0SefgumD2DL1Sdy2JADRlzfQ8K9VFJw+mvA7NZh98nB8JrG1YYKD86n+7cdgu0TzfBR1uovaGLQWBiiKxDAczzXCqYtRV5TPp8P6MKi+ht03rENraKPp0NkU3jOdxMtrSby5AVHdmuobQeyJFQROGIn92mpkfRQA6/V1xAkSwsZFI4Ef0AhgEcYgQIL+TVW8MGYC4aDnNz2majN2UGdR78FYhkH/rXUsv3o5b4cLwBegtVeA6h7FHPbBIib+dwHRrPMDOi7JtzZQd/JTaAET/379+HTvkby+MEFBSOOYA0K0xCT/eTcGwIy9A3y61eWFj+Os3JBMi24H74ETdFwaDZGOzOIKcL7gkygmBIaU6EKg2ZJEwoZQyrJdH819ogmoCUNN2FPsQZ/OgKTnIuO4cPx9UWqCPgZEHJJC0GrqGEJidbziTI2fvQPDF8ZZXi/5aCvete1KHlloQVAHU+e9z5I89bpNvwodf57BQYN1zttTx9dBsD+z3GbOpw59CwWXTDboVdC1F6WUksc+k7ywTjK0WHDxOEFZUAl/heK7hPJB7x4hpdypBzFfxMUlEokwe/ZsPvjgAzZv3kw0GqWiooJDDjmEmTNnEggEAJg7dy6//vWvc/bfc889uffee6mqqmLGjBnMnDmTCy+8MF13ZyorK5k7d256+3XXXcf06dOz8lx//fU8++yzLFiwICv9jTfe4N5772X9+vWUlJRw9NFHM378eC677LKccpLJJA8//DAvvPACmzdvxufzMX78eC688EJGjhz5pftyV0HWtcLD70IkAadMQQytgNpmePhN3C2tRO5bBm2ZT6UHHj4d8/QJEE3AP9+CDXWeCN8rJdwffRNOv3Xb9SFw8SPRAAeD7M+wWxRiESBIbfp246IRpycmUcxOFmevTEiQj4WPEI2AxMUPKdFo4UPHRsNN76GRJEEeKTtoOt2vN+CcfzQM7YV58BCsV1YTnbeZhue24MNCQ5IM5eFEXQQSPwl0HKL40XGRQD1FxAmk26fhYuASDxoUxrKP1xWwekgFo1dvYWt5Ea0FIYpbIpQ2t7FueDltoTxcCdMWLkj1BdiY2OgY2BjYiA7TXwQOBp6bhyR7YoyLoJVCHAQOUEiU2sJi3h4+CoCCaIwJa9fz0sRxWGbK3iAlliZYV1mR1e7D5y9iyspVOWfXa4/E1SXzB41ia16Ih6ZMwhVguJKQCS2u54xkCUhogoSEAgk5UcmlREhJg2kggagAC4FfuuRJ2OI3sTpMEsVxMv7gQI+kRaGU1JkmSQFxvwFBE/J9UBsBu5OveBcfORqYsAikiqwL+WjO99OrIUxVwOdZzru64xf7wJZe+ZKcegpwKQkn2ZofINHB7aZ3Ppw9yaRCs3lxqcWL1RquTwdH0jckWXJ5kOIuhPePXrH563uWd3H4dUb01Fh4pt5thJqmuOTh5ZKmOJwwXDC6XD3cFYpvMzXiuqz1XjJXn32X2SUs6HV1dfznP//h4IMP5ogjjkDXdT7++GP+8Y9/8Nlnn/G3v/0NgPHjx3POOefw4IMPctxxxzF+/HgASktLuyx30KBB/PjHP+bmm2/moIMO4qCDDgIgFPryfrUAr7/+Otdccw29e/fm/PPPR9d15s6dy9tvv52T17ZtLr/8chYvXsxRRx3FSSedRDgc5umnn+a8887jvvvuY/To0V+pHd9m5MZ62OvXsLXFS/jtHOTfz0NccR/UtmBRDBRn7ZP8+bOY3x8L+/4cFq3zEm94Au6+EE7bH86/c9v1IbApov2nIkji4qBhp/NoxHEoJUpvDCKAhkUeGg4anvQWHezrGX1kk0cDmhezA4mTar83DDBJpnMaxBDIDlZ5UoJWI+L0RN7zESCICW+DAMoQGRkfjdBCIXlEMLEBSQGt6e1lNLGSASTx027xdxH4YnbafaOdmsoiBIJPRg+kumdJOr3/ljoO/nQhAqgtLCJmGARti0hqINKOnzgh4ll93F6HmzrKdtoHFN6gwsVF4GS9jZCs7tMrI84BhEDvJEL71dbTo6WFbaHjEHBsakvyeWz3PYil3EoSGji216rWDi4qBa67zfjh7XXXaYJ4Oo9O0nXpm7Bo071JoXm2wxa9g9uLlOweiyOBdX6fZ4G3XLASoAtPpDfHu6qyS2ygCXBtl7qUOA85LnEhcuOuR2xP7As807uUBBwXISFuaBRGkyR1LUucA1SF4fcfSkDHiLq4BZkhy2bL5dHFNpdMzh7GbG5xue21WOa1QtTiM8fHM6s1Th3VdZ9ujUj2ethhY5u3fsP78MwxGtOGqDgHCsW3FWVB755dQqD36dOH//73vxhG5nBOOukk7rrrLh544AGWLl3K2LFj6du3L5MnT+bBBx9k991356ijjuq23LKyMg488EBuvvlmhg4d+rn5u8NxHP785z9TWFjI7NmzKS4uBuD444/nlFNOycn/2GOP8dFHH3H77bez996ZSYknnHACJ598Mrfeeiv33nvvV27Pt5bbXs6Ic4CEBdc8BLVemuwiMJGsboYn3s2I83Z+9S9PjMSSOfu041m1vetKpw2tk/UcSAlsFxcfybQQldjoKZHuQ8NOSUvPHi8RaNhpcR6nmDhlkJKqImU5lwhEysLbXpvXLoHbQay314nMdqXp+HdGnHsW8o7bdVwqqaeaiqwtnqVfx0CSTxQ/SZYW9aG+pADbly28NvYup6GqgLjPR2kkTMhO4qBniXOABH4CxNFTx9RuObfRUxb9jjP6Jf4OeS1MCtqSBONJYgEfraFQl0JZdzMW4GPe/ZBx6zak6+qYW8PzmddT/b2kZ09a/J3aqwmv1zrU45MSS4ic8kwpKXBdNktJXGRfiy1CUIKkyHGREjaaOmgaSInfdelv2VQmLT7KC+UK6NYEVOR7f0ctry0+HaLJLIu4JiUJTSMioL4wiPQbICApJL1b4vS0HJaGAridu8zyRDmmhpCS8mgSI/Vy1U14V521rWeplKAJ7GCnx4mpsaQu11x/34dJZGefn4hFS2Lbk1Tv+USmxTl4Bv7r33WVQFcovtUogd4du8TdzTTNtDi3bZvW1laam5vZa6+9AFi6dOmObB4AK1asYOvWrcyYMSMtzgHy8/M5/vjjc/I///zzDBw4kFGjRtHc3JxebNtm8uTJfPLJJ8TjX9ya9k3S2NhIIpERruFwmLa2zNM0mUzS0NCQtU91dXW36zU1NXT0vkrXsaWJHJoj6T89C3b2w9/UY14ow07IulbPIt8t3k9EYHUpzgFcTAK0oJPAk3JuSlhLtJSEczFxCGATwEYnQQg95Q3t+VqXoOGg46ZEu8DCJEFe1qDDIJbep7Nf++dhpAYD28LETonz7HK9IYJGDB/1lDBiRQ2D1tXlFiAEz42bxGtjxvHUxH1Y3rt/qp05GbOOyTP6a9joxPGRO7TIvDFI4gMpGPfZRnrXNlEYjmHGLU8kdmDgxq1MXriKoZur0uI8UxepHnaRaCQI4KIR8flY3TPbLQZACkGyk2D2SW9Y4Q3NUleclPhdSYuhpbbn9o8rJSLlGtPP9oZYJa6kwpUkdJ13SoqoC+QKVd1x0RzXE/R5fgj5EK7EsBw010VIb1jjFgaoriigrkeBJ85NAT4NCvw09szD0gUldhfXQXt7NUGe46bFOZBy7AK/7aI72a4vAplxs+lioNQ3GM5ar66uZuHGLup3JccOE9u8l2wJ5/bnlnCmzM51dGSb95JOdbTztd6vVB2qjp28jh2JTJms2hdFNruEBR3giSee4KmnnmLt2rW4bvZDpOMFvKPYssWLeT1gwICcbYMG5U7wW7duHYlEgqlTp26zzObmZnr16vX1NfIr0tlFKD8/P2vd5/NRVlaWlVZZWdnteufjaq9DHrsn/Ov97AYcMBae9dIMEgSoI0kREg2TCL6TxsH0ifDLf3phE1OIw8fB8VPgj8/kCDwAehZBcTGsDMM2xK1nYQ8icVM+6J4vtUU+yU6uNqlakbgEqE9bxW38Wben1NTCVLrAxo8vJeZ9RFL7lOSU/HnIlDzt+G9HwuRtc08Nid3B47piawtrhlTgdgwBmYoOIgCpaXw0cCgD62oQlpstyIVEl7n9GSBJK3kE6DrOd/ugxMAmYNmM2Lg1va1nWyur+1diGQYDamrpsaENTdYTTA1oOuJNwnWzhiFteh63H34YpvAs2lnWcsfFFWB3GGtYQpDnusQ1b5aAISUOguaUC0ie9KzZWZZwKWnTNCpSPud+Kelh2VnvFxwh8AmRboMuJSWOiwnILa1EAyat+d5EdiPsTS7W3PZ3EGDR4azqIstHPe4z2FocpHdDFIGk2dCxO7u7FPgwGjPuWx37TEhJz3Cc5qCPpKHhs11MIWkVPs/33nGReqaTQgZcum/2dVpZWUn/vDCd8TsuJT7w53V9Lzl2qMu9i7Ov12OHinSZnevoyLbuJZ3raOfrvF+pOlQdO3sdip2XXUKgP/zww9x6661MmTKFU045hfLyckzTpK6ujuuvvz5HsH9dbCtEHXguLf8rQ4cO5corr9zm9pKSLy/Svu2Ik6cg19TCX573Xu+fuS/cdoYXq/zmuRBPYk7oj7mqGhojcMLecNt5UJQHD18BP3sYNjXAtD3h3ouhVwnMuhR++ShUNXlKpDAEVx8DPz8BrSUGxeelJol2digRyJQ4N2hLu6UIwEcYh0DKkp69T4Jy4ghMIgSoQ3TK015Gu2R38BOnEB/hlGe4i4aN23mKYtBEH9cbZ+lWkBJjQh+c5XXIljjmYcNIvLsZtzGGhp0qW0P3a+DTSRQU0lRV2IVsBwMbEycVUcVDdyV7LF7P6mGVtBWEKIqEafMHs49V02jOy6dncyut5CPR8e3Rg+JxBdizP+p0vF6Lgl28pWj3UW93hjFw8ZMgmYrFvrpPT2KFJjMWfAh47y/qKCWJjwR+8olntSvi85GfzH77ZDou1UUlmFKyhx6ntjDE1hbJ6L46/iaHTY0OazoMRlp1jWLHJd/xJtnGNYGjeRMwNbypvoMsh7WmnglpKARNuiBPOuSnOtnXRcx0w5Vohif8C53MWRZAXtwi6dOJGzqii0GlsB1ku594Fy8voj4dDeidtOlh2SwPBTwhb8u0oE8EDILR7EGSMARFcYcWIegRyZyj+rIQppAU2RbxhgT+yiANjs7YcrjtEJ3iQO498geT/Tz0QRth03MsCjguB/cR+LuZIHrkYI1bDoLff+DSnICTRwj+eMAu8QJYofjOslNHKNkJ2CUE+nPPPUfv3r257bbb0DpESHj33Xdz8nYnqruiu/xFRUUAtHQx+azdYt5Onz7eh1M2bNiQk3fdunU5af369aOpqYlJkyZlHZMCxM9nwM9nIKXMnJ9fnugtHQVPZ/Fz6ve8pXP6Dw72lnbB02GbKAoixvTCXLY+62YihYYr82C3fnD+9xBX5E40NQnjUJiaJOpNfkwSpF05WeQjsDFppbN3tAREn0LY0prKG8IihBvyE/jLDAqmjyZ88iM472yAgIH/R/sR+n3mc/cd+6b977z6CC2nPIH16lowNXwX70X+rUcihEC6ksgV71B7z3Icy2uLBJKmYKy1mQaKswQ6QElrlH0/WomORYneyhN7fQ+7wzcENNelLNyGGRIM++x89D6FXl3RJM3hGIl/LwdNw3/MCOSGBtyPqvCFBG400xsughgBJBoCiUESBxMfNomAwX8njWP5gP4A9GptZuiWGrQ8g35XT6DqyS3EljbSRogCogigIT+P5/cYw1nvZL+FqSopxvaZ7DsxyOXnleL3aTl9eO8rMW5/PkLcAjPl7t+iZcc2F2R0cQFdP4CiQpCfutYSQnTqVc8K7gooctycbQA+yyHuM5CaQLjZNcj2QYTXeTkiPZgKwZjUNTb2yEMGvPj7Wl3Mc/txJbE8H2bSIRROIoB4wKClNEhpVSv5jkNY19GF5NwDgvzy+6FUP5lIGfTOb8ffZRdMHGTy+6MD3PJCjHBCsltfnb+dWbDN/O38aILGjyZon1u+QqH4dqDcWrpnlxDouq6nHwzt2LbN3//+95y87RFYuhLVXRFMxVpubW3N2da7d290XefDDz/kjDPOSKd/8sknLFmyJCvvqFGjqKioYM6cOZx99tlpP/RwOMxTTz2VU/a0adP461//yiOPPNJleMmGhoacV1nfNbp8SHdM29ZD/Euma/+6Ann07xAb6jzheOLeMOsytOYYom/K9eau/8Cn2YMyt1dPrBoHP3UY2MQoS8febsciP+3l3i5K2/83z56I/Y+PkZubQQiMU8fjv/8ktKDnFFH49iW41a2IAj8iP1vKdeyb9r+18jxKXvkB7tYwBA20wkxYRaEJBt6+H31/OwkZd2ias55FP55PXDNYr1XQN1FHjACxdChGiZly+zFx8Lk2U1av4P2hI7F1A91x2GvtZwRLfBTPOR2jb1GmrpCPkidPxq2PgCbQSr3fpFPVilYUoL7fn6DJs3BrSELEsNGR6KnJtRZ/O2oatcXFuB0Gr8v69MMc0srkZy/GVxCk7DpIbg5jvbeR5vPnIFuTPD5lTxYMHkxFSyuHLlvhTaosCTHiyek8uFdvCvMz56dzH154aIizDgjSFHbQAcMQXHJXC8s3pVxCZOf3JRCQEO90WflTt6mYgDpdo8CVFKZ8yB2gMRXZxe92/fiydA1MDbswgNESR0iJocHF+wd4oVZnWWpaxYF9vbrfb3c5lZKGPB9hXcNoi2MnHAgYYLscs5vBH44KsKRJcM4LLq2lIeKlQfxxi7awjdaa4LDDC7j+IB/VTQ69ynTyA1pWP3X+vzsuOSTED74XpCXqUln85b6Uq8S5QqH4LvCtEejz58/PmhzRTnFxMYcccgh/+9vf+OEPf8hBBx1EJBLhxRdfzIrq0s6gQYPIy8vjySefJBAIUFBQQGlpKZMmTeqy3uLiYvr168dLL71E3759KS0tJRgMsv/++xMKhZg+fTrPPPMMP//5z5kwYQKbNm1i7ty5DBs2jJUrV6bL0XWdK6+8kp/97GecffbZHHvssei6zpw5cygqKqKmpiar3lNPPZUPPviAv/71r8yfP59JkyaRl5dHTU0N8+fPx+fzcc899/yPvar4QowdgFhzJyxYg6gohoE9PeGUH0xnEf/6MUy9HupT8x0mDcX36q/RVzVAyMSe/Q72H97KKVrDTcU6z4i7dvlhnjEJ/6+PxF2wCdG7CK1/rkuTVln4pQ9Hq8jf5jajyA9F0HPmaPaa0JP3j3+dqsZyas1iipNtJJOCpGbiIgjjw/C5jLx+CvlFLkMu+y/9PqyjOZRPxUnDKf7LNIwJvRG+rm8zWnm2z7ve2zuWwKm7Ebvzw3RPyA7TbTeHytkaKMISRpY4B2ja32XFsHymBDL1+frm4ztxNMGjhmItquHCgkLWzorwr30m8+LuY9k9L86PbhpJYUlORPMuCfoEwdJM+Y/9tJT/vB/j+kfbsF2RYzLv47isFVrWlzvrdUHS8WKlA7TogrD0hm7t8YTyHBcH7wbdfpQOXujEWMKGPB8yYHLCbgaX7ykYVKbTq1DjT1KycKskZAhGpuKEL62TuMDFT8ZYvDqObnuNNKwEuuMSBZ5bCU+drTOsBxw+ULCoDoaXQJHP4KMtDv2LNfoUeS0ZGvp63uiFfIKQ78uJc4VCsSuhBtvd8a0R6O+++26XLisDBgzg8ccfR0rJf/7zH/7yl79QVlbGoYceyowZMzjxxBOz8gcCAW688Ubuuusubr75ZpLJJHvuuec2BTrADTfcwM0338wdd9xBPB6nsrKS/fffH4Af//jHSCl54403mDdvHqNGjeLmm2/m6aefzhLoAFOnTkXTNO6//37uvfdeSktLsz5U1BHDMLj11lt58sknee6559JivEePHowZM4ajjz76K/Wj4iui6zB5+La37zEI1t8DLy3y/N0PHAOahr5nX2/3338fMX080aMfgKb2iYsuPmLoxDBLi7AaMzcr87zJ6KO8iCL6lIHfzDF9DsV7lnPo8uOofmQV0Z+9TEG4AQmEQ8WYP9wX3249KD+wF/5e3kDFf9RwrHc30mu3CowxudFQvih5N0zFenE1zhovGoFm6BResy/xPfpTd9VCZMxhxOoq3p+QnxbplZUG5QO3HZ1Ay/Ph37c/g4GH/1jE/OVxAr5S9hzpR+viYz9fhmOmBBlRqXP+HxtwHGgzdMyUUA9JSUDT8Lsu5bZDUEpiQuCXkogriafqdoRIT0PWkUSFwHRFVjQVAdSlYrGXWAleP7+APSqy2y6EYM9e2Wlje3jrJwyFZZ9mjyCMqAV+gx4dvviZ5xPs2yeTZ+8B35rHhEKh+BahXFy6Z6f/kqhCsSshW2Ik73sXrnsSI9qCRhIhJDx8BXb/vrjvrUcb3xdjajeDgR2A2xQj/sQysF0CJ45B67GtiC9fDzKaJPHkMmRTDN9xo9H7FwMQq4pS9ewmjEIT/z69WbQ8QUG+xh7jfDz66GwAzjnnHEzzi1nEv05+8UAzr86Ps9XQaTW9yZjNuo5AMiyWIOSmHJyEN504IrzJplYqOGdYEyS1jLW9j2XT2b7crGu06hrnTTK5/+Qvdw7ueiPGz56OZqVJoNVvcO/xQWZO3nYccoVCofi62ShuzFrvL3+xg1qyc6IEukKxI9jaDLNehfpWOHEfmDJiR7foW41lWTz44IPAjhPoS9dbzLy5EcuGNk2jydAwpaRH0ibf9QJNukBU17AFxFIfOmroIMolnmhHCPpadk4glmZdw8jX+ezaAsrzvpyrSUPYZcrvm6nrEFN8j0Emvz0mxPcGKSu5QqHYviiB3j3qrqxQ7AgqiuFnuR+oUnx7GTvQ5P4fl/LkW1GSFozoq7N+k0U0obF0s01Nk0tMEyQ0DU1AUkKtruPfho0krAkKO0Rp0TQ4abKPXxwW/NLiHKAsX+OVHxdx17w4W5pcjtzN5NRJfjXpUqFQ7BCUi0v3KIGuUCgUXxNjBpqMGViUk56wJHe9FGXe8iR9SzXeXJGkxs6dICkAU0osIWjWNFwkIelywDCTnx4dYvzA/+3NwIAynT98/5t1T1IoFIovghLo3aMEukKhUHzD+E3Bj6bl8aNpeTz9YZznFiWJGAINcizoAcdlr8Emaxtd+hRpXH9YgGmjt7/LjkKhUCh2HEqgKxQKxXZk6Uab1tREUVcTxMiOeW4JwdoGh6rri3dgKxUKheKbRlnQu0N9olKhUCi2I7sPMIgJ4X25VkqSQtCmCU+0S0kcqG6DSFLN31coFLsustOiyEYJdIVCodiOTNvTz5heqVuvK71FAlIS1jTQNAaUCkLKq0WhUCi+syiBrlAoFNsRQxc898MihpVnbr8+A9A1MDT8AY3bjg2p6CoKhWKXxvtKdGZRZKN80BUKhWI7U5ansfxnRbz4qUXMgiNHmSysctjQ5DJ1mEFFgbKdKBSKXRslyrtHCXSFQqHYARi6YNqYzNc79xtksN+gHdgghUKh2I4ogd49ykyjUCgUCoVCoVDsRCgLukKhUCgUCoViu6Iit3SPEugKhUKhUCgUiu2McnHpDuXiolAoFAqFQqFQ7EQoC7pCoVAoFAqFYruiJol2jxLoCoVCoVAoFIrtihLo3aMEukKh+Maw4g6f/reKhrVh+g0N0WvlRtzqNvzHjcJ3gIopqFAoFN9V1CTR7lECXaFQfCNIV/LMZR9R/UkzPsti8LKPidgWALG/vk/gqn0p/PPhACQXb8VaVINv776Yw8p2ZLMVCoVCodjhKIGuUCi+ETbNb2TrwkbKwq1MWrcaf0qctxP7yzskFlRjjKsk8tcPvUQBRX85lIIrp+yAFisUCoVie6FcXLpHRXFRKBTfCPbc5eyz+FPK1sdYrfVjiW8gEeHPypOYtzEjzgEk1F/zGtVrwtu5tQqFQqHYnkhE1qLIRgl0hULxteM2x9BufpsavQxXeLeZpDBZZ1Sk8+TekCUgMW2bNcf+G7clvv0arFAoFArFToRycVEoFP8zsj6M/fuXiHy4heWhPjTJAEUU5OSLa34sBAYuDrq3LyBS04XaJfugpetpvvR5Sh8+bpt1xh5dQuwfnyDyffgvnfB1H5JCoVAovkHUJNHuUQJdoVD8T0gpSUz9G+4n63m17xRafJJe0Sr6xetY5ivKyuuTSQpoQwBRglj4EUDY9FOTX0TIStA70owuXWKPL4NtCPTofR/RcsGz6fXYM59ReHUJrYN83+CR7hxIKXlmteS9KskePQQnjRCYuno9rFAovl0ot5buUQJdodgJka6L+8ZqZDiBfugIRHDnFZ7ue+vQPllFXaCUFp9nNR/cWkOJbKPcaaJeLwFASJfB9pb0LdlHEosA9cE8Pq7sT2WkhVFNme2ancStjyBKQ6xf3EYy5jB4zyJMv0bkzgVZbRCOi/FCHlzsTUR1XcnypTEcRzJ6bAjTzDwIEpbkzc8sfAbsN9xE1778Q2JlvcuiGpfJfTUGFHsuPE0xycurbapbJcPKNKYO1fEZX+8DaGtYcsazNq9sBDQBSB77TDDnOP1rrUehUCgUOxYl0BWKnYlwDLlsM4mZj+EuqQVAVBbif/UytFG9dnDjusZdtJkYRcTIWMvbp/yMstfT6tQSF36K3TZ82B3yeKwt6YEUGsMbq7PsKUJKmm+fz783FNC4IUrM76egWOfMy3oTizmYZL8ibUvkURMWbKqy+Pud1WzanMQVgp6lOjN/XEm+IWlrtTn9sSRVTS4AY3vAA+cX0q/yiw+Arn/d4jfzbCSeRr7lcJN+hXDaY3HiiUyL+hYJHj7Zz179DILm/y7Un1jucMbTFkkHkBJ0AQGDuWskC2okE3spa5RCofj2oCzo3SOklMoNSKHYGfjDv+FX/wTLAcBFJ0E5EhP92N3xP33+Dm5g10Sm3Yf13Cok8Erf3WnzBamMNLLf1hVZ+Txf8wytegjp+Hmr31CiPj+Hr1uMz3Wy9mkJ5OFP2GhS0lCYT1E8TF4ywYbycirrW1I3eM+S/LcD9mfeqBFoCPJtGyHBFYIqXWO/z9YxaUM1hpSsKSvmsT1HMSYap288gQB2n1zAmT/sg8/f/bz5dU0uQ29L4LbfNaVEOC7ShUxiB0yNkF9wy+EmF0wyv1S/dsRyJH1vTVAbltmjEl1AQGfu93WOHqLm/CsUim8Pi8VtWeu7yx/uoJbsnCgLegemT59OZWUl995773atd+LEiRx99NFcf/3127VexQ7mnU/hpw/Dp1WwxwB47RNABzwhpyEI0ESSQsSzC7D6r0KbOhTt0zWIlVVQVgBNEagohl+eACfvt0MOI7q4ARNPJu9XvYLPivvQ6vMTIYSfBAAWPhw0WvL9aEjWlFTSt6WRHm2t+BybKH5q8oro39aYVbZp2Tx8wIEErSS2aeC3LEZtWs+qnr2Y1rAQPW1fEJy64GPeHzaMiRs3srR/fxDQYOgc+9Fi9lm/gdv3mcTSip4MaGrh3MWfUtW3Ml3P4g/aeGr/5zlsHz9Grzza7lmEdCUFF46n8KeT+f08i3s/tEjY4FqCimiUX704j40F+dx0cDf9brlEhcaFzyS5dG6Swnydq/Y1+dk+GrOXSW760KUlAWeMFvx2Pw3fNnzJayPekjOrypH4pctB/dStXKFQfLtQFvTu+cbv6gsWLOCiiy7iiiuu4Mwzz/ymq/vaefTRRykoKGD69Ok7uimKXYn6Vjj8txBJhRJ8bQnez7GzFVRgkMC1TdhUi/bgqswtrSHs3eDqWhGn3oLsWYIzbx3u++vQ9uyH/pNDEaV53+hhrJ+7HnNrC+224aBjMa5hPRKHOAXEO91iVpQNJG6aDKuvomdbK9XBYmJ6AN1xWVrWByElvcPNWIbB8r4DiJl+8uJxmosKAYj6AzwxZT+GVW1Ji/O4abKsfz96xhq5ec7DrCspJxLwM3nVesobmxhZW8uMs06hKlXG0sqeDBQaZU62tX5DsIj5j6xgZF1DOq355/O4eanGDYPHsueWzVzy4dsUJhO06vkMqItzzREHZwrwDPnZ6AJS1dgONLY4/OI5h7+9LqlOCtA1MDT+9IGG40qKTMG7myXjewl+spdGWUiwvF7ylwUuoXydaKtNZ6yES9KB9jO9qMbl1g8cGmNw6liNU8dm+6dvbJX8ab7LmmY4bKDgsvEC4yv44UspmbVY8vQql8o8+PEknVHl2y5naZ3klvkOtVE4foTGD3ZTFn+FQqHYFsrs0oGnnnoKIbIfMP/85z+prKxUAv3bxIZa+OfbYOpw+v7Qq+R/L/ONpfDsR1DbAkMq4LTvwbDeUNcCj7wJ0QScvB8yFIBH3wPbhVMmIwaUw9sr4OVPvP3ardw//1dGnKfJFTcC0Eki0kvHLd7nHSR+kAms02Yha6IAOC8ux316EeYT5yH+PR+ZH8DVfbgbm8GViMoi9IOGId5Y6onK0/aBvmW5xx2OeX1Z1QjTJ8KeQwCw5q3Feu5TCu95iWKrjgjlOLR/hMjz7+7s0gKSfs119GtpSA9D+kSbafbnsyW/jNJ4hITm59H9DqapsDC9V340SiAeJxYIENd1avKChPv24eDCAnq2tvH8xIl8b81ChtduAmBk7RYOXrmcZlmOQLKosiItztupD/goi8Sy0qK6oDkYzOmC7720iD8MqOLiha9nueBcdcgMIv6M7/r4LTWsLy6iKZQqQ2t3v8lGuC7VCR38GgjhXSu2y+3zDSzHU/gvrpM8sMjhkH7wzEaNuINXliHAzh4FuC48tMQhbsGmVpd7PpZY3ilg7iqXJ1ZJJlZqnDRCUJEHez3ssDXibX9+rWRZveDIQYKFtZK9e3t/d74PtvPeFpcX1kkGFQnWNEl++56b3vbQMpvffk/jkj01Qp187te3SCY/ZBNNfUz22TUO1WHJxeM1Hlnu0hiH44drDC+Fp1dKltRJ9usrOGyQEvEKxa6KsqB3zzfug/5tt6BvD7cX5eLyFYkmYN4y6FkEEzzhyPxVcMD/QSzprZfmw/t/8NxA3lwOA3vA2AHetvpWb//mKOw2APYamltHfStc8QA8+lZ2uqHBP66AKx+Erc0ASL+B9BVCWwJwIZSHOHI44ql3M/sN7w2+ACzd4OXJukHp5Ao6AdikzbBZ6SCRQAiJhkWutdykFQ0H0HAwUnna65D4aEPDhYIgvPUrz9WmnXAMplyLu6wGiUaDv4C6i4+nuC1J8IF3EDgUk4m64qDjYJAkn41aH5ryChjcVpdqrYuePobsY2wzA9T5i+gfbmBrUTFP7rt/znEc9+7bvDh+HK8MGYylexZh3XG44M23Wdu/H0cvfhtXOjQF8xhXtZGgbdFIKQ3+Ql4ZNogbDs4uM892OKq+kZDjCcyYprFOk5y4cCmHrVzTqXZJAc3kkf1106U9ejHp/CvT66XRKC/e/wjTzzqZmh7FnnU86eRY1SdtqGb+bv297eBN+Ew4oHcRiSVhey9VdAE+3SsrmrKit4toIQkYIiXiO/SvIDMIAPw6TBsE/16VW03HU3LJOMEdU3U+rpHURCQH9BPk+QS/ecfhuncyglwHnC6eHkNLYNEPdPJ8GXF98L9sXt+QnbkiDwIGbGj11g0NxveE+TWZPCeMEPxogk5FnmRFI0zuJeiZ1/VDPWFL3tgoKfLDlD5K2CsUOzsLxd+y1sfLy3ZQS3ZOdhoL+scff8z999/PsmXLsG2bgQMHcuKJJ3Lsscdm5bvggguorq5m1qxZ3HLLLbz33nskk0nGjx/P1VdfzYABA7LyV1VVccstt/Dhh97nxCdMmMBVV13FRRddlCO8O4vxiRMnAlBdXZ3+G2DOnDn07t17m8J67ty5/PrXv+buu+/O2m/NmjXceuutLFy4EJ/Pxz777MOPf/zjbfbJSy+9xGOPPcaqVatwHIehQ4dy5plnMnXq1C/esbsq81fBUTd6Ahrg6Inwryvh6N9lxDlAY9gT0W8uh7aUxfTMA2DaBDj7dkikTHrocOh4mPMTCKSsoo+93SlPB2wXLrkXmiPpJJGwIdGYkb/RGDxVn73fyqpOBbXbmQWeYO8s0iS54rzjfgaZmCnZ202a0Mi03aGEbHEssAngI+r1zR/mwD8vz5Tw0DySyyK49ATAtE1WPbGFfapWp/aWHaQ+xClOW9F7uE0UxsMESeCgI9HIfI4oG0269A17biWu1rWwMqRLo2mkxTmAo+s8ss8U+sST3HnwccQ1jVUFeQSSCW76779odQq49ITjiPt8GFJip4RqIGljOg4v9SyjMp5AA7b6ffRqaubRcWMZWVtL/+a29HE1B/wUxnNbbnZykbE1nZ6RKL98/W0uO2W6J7w1DZyMqA0lLPqFw8zXOxynSInvzqdZSk+gt+8vgOIABFN52wW6lMTBs6637+dIb72DJTzhwL9X5b7X6Mydi1xW1UteXu8dc2kAzhoLt36UvWuOONe8Nq1uhaH3u8w/U9C3QHDnxzavb5RZeZCS2mj22MV2U+JcyxzHk59JnvzMTqf5dHjgcI0zRmdfJyvqJYc+ZrMlNYbav5/L8yfqOZZ8hUKh+LawUwj0N998k6uvvpqysjLOOOMMQqEQL730Er/97W/ZsmULl156aVb+WCzGzJkz2W233bj00kvZsmUL//rXv7jqqqt47LHH0FMP8ebmZmbOnElDQwPHH388gwYNYuHChVx00UXEYrGumpLFb37zG26++WaKi4s599xz0+klJV/eZWLLli3MnDmTZDLJSSedREVFBW+99RaXX355l/nvvPNOZs2axT777MNFF12Epmm8/vrrXHvttVxzzTWcdNJJX7oNuxRXzMqIc4BnF3hptS25eV9f6lnb23loHvxnfifh7XhuKLPfhAunetsuva9DHk9gtn+OHmSWOG9HdPl3V87JXeGmFo2MNX3b+3ny2A9INBwENjL1k9aIZYnz3Na1l9FB6CzfnLXNeeEzXDIuHwHHYmL9agzpplprYBHAJI5FqIOLC/ix8Vt2qi0uyQ7bOju/CNdNt6JXUyOlba00FmRcUspbWujZ0sLmLn53ccMAvAFZwHWpjMXpW1NDfotBZaKZWY/9m98eehDLelVguy5nv7mYg5ZtwnBcPhjem999fx8EgqOXfIaQDv+auBsHjD6P8rYIZ3+wiNdGDWZh/96c8vFCZj39UFYPPjhur6y2nPzJUgAsU0+p11RuXUO4Lgd9toFpy9by5tiBOcfhjc9kRpxCtjhv77a2JBT4s4Q3nd1RhAAhP0+HbxuXtDgHaIzBrfPJHTt2vDxFdjtqovDrd13+eIDGVa/LzBgU0speQvdtFLnXf9KBy191+f4wkSW+r3nDSYtzgDc3Se5Z5HLlJBUfXqHYWVEuLt2zw98DOo7DH//4R4LBILNnz2bmzJmcfvrp3H///ey+++7Mnj2bjRs3Zu3T3NzMcccdxw033MAJJ5zAFVdcwcUXX8z69evTlnKA2bNns3XrVq677jquvvpqTjjhBG688UamTp1Kc3Pz57btqKOOIhgMUlpaylFHHZVegl34qX4ed955J62trdx666388Ic/5OSTT+b222+nsrIyJ++nn37KrFmzOOecc7jttts47bTTOOWUU7jnnns44IADuOOOO4hEcsXhjqKxsZFEIiOAw+EwbW1t6fVkMklDQ0PWPtXV1d2u19TU0NH7qnMdcuHanHbYH3zWdQM7ivN2WqNdZJQ4C1LuDZvqoaH9GNrFOan/v8zPRnT6vytkp8UBLDyxnivQvVwa4MMTpzEgjkEYjQQCG53cY9bo7PMOekcRP7BH+s/q6mrcvPyc/EXJCE3+jCtNmHKiFBAVeWQGGLnt1lLm4UwvSBwEAoeQm8RJiTsBzPjwPUZt3EBBOMyYDeuZPv99r4wu/KILrOxJk/mWzY9eeYOC1LXSv7mF37zwCrrrctCnmzh88QZ8jjcg2HtlFee/+gltIR+VkVYem7hb2oJfX5DHX6buy8J+leBK/rX7HvS+5gZu2mcq7/cdwI8OP5a/Tv4ew+oa2KOqhp++/g7Xvv4OAHPHjKDz+S6MJznrw2X0iMTYY32NZ+XuiC099Wm7nlC33XS4zTS6gDwzV5B3hRBdj+2+wDjR2Nbl3dW+3Vzei2ol76ysz7jeCNE+PeF/ojkB6zqMw6urq1m4Nbdxi2q9tM+7l2yP+5WqQ9Wxs9axYxGdFkVHdrhAX7FiBTU1NcyYMYMePTICwTRNzjrrLFzXZd68eVn7aJrGKaeckpU2adIkgCwx/9Zbb1FeXs7hhx+elXd7+8K7rstbb73F6NGjs1xehBCcddZZOfmff/55hBBMmzaN5ubmrGX//fcnEomwZMmS7XkI3VJaWorfn7GQ5ufnU1BQkF73+XyUlWVPQOw8MOm83qtXr6yJap3rEPuMzGmHcfAeuY0bVAFj++emlxfkpiHQvzfK+3NgT+hd2kWeTF7yA91sT+Xpdr0jnQWGxBPpVs5+AoGLH3AQWClXExeNBAZRfIQ9v/Kc2tvFuCfxdRJoJFJrEq6dkc5bWVmJftyeOWXUBYr4oHIoMcOL29JmBnm91140+4q6uM1mjknHRuCk667Py+el3canatbYWFCKLby3BnmJJAcvXcxpb73B/suWYDoOCwcNpldbBL/jIqQEKQnZNuWJDu5MQF40iulmH3uvtjADmpoZs7Eu53gmrvYeVk9M2AOnK/eaDvHNm4NBrj/0CA4651LumbA3IFhTXkr/5hbO+OgTavNDnHT6Cbw2aKBn+e7wYG0JBVhTXkxdYYgXdhsMrUmvXCm9/xPtoV7cjFDv3J6SIPgNr+yk4wn4rmKvg+feIsm0o70eN+X+Ijssndind+51qrV7YHVFJ+t5upw+ggNHllPgw2tLV21tH5N2LKvz9k6JPYIwrMPLlMrKSvbp03X98Pn3ku1xv1J1qDp21jp2JDL19GpfFNnscIFeVeX55A4ePDhn25Ah3sS/LVu2ZKX36NEj6yIFKCryvmLY0pIxrVRVVdGvXz+0Tg+60tLSrIv6m6axsZFoNJrjHw9dH/e6deuQUnLCCScwderUrOWGG24AyBklf+e4YyYMSX1ZUwg47xD481nwg4MyYmFoL3jh/2DWpRmxrWtw9bHw6JVQ0nFSpQFn7A+np6KsGDo8eJk3ybQrgj6Y/UO44VQwU55i5QVwxHhktxbOL/KT62r/diu+979DgK590x3ATd3sMnXJ0X1xL5yenohoaHEMkoj2cn82A/Yenl3j8Xugn7d3uj/bzCDzew6nzR9k9dCB+IiysqQXW0NFlCSy3+h0dk4QSEyS+IjjI8GCAcPwJyxsTGqCxUQNX9p1ph0jJR51x2GPdWu46OWX6N/USKHjUui4DK5vYEBtRnSHdZ1GM9drL24YNIaCVITbcrZtKfPuA/t/urqLvoQuzcZu5mNBrhDMHT2C3a6+hL0vO58P+vXJFqMdRi03zNiPq846jA9H9ffEddwGS4LldllN754aJ+1heG3w6Z5KTjqQdDNCO+kQ0CUlHW+H7adeF+gSsCWiXZS7ePtZqcXurJDhzwcJZu4h0t42g0vgDwdq5Hf+dGvH+iBL7O/dG361t0a+TzDrSJ1C3zb27YZCH+lrr70tJQH4+5G58eL/fLDO2PLM+okjBOeqMI4KheJbzE7hg/5l6Sy4O7IzfBjVcboSTl8OIQS33XbbNo+1ffDynWVkX1j5N1i0DsoLoX/q7cuDl8OvT/H808cNylghN9wDC9d6oQQrU2K96gH4ZD1EEjC4V5aLBwCHjYMt98MdL8DPHs24HOzWH16/DsoK4ftT4MLDYF0t7DEQ/CZiY51X/0dr4cJ7MsJl35HeIKIgCCf9Ocfn26Nd0ckO/3d09PV8vyU+JBoix6zpIoNBrJjP21vTMP5wDNpPjsIUAuO66cjNzYg9+sAnG2FLA2LvYV6Um84t0TR895+G+6sjoD6CVVbMPptjmMU+evQLYB3SyL4LlrN7g39b0z9p9OUhNUlpPJw6Gg2QjKzbRFVeDxb2GERdqBDDsRndWJMzNLGFhk/aaEiKkjF+/9QTVBcWE9f99G1qAqCusIA7jjicRMCPYxbw4ZDB7LUm4wK1uKKSmW8tZN+qdawOVJAf99xiwn6TWYfsgWE7vN+rFyUtYZqKOg7Iujgm2/UEbudBWK7OzfYn906Nt6+O50cOntDueMrTnQ+3T/Xx/dE64yti/PLlhDccS+aasfv4HE4fZ/Kbd13Pcp6qN6hLmi7XWVwnKA3CSc+6fLy502AgJeBJ+XOfPUYwqVJnUiX8377eRM7xFZ570UXjNX73vsMfPsgUMG0wbAzDknpACAwBtxwkuGzPjO/3CSM0jhgk+Hiry9TH3BzPnZ/vI3j8U8nq5vZ2exNBTx2tsbhWEjK9iaqrmmH3cgh2MfGzf6Fg8bkGn9RCoR8GFytrnEKxs7Pj1drOzQ4X6H369AFg7dpcn+L2tPY8X5bKyko2bdqE67pZQrexsTHLb6s7thUPGDyrfUeLfTudLf4lJSWEQiE2bNiQk7er4+7Xrx/vvvsuvXr1YtCgQV+ond9JNC0dlzuL/j0ygr0dQ4dJw7LTAj6YnG01ziHgg6tmwIl7w38/hj6lcNSeXnnt9Cjyls717zkE9h8NryyGYZVw6B4ZYbfoZpgzH340CzZ3fBuSdjgBfB0EuEa7aHfxXGsc8hC0ZAyYARPxl3OR5x6E8epnyA0NaEeORQzKmBZFZRGiMtXWSYO95XPQ+pdC/1IKgcIBmTdP2rs/xv3vUqxbPyA0b3nWhFMJvNFvLNUF3mCoX3Mde1WtQaRa26O1lU3BcupC3mRQWzdoMwMUWJ6ffLteddLHnaGytRkr9VEnCdQWFNAWDGJIMJD89ohDGFwzlvHVW/m0dyVbCwqZsGoD4fUmp5x7OHutryVo2bw9qh+tQR+lzVEmVtVw7aNv81lFD/78vSks6FvptUITnu93KvJI1qTNr4oj2au3YGODS01bh8mcHW41Y3oIjh7u9ee1U4PMGGNy9H8k68K5xa2pczign0mZKWmIS6+9ruT2o3T8ps6k3l6+908T/PEDwXVvOOkILD4d7pum02oJdu8h2L9fphH9CgX9OoSPL/ALfn+AwQ/GSl7Z4DK8VDB1gMCR8NxayZYwTBss6F+Ye8/M9wn276fzk8nw+/fd9PhzaAn8YorOr/aGOWskzXE4ZmgmlOLuPTNlTf6cqT9CCMZVdJ9HoVDsPCi3lu7Z4QJ95MiR9OrVi7lz53LWWWdRXu6JCdu2eeihhxBCcMABB3ylsvfff38eeughXnzxRY488sh0+kMPPfSFywgGg7S2tna5rX///ixZsoR4PE4g4Imm1tZW5syZk5VP13X2228/XnrpJRYsWJD2Q5dS8o9//COn3KOOOorHHnuMO+64g5tuuikdlaadhoaGHD8zxTdM/x5w8eGfn68zI/p4S2dMA47fG6buDne/CA+8Bqtq8MS5wJsAKlJW8gzSZ+L6C6DNwiWAhYbeJ4B+6l6ICw+DoZWeQXbabl/pML8MwtSJ7DmElzd+xvGpMJESDYnAQaMs1pYW6CMbqtPiHCA/kaQ02kY4L6W6pKTVDBCyElnHW1tUyKDmXN/x10cMp3djK/0amhm+pZZL5z7PjdMO5dPyEppNnaKycl4pywxMlg7qw/7Llv8/e/cdH0WZP3D8MzPbN72RhBAg9C5NQIqKSBH1FFEQReU8lfPU49RTz9OznOepP89yivUsp2cBKyDSRVGRLiC9lyQkIT272TYzz++PTTZZElBBSvB5v177gp2dmeeZSTL7nWe+z/PgddhZ3LFF3Y5CJhZMHh4Ayc3a8018c1ZZ02pywBU04PbBdp78zoxO1xbRrei99+ezLj0N3VLvknroqCwAfgPFofGvYRbaJii8sFInt1JwUXuVah0W7DTpkKIwuY8Fm6Vu284ZFtb/VtD2eYPCikPanSwqQR1W3WDjpVUGJT7BFZ0tnN8m+umbVVP461kaF+QovL7ORAF+20PljPSflwrSIVmhQ3LdNcmiwMVtf9oX7aODNXqkKszdLWiToDC5R91oLJd3kF/WkiRJtU5YgL5y5cqo3se1EhISuOuuu/jzn//Mtddey6WXXorL5WLBggX88MMPTJo0iezsRjr5/QTXXnstc+fO5aGHHmLjxo20atWK77//nvXr15OQkHDE1vFa3bp1Y8aMGbz44ou0bt0aRVEYMmQITqeTK664gvvvv5/JkydzwQUXUFVVxaeffkpGRkaDHPGbb76ZpUuXMmXKFMaNG0daWhpff/01ZTWP6evr0qULN954I6+88goTJkxg2LBhpKamUlxczObNm/n2229ZtmzZUZ0T6RQT74a7x8CUi+DvH8GMVShpcbBiF3hqJjwCUCwwpBPKA2OwJMVhPPAZYkcR6vmdUB++CGJ/rMPq8VGytpghBzbWdPJRqc1714Buxfsod7jJj0kiPtBwWNNW5QfJdaVgKiqty4toXl2GUnODYqJS7I6lMC6BLL0Kq6duBJqAxcLWtGYM2ronsqxFaTl/+Ww+kyZcQpphbVCWx+kg019NTnkZuxLqehhqpsl/ty2k/bMTALhBFxQuCjBjY4jMOJX7zrMzqLWFoTkGT3yrs3y3SXWwJkCuidh/s3EbDyxYwkVXjyUvKR4UBatukFXu4WBcDB67rebBiCA5RuGNyywMahE+Tw8Pja7rVd0Pf65jbAod01QKvbVpNoCmoimCwa013DaFx4b9+CW9Z7rKcz8zKP8ljeuoMq5hH29Jkn5lTocUl7y8PJYsWUJRURGXXXYZWVlZGIZBRUUF8fHxDRpYf44TFqAvXbqUpUuXNljesmVLPvroI1544QVee+013n77bUKhEK1ateK+++5rMFHRz5GQkMB//vMfnnnmGWbOnImiKPTu3ZuXXnqJa665pkFH08bcfPPNVFRU8MEHH1BVVYUQgpkzZ+J0Ohk1ahQHDx5k+vTpPP300zRv3pzf/e53qKrKhg0bovaTlZXFf/7zH55++mmmTZsWmajo4YcfZvjw4Q3KvfHGG+ncuTPvv/8+7733Hj6fj6SkJNq0acOdd9551OdEOkXZrfDI+PALYNN+mPQ8rNgeHlHm2d/CxeFxt1VA/XTyyatrPSkfLQN/7aQ+DW94uxTtJ7XKg8dqJyYUfYPu16x0P7iPHfHNaFN5sCZhpXY6IxNXMMgZnkLSPr+KyptnYWwoCpehK0z6enmDslqUV3DBwVKqXA722VzR9az20ubNkXy4chs35DdndXoWrctLeGrxLIZdkhVZz25R+PsIB38fEX3DM7Kdxsh2GjtLrFzzZiVLizUyKqv4yxdLuXDLDgpi3BTExtSM8S04f9tO3nDuZ8blw/jrckFxNYxsr/H6pTbSY48+OB7YQuWr/URduS9uG57pU5IkqSkxm3CKixCCO+64g+effx5d11EUhW7dupGVlYXH46FVq1Y8/PDDTJky5ajLUMSp0KvyBCsvL2fYsGGMGTOGe++992RXR5IOrzoQHjHmp4x9fRJUxf6lpqUfzKjx4sOCWDHQsKCjKxoWEc6vVzFRManQXDgMncZGt9FRSZjUmZjXLwdAVAcxgiYbJywhOGcHKUSnnlWnqHz990Suu+5a3pztZ/pCL6YJsS6FB25MoE8nB6LMS+iCqXhX5eLUQ6h9W2KdcwtK8mFG6zmM/L99g//Rb1EMgRJvZ+q1w3nSGg70O6SqfH6NnZyM8Iy0pikIGI13bvy5KvyC0R/ofJsbvmz3SleYO85CquvU/P2QJEk6nO+UV6LeDxA3nqSa/HxPPPEEf/nLX7j77rs577zzOP/881m4cCFDhw4F4LrrrmPnzp18/fXXR13GSc9BP97q54fX+u9//wtAv379TkaVJOmnc/34U56TSXHbEDUBulKTg1432ky4q6cLbzirXoQ7fQrUSGZ9nOEjhKXRUeCdeNAWbgDCAbrismFxQY/Ph+NZ04vSqz/F2Fwc3kBT2H6ZC1UVaJrC5MviGDPUzYGDOh1b2bDXtDAriW5s392F5fv9IARqr6NLn8t8eBD65B6EdpRh753O/7ltTCowqAoI+rbQUOvlnquqgvMXyiiJdyh8M9HK2kITw4TeGXIoQUmSpBPt1Vdf5ZprruHRRx9tdNjr7t27M2fOnGMq47QP0P/4xz+SkZFBx44dMU2TlStX8vXXX9O9e3fOOeeck109SWrSbHecTeCuz4CasNxtwTrlHKpf/57gAV8kOK/93IJJACsmClrNOO7hoN6kfiu6iomDAMLbeP5eTK8U3Gsn4f10G0ZeFbaRrVjw9adR66QlaqQlNr692rNFo8t/DktmLJbMulFtOqefuGnlz2gmA3NJkpq2ppy+sX//fs4666zDfu52uw87wMhPddoH6IMHD2b27NksXryYQCBAs2bNuPrqq7nhhhuOKXlfkiSw/XkoSk4y+sc/oGTEYbtlEGqrJJRz2hE8/61IXnl9KiY6tkiHUFDQCEHNCDAqBg6qwwH9xL6HLVuxacRcEZ75NRQKwdE/SZQkSZJOsKY8zGJaWhr79+8/7OerV68+6gFOap32AfrVV1/N1VdffbKrIUmnLetlPbBe1iNqmWNYGxKmXU5g3Jtoh0ymZKBF/jVrxjmvHZwRq4qzVyqUVaONPQPrAyNP1GFIkiRJ0k8yZswYXnrpJa677rrITPa1IwPOnz+fN998k7vuuuuYyjjtA3RJkk4O5xVd0f8vG7Fqb01rOYSwIWoCdBMVxaZizXTBnlLUFvG4nrsY22+6nNyKS5IkScddU25Bf+ihh1i8eDFnnHEGgwcPRlEUHn/8ce6//36+++47evbsecyDkMhERkmSjhvnK5ch0hMJYcWPE4PwuN8qOg68xF7QkqTdd5FQ8jfi99wtg3NJkqRfCXHIqymJj49n2bJl3HXXXeTl5eFwOPjqq68oLy/ngQce4Ouvv8blcv34jo7gVznMoiRJJ44I6Ojf7EF4/VRfOx3Kq8O56bF23It/j9b72DtshkIh3njjDQAmTZqE1dpwsiJJkiTp1PG18p+o94PF705STU5NMsVFkqTjSrFbsJ7XFgDLjtbo73+PCBpYrzgDtXn8Sa6dJEmSdDI05RSXE0EG6JIknTBqshvbHwad7GpIkiRJJ1lTDtB/+9vf/ug6iqLw2muvHXUZMkCXJEmSJEmSTqimnF/9xRdfREZtqWUYBgcOHMAwDFJTU3G73cdUhgzQJUmSJEmSJOkn2rNnT6PLQ6EQL7/8Ms888wwLFiw4pjLkKC6SJEmSJEnSCSVQol6nA6vVyi233MLw4cO55ZZbjmlfMkCXJEmSJEmSTqimPMzij+nRowdLliw5pn3IAF2SJEmSJEmSfiELFiw45nHQZQ66JEmSJEmSdEI15bSWhx9+uNHl5eXlLFmyhDVr1nDPPfccUxkyQJck6bRhGirfLa6ktNigyxkxtOt8bC0YkiRJ0vHRlAP0Bx98sNHliYmJtGnThpdeeokbbrjhmMqQAbokSb8oz/ZKCj7eizXBRua41lgTbMe9TL/f5EB+JiW7svnhy4MALJhRyqVXpzLsouTjXr4kSZL085gnuwLHwDSPf+1lgC5J0jEJVoXYPTePkEcnzqmy8YbvEKHwxWvn/21g4NILsKc5j1v5Pp/JI38vpHxvO1yhIIpqoKsqKApzPy7hnFFJWCxNt6VGkiRJ+vWRAbokSUetutjPzMu/wpNbDUBKUTW2UF3Lgj+3mu2Pb6Drv/oetzp8800Vnt0eEgNBAhYNzTCx6jo+ux1ftUkwYGKxaMetfEmSJOnnE2rTaTjZt2/fUW2XnZ191GXKAF2SpJ8lUOynYEE+tgQbeZsrIsG5oamoesPBsoqm7YTjGKAfLAjiDIYocbsQNTO7aWY4SG/XIxaXWwbnkiRJpxrRdOJzWrVq1WDm0J/CMIyjLlMG6JIk/WTFyw6ydNyXGF4dAF9N6krAacOwW/HGh4gv9UVtEyqvpnhJASlD0o9LnTLiwWu3RYJzAENV0awaY65OOy5lSpIkSb8er7/++lEF6MdCBuiSJP1kGx9aGwnOAURFEDPWjmG3AlCcHoNqCFyeAD6XFRSBbrXx9ZjFtBjbkj4vnXXUZZfur6Zop5fMznG4k6zsXlvJ+q9K+eLLCgx3w9FaQkJl+TdV2BWT4v1+srvEEJN0/DusSpIkST+uKaW4XHfddSe8TBmgS5LUKGEKClcUA9DszBQ8u6ooXVUctY4zYOCJrbeNplKYFYdqmJEBtGz+EEGbDh/updXEtqQM/Pmt2ote2s03HxWimSYqJmqCk4A3/OjQabVw0GIh9pBe9aop2LG4kI3vhFNwVE3hkjtz6HauHNVFkiTpZBNyqswjkgG6JEkN+A76WTB+McGNZQSsGjGdE3HsqQRDQL1WDwVw+nUCMQJqHv/VD84Bgg4rukXF7QuxeupWRtQL0A1dsGdrNUZVEKcNMrrGY7HVXbUNQzDvfweYv6AaER8HgKbrxHv9kXViQjquQICQ1YpVCDTDpN2OAjpuyWNTr2yIsQNgGoKZz+6m08BELDaVsuIQhQeCtGzjwOmSeeqSJEknktCaTgv64Xz77besWbOGioqKBkMvKorC/ffff9T7VoQQDXt1SZJ02vEV+6nc5yW5hR3L9lxIjoWSKujWEmLDueTG3jJEQRVrntiK8elOhKJiNQyKYtwQUogT5QTtVipt8SAEQYtCVZwD3aoRdNpBVdCCeiRYjxCCxNJqypNctBvXivPv7UzBfj//eXg37CzF5Q8AYI+1cNE/uxGKdWD4DT56cg+FHiUqvxwgxucLt6aL8FQXIVWFYj+D1+5CNQUWI3yhLEmN4YferQhoGjbDQBOCYKdUsjItrF/jRTHB4VC59pYMevSN5XgQQrA218BlU+jQTN4ISJIkAcx2/y/q/Wjv1SepJj9faWkpo0ePZsWKFQghUBSF2nC69v+KoshOopL0q1IdgC250C4zElgfythciOK0orZKwij0svb5zaz/cD9mSGAzgww7sJh0/8FwS3esE/HaH6heWEjg1ZUYAiqc7aiOjQVFQTVNbIEA/YPfEi/KIQgH1VQWJw2iKtYNgCVkoIWqEYqCQ5hUuRupl2mCgA2f5pHVL4UvF1fhz/WSVBOcW4I6epnB/27fwK7MdEDgDCqojXTM8dlsWIQAIbDqOoaq0qGwDFso+mLoqgqwJykRoaooQpDo9VJcpLOpTMFptaOZJmZA57+vFHJbhp34GJWqSpOsLCtqvScFhiE4sC9AQrKFmLgjXzbLq032lJh0ytA46DG5+OUqNh4I12t4RysfXB+Lw1q37z2lJr6QoFO94L2kWrCvUtA1VcHaSCvT1iIDq6aQkyyfEUuS1DSZTSgH/VB//vOfWb9+Pe+++y79+vUjJyeHefPm0bp1a55++mm+++475syZc0xlnLAW9MrKSkaNGkUgEOChhx5i9OjRJ6JYAILBIB9//DHz589n165dBINB0tLS6NevHxMnTiQrK+uE1UWSjskny+C3UzHLAyhuK+bfr0Kc1RlL81jISsYsqsJ30WuYK/aiEkLPac7+fAfLm7eM7MKte7li76eo1P3pC5eDwurWGGgctMSzNyYDt1FFULETUm24DC/nV0VfbNZaz2BVy24NqtiipJy9GSmErBYQAgGYmoKihINJQ1PxuRxUOZ3Yg0Hiq7ykFFZiC+oIoNptZ2mfzghVQQCuYIhDw1CrrtctE4KgqpK1t5je3++pOyZga7sMlp3ZLtICL4RgTZybgKZhNU3aVgeINQyqrBYUIVAUcIUMmjezcPufmpGcbGHd915mvVFAWalOlU1j6IgErr0mjeKiEFabQnxCXcD+4pc+Hpjtw69DqlOQlaqxbG/0TcO4PnZeGedma7HJgwsCfLox3Om2b5bKy2OdvLdZ8OxKk6ABGTHw4RgLZ2Wp7C0XeIImv5tWzYq9BqaicEFHCx9MdOGyNf5FVxkQ5FcJ2ic3fqNzOqsMCPI90D6JX92xS1JTMDP+naj3F1dcdZJq8vNlZGRw5ZVX8tRTT1FSUkJqaioLFizgvPPOA2DMmDHY7Xbee++9oy7jhLWgz5kzh2AwSPPmzZk5c+YJC9BLSkq47bbb2Lp1K/369ePGG2/E5XKxbds2PvvsMz777DP+8Y9/cM4555yQ+kjSz5JbHG4l9wbAFBgTXyDgjcPEBl6B5faPcfBfAMR5XQk2z4EV23BzEBUDsesA6VoGUBegp/hLooJzAKXaz16SKVOTsWk++nu+IUUvAWCXvQ2bnF0REJVb3ixUgGp0wdSiw+dkj5cKXwx5zjhsuo5mmGhGuLXEtFiwBEPE+wMkUIGuqcRWBrAFw0GqAri9AbLzitjbohmmAj6bBWewJiAXAk2ISHBuKuGtkkuq+L5DFvGlXtruPUhZopuV/doScNpIqvbhtVnxW60oioLLFAS0cFrMLqeN3pVekgOBcKqMolBlsbD7oMETzxZRUWlS7ROEsLK0WTyFNitvrYV/rC1iSH45uqbQ88wYLpqQRpHH4NYFOkaME1vIwFPlZ4W3YbrPe2uCzNijUFktwKjLWVyZa9LrJT/E2mu2ERzwwIRPQ+TEwuI9AhBYAgou3cBUYO5mwd8WBnj4fDsuq0K5T1AdFKTGKDz4pc4zK02qQ5AdBx9dbqVP5vFrcS/yCFQFUtzh4y2rFvh0QWbcsZepm4L9lZDkEJQHFLLjOOKQZ0+tNLn/2/CxZ8XCBxer9D+Ox17fvkpBkgNiDnPTJElS01deXk6XLl0AiImJAcDj8UQ+Hz58OPfee+8xlXHCAvQZM2bQp08fzj77bP71r3+Rm5t73FuuhRDcc889bN26lXvvvZcxY8ZEfT5hwgRuuukm/vrXv/LWW2/Rpk2b41ofSfpRuhHOCw/pcPmTsGwbpqIihIqq6ARFWjg4B0BBJxadABYCKIs2oHMQF8WoGDVrCFKMfFJ8Byl2pgJQak9sEGwbaLgBQ62mzGXnG20wVjNID+962gW2U6nGRtYPKeHLRlFsMkklPkpTnJg1KSRZJeUYQiU/JR6LbqCFDKyBEIoIt2gHHSZCUyP7shgmdn+owWloceAgmmqyp1kqIZsVj92KJgSuQBCLaWICHrsNXdNACGzWAH6HjblDuxNX4SXeNCJ9WRUgJhgipGnoqoq33g1Fkq6j1btZsQqByzDwWizkFxqRem5yOii0WSPrbcdKbnoyPk3jv/vg3n9UUG3VUBUFJRgkIRhCE6ApYBxyrk1FodJjNMzTB6idhVVVQBVgCPYWm+wtqV1XQbdb8FjDx6DqBv9ao/DSphC9YnWW7Q4RMkCzqhjOuiEl91XCsLdDbL7ZSkasiico0M1wcbE2cFiOHEwWVwscFoE3qBBrA78uSHKF6+AJCK7+KMiMLeHzNb6bSpwmeH1ViJAJQ1prfHS1kxR3wwDZrwuqApDqPnz58/eYTJprku8J/z4LQ9AuET68xEr3NAXDFByshjR3uKX8h4OCO76su/HJrYLB7xnMGiPo3UxtcLzF1YKYmmVFXkG8HeyHnI9Sn8BhAVdNapI3KAgY4LCAX4ckp8LGYpMrZplsKgGXBab0Vri3n0q1DnG2hvv8KUp8ApcFnDXlHlqP4mqB21r3eX1FXkGCA2ynQUc86fTUlIZZPFRmZiYFBQUA2O120tLSWLduHb/5zW8AyMvLO+Zx009IisuWLVu4+uqrefDBBxk0aBAjR47kmmuu4eabb8YwDEaPHk1ycjLvvPNOg20/+ugj/vnPf/Lkk09GWrmDwSD/+9//mDt3Lrm5udhsNnr27MlNN91Ex44dI9suWbKE22+/nWHDhvHYY481WrdvvvmGKVOmMHToUJ544omozxYtWsS0adPYtm0boVCIZs2aMWDAAKZMmYLVGv6yFkLw6aef8umnn7Jr1y4g/IM799xzmTx5MgAvv/wyr776KjNnziQzMzOqjIsuuoiMjAxeeeWVyLI+ffpw4YUXMmrUKF588UW2b99OTEwM559/PjfffDMuV8Mxn6XTwEffwa3/gQNlYLdAQKeCdCrIQKDhoBw3QaLDPbBSgZ1yQMNPAg5KGuxaAPtcWXzVbCAmChfnziEpVAGAiUIe7Sklgz2JSeGgt4YiTEaWzaNSJJEgitgQ05V99nBrfNCqoigCv82GZuq0LyzAFRQYWAhpKtuzUqi2WFBEdD2CTlvUSDCxFX5sweg0kIoEF954J5UuJ7szm0WWJ1b7sJgCj81K0GKJ7BPAr6r4rRYspknzKm+Dc1Bps7LL7WKfyxFZ1sFTTVoo+gbBACptNuxmXcUXxrkptTTSwVOtCzrjdZ14U2DW1Mlj0ai0WxCKgmKaaAEdEOgWLRycqwqYIjpQt2kQb4egAQGz5nPgkKcUmCaEjHB0CHXns3Z7AYQaubQ7VJq5FEo8JroAFIU4G/xtoModZzY8vv0Vgis/CfHt/nBnXKGAIgTCG2RkW43/Xenk0SUhnvq23s/PNMMvty1cHyHomiBYf5Mt6gvrqeUGD31tUBmA/s0V3rvEQquE6N9tX0iQ/qJBZbDeQiHAZ9IsTuGNiyzcONcgtwpax8O9Z6nc/62goOGPP/xTURRirXD/AJXxHRWunG3wbR64LZBoh1wPJNjhkUEqf+ilUlwtuOpzk/l7BE4L3NpTQRiCf68yCQgFVQv//XRNgc0l4UGO6gs/Bwn/SB48S2VK75/Wil/gFUz4zGTx/nAA/oczFNYfhLl7wgH6pC6wqQS+yoUYK9x9psp9A8L73loquPIzg++LINEB/xysclMP2VdBOvV8mvRu1PtLSiecpJr8fJMmTWL37t18+eWXAPzxj3/ktdde4y9/+QumafLEE08wYsQIPvzww6Mu44S0oM+YMQOXy8V5552H0+lk8ODBzJ49m8mTJ6NpGqNGjeLtt99m586dDVqxZ8+eTUJCAoMGDQJA13VuvfVW1q9fzwUXXMAVV1yBx+Phk08+4frrr+fVV1+lc+fOQDjABrj00ksPW7eBAwfSrFkzvv32W4LBIDZbuNVp6tSpvPHGG+Tk5DBhwgRSUlLIzc3liy++YPLkyZEA/W9/+xtz5syha9eu/Pa3vyU2NpY9e/awaNGiSIB+NLZs2cKiRYu45JJLGD16NKtWreL9999n586dTJ06FVWVF9zTSmE5XPUMBGqCxYCOj1jKqXvKZKc63IJI9GQ7KrUBpoGNCgQqCocM9wS0rM5lVN4i4vRK7GYQAXiJZy9dMLARUrWo4BxAKCoHrSm4AirrnGeR66gbQ9yqQ7XDghCCmDIdLWjBqAmXrYZJqwNlbM5KbVAP1TAwFS0SmAYdKi5fMFJ20G6hOjYcRMdU+8IBWSSHPLwfXQ0n6QilLkCPCQRJ8vmx1uS91w/1ApqGoWm09geI13W2xLgIqioeTSXtkAZ8Qz00AQjiDKPxAL0ev6qGW+4Jp8pU2C119VZVdLs1HLhCXXBe/6A0FdzWcNpLoGY9wwyvW1u0EKCbNQetgEUNv6/dV4IjvL4RTodpTKGPqJuCyiDcudhkQKbCWVnR15UbZ4eDc2r3Jmpavdw25m4NcOdnfubtPaQAU4DLGg7OCZe1oUJh+hbBuE7hcpfmmtyxsC6oX5Yn+N1snYVXWaN2de/XhwTnNftDhcJKwaUf6QTCeU7sroCb5pqYas25qU+IyKKqENy1xOSj7bD8QHiZNxR+AZQH4JZFJgObKzy9OhycA/h0eGKlCD92UABL3V/ZhujpAeqKrfm3IgB/WmxyVqbCmRk/3qp266JwcF5btydW1v0s/Tq8uK5uXU8I7v/W5MwMGN5K5erZ4eAcoMwPv19gMjBToWtq022tlKRTze23386CBQsIBALY7XYefPBBNm7cGBlWcciQITz33HPHVMZxD9ADgQBz585l6NChOJ3hkR1Gjx7N4sWL+e677xg4cCAXXnghb7/9Np999hl//OMfI9vm5uayfv16xo0bh6WmtWzatGmsXr2a5557jgEDBkTWHTt2LOPGjeOZZ56JtEbv3LkTIKpV/VCKotC+fXu+/vpr9u3bR9u2bdmwYQNvvPEGffr04dlnn8Vut0fWv/XWWyP/X7BgAXPmzGHUqFE89NBDUUHzoeNh/lw7duyIempw+eWX8+STT/L++++zYMECRowYcUz7l04xX22sC85r+ImL/N9JGQnkY2DHRxrUZGFr+LBQ11yoEu5oeWiAWis5WIaHBPJpRQgHFrwYNQG/xTRQTBNxyM2fZoCPBCqsDZ/c2IMGAYeF6jgr1bqVOH9dNGUP6VHBda0zdufhCBnkpiawPzWRnKIS0sqr2J2awt7MVIJ2C36HHY/bhalppFdU4bFaCdqslFstuA0DVQh0hajhF4N2K5ZAEAwRablUAF1V8Nuskbz1JN2gR5WXZXEx5DrstPAHqA0LFSEIKOEEoTyrheahcAt1Z1+AfKuFYM25UYXAPOQ8Oev9zfs1tWEKi6qAWVMpqxYOyE0BQT28LMEeXhYworcJ6OHltYF3baymKGC1gBmqC9AjPzSlJr+m3nKrUlcnVWnQ3Dtvt+CsQ7IO5+9qJMgXROozf5tOUDvka0RRwsd3iPm7TcZ1Cp+zBY3sd9EegW4KLDVPA5bmCZ5Z07B4RN05CAQF1EsdiZyG+r93h3lIvOJAveNpxPw9gvl7G/nwGB7Lz9sjflKAXntT8LP2vVvQN12wqjB6uQAW7BUyQJdOOU05xaVbt25061Y3SEJiYiILFy6kvLwcTdOIjT32YXuPezPs4sWLqaqq4sILL4wsGzRoEImJicycOROANm3a0KlTJ+bOnRsV2M6ePRsgats5c+bQqlUrOnXqRHl5eeSl6zr9+vVj3bp1+P3hSUy83nDgUpvAfziHJvjPnTsXgFtuuSUqOIdwQF/7mLZ2CJ0pU6Y0aNE+1hbuli1bNui4WjvVbO0jlVNFaWkpgUAg8t7j8VBVVRV5HwwGKSmJTrs4cODAEd8XFBRQP/vqtC+jbTqHslC3npNwOopGADcF2CnFQQEOiiKBeCRuo/HgvHatXDpRRSw+rFQTF9lSBVKqvVEBTZK/klI9G1BwmA1zxWsDZMOisjc1MTweeQ1NCEyrFhX/pFZ5iA2EsJomrQtLGbBpF+nlVahAWnEVLbeU0HHVAVptOYjb60fTdRRFITYUwhkK8VFOc17u1IoVyXE0dgsc0jQMRaHKbqXYaWdnXAwFh6SEGYqCRcBZlV46e6ppVVpOamUVKVUe3NU+/JpKsdXCLqed1W4nW5x2NrscJJmCDv4g3X0BevgCOOqdJ4dp0qpeLr31cJmDdgs4rHUpK6oSXmYK8BnhZtr66T6aGk6j8QbBF4rqVBq1DtT80OuVa1PBroYDc4cabm2v1Uj9UtWKqPcFBQW0SWz8MBACTEHrBEH/Fodc61QFrZH9t01UIn8fje23VTxUlpdF/j7m7D5MI4d+yE1Ko/WrqWP9ehxSpWY/kinYNhHaJDS2b3HYoP/HtKs57h+7ljRa7o/IdgUh4CGtkeNqm9iwjMben1LXRFnGCSnjZDKV6FdTsmnTpkaXJyQk/CLBOZyAFvQZM2aQmJhIWloa+/fvjyzv379/5G4jISGB0aNH8+STT7JixQr69++PEILPP/+cnJwcOnXqFNlu9+7dBAIBhg0bdtgyy8vLSU9Px+0Oj9Hs8XiIj48/7Pq1gXltoL5v3z4URaFdu3ZHPLb9+/eTkpJCcvIvP3V469atGyxLSUkhNjaWvLy8X7y8Y5GUlBT1/tAbIpvN1uAcZWRkHPF9enp0wHral9ErFq49F/67OPKZm1I8pBLEjU7djaKCwIofOHQChNp248MrIZMQdWkEBhoaBlU4UBCofoX0YBWqJUS70CYSxUFC2CmjOenVFsqtLkJaXe53yFoXnAlFweOwkVgdvkEuTIrF73ai1ow40n1XHime6qj6WGtuyEOolBKDpaaTZGKxF3VTAVt7ZhFQFExNo0pTqbKFy/4+JYG0oE6GPzr/QRUCr92KoapYAF1TMVSIrZkswiScHgPhG5J4U1DidpPm8RDQVLampSIUJZJEVK2pVNcEwIoQpOsGViCgwLkVHgqt4fo0C+kU1OtEiinC6Sz1b9QtajiYPjS4U2patquDde9tlrqWWrsGARHOObdZGt591e7PqoVb3531ylSVRlp8RV3reU2AO7C5wg39oqPm9PR0nhxmMPZDPdJ3NbwN4NNx2+CxC90kuVWW7fdTUvOjzYxTePpCjWvnCPw1v6KdkuGmM1SSnOG/j8s7qbz8vck3NWkcFhX+NcwS9ffRKv6Q32dDQNCMLHJY4bqeKi+trVtneGuF+fshquNDIwZkwh19VK78zAwf2yGrn5etcHFbhVSXxsgPDaprUv07JIYfWGwvJaqVvsHDCpXocwYMyYIx7cLr/9i15PEhKhd/aka6GLRLgDwPkXpkxcBBX93Dlt7N4Hc9HbhtCk8MMfntPDPyNGF4K4ULWisNymjs/Sl1TZRlnJAyTqam3ILetWtXunbtyvjx47niiito27btL17GcQ3Q8/LyWLVqFUKIBiOo1Pr888+ZMGECI0eO5JlnnmH27Nn079+ftWvXkpeXF5VSUqtt27b86U9/Omy5iYnhL5o2bdqwZcsWtmzZQr9+/Q67/rZt27Db7WRnZ0eW1W8pP1ZH2s+xzDIlnWbevBUmDYX1e2BQJ9QDZaTvKKTq23KC0yswsKIRAgwEGgoaoCAsKiHdjYYfDX8jO677/auulzZTy0ClLTvx4qSUZGymoEVwE/EcBECjmnR2UGX2onV5MTvi06iMtYZb6g/53fYodoRVoSrBQUKVn14/7KMk0c2erCQsomGLqN9qwRUK4cPWoDU0vrQaVTfRVBND03DrBncu/4HmRaVoIZ1dyQl405IJ2cPhtGIKrLpBwFp3WWtdUYXLH6Q8xoWhaZiN/C167TbwQLnDEXkiYBeQoBuU18s7TzbMyK2NUZNrXpsC41MUNjrt2ITAUBR8Sk1yvFUN/6vWpKgcruXVpoWjPLMmCNVrRnlRauJztaYlXJjUJaQT/tG6LNisKsFqE/wmhILhtI+aiFGxKDxyrpWu6Sq5VXBuNqw5IMitEqiKQodkhQvaKJHUkvou7qCx/Q8qs3eYNSOICNAFcVYrv+nipFls+GZg+5+cfLrJwKLCpZ01YuwKZ7cSzNguSLDDxe2UqJFT7BaFxVdb+HyHILdScEFbtUEH0QkdFV5cC6trUzY0JfxEwBComsLbv1EZ20FjYleT1QWC/s0V+maobCwWvPmDyQvfm5GANt4GN/dSSHAodEhSGJ0TPt4dv1OYvUuQGRMOvhftDbfkj8oJjxs/OAt23qAxY4cg0Q6/aasg0JixzaS4WmC1hG+uLm4D64thWykMa6mQ6IAZOwQBQ2AKyEkIB8naTwxIzm+lsuN6hVk7BakuuKiNQpk/vM8EO1zcVqHYB7N2CprVfF47odW1XVXOaq4wf48gJx5GtP71jYEvScfbiy++yPTp0/nb3/7G/fffzxlnnBEJ1lu2bPmLlHFcA/RZs2YhhOC+++5rNM3kxRdfZObMmUyYMIGEhAQGDhzI4sWLqa6uZvbs2aiqygUXXBC1TYsWLSgrK6Nv374/mkZy7rnnMnv2bD799NPDBuhLly6lsLCQc889N9JBtGXLlixdupRt27bRtWvXw+4/Ozubr776ipKSkiO2osfFhYOiysrKqFFcAoEAxcXFjQ43uXv37gbLiouLqaqqonnz5octS2rizu4SfgH0DMdfcbeBce85hN5bjX/qQhSPDx0HFs3AdvdQLPeMQjnvGfSVe1AJRjqICkVBEdHZ6E6qKKdZVJEaBnFUEUcVftWG14wnjuhebwqCGErxiAQSq334HVZ8bgvWejN3WkLhQNrrsJFxsCpSasbBSkoSXOxplkz33fmoNUGq32phWecc3LpO/EEvzuLoFBrdomKqCkJRCFgtqALa7C9ArWka7FRYQomnmvxWWRiqirX2ZremZdMZDJFY7cdrtVBhteCzWnAaJtZDYuTa+lgPuVlurhukKCaduzhYv86Pu2a97AS49/pExn+qU7o/SEBRqNLAYlHwhHsohvtu2i016Sf1giOlkSA9ZITz0B2W6Nbumlzrf19sI8auMn2TyYzdSk1ivUlWnMKNfTUGtVDpnqLwwQ/haLRbusrXewyKvIKMWIWLO1rokBp9rez0Mx76tUxQuLnPkTvIJjoVJvWO/jpp5la48YzDB4YWVeHi9of/3GlV+PZKjU92hCccGt4SfiiGA164uI1C28TwtmdlqVG5811SFP7vXI3b+6p8tM3EaVG4vINCnL1hWdlxCr+vV8eOjZyXdLfCTT2itx3XueH5SI+B4a3q3t/Y49iC4uaxCpPr1a2ZO3qfWbFE1b2+dokK7RJlUC6d2kQT/hW96aabuOmmmygsLOSDDz5g+vTp3HPPPdxzzz2ceeaZjB8/nssvv7zByH0/x3EL0E3TZNasWbRt25ZLLrmk0XV27drFK6+8wsaNG+nSpQsXXnghX331FZ9//jkLFy6kX79+pKZGjwIxevRonn32Wd555x0mTpzYYJ/1g+Wzzz6bHj16sGDBAvr37x8Zn7JWfn4+jz76KHa7nZtuuimyfMSIEbz33nu88MILPPvss5ERW2oJIVAUhVGjRvHVV1/x73//mwceeCDqhqF2HSByN7V8+fKoDqvvvvvuYTuT7t27ly+//DIqD/2///1v5LikXxetRyZaj0zMe4YRem8tamUA69huaG3Cv+uW7+7BnLkeY/lO1OpK1BaJKHFOmPwy1MvWTuIAJbZWBIO1f/qCZhREPg8qFoqtsQRDNuz1cuAByhwxFDjcqBZBeWo40TWkG2i6iT1gYA+amBaFOG+oQRZGjDdAUUosK9pnk1rhwdBUclOS8CTEUKkoFCQn0n5tHi5PXcpKXutkTE2l0ulAt1hILKuIBOe1kr0+QuUVlMXH1bV+17SiO4MhdFVhW0pipEOnR1WJC+p1g6IARXY7fc/L4JxMlWnbNHbm1wXqN10Qw1WjY9myO8iqjQEyUzUG9XJisyosuV0wfW2I/RUmF3ay0CJB5b3vQ/hCcEUPKzvKBYt2m7ywyqSi9lTWjMKS6oKJvay8/p2fcl+4PKs/xOjuDj7dXHeM57XRuLFfOL1pwhmwPN9k/m5B20QLl3VQosa4ntyv7jo1sOWRA+qmwm5RGN+x7hi7ph5h5UNkxCjc0uv0OA+SdDoSp8GTnWbNmnHLLbdwyy23kJeXFwnW77jjDu68805CoYZ9t36q4zYO+tKlS7ntttu48cYbufHGGxtdZ8eOHYwfP54xY8Zw7733EgqFGDlyJLqu4/V6eeSRRxg5cmTUNrquM2XKFJYtW8ZZZ51F3759cbvdFBQUsHLlSmw2Gy+//HJk/eLiYm677Ta2bdvGgAEDGDhwIA6Hgx07djBr1ix0XW90JtHnnnuO//73v+Tk5DB8+HCSk5PJz89n0aJF/Pe//410AvjLX/7CggUL6N69O0OGDCE2NpZ9+/bx3XffMX36dCCcxnLFFVdw4MABxo8fT2ZmJuvWreOHH37A4/GQk5PTYBz0tm3bkpeXxyWXXEJ2djarVq1i0aJF9OrVi5deekkOsyj9uJAOA/4Cq3fWLbuoL8bLt1D20S7809YT+80aHDVpMUqndA6MPoeNz+0j29hNV31tZLMgDrZYeqOisCM9jQOJCVFFWUIGKYXhTtlxPj/x/ujg3mO3sqFjZqS1GhV6TenC1//Lw9BrUjEMk6QiD1rAoCwthoMZiXgt1vCoMkKQWlJGRv7BqP0K4ECLdLxOB6F6N9K6omDVdfwWjb2J0f1PFCFw6wY6ClVWCyFV5ck/JtGns51gSLB4pY/cAp1ene307BjdSfxo7Cs36fWinxIfNaOwCF691M7v+lo56DF5a1WQKr9gfE8bHZtpzN6i881ek+7pKpd31bDIiWYkSToNTc+YFvX+igPjTlJNfhmmabJo0SLef/99PvjgA7xe7zGlMR+3AP3uu++OVPRIyfNjxoyhtLSUuXPn4nA4eOKJJ5g+fTput5t58+bhcDgabKPrOh9++CGff/55ZHKg1NTUSCt8//79o9YPBAJ89NFHzJ8/n927dxMKhUhNTaVfv35cc801h53RdO7cuUyfPp0dO3ZgmibNmjXjrLPO4rbbbou0qpumyYcffsiMGTPYs2cPmqaRmZnJ0KFDo25M9u7dy5NPPsmaNWuwWq3079+f22+/neuvv/6IExW98MIL7NixA7fbzbBhw/jDH/4Q6fwqST/K6w93PN1+AIafAaN6RX1sLt6KOesHaJmEdt0AlHgnJX/4kKKX15MgSkkzC9CT4tibNgBlSxkqsDkznf3J0Z2VrH6dlOJwL0HVNEmr8mCp19pd5nCwpVNzWp2XSkpzJ+1GZZLSIY6v39zLt/+t6zzuTraRc24zmndw07JnHCuWVLJzg5edqyuIra4mpbAUW6Culb08Pob9WRlowsRmmBiKgkL4mUHAagXDYHdyQvQ5EYKgoqCr4dbVTq2tTL0rGfU4dlgqrRa8uSZEfqXgks4WBrWSLbuSJP26vZ8ZHaCPz296AboQgi+//JJp06bxySefUFxcTGJiImPGjGHcuHGcd955R73vEzKTqPTz1AboDz744MmuivRrNWcNzFoJ2alww/mIxBj2ZE3FOFCN125jeZvWGFpdokjqfg+GXUG3agQcFkyLSmqpB4tuElQ1tKCg6MwWTPz0LOzu6My6bd+UsHtlGQmZDnqMTscRE/25v9rgX1O2U14YwB4M4q7yYsOkWrNSFReDz2bFY7OF+1SKcL58QNNw6SYxMQp5NgeVoXppEm2sWKwKhqZxZncHFwx04rTLJ1KSJEkn0ntZ06PeX5l7xUmqyc/39ddfM336dD788EOKioqIi4vjkksuYdy4cQwbNiwyd8+xOCEziUqS1MSM6hXV2q4A6Q+cSeHkBcQEoP+O3eQmJ2KoCp2ubs2mqRX4HFY8sXbMmvG285vFY1g0dJuVDE81497p1yA4B2g/KJn2gw7fa9Hh0rjtibYsnVtC2cEQnfvE0qZbDPOf38222Qfw2Kx40pMRilJvLHgFQ1Fo0drJg1My+fxLD7mFOj072zm3n+sXG6FJkiRJOjpNuZPo2WefTUxMDBdddBHjxo1j5MiRkYFGfikyQJck6SexX9mduIe/wJ9fjTUYJOlAJfG/64ZoG8PirFjiy/3El/soS3FjaCqmpmLWtLJbhmQSm3b0+dyxCRZGjI8efebSe9riGeTi6ReLGwzRqInwdOznjkgg1q0ybnTD4SUlSZIk6Wh88MEHjB49utE07F+KDNAlSfpJ1DgH8csmY3/qW4xdpdhGtsN+45nopX6CLxwg5Ali1U1ARbdHtyQEK4++J/uRxAzKpOhVT8M5m4CLhzrp0efIswhLkiRJJ0dTHsXlsssuO+5lyAD9FLRq1aqTXQVJapTWIgH306OjlllTXXQcns7meYW4PQFsgRABV3SA3uqMw8/ke6ysQqCYImpWOncgRO6643NTIEmSJB07s+nG5yeEDNAlSTpm5zxyBgkd97Dn22Kqd1cRs99D0GlDAPFWk75/aH/cyh40LIFvPi4gYLWiqyqOkE6sP4AePH6PHiVJkiTpeJIBuiRJx0yzqPS+Lofe1+UQ8oT44dnNFC4tIq5tLN2mdMbiPH6Xmt9clUaoKsgPswtR6k2R1Ov8nzFdpiRJknRCNeUUlxNBBuiSJP2irDFWev21+wkrT9MUxtyYTkHxUqp2NCMxPpWe56Uw4JK0E1YHSZIk6edpyqO4nAgyQJck6bTgzKjAmVHBpEkDIxOJSZIkSVJTJGfnkCRJkiRJkk4oU1GiXk1NZWUljz32GCNGjKBnz56sWLECgNLSUp566il27NhxTPuXLeiSJEmSJEnSCdWUU1xyc3M5++yz2b9/P+3atWPLli14PB4AkpKSePnll9m7dy/PPvvsUZchA3RJkiRJkiTphGrKnUT//Oc/U1VVxdq1a0lLSyMtLbrP0yWXXMJnn312TGXIFBdJkiRJkiRJ+onmz5/PbbfdRufOnVEaudHIyclh//79x1SGbEGXJEmSJEmSTqim3ILu8/lITU097OdVVVXHXIZsQZckSZIkSZJOKKFEv5qSzp07s2TJksN+/umnn9KzZ89jKkMG6JIkSZIkSZL0E02ZMoX333+fxx9/nIqKCgBM02THjh1MnDiR7777jj/96U/HVIZMcZEk6aQLeHW2LT6IHjBpf04K7mT7ya6SJEmSdBwJtYk1m9dz9dVXs3fvXu677z7++te/AjBy5EiEEKiqyqOPPsoll1xyTGXIAF2SpJNm29JSdiwvY9vCQkIVQRRgyYs7Gff8GaR3jDvZ1ZMkSZKOk6acgw7w17/+lYkTJ/LRRx+xY8cOTNOkTZs2jBkzhpycnGPevwzQJUk6Kea/sJuVHxfUvFMIupzYgiHw6yx6ZgdXvdTriNt71pZQ+OoWhG6SPPHYL4aSJEnSidNUW9Crq6sZPHgwN9xwA5MnTz7mVJbDkQG6JEknnLc8xKpPC6KW2UyTPalJtC4q4cB2L0KIRoevAqhaXsQPQ2YhgiYAB/6zlerr43H1qTjudZckSZJ+vVwuF7t37z7s99MvRXYSlSTphPNV6giz4XKvxUJJXAylVgfzPy457Pb5/94QCc4BVFNgn+dgf+Xhh72SJEmSTiGKEv1qQkaOHMm8efOOaxkyQJck6YQ7sNePXvN4U9S8dEWhyO2CgMGFi9dg3Dof78pCTEOE1zMFQg8H5UZVCBMIoRFEI4SKGgjx3t4BjH4jwKZC4+QcmCRJkvSTCFWJejUl999/P9u2bWPixIl888035OXlUVpa2uB1LBQhhPiF6itJkvSj9m/18tKd26hWVWy6jt0wEYpCpc3KxrQUBm7ZzaXfrAXAb7WwvV0a3dMVnCvzMAM68RM6EmjXjN1//R5QMAkH+BoCBYHPZmHe4A48Oa8fFq1pXfQlSZJ+LV7s/lnU+9+vv/Ak1eTnU9W69u0jpboYxtE3FskcdEmSThhPkZ9X/m8PCHDpBpopQFFQgPhgiD75BSRVeSLrO0I69go/9k0F1Ca0VLy5iTJ2A46a1ncVDQONcFuDO6gzZtFGlv47iSF/an+Cj1CSJEn6KZryKC5/+9vfjnsOugzQJUk6rkxDkPd9Gave3sO+pQcpTkkmPaQTsja8/NgME63mUWdIVQmpGjbTZFdiPLsT4+iVX0SiP4AVg1K3jWqXnZhyP9aQ3mBfyrStUBOgC92k6qt8UBViz85EaWKPUyVJkk43Qmm6WdYPPvjgcS9DBuiSJB033pIAH/1+FWV7q2uWKHTNL0QBKuJi8cW4otZXgGq3kxKXC4/VDoqC4Vf4v0Fn8mWb5th0g8fnLSHBYiUvPYXkg1WUpsaQs60Au25goGAqCpowKc71Eyj2U/y/7eQ/vhazwIuJiprhptMn5xPXL+1Enw5JkiSpRlPLOz/RZA66JEm/OMMQbPqunNX/2UnF5rKoz1TdQNMNqm1WylKT0GqvQEJgMU10FHqv3BG1jddqYdK4cwlaNBJ8fu7auIOeK/diD4RbzkMWlZCioNUbGaYyxkozPYjqDYV3D6iYWDAJYKXta0No/tt2jdY/ZAg+3i7YXCIYmq0ypMXx+SIx8ysJvLcWFAX7lT1QM+TkTJIk/To832tu1Ptb1ow8STX5+R5++OEfXUdRFO6///6jLuO4BeiVlZWMGjWKQCDAQw89xOjRo49HMVHy8/O5+OKLo5bZ7XaaN2/Oeeedx7XXXovD4Tju9ZCkX7v/PrCTbasrSSgvD08+JAg3jwOKEFiCOsVxMfzQqgWdDhajmQJVCEKailpt0H3jHgL28ONPW9DEYghu/c1A9ifGAvDGR0toub828BdU2604gjqmomDUPDYVgNsIUj+0dhDERRCASouLxBu6kX5VDgkDm0XWMQyTM14NsiHfAIsKTgsPD9K4f8BPexy7p1zwn3UmVUGY0FmhX/PGt9N/KKBq0ItolRVo6JhOJ45vp2Dt2fwnlSNJktSUPdc7epjCW1ePOEk1+fnqdxI9lKIokXk8TslOonPmzCEYDNK8eXNmzpx5QgL0Wv369YuUV1ZWxhdffMGrr77K+vXrmTp16gmrhyT9Gu3e4GHb6srwGxOUSAt5OGjGDC+I8/oIWC2szUwn0ecHoNxhp/veA1TEWSPj4vrtAiUIB+LcAKR4fMR7ApGdqghiA8FIGSFFEFI1FMBEiXQepeZ9rRjdR96LW8h9cStt/9mLVvd057NtBjd87KOgtO6iavf40e5cRn6aD0fLWEJf7sEsq8bdyUGsUYCy/yBGShIV9myqtvvYG1BpF5+AbrHwfIccCv7Zi9901KJPki+AMfFF4io3o2JiYsX0OTEvfA7yHjvWH4EkSdKprwlnuJhmw4k8TNNk7969TJ06lSVLljBnzpxjKuO4BegzZsygT58+nH322fzrX/8iNzeXrKys41VclOzsbC644ILI+/HjxzNp0iSWL1/O5s2b6dSp0wmphyT9Gq35357wf4TAqoeiPlMApebCpgEd8gvZlpFGiduFIgSp1T4SKqqiJ61QFHx2lcdmLWNjeiLtC8vxW1TeHNCRkKYy+ZsNUWVYhElIqPgcVlzVQewESMBLDGXEUYiCSTnplJOOUtO0v/+vS/ns2x38rfMQyoQ1an8BVLLzigkuzePdXl1Y1aYn49eso+NXhWT6C4mhgMKtCYQoAqAV0L6oADsBRmzexpKCfZjDDXhxAcJv4E3KxlaQiyNQN0auCXiIwZlfRmjoUwi/waxLz+Ollt3xhMIN+UEDzm+lcG8/lY+3C15bZ2DZW8Lvl33HBW4PtvuHo3ZsxqFm7jB5/nuBbsIN3RWu7NSw5SegCx5bIZiz26R1vMJ9/VW6pDT+7ekJCh5ZZrJ4n6BTssLfBqjkJDTNb9rv8gVPrDApqhZc3kHltl4KahMeWUKSpJNHVVVat27Nk08+yVVXXcWtt97Ku+++e9T7Oy4B+pYtW9i2bRsPPvgggwYN4plnnmHmzJncfPPNGIbB6NGjSU5O5p133mmw7UcffcQ///lPnnzySc455xwAgsEg//vf/5g7dy65ubnYbDZ69uzJTTfdRMeOHX+0Ppqm0bt3bzZt2sS+ffuiAvT8/HxefPFFli9fTlVVFWlpaQwfPpzrr7++QTrMT1335Zdf5tVXX2X69Ol88sknzJ8/H4/HQ/fu3bn77rtp1aoVX3zxBa+99hp79uwhKSmJSZMmMWbMmKjyvvnmG9566y127tyJ3+8nISGBzp07c8stt9CyZcuf8yORpOMmEDD5ZFoJa1ZWoXmDtFydi9I8DcU06lrP66/vrPlbUVXSyytpVlmF126j2unE73RgaeSRYGwwRHaZl45F5WAKnh56Bos6tmD0D7sbrKsAlW4HB1NjyN5VQjPKsOMhhR2RBhs3lTjw4yKNStzscKRwa7/RYJrgCTbYZ7nDwbt9u/Hcef1Z8vRLkRb7alIJ4SSECwGYqJio6MRgw08cJYxZNg9zWQgFA4VqqquqiSN6AgsrAeIoQMdOYPEOAqqLAd+/RU6ChW0xnVF1C0+OHMz/5Wbw3GqNypASPlJLCosGXsjQbdtofd867lg5j1aqD8eEgfDgOO5frvDIsrofwuL9AgFMOCRIP2eawbID4f8vPyD4eJvBqqtVhKJwzxKTjcWCIS0Unhiicv4HBhtrJnldUSBYuNdg2/UaLmvTCmw3l5gMed+kZu4rluablPgU/j5IO/KGkiT9IpryMIs/ZsiQIdx9993HtI/jEqDPmDEDl8vFeeedh9PpZPDgwcyePZvJkyejaRqjRo3i7bffZufOnbRp0yZq29mzZ5OQkMCgQYMA0HWdW2+9lfXr13PBBRdwxRVX4PF4+OSTT7j++ut59dVX6dy584/WKTc3F4D4+PjIsgMHDnDttdfi8XgYO3Ys2dnZrF69mjfeeIN169bxwgsvYLFYfva6tR588EGcTieTJk2ivLyc//3vf9x6661MnjyZf//734wdO5a4uDhmzJjBo48+Sk5ODmeccQYAq1ev5vbbb6dNmzZMmjSJmJgYiouLWbFiBfv375cBunTKeOeNIpYuqap5p1HSqTV9N+6gID0Z3WLBqtcNgSgAv8uBYhg4fUGEqqCaJvHVPuJ8fjwuB2XxMcRVeqPKsPvrgnafVePLduE87aU5GfgsGk697vPc1Hi25DRj5MoNWOwBCICL0gZPU+M4SIAkUqngh5TUcKu9pmEzDYJqXZAW6w8wdNdODmT5uPnxWfhFdCu1nxigNjjXao5ToYxU0tmHBRPQ8JBAFW0w0Sghm0RyUal7TKqho6FjwwdmJla/FQqcxCtFnH/nJHalJQMQDIqoR8NCUfBZLLzw0WtYqXli8ehHrFASeCShYU7nK+vMqAD9tR/qgvNaQRNGfWwSMKDYF172v02CJfsN9lVFr5vngc93CcZ2aFpftrcsrAvOaz3/veDvg05OfSTp1+Z0HsVl1apVR8xT/yl+8QA9EAgwd+5chg4ditPpBGD06NEsXryY7777joEDB3LhhRfy9ttv89lnn/HHP/4xsm1ubi7r169n3LhxkWB32rRprF69mueee44BAwZE1h07dizjxo3jmWee4ZVXXomqQzAYpLy8HIDy8nIWLFjA4sWLadasGb169YqsN3XqVMrKynjmmWciNwSXX345zz77bKR+l1xyyc9et1ZycjJPPfVUZDD7hIQEnnzySZ544gmmTZtGeno6AMOHD2f06NFMnz49EqB/9dVXmKbJ1KlTSUpKiuzzd7/73c/+mUjS8WKaghVLPdHLVBW/zYZCOBgXvgAWXUeoCj6HA6Eo2EMGQlMRgGG14rNaqIiP5euMFNamxHPe5j0M37wHZzBEcpkfp68uAFcAVQgMoMzt4K4xA7nxm420KKtiXfMUbGYIPRjksYv6c+fiZbgCgoDSmuYigIO6wL9+435LTwkYJhgmQacdR02duxUWcdeXy2kd2kLn3ZV4ScZ/yDmobTMPcWgHdAUvcTjwE8BBBSmRT7ykoiBIYn+Dc6pgYsGHjkoIB+uz0iPBOYfp0x/SLPhIx1pvf+/tskCvhutaDvlSfH9z4/vM8zRcdmhwXktrgsMZ1z4FqC9w9P25JEn6FXnrrbcaXV5eXs6SJUv4+OOPjzle+8Uvq4sXL6aqqooLL6ybsnXQoEEkJiYyc+ZMANq0aUOnTp2YO3duVKL97NmzAaK2nTNnDq1ataJTp06Ul5dHXrqu069fP9atW4ffH/2VOWPGDIYNG8awYcMYO3YsL7/8Mn369OGFF17AZrMB4WT+JUuW0KFDh0jAXeu6665DVVW+/PLLn71ufePGjYuaaao2+B4yZEgkOAdITEykZcuW7N9f9+UaExNulfviiy/Q9YaTsJxKSktLCQQCkfcej4eqqrpv8mAwSElJ9LfhgQMHjvi+oKCA+gMMyTJOzTJUVcHhaNgKUpiaAIBQVfxuJ574WLyxMRhWC6ppogqBrmlUxbjxxLgJOB1sSYxlVVoiuqoyr0sOd4wdyj8uGIQh1KjW74DdQp+8osj79Vmp3D12MIuHdWNOv/bcM+ZsXj73DP4xezEZleEo0xQ28ukQFZR76wXMlXY7hIya0WYU/C4HQZeD12Z9Su+CXJyEO706qEAh+u/RSTUpFES1htdSCUd8PtwNPvOSTAg7jYfH4WO2ESAmcEjKzaEbCMGITVswcGDWa3Nx0/h14+Yzwmez9mec2MjPr/GCGl/mtsIFrZUm97vbIrbh0XVNaXp/g7IMWcaxlHEyCUWJejUl1113XaOvKVOmsGTJEu655x7+/e9/H1MZv3gL+owZM0hMTCQtLS0q4Ozfvz8LFy6kvLychIQERo8ezZNPPsmKFSvo378/Qgg+//xzcnJyonLEd+/eTSAQYNiwYYcts7y8PCrgPfvss7niiiswTZN9+/bx1ltvUVhYGAnOITy6S3V1NTk5OQ32Fx8fT0pKCnl5eT973foO7RQbFxce4zgzM7PBurGxsRQUFETeX3HFFXz11Vc89thjPPfcc/To0YOzzjqLESNGkJiYeNhzcTLUb+GHupuLWjabjeTk5KhlGRkZR3xf/+cpyzi1yxhxYSIfvV/vS0EITFXFrAnEa/lqZg51+HQEUO10IGoeAWqmYE+MM6oMRQgSDZN3RvSh36a9JFT5KI5xsifOxZDcIqrcDjxOB/G6zpnllVhVlUGVVYQMwdm79+HQo5tDDezMbNmXWMNDh4Igih6O0Ezg5f59ojumAkGLhdf69uVPXy7FQEPDQEMnmZ14SEXHhZ0AdqpRgESKKaEu/UXBZEd6HH0LStBo2DRrYGEvPchiEw489ZZbMWpa421U07aolKGbdvJF5zbhOgoBhog0r7QoLuPWr75BYKLUK+fGofG86IfSeu0Xt/RUGNM+vGHtz3hKb5VPthvoh8Te4zsobC+H1YV1y0a0Ulm4V2DUrKsC/7tAxW4J3040pd/d+waYXPJp3U2VTYXXR2jYbJYmdRyyDFnGsZRxMjW1oLy+3bsb6f+kKCQmJhIb28jd/1H4RQP0vLw8Vq1ahRCiQYfHWp9//jkTJkxg5MiRPPPMM8yePZv+/fuzdu1a8vLyuPXWWxts07ZtW/70pz8dttxDA9a0tDT69esHwIABAxg4cCDjx4/n3nvv5fXXX49q1T6eDpd/dLjl9e+UExISeOutt/j+++9Zvnw533//PU899RQvv/wyzz77LN27dz8udZakn2vUxUk0y7Dx3eJy9nxVhN+iErRaUAGtJkg3AGco3KLr9AVQhIgE5xBOW0kv97I5qa6PSJovSELIoCLWyfx+4c7gpapCZl4x6Qf8XLlmJ+VtDpkNVFX58xfryCyK7oQJENA0rh09kQq7nZyyMiau30Cv3EIWdmjLrM4dwoHvIdeGZwYPZuLyDTh8mSTXpI9YCBJHEUGSogLvWEqwUYKHFEI4+aZNWyZdP5ZbVyyh5849dN9eSay/dlQbgYNKksjFRwLVJOKmHAWVELGAguLWSMoOYs9w8l/PJt4NqKzvlE3vbAulXpPv3trOgF17+O3y5VhNk4VndierRQd6xfixXzWI7PPPYFW54MV1JiU+uKKDwojWDa89ZzVXWDlR44XvDTYUQ4JD4ZK2CpO6Kvh0eGmd4IdiwdlZCtd1VVhXBK/9YKIo8LtuKj2bNc0v2d+0Vfl6vMJbm0xcFriph0qn5KZ5LJLUFDXlAF1RFFJTUyOp3Ify+XwcPHiQ7Ozsoy7jFw3QZ82ahRCC++67r8GdHcCLL77IzJkzmTBhAgkJCQwcOJDFixdTXV3N7NmzUVU1anhEgBYtWlBWVkbfvn2POuE+KyuLiRMn8uqrrzJv3jxGjhxJYmIibrebXbt2NVi/srKS4uJi2rdvD/Cz1v0laZpGnz596NOnDwDbt2/n6quv5rXXXuPZZ5/9xcuTpKPVq28MvfrG8KkSYNXiUvYlJJBVUQWahikEtlDdcIuGRSOutJwkj4+Y6gBFyfEUpCZy9s5cNqTGczA2nA4SH4geonGPRaPIorGjdQZLWmcwcuNeOhomon4CtBC4q/yEsODFjpu6x8Hrs+N5cd7HbLW3ZHdyAqklIUps8bw4sDcAQ3M0vthdL01FUTAsKo+fP5hHZy4giAsnlQg0TFccQqgIXwgbAdZmZvJZj9b0zt1PmSWFBR27MqtHJ1Sbxshnh+MLwbQNXs75ZgM91m4gZuGXaBiEcOOkEh0nBjaCuHDcNAitXzaWCb1R7BZigBjgrqizobGnY1tW/9vDruZn0v7Stlx+WYcGP5fWCQpPnP3jo5KckabwyoiGXwdWDe46M/pLtHc69E4/PUY6GZSlMCjr9DgWSZJOnNatW/P2228zYcKERj+vjXVPiYmKTNNk1qxZtG3btkFnyVq7du3ilVdeYePGjXTp0oULL7yQr776is8//5yFCxfSr18/UlNTo7YZPXo0zz77LO+88w4TJ05ssM+SkpIGj3QaM2HCBN59911eeeUVzj//fDRNY/DgwcydO5elS5dy1llnRdZ98803MU0zMsyjqqo/ed1fSm0qUH2tWrXC4XBQWVn5i5YlSb+U39yZQ/dhKXwyt4qVWyzE+APYQyEy6gXoQbuNLnuLiK8O516035PP8u5tyU9N4s5v17MzxoXXaiEpEOL79q0A8CtQdEhPxHmdsjnz6/WUZydHnoq12XYAly+cs11GDB7sFDVzopkwoGATrXx5+PmeMiWJ5wcO4dnh53JHP40rulrolamxOt/k0806r3xvUlQdLmfV4E7Y/toK59yt6Ae82PpmEH95Rwga+D7cDCr0c1tILAixoOMwMlvHcokhGBpUuKSdQlZsuG6j28TCbwYAA+CH4bBwPb511Xj/uwoLfgLE4nxwJI4Hhvykc92qmY1W/zjzaH9UkiRJJ1VTbkEXh+mwXysUCp06o7gsW7aMwsJCfvOb3xx2naFDh/LKK68wY8YMunTpwqBBg4iPj+e5557D6/U2OtvolVdeyfLly3n22WdZuXIlffv2xe12U1BQwMqVK7HZbLz88ss/Wr/Y2FjGjRvH66+/zty5cxk9ejR/+MMfWL58OXfeeSdjx46lRYsWrFmzhgULFtCrV6+ozqo/Z91fwiOPPEJRURH9+vUjIyODQCDAggULDnueJOlUoCgKOT3juaNnPLkHQixfUsHX7x2omQ4oLK20MhKcA2xvmU5uZvjG3JsYS7oQpOQW4aj2U5wQx/60JAKK0iD9RKgKJQ4LJbExWAyDA6h80bMd6a0zGb9sK83LPISwknhQJ2DX2GF0YKe7Ja+P6syidp2JaZHA5gka2fF1F9HemSq9M23cd7Zg3k4TTYXhOTasWiyceUg6DeC+qXfk/91rXj9Jt5bQrSWxgPO+8wmuyMfdOwNrhx9vbJAkSTodNLUAvbKyMjJCIIQbiPft29dgvfLyct5///1jzvf/xQL0GTNmAOEg/HDatm1LdnY28+fP5/bbb8fhcDBixAimT5+O2+1utBXaYrHwzDPP8OGHH/L5559HgvHU1NRIK/xPNWHCBN5//33+85//MHLkSDIyMnjzzTd56aWXmDNnDlVVVTRr1oxJkyZx/fXXR41r/nPW/SVccMEFzJo1i9mzZ1NWVobb7SYnJ4fHH3+c88477xctS5KOh6wMK1njUti5tJTi3SYxPh8qYA9Gp65sa908ekNFobBFGkkHSmhXVEpyWSVL27dEFQKz3gU9xh8kq9JPkaryXXIc22Nckc+Wtm/O1E++pt/VWex7eiMun05RvIunrxrGiPGZ/KmNQt/Mw7du2C0KF3c4MakPlrZJWNom/fiKkiRJ0knz9NNP8/DDDwPhxqgpU6YwZcqURtcVQvDII48cU3mK+LF2ekmSpGNQdCDAo7ftRJgCzTSxBUNcMXcplpohVmcMOxPdouG1WtiTEI/XasMdDJJTXEpiRRV7HHbmtW9FQayTpDIvJTFO0iu93LR0I+0PVjJjZG/ebZkeFbwDxGomB/4agyOk49njIS8ljlbJapOb8VKSJOl09H+Dv4p6/+evzz5JNflpvvvuO5YuXYoQgrvuuosrr7wyam4dCAfubreb3r17R/oPHq3jMpOoJElSrbQMO7/9cxaz/ldE6cEQlkCAr3t3ovvWPcR7fCSVVVKQmsjmlBSClnCrdYXTwaaMNOITYnm3TXi40qzSKl7432K8Ngtf9G1Fx8IyrLrgrOVbeTc7nUOnCq3yCz7fonN5DyvxXROJP7RikiRJ0knT1GYSHTBgQGTCTK/Xy2WXXUbXrl2PW3kyQJck6bjrfmYc3c8MzwNQsL6c/0zZxLzBPQEFq2FQYbdFgvNaAYsFVVFpEQfd/F4mrv+BhF5J9LylE18sCWKu34PQBVmF5QzdvI+FXVrWbSwEmAKn9QQepCRJkvSTNbUc9PoeeOCB416GDNAlSTqh0rsn0HdgDKu+rsTvcoKiYDlMpl1cnIV9d7kBN/zt/Mjy4fOXYVpUgg4QpsJF63eyJzmWHWmJNRP5mHRMUxnRQV7iJEmSpOPj22+/Zc2aNVRUVGCa0bNJK4rC/ffff9T7lt9ekiSdcMMe6Ereb1ezqzicmeIO6ST4/JQ7HZF1nCGdnO6uRrfv3COWDfPAtIQ7eqb7qnl0ztd8dGs6vmZn0jXDzp+G2LBqTbeFRpIk6XTWlFvQS0tLGT16NCtWrEAIgaIokaEXa/9/rAH6sQ3SKEmSdBQ0i0r3q1oTrDf6UfuSMppXVuHUDeKCIVIsJpdcnNDo9jkT2+Bu4Y68V1TwXO5jaPIOPpxo5x+jHKS45eVNkiTpVCUUJerVlPz5z39m/fr1vPvuu+zatQshBPPmzWPbtm1MnjyZM844g/z8/GMqQ36DSZJ0UnQbkoTusIIwUU0Dq2HQoryCNqVltDG8/N9jWbRpY290W0eKg/MXDqf3473pdm93hi0eTqjL0c/YJkmSJEk/1eeff85NN93EuHHjiI2NBcKTWrZt25apU6fSqlWrww7B+FPJAF2SpJPC7lQZf3MmukVDEwIVgVUIEn0+zh3gIjn5yBl4tjgbba5pS6dbOxHTOuYE1VqSJEn6JTTlFvTy8nK6dOkCQExM+PvH4/FEPh8+fDjz5s07pjJkgC5J0klz5jkJ3P5yF1Ja1+WaZ3eL5dxrsk5irSRJkqTjrSkH6JmZmRQUFABgt9tJS0tj3bp1kc/z8vJQjvGYZCdRSZJOqtRMOze/1I3i/T4QkJLtPNlVkiRJkqTDGjJkCAsWLOCvf/0rAOPGjeOJJ55A0zRM0+SZZ55hxIgRx1SGDNAlSTolpLSQgbkkSdKvRVNrNa/v9ttvZ8GCBQQCAex2Ow8++CAbN26MjNoyZMgQnnvuuWMqQwbokiRJkiRJ0gklmm58Trdu3ejWrVvkfWJiIgsXLqS8vBxN0yIdR4+FDNAlSZIkSZKkE6opt6AfTkJCwi+2L9lJVJIkSZIkSZJ+hn379jF58mQ6dOhAUlISS5YsAaC4uJjbbruN77///pj2L1vQJUmSJEmSpBOqKbegb9q0icGDB2OaJv369WPHjh3oug5ASkoK33zzDV6vl9dee+2oy5ABuiRJkiRJknRCmU04QL/rrrtISEhg2bJlKIpCWlpa1OejR49m2rRpx1SGTHGRJOm04Q/a2bg9iD9gnuyqSJIkSaepJUuW8Pvf/57U1NRGxzvPzs4mLy/vmMqQLeiSJJ0Wtua1ZVteW+avLcNpL+Oe36fQu6vjZFdLkiRJaoSg6bagm6aJy+U67OcHDx7EbrcfUxmyBV2SpCZFNwRfr/Xz0WIv+wtDrPvey7QPy9ia1x5Rc0nzBeCJZwvRQ7IlXZIk6VTUlGcS7dWrF7Nnz270M13Xef/99+nfv/8xlSFb0CVJajJCuuC2/ytmw95wZxwFQZo/QIuCEshKj1rXKzQ2PPwlZ/x96MmoqiRJknQETS0or+8vf/kLF154Ib///e8ZP348AIWFhSxcuJBHH32UzZs38/zzzx9TGbIFXZKkJmPuFxWR4BzCj0gtHj9ZBcUN1rWFQmz6tBAjZJzIKkqSJEmnuVGjRvHmm28ybdo0hg4NNwJdffXVDB8+nDVr1vDWW28xZMiQYypDtqBLktQkBCuC7H70e9JSUvm+dToBm5WMygDOYJAETzXt9uWzvUUG8VU+zti6j2allQQcLua8uJsLb2t7sqsvSZIk1dOUW9ABJk6cyJgxY5g/fz47duzANE3atGnDiBEj5EyikiT9OqzKNVg5ZjGLWmUx88wOkeVFcU5aFJchgK67cmm7r4DMQg+aKcIrVMK+13Zi3pyDapEPDCVJkk4VoonF5/feey/jx4+ne/fukWVut5tLL730uJQnv7EkSTqhSn2CSXMMMl7UGfiuzpf7jtyRM7fC5LeP5JO0v4y5PaNbwnVNJWBTEZoVQ1VJrPTVBec10vLKePPSb/GWh37xY5EkSZJ+HR577DE2bNgQeV9SUoKmaXzxxRfHpTwZoEuSdML8Y76P9KcDvLlRUOCFpflw7nSDuxaH88oPVJgE9boA2+MxeG9VkGDAZEtWGrrW8JKVXOzBXRmiJDOZgLPhsIqqKfDme3nzzk3H78AkSZKkn8VUlKhXUySE+PGVjpJMcZEk6bg4UGmyMtegU5pKuxSN15f7uW+ODzJiDllT4f9WCv63rIoDJQbxNnhylI3S1R7WrPMhFHA5bGxpkU5alZ+CeGdkS4thctHSLSR5fBS0jMcfY8UsAbX2mikE1TEOglYrnv1+ti4qpEWigr1DIprbesLOhSRJkhStqeegH28yQJck6RclhODqd328+31NSokCzRM0CsoN0DQ46IN4OzjqXX5MwQHskKpQIQQvTCujncdfsz9o5QtQEeci56AHm25S6rZh100Gb9tPv/LdAORVJFLpdlGYFU98qQ+7L0SsJ0RcVRmZuWXkZyVS9JsfqKoOYIu1kPzkYPQOySS3i6VilwerXSGupALDasXvV4nplYw9PTwRhbG1CHNXCZaBrVHi5ORHkiRJx0oG6Ed23AL0VatWMXnyZP74xz8yceLERtfp06cPgwYN4plnnjle1Tgh/vKXv7BgwQL69u3Liy++eLKrI0kn1bi3vHzwQ72hDQXklUW/pyIASvj/iqogqgIQ7wC/Dgpousluu40EXSc3wYlAoVmVH4du0De3GASUOmzc9OW3AJiAoggMRSFkUSluFkPO1mIseji/XRWQtb+MSpedshgHiir47untOLybMCx1k2SkVFfR68A+vDjYoCbR8retSTyYhzJjXbgcpw1eGU/C1d0x8yrQF2xDzU5AO7dto9M9S5IkSaePPXv2sGbNGgAqKioA2L59OwkJCY2u36tXr6MuS7agH6Py8nK+/PJLsrKyWLVqFfn5+WRmZp7saknSCbF4n8nSfDgjFUblKDwy38cH63X4sWBVVaAq3MKuCIHQDZQSH7XpfD+4HKQZBpWaDY/dQpI/REJIp1NRMQ4jHOybQrCueXPsgRDbsrPxWa3Yq/2RyaOL01y02FsRNZl0QrCcEmciwlBouauc0iQHurUu1aXYFUtuXALZlWVUmX6K/7OBJPbVVdsXpPJ3H3DgrY00X/w91NwAHGyfxQdPXU+/bm7OzQ7nyVcvzad68X5snZOJvTgHpcwD076FkA7jBkJG0tGfeEmSpCauKead33///dx///1Ry26++eYG6wkhUBQFwzj6eThkgH6M5syZg67r/POf/2TSpEnMmjWLm2666WRXSzoN7CwXvLHBRDfhms4qnVN+3sXMGxC8sSLA1iKDYe2t/KabrdH11uUb/G91EJdNYXwPK6u2BNhbZDCwk41zu9mj6hIy4NouKqJaZ/IcnR/yzXAnTIcFl0OhvNQMB9+1OeAKYNfAX+8ipRAVwJuKglNRCagKAkjyh+jl9RHQVISikFodBCFoVuWJBOcAqqKwIzuL1a2y6ZdfiLPKGxWMV8fYqIqzE1cZiCwraWGnTekmdoguOAIGAbvW4HxU2FxAGXaCWNAbfB4X8OFYuA5E3egzqdtyuWDCs1z522sZEePh7nU/UDorL/K5O0OQVbwCNRQML/jb+7DgAVi3B37YC4M7w+VnEVxbgO+dH1BibDgv64CYuwmRW45ldGe0AwWwcgec2RYmDAFLw7r/JPuL4bWF4PHDVUOgZ87R7UeSJOkYNLVhFt94440TWt4pF6B/+eWXvPXWW2zbtg1FUWjXrh3XXHMN55xzTtR6ffr04cILL+TBBx+MWj5r1iweeughXnrpJfr06QOEH0P85z//YcmSJRw8eBCn00lGRgbDhw/nmmuuidp+/vz5TJs2je3bt2MYBm3btmXixIkMGzas0frOmDGD3r1706lTJwYPHsysWbO44YYbUNWGo02sXr2a559/nm3bthETE8P555/PpZdeyrhx47jhhhuiAnshBB999BGffvopu3fvRlVVOnfuzA033BA5LqnpW10geGmdSdCA67oqkdbX9QcF/f5nROLap1YZfHGFxqCsw1/RPtluMn2rIMUJv++hcOUbVawvVkBTeX65jzZpQUZ0tbNzj49dJSbtUzWGtrdy1+cBDBRQ4OFFAWIMk5SQwTtL/Ewe6cKW5eDWhYLa0PjJlTrxlX7c1ToOq0ZhcjhPOyiAeBU8QQgYYIpwnrmmgFMBX02we+ghKOC3a1gF6KZgcKUXX01wXreOgl1vGCwnB4JYUUAIVLNhb3q/0xIJ0He3TGXJgI449CC91u4gvjKAyx/C47ZHbeMIhMvxY8PeYI+go2ATDevSvjKfb6f+k7d6nknZihLqD5LlPaDgw4GbIAIwqwz0QU+g6dUIBFXPb0D//RcopR5iKQIMeMhAQcEgBv+/lxBAQcOHe+oCLI99DF/+HdISGtRDmCah11eiz96EWlKBLV6gntsBbh4Gf/8AHvs4/LMBeOYzmHEPjD7kmvLZqnAQv7MAfEGwWSDOCa3T4bdDId4FL88PP0H47VAY0qWRMyVJknT6uPbaa09oecc9QPf7/ZSXl/+kdT/44AMef/xxWrVqxe9+9zsAPvvsM+68807uvfdexowZc1R1uOeee1izZg2XXXYZ7dq1IxAIsHv3blavXh0VoL/wwgu8/vrrnHXWWUyePBlVVVm8eDH33HMPd911F1dccUXUfjdu3MiOHTsiNwkXXnghixcvZsWKFfTv3z9q3bVr13LLLbcQFxfHtddeS2xsLAsWLGDdunWN1vlvf/sb8+bN47zzzuOiiy4iFAoxZ84c/vCHP/DEE09w9tlnH9W5kE4dKw8IBr1vEKyJfN/eJPj0Eri4rcpN842oRueQCQ98a7BoXON/slO/N7llUV2L7msrgvi8FnDUBIlWjZ0lOi+sBwJWKPGx/aDJ7K0GWNS6Fm1FwaOqeC0arXxBXp5fzeYWtugWbxR8NgvNSv1sT3FHV0RVINYGNgM8oXDFQ9QF5YYRbjapvYFVwnUTikJN2zJ5bjvxgboAWDMFsbqB32oDf4D6qm02/Gq4/oamoR3yOHF3u3RK0qvZkZlBaVJ49Bi/1U5uZgrttpWQUexhr1UjaAuf14QqP+4qgwISMYF0yjBQESiYWBCAQggFHUF0C7ZGiLiQzqQVK8ilXYOfURWZmMSA5uHGcddxzs5NTFi+mTJSEVigFBRiceDFgo5JECuVWKgmQAox+LHhCe9scx6ceTdseQ4c0U9GAlNmEnzum8j7EDoxn61GmTofdu2LWhfDhH9+HB2gv7YQfvdCg/oDsGw7vPc1aGp4W4C3v4LZ98LIo8+1lCTp10c0aK2R6jvuAfrLL7/Myy+//KPrVVZW8u9//5usrCzefPNNYmLCX6Zjx47lqquu4plnnuH888//2dOnejweVq5cydixY7nrrrsOu96WLVt4/fXXmTRpEn/4wx8iy8ePH88dd9zB1KlTGT16NG53XUAyc+ZMnE4nQ4cOBWDgwIEkJiYyY8aMBgH6U089haIovPbaa2RlZQFw+eWXc+ONNzaoy+LFi5kzZ06Dm5Lx48czadIk/vWvfzFkyBDZKa2Je/57MxKcQzgr5JnVgovbwvqicChY39bSw+/rX6uiJ/vx+c1wEFWfVQsHVU4rWALh1s9D0k0idVEUyiwa6cGGLcUAmhmur6E18juo1Gstr39wVhV0AwyBC4Nqixoe1eWQ8rfFuhjkKyegqShCkBIMoQEVLifuUIh4fzjPvMpu42CMG5+qku900twwsFcH0EwToYA31o3f7cTntkeCc4DEKg9DNmwlkxKCuhXX/iDVdhuaIbDrBiE0TKwkUoGFEAIFvV5bukAFAigoNf8X2KhGi6TDWLEQRKd+4BwO50PEghHDkB07mHz5jWQUvkKPPeWRteIoR0XDRMPEjoEDJwVYqEIj+uaEvQdh5kq4YmBdKd4AwVeWHXLqLeg4sO460PBnBXCwMvr9U7MaX68+o97vm2mGW+JlgC5J0s/QFHPQT6TjPlHRpZdeytSpUxt91bd8+XJ8Ph/jx4+PBOcAMTExjB8/nurqapYvX/6zy7fb7dhsNjZs2EB+fv5h15szZw6KojB69GjKy8ujXkOGDMHr9fLDDz9E1vf7/cybN4+hQ4ficoUf8VssFkaOHMlXX30V6d0L4dmmNm3axNlnnx0JzmvXv/LKKxvU5fPPP8ftdnPOOedE1cPj8TB48GDy8/PZt29fg+1OltLSUgKBuuDB4/FQVVUVeR8MBikpKYna5sCBA0d8X1BQEDUBwOlYRnUjsa8naFJSUoK1kb/MtgmHL6P60EkyG5vWXlHqgvba6+IR5lgQClQ7LI0G8NUOC4aiEOc9pODaY21sv1Y1MrSiXzfI8IeIayRtRVcV3IZJYjBEi2ofMXoIu6GjAPkJ8WxLS2Vbagr7ExMxVRW7YdAqv5jkgnKsIYOD6SkczEjFGxe+jgTq3aiopsmERd/SsrgEFXAQIh4vrkAQpx7EQhCz5uSUE4uKjsGh46WHA3YHVbgow00pNvyRwxZYSKAMW01AraGTQAVavcT87rnFAGzIyI7sVUPHSvT5FFgxsaMc7gflDZcb+b0KmUTd9UX2c4QvwivOAur9XlUHDr/u4VQHm+TfoCxDlvFrL0M6dR33FvTs7Gz69ev3o+vl5YU7VOXkNOywVLusdp2fw2q1cvvtt/Ovf/2Liy++mJycHPr06cM555zDmWeeGVlv9+7dCCEYO3bsYfdV/xd/0aJFeDweevXqxf79+yPLe/XqxXvvvcecOXMYP348QOTGoGXLlg322diyPXv24PV6GT58+GHrUlpa2ui2J0NSUvRoFPVvsABsNhvJyclRyzIyMo74Pj09/bQv49ouCh9uiw68JnXTSE5O5uYzDP653IwE0grw5DnaYcu4rqvB4yvq9qW5LFAZCueW11IJp6AEjXAgB2CY2OwawegGeBACi6aQ0sHFvjIaEArsd9tJrfAhEHhctvAXiSHApoU7hh7aiq4q4Y6NcRZM4IBuQsgIB/X1bgLidZ0QkBQMRmqvCYHNMAhYLOiqGh1uahqb27fk5pkLyU1MwG0GKWiWiq5pNCsu5YsuHWmZW0xJciytCg+S4K2OqpaCQht2YyHEBjpRe9KVSFjbMDgOYMeFgpXoExfeItyyHkMlDvwYaBx6qd2SGh7paWHnHK76bh0NE/OjVZGMBR8xlNctTHDDb8LXsMjvlR0sv+mC/umGelubWPBDQgyUH/LD7NQc/hZO3Yv8Xl17Djw0/Yj1aeC6c5vk36AsQ5bxay/jZJLjoB/ZKddJ9Fg1NqTN2LFjOeecc/jmm29YvXo1ixYtYvr06Zx//vn885//jKynKAr//ve/G+3gCdCmTZvI/2fMmAHA3//+90bXnTlzZiRA/7mEECQmJvLII48cdp36dZGapgvbqLwzGv69xiRgwPVdVX5/Rvh37+HBKk4LTNtikuxU+Et/lT4Zh3/g9cggFZdFMH2rSYoT/tJPI8GicOX0ELlVAqtNITnBQnO3yb69PsqtkBqrct/5DgbkWLlvXoBv95oEdAGaQmy8javOsPDAAIUX18EbG0xK/eE4ukcqJNgU3l+lkWtxgKmE880VEQ7MgyY4a/KzA0Zdq3rNvtHrWtndKuRUejlgtxFSVbK9fjpUVuNVlQYhq4ZAEQJTafhZSUIc27LScfp8DNq2DbZti3zmDPpZ2qYDV37yHXbReOuwiqCcBMx6eeVxVCIIt2zr9ZYLoAo3ZbSlHVtQ6wXwIcKznDoI4sXFATJw4CeOupuCkKryzLnnAjC0NB9HtgtdtSJ8IYzi8kPy6HUKyaKaZBIoh/hYnDYvar/WKH+fAEkNU/6cb40ncN9c9M82ofp82K0+1KGD4P5L4K/vhNNiFGBMf3j1ZrAe8jVw/+Vgt8J/FkJxZfgmSlXAaYfUOLjxfEiMgalzwilLNw6H357X6HmVJEk6HBmgH9kpE6DXpn7s2rUrqmUbwq3bAM2bN48si4+Pj0ojqXW4VvaUlBQuueQSLrnkEgzDiHTCvPrqq+nSpQstWrRg6dKlpKen07p16yPWNTc3l++//55Ro0Y12llz5cqVfPTRR2zevJlOnTpF7lj37t3bYN3GlrVo0YJ9+/bRrVu3SPqMdHqa0EllQqeGgbdFVbh/oMb9A3/aUHoWVeFvZyn87az6+1LZdUdjf+INh1v85JrD/57d0Rfu6Nuwjn/tp/LENzr7KwVDshX+PseH6dUhzh4e9cOtgstCpJE5ZICvXvCpKlSj0qm8mk5Et2pbRSMpHULQe8d2irU49uSkN/hsR4t0Bq/f2GCzjrn5fDygH58M782E777AVuknSN1soFb87IjJxOYzSTRKCaERq5ZR3MzBOy2Gkl16kM55e3H5dEJY8WEj3lKNVQ8QxIm1JpUllJWOyMnEek4OarIbbeYm4tNisN95NvqGIgLvrKXMZuelwWeR3jqTKR0Vrr9zGFA3QpQoryb02EKMZXtRezZH5KQRM2srcQlO7H+6EuuAH39qpsQ6cDx7CTx7ScMP37v9R7dH0+Avl4VfR3LtuT++L0mSpMMwZXx+RKdMgN6vXz+cTifTpk3joosuinTG9Hq9TJs2DZfLFdXxMjs7mx9++AG/34/DEf6yraysZObMmVH79fvDOZq16wBomka7du2YN28elZXhDlIXXHAB06ZNY+rUqTz++ONoWnRgVFJSEnl0NGPGDIQQXHXVVXTs2LHBsXTu3JmPPvqImTNn0qlTJ1JSUujcuTNfffUVubm5kZsRXdd57733Gmw/evRovv76a55//vlGO7bWr4sknSxd0lT+O6Yu2D9QavDKspohFp01nT8VhUjjc0UIlOhAXygKflXBccgQiVowRIKnivJ6ncIHb9pMTHk5Xfcd4LMEF8VJcZHPUiurwp0w1YaXtAqnE11R2J2ZjOoMklJZiIdYQtixESBggV2utgzyrSeOaiqJo0qNZ0Xz7iS2dGGYPnblZ+OuGWcmJlMjfc1lmBsOYLy9Atx2tN8Pxto1eoIy+22D646nVxb2a3oRB/yTw1MSXNgeuzhqmePWQUfYQpIkSTodnTIBemxsLLfddhuPP/441113HRdeeCEQHmZx//793HvvvVH5VldccQX3338/kydP5oILLqCqqopPP/2UjIyMqFzxvXv3cuONN3LuuefSpk0bYmNj2bNnDx9++CHNmzenZ8+eAHTp0oUbb7yRV155hQkTJjBs2DBSU1MpLi5m8+bNfPvttyxbtgzDMPjss8/IzMxsNDgHyMzMpFOnTsydO5cpU6Zgt9v54x//yB/+8Aeuv/56xo4dS0xMDAsWLECv6SRXf0SWYcOGcdFFFzF9+nS2bNnC4MGDSUhIoKioiPXr15ObmxtJsZGkU8WLYxyc387CN3t0vq8ULCms1zzi18O57/ZDWuIVhR/i3PQtq4rkobs8PuIKy3DEWTl/zRq8Thc5hYU0Lz7IooyOJIsyBq3eyrruLam22Yn1+0n0eEEINjfLZE37ViR7vfTdsQuLaTKvZ3fOWbqJ4oQYzKAFFUEcdSOXlFjTaeErIs6oJpQUR8mQvlT0bc0VY1uR1j58g1A6ex/lC/Nwdogn7Zr2KC4LWrN4tPMavwZIkiRJRyZTXI7slAnQITzsYEpKCm+//TavvvoqAO3bt+fJJ59sMFHRqFGjOHjwINOnT+fpp5+mefPm/O53v0NVVTZsqOsg1axZMy6++GJWr17Nl19+SSgUIjU1lUsvvZRrr702qmX9xhtvpHPnzrz//vu89957+Hw+kpKSaNOmDXfeeScA3333HQcPHuSqq6464rEMHTqUqVOnsnjxYkaOHEnv3r157rnnmDp1Km+88QaxsbGcf/75jBw5kuuuuw67PXpKlAceeIA+ffrwySef8OabbxIKhUhOTqZjx45Rw0BK0qlCVRXG9rAytkd41JNVBYJbPguwfEcwHKADqfGCg/7oi/Iel52b5q/CdNmJ8fpJtemIJ4fwzQcHWWntQLs9+yhUnHgtmfTeUwBAdn4Iw65RmJEQ2U9RTAyLO7WLBPqze3YnNhCiMsbNrvR0Wu0rQjmrI8GlJdjKwiMf6ImxJN4/nBzdg5o9GNel3UmwNbwsJo3OJml0doPlkiRJ0tExf6Rz/K+dIkRjyZ7SibJo0SLuvvtu/vGPfzBixIiTXR1J+sWty9NZm2cwoJWFnGSVjn+vYmewZnIkIUjzh0hymrzdtpIWmTZSz8tAtagcKDeZ8O9yYjYX8Nf3l9RMExQmgCAaFXFONndpTtBiYVWrFgRs0UMi2gwzks8eVBX+eFMKZ/ewYn4ezlVXL+iC4jh0GEVJkiTpePv9uK1R71+c1uEk1eTUdEq1oJ/OhBAEg8GolnJd13nnnXfQNI3evXufxNpJ0vHTo7mFHs3rLjWzb3Bx0ysV7KwAlzC5oLeD/7sqBot2yPBgCSpf3J/I2uf2Y75v1EwKFKYQHnklvtLPzrRUMiqqsOkhOuYV4AoGKYl1s7NZGkIBBOgKmJpC9w52FIeGNuaME3PwkiRJUqNkisuRyQD9BAkGg1x00UWMHDmSli1bUlFRwYIFC9i+fTvXXnstKSkpJ7uKknRCdGhu4YsHkthRYJAap5IYc/jhIxVFodv4Nqz947cNPwN2ZyYTGwiSnltAjMeDpaa1PM7nxxkIsqlFJtWahiMU4vbrk0hK+Gmj4kiSJEnHlxzF5chkgH6CWCwWBg4cyFdffUVxcXgWwZYtW3L33Xdz+eWXn+TaSdKJpaoK7TN/2uXHkhZD/LBMKhbWzYAngF0ZKcw6uwc9d+3DtFrCwbkQ2EIGQatGs4oqFHsJVgwm39+KZgMajhkuSZIknRymbEE/IhmgnyCapvHAAw+c7GpIUpOU88lovr/mK7xz9+F12fm+S2vWtM4kYLFQbbWSKATxVdV02FOAI6gTsFrY1jKNsuxUbpvancQMx48XIkmSJEmnCBmgS5J0ytNirCQ8ehZvWLMiy1J9fipsNgoS4sjKL6Lz3gNYjfCsSPaQTqddBVwwd7gMziVJkk5BMgf9yA6f/ClJknQKadPBSZsOzsh7DRgQF2Dc3l0k+EKR4LyWxTSxbCtBkiRJOvWYSvRLiiZb0CVJahIUReGWv7Zg6Rfl5O0NkNPRSb8h8ahqJ768fRXmM0Wo9QeNVcDeLuFkVVeSJEmSjpoM0CVJajJsdpVzRiU1WD7w8R7MW7uGFosDkWUpt3TH3jbhBNZOkiRJ+qmEnKjoiGSALknSaSF/PFT0tzIsvR8xfdNxD8g42VWSJEmSDkOO4nJkMkCXJOm04W2lkjSpK1arnB1UkiRJarpkgC5JkiRJkiSdULIF/chkgC5JkiRJkiSdUHLkliOTAbokSZIkSZJ0Qpmyk+gRyXHQJUmSJEmSJOkUIlvQJUmSJEmSpBNKziR6ZDJAlyRJkiRJkk4omYN+ZDJAlyTptLVvl49lX1agqQpnnZdARgv7ya6SJEmSJP0oGaBLknTK27c3QGmZQYcODgpLDQqLdbq2t+N2Hr4bzbYNXp7/xz5MI/z+mwVlTHm4JS3bOKnKq6Z0czkp3RJxN3OeoKOQJEmSaslhFo9MBuiSJJ2yTFPw4gtFLF/uBUC1QIlqJaSquBwK9/0+iV6dHY1uO++jg5HgHCAUEiz6tITebi+rn9qIMEGxKAy4vwedrso5EYcjSZIk1ZCjuByZHMVFkqRT1pffeiLBOYCpA6bJ0gQ3uYbK8++UI4Rgy9ellHzenoMfduGTh3fgLQtRtNfXYH975uax5v82YfMbBBwODqQk890/1xMoD57Ao5IkSZIMJfolRZMBuiRJp6z/zKpqsCxRN2jt9bHR5WDvQYP9W73M/OcuTI8dTJXt35Uz44kdxPr9kW0UIXD6ArTfug8TOJAUz57URJweH3nJyZTvaliOJEmSJJ0sMsVFkqRTUrnHpLzEIOWQ5QLo4vWT7Q9S1MzNxy/noaNQ4nZiMU2SfH52rSyn1f5CKnOaE1RUkiqqSSirIOC0oZomzcoqSPB6+bJXJ9oWl7FpSQkVB/xk9UvGldJ4yowkSZL0y5E56EcmA3RJkk5JC1ZUszE5ljRfgA7lXlTCwXnto1C3YVJQDZ9W2rC0zELXNADi/X66FRzEVuYjZ+cBYiuqCdotFDRPwlQVnFXVWC3hh4eD1m9ld/NmbHltK1sUBdWqcv7jPckZlnFyDlqSJOlXQg6zeGQyxUWSpFPS5lLYF+tkVVoCs1qmodfkKQpFYW2Mi4/Skthnt7IhIY5ATXAOUOFwsCMliaW9OxBbUY0ClKbEUhXjwmu3Yw3pkXVVoOve3SSVl2MJ6pghk28e24hpiBN/wJIkSZJUQ7agS5J0StlZZnLNJyE27xZ0qagk3R/EVBRKHDaSAyG2uhxsjqkbGrHEZmWvKcjxh1CEwCIEFQ47LreTDV1bIxQFv9OGYdGwBEPsb5FBXEUV8ZUeAHwWF8MK5rPJ0ptql43CUCxBTwhHvO1knQJJkqTTnhzF5chkC/pPMGvWLPr06cOqVatOdlUk6bSS7xG8ut5k1k6T9buCvL/Yy5nPVrN2W4COBz10qqwmOaiTGgiREDQotVrJdYQnG0oNhsjxBYjRDUqtGkIIbEKgAUJVyU+MozDRQXWMA4SJw+vD6fMTsNvIz0qnNDE+vB/fQTL0Atx+ndTSanL2lmJzakeotSRJknSsDEWJeknRjroFvbKyklGjRhEIBHjooYcYPXr0L1mvRuXn53PxxRdHLbNYLKSkpNC5c2euueYaunbtetzrIUnSzxcyBKV+wBSYAYMvClR+t1Dg16FlsZf0yvCoK+0Ar6YSqxsNWhBidAOHadK/wkNWIASAEIJdThuaMFFqWmRUU2AiiPUbxPsDuEsrcfnC+xfAgYw0KuJjSSyvpLn/AD6c+O1W7IEQLl+I8jn7cQ3JwNAFNrcFq+uQS2UwBOVeSEs4budLkiTpdCZz0I/sqAP0OXPmEAwGad68OTNnzjwhAXqtfv36RcoLBoPs27ePTz75hK+++orXXntNBumSdIp5a4PJlEUGZQFAN7FW+NHi7PjtFhxBIxKc13LrxmEffratDpCsh/PINdPEqRv0DOnoikKlxUJcKITdNBGAqijY/IFIcA6gABkHioBwS3uJO4nHR9yG1+nE7fHTZ80OKiZ+TX5qDP4YK4qq0PmybAb/pSuqpsBL8+Ded6DMA71y4N0/QYfmv/xJkyRJkn61jjpAnzFjBn369OHss8/mX//6F7m5uWRlZf2SdTus7OxsLrjggqhlPXr04I477mDu3LknLUDXdZ3/b+++45uq3geOf25m0zTdi1KgrDLLljILDhBREBRcKLhAXLgX+nMr6hcVF4oD+AL6VUEEBERAGYpsAdm7jEJL6d5tkvP7IzQQ0haoQCt93q8XL83Jufece3KTPjl57rkOhwOz2Vwl7QtRGUV2xdtrFL8kOmkQqPF8vI6mId7hscOpGLde8c12B/syodgBMf4wtqeOyVsVvx4Esx7ujtO4LAIe/k1xJA9MOoU+1077IxmYHU72BVrZHehLyYmVVHxKHF5toWlkGbxn0VOMBvyV6wJOp1JYT3neoBRBJSXonU7XLoAMPyshxzO8d1/6X6eT/T51KUHDrmnkWs0cig3iio0bqXXASK7TglOv42hKHl+uySKm6Aht/ljIH426k9imLuHZxwm8ZTElzRvg0yKU5BITJcWKdlcE0eHKkMq9IEIIUQOUPw0joJIB+o4dO9i1axcvv/wy3bp1Y9y4ccyZM4cHHngAh8PBtddeS0hICF9//bXXtj/88ANjxoxh7Nix9OzZE3DNgk+bNo0FCxZw+PBhTCYTbdu25b777qNp06Zn1aewsDAAjEaj13OrV69mypQpbN26leLiYurWrcugQYMYNGiQV90ff/yRadOmceTIESIiIrjpppvw8/PzqjdhwgS++OILvvvuO2bPns3ixYs5fvw448eP5+jRo7zyyiuMHz+eTZs2MXv2bDIyMmjUqBFPPvkkcXFxrF+/nvHjx7Nz506sViuDBw/m3nvv9Whj06ZNfPXVV+zcuZOcnBwCAgJo3Lgxw4cPJy4u7qzGRYjyLD3oZE0y/LzfydJDrrI/jygW7Hew8249wRbXh2d2kWLGLsVnG52sTQGcJ/exLQ36/uAEpaDIATqN11fqoTSfUCnsRQr0epL9zMQfySQyrwij08m2UH/QQ7ZJzxEfI3qnAqVQmoat2E6a0ch+g4H6RSUEOJ2kGA1sNhupX+KgTb6dFIOewFNWZAE8Pu6t+QVYioop8DETQPk3IjI4HBQbjSidDrtOx87adbHr9bRbuY+kyFCKzUZCj2Vh/uMQG1tGsbXlTWRZrPhllpBdEkJQUSJ1flvC7LTeGEuc6B0OZv2VwZE5h4ls6Y+KsNKwoYniXw9jP16I0aiwtAnF3DacY7MOorcYiBxcD4O/XJQqhKg55O6hFatUgD579mx8fX258sorsVgsdO/enXnz5jFy5Ej0ej3XXHMNU6dOZe/evTRs2NBj23nz5hEYGEi3bt0A16zzww8/zN9//03fvn256aabyM3N5ccff+See+7hiy++oHnz5h77KC4uJjMzE4CSkhIOHDjAJ598go+Pj9fM+syZMxkzZgxxcXHcfffdWCwWVq9ezVtvvUVSUhKPPPKIu+4333zDe++9R2xsLA8++CCFhYVMmzaNoKCgcsfi//7v/zCbzQwZMgRN0wgNDeXo0aMAfPzxxzgcDm655RbsdjvTpk3joYce4pVXXuG1115j4MCBXHPNNSxatIjPPvuMqKgod/8TExN58MEHCQkJ4ZZbbiE4OJj09HQ2btzIrl27JEAX/8jDvzr4eEPZSwkeL4CZuxX3ttI4mqvo9LWDg6XxrSpn+cH8Eig8MROer0HgiZv9FJycHd9htRJrysVidxCRXcC2YBvYHTgLHBzyNZ/cf4njZIAPpBv0NC5xYAKa2p2kUMI9K6cz4qqhxBYUeQTlpb2LOnac4BOrtAAU+poxFRSjK6P/Dr2eErNncLw3sja5XXwxGEtwahq7m0TReMdhbOnZaIC5oBhdiaLunkx8HAYac5jm+/eS4RMIQGBGNjsyrVg+3MiOVtEsCPejw5o9BGQXoKHQYyfbaEWdGJ69r/9N/Ipr8InyLXt8hRBC1CjnHKAXFRWxYMECrrjiCiwW11Jn1157LUuWLGHlypV07dqV6667jqlTpzJ37lyPAPjw4cP8/fff3HzzzRgMrqa/++471q9fz0cffUTnzp3ddQcNGsTNN9/MuHHj+Pzzzz36MHv2bGbPnu1RFhERwSeffELjxo3dZcePH2fs2LH07t2bN954w10+ePBgxo4dy9dff82NN95IdHQ0OTk5jB8/nvr16zNx4kR8fFwBRr9+/cqcaS/l5+fH+PHj3ccDsHnzZgAcDgeTJ092z+rXr1+fJ554gmeeeYZJkya5v3hcf/31XHfddUyfPt0doK9atYrCwkLeeOMNyakX59X+TMUn5QTnpXQnot4P/3KeDM4rYtABJ6JNhwK782S0fIrfagWTq9O5AvACOzhPq6Rp4HB6FJVoGsf1OqIcToxA5+wsLt+7lrhOg9CU8gjmU40G6ubkeQTnCijws5Ib6I/ObicgLQt9aRtKUWIs+2Pw6v0LaZ+0GSewpVZzfmrah5BjGWQG+ZNr8wNNIy08hJbrDrDGp607OAfXTL6lsAANqL8rhdSoAPY2iqTdX/tRaORpPu7gHKDwYB4HP9pO7Jj2FY2yEEJcMuROohU752UWlyxZQk5ODtddd527rFu3bgQFBTFnzhwAGjZsSLNmzViwYAFO58k/tvPmzQPw2Pbnn38mJiaGZs2akZmZ6f5nt9uJj49n06ZNFBZ6XkDWo0cPPvnkEz755BM++OADnnzySQwGA48//jg7duxw11u8eDHFxcVcf/31HvvOzMyke/fuOJ1O1qxZA5wMiAcPHuwOzsEV+Pfp06fc8bjttts8gvNTDRo0yCPlpm3btgC0bNnS41cBo9FIixYtOHjwoLusNK1m2bJlFBUVldt+dZCenu7Rx9zcXHJyTkZ1xcXFpKWleWxT+itDeY+Tk5NRp8x2Shvnr4096SVlxc5uBg26+LsuokzMPu3J8j5QTw+0SxweqTDuvhgN5e+jVBmz3EWaK9AuAfYGhNF3yFs4dRoLQgJY7m8lyWTggMmAwakw2D3TXop8zDhOtOs0GsmICKHQx4TO7kRvd+KbV4CpqNhjm7qph2mf5PqirQNaHd1G+yMbKbD4kOtvcx9DgZ8Pe5vVItdo9eqz3uFAAebCEnAqCiwnZ+nLWv+3YP/JLxX/xvNK2pA2pI1/XxtVSZZZrNg5z6DPnj2boKAgwsPDOXTokLu8U6dOLF68mMzMTAIDA7n22msZO3Ysa9asoVOnTiilmD9/Pg0aNKBZs2bu7fbv309RURFXXXVVuW1mZmYSGRnpfhweHk58fLxHnR49enDjjTfy1ltvMXnyZMCVJgLwwAMPlLvv9PR0AJKSkgCIiYnxqtOgQYNyt69bt265z9Wu7bmyg7+/PwBRUVFedf39/cnKynI/7t27N/Pnz2fSpEl88803xMXF0alTJ66++mpq1apetyEPDg72eHx6zr7JZCIkxPOCudOP4fTHp77e0sb5baNbHSPBPg7XkodlGNFao2k91z771tf4dsfps9wn/ntqcdFpF3oaT+ShF5+2bXkpMqfS6bxm0f2dimJcdxFN0zQCDQaWBNpQmgZm2GO10ConD99iO0f9/ah1PJ18i8WVjuI4rW+aRqHNitHuwFDiCqKteQWg0+HQaRjsDoasmenVrdhje9gY1sqrPCvESr3thzka4fm6+eaUuO5iGmIFnUZY6slvO0YcFJ02PxJ6zcmL7P+N55W0IW1IG/++NkT1dU4BelJSEuvWrUMpxQ033FBmnfnz53PbbbfRp08fxo0bx7x58+jUqRMbN24kKSmJhx9+2GubRo0a8dhjj5XbbkU54KVq1apFTEwMW7ZsoaCgAIvF4v7m+corrxAaGlrmdqcH0efq1Nn20+l0Zf9AoT/ltuTlMZlMjB8/ni1btrBq1Sr++usv94Wpr7/+Opdffnml+yxqNotR48fr9Qxf6GBXBgSaIf9EtsltTTXe7XnyvL29ucbWNI0P1it3irl7Brw0UHcqDAYNu0OBBpqvET8/PTlFyrXQrV2drH96fF5aVhq4OxXoNMwOKFYKDYi0OwixOyk0uN43WTqN/RazKzg/xW5fCxZ9CRa7ncTatdBOPB+cnYNvSYnnGBQX4DAZsTnzSAquhcPHhM8pdbJN/kQWHvPY5rg1GFXGbw+BuTm0zt9MSbJifURr0DQsuSVEHM4lK9TKnla1iTEU03B/CujA4LTjF+lDScNQMlanoTPrqfNgE6KGlj8RIIQQlxr7mavUaOcUoP/0008opXjhhRfKXNnk008/Zc6cOdx2220EBgbStWtXlixZQn5+PvPmzUOn03ldxFmnS4AuZQAARPRJREFUTh0yMjK47LLLyg1oz5b9xE/b+fn5WCwW6tSpA0BgYKDXjPvpSgP1xMREOnbs6PHcvn37/lG//omWLVu6c9CTk5MZMmQIn376qQTo4h9JqKOx42492cXgb3JNgDsV+Bo9g15N03grQc8rXRQOBSVOsBqcDJytmHvibaHXa/z3Vl/6N3BF2zqdhq9RI6tI4VQKHz18tVnx8K9OyD0tN13TwKSD3CJX7jrQIr+QSLuDNQFWcowGjmgaOcV2ogqK0XDF9MfLSCtTJ7oeUVDkDs4Bsq2++GRloTvRbnB+Ordv+B8mux2Ts5gPuo8kD88UlQ2h7aiXfQgzrp+Ti2MiiVs8kpZhwUx5aQ+Hd+UDYDLrGPCfltjrfMqRp/5Gt8m1pKMK0NNyUS9qdQnH6VSYfPQ48i5DM+pQBXZ0NhOaTsORb0fTa+jMcudSIUTNImktFTvrAN3pdPLTTz/RqFEjBgwYUGadffv28fnnn7N161ZatGjBddddx7Jly5g/fz6LFy8mPj7evRxiqWuvvZYPPviAr7/+mjvuuMNrn2lpaV4/2ZTX9oEDBwgPD3fX79WrF+PHj2fChAm0b9/ea7Y7NzcXk8mEyWQiPj4es9nM9OnT6d+/v7tuSkoKv/zyy9kM0XlVmip0qoiICIKCgjxSYYSoLE3TCDixeIrPGT4JzIZTP0j1/HQD/Jmk2J2huLKeRrTNvbK4u1aAWXM/fqgdXNtAx4+7NdYddqA54VCGk99TT6TCBFqg2I5vThG+Guzws5BjOnn9Ro7JwDGHk4hiO8FOxVG9zjXrfsoHfELycZrn5JHp5xls2/V6UgICqHP0GJbiAgKOp7MsrCtt0jczv3lb5jaIodDoS6PMHOrk5aOzO7ClOPij7S2E3BxAswY+mK9vDyf6M+LdJuzdmENelp3YDv742lyDN+Cb7iStTKUgvYg63SPwCfRcGUZvPXE8ppPBuP70O5QKIUQNYZf4vEJn/ddh1apVpKSkcP3115db54orruDzzz9n9uzZtGjRgm7duhEQEMBHH31EXl5emXcbvfXWW1m9ejUffPABa9eu5bLLLsNqtZKcnMzatWsxmUxMmDDBY5uDBw8yf/58wDVrfvjwYWbOnInD4fBIoYmIiODZZ5/l9ddfZ/DgwfTt25datWqRkZHBnj17WLp0KdOnTycqKgp/f3/uv/9+xo0bx913303fvn0pLCxk5syZ1KlTh507d57tUJ0XX331FatWraJbt27Url0bpRS///47iYmJDB069KL2RYiydKmt0aX22X/C1g/UePwyA1zm+tg5nOGgxdu5FJiNoBTmvGJMPjpSMJNeRhpYlkGHwa7h41Q0LSwiS6dRpNPhZ7fTNTWdFlmui6UMQK6v53KFUSnHabHnMMUGPZk+vuT5+jG3eTtWxNZ311kfEULotixa70mmyTMtqP9US3RlfHPR6TQat/P3Ktd0GtFdw896PIQQQojynHWAXrqs4RVXXFFunUaNGlG3bl0WLlzI448/jo+PD1dffTXff/89VqvVfWMijw4YDIwbN44ZM2Ywf/58dzAeFhbmnoU/3erVq1m9ejXgmgW02Ww0b96c22+/nU6dOnnU7d+/P3Xr1mXatGnMnDmTnJwcAgMDqVevHvfff7/H7Pztt9+OxWLh66+/5pNPPiEiIoLbb78dPz8/Xn311bMdqvOiR48eHD9+nMWLF5Oeno7ZbKZOnTq88MILFX5JEuLfIjpIz/+GWHhhVh7705wkNDZyZVsfHllgx6/IOztRU4osnUaWTqNpiZNrMvIIy83Dr6DQY02UgIJCkv18sToUeqWIPnqcq1f87a5TaNSzvU4426IivNrYExZIiKOY2o+WHZwLIYQ4P+xyJ9EKaUqdzbIKQghx4Tidrtx1u0Mx4H/FzNvlcK2lfiKFRXM4MRQWuz/OW+YV0ON4Oia7wytAB7DriqidnkqmPohuG/ZgPu2OowfCAvj46i6kBNg8ylsfOELnpKOM+LM3Rh/JCxdCiAul0cOpHo/3fBRWTs2a6Z9dlSmEEOeB7sSdkQx6jbm3m1k13ExEgA4sesLyCj2Cc4NShBQW0uDoMdA0ik+7YLTQoOfvqPrsqNUQu8WM0X7aMouA0eGkzcGjHss+Gu0OWh1KJijCLMG5EEKIKiW/4Qohqp34Onr+vM1Aqy9KCNEgqNhBlk5DD4Q4nDz02wqaJh9je71o9tcKZ3N0NP4FhRQb9Byz+eHU6ciz+BCWk0dKWAC1jmW6962Ag1Fh+PqY6ZqcSo5SFJmMdNyRSHBeAR3vb15et4QQQpwnJbKKS4UkQBdCVEsN6pjoZ88gK6eEHL0ef52GBkRnZePjcGDX6Qg2O7j801aM/CCPdKvnhaHX3hTKzg+S2d44GqemEX48i0IfE1tj65JUy3VfhNDCYmqVlBBQVECEDVo81JJG/cu/+ZgQQojzo+TMVWo0yUEXQlRbP/ySw6TprmVFizXN6+ZEN15lZeRNAazdmMs7nxzD7jCiaXDtlX60baDDPvhDltfvhkNnQAF5FguqjPstPDWpBQHh5otxSEIIIYDAR9I8Hmd+cOYltWsSmUEXQlRbfXtY+WVZLkeOOdAr5brz3Ikg3ear0b+na83zNi3MXN5uCZm5gQwd0pfoKAt/LMniaGgtHlj1JSl+YSQG12VRk56cXJ3dle6i6cE30FhG60IIIUTVkABdCFFtWXx0vDs6gl9+zyM13U5UpJGjaQ58zBrXdPMlIuTkR5hB7yA0II2IMFdZ6/ZWvmvTg6SASFof2U66rw1blJHclBLUietGlQYtugRhNMn18kIIcTEVSAp6hSRAF0JUazY/HYOusZ254unb+Rt49LlofvzWh3lHm9E8zpeHbg8jZX8Bi6cdJfNYMU0u8+eau2pfgF4LIYSoSLGsg14hCdCFEJeshrEWnnyxjkeZrbWNRq3PPeAXQgghLhYJ0IUQQgghxMUlE+gVkgBdCCGEEEJcXLIOeoXkyighhBBCCCGqEQnQhRBCCCGEqEYkxUUIIYQQQlxckuJSIQnQhRBCCCHExSXxeYUkxUUIIYQQQohqRAJ0IcS/TmGRky27ijie4ajqrgghhKgU7bR/4lSS4iKEqLY2r89l+oIs0h06bu/tR6dONhb/lMqCzw8QeDybAh8Tvv0b8Oj9YVXdVSGEEOdCYvIKSYAuhKiW/l6Xwy1f5mDUdEQVFfPBfw7y2+EUlHLSKC/fVSkbiiZnc1l+FwYFBxGtz6jaTgshhBDngQToQohq6Yufcwl2OonNyiNuzwFMjhPpLE6F4uTki9lu54nv5xGfvobM7ja4q6p6LIQQ4qzJDHqFJEAXQlQ7uVl20lOLaZRbQt2U4yeDcwCdhlI6NKeTNF8ffmzeiEOBVnoejOSt+d+j++wXePi6quu8EEKIsyARekUkQBdCVCtb/8rhq7cOEuqALB8zvoVFXnWUpuEEPujajlSrBYDvm3diTVQDmmzNYNN4O20jNP7TQ0eLUPkjIIQQ1Y58NFdIAnQhRLUy5cMknA5wahpK08j19cF6WpCebvNjX6ANp15H5+TjZJuM7Ai0kRgYziFLLWon5pC4w86Nf2pMjjtO/B2xaHpZtEoIIcS/gwToQohqpTDHgQbk6nU4NY3DEWHY8gvdM+mFZhPF/n4YTAYe2rwL/YntVoaHsi04AH02GJRCB+iLFMPXBvHF9O+Jn3OTBOlCCFFtyBR6ReSvlRCi2sjNLMHgdOWbFxsNaIDdoCc1PITU8BCORYSQERqE0mnUyct3B+eHrL7sCgrAoFwf+Q5Nw166U03jwchO7Br4A/btqRf/oIQQQniTZdArJAG6EKLaWDvvGL5FxegdDqzFJe5yh6ZhNxpwGE786KeUx3YHbFavfZ16C6N0vZHrQtvz++XfUvTLHpYdcPLMb3bG/OngaK7y2lYIIYSoSpLiIoSoNjKOFKJTiqCcXMwGA4fDTJhK7GT7mPDJtbsnWZSm4dQ09CcCdYvd+46ipXWjMrKodziFLy6L45YbBvDKswu5f2A0OBXoNN5fpbH+XhN1/GUKRwghLhr5yK1QjZ1BP3LkCB06dGDChAkXZP/9+vVjxIgRF2TfQlyKSgrtHFp4GABjSQnBmVl02LKLDlt3EbdzP4bsPPKcisO+Phzws1BkNOLQXJ/w9XJy0Dmd7n1pStH4WBqXb93DwLVbCSoo4uZtf/Py8iUcsIURkJ0LdicUO0jNcvDmOwdRSmbShRDi4pEcl4qc1xn0devWMXLkSI8yi8VCvXr1uPbaa7npppvQ6/XlbP3vM2HCBJo0aULPnj2ruitC/KutTHLy7BuHGXw8D6vFQZ7FTGhWHsYT65+b7HbCsrKY0aIRRUbXx1Z6Zhbt0rP4LCaaYr0eBdgcdtoeO8RdG/4kIquQbQENOe7rS6v0RJ5fu83dXr+dO+hx10jsej3YFUHL/iaz6zzM9ayoItC1jMQ8qhu6UO/UGSGEEOeBxOQVuiApLldffTVdu3ZFKUVqaipz587l3XffZd++fTz//PMXoskq8cUXX3DdddeVGaD/8MMPaJqcfUKcLrNQsTMDWoSAn0lj3Fo7X045xk07ksgLsHHM348inZ5aKeke2xmcitpZOSQGB3L54SPUz8pBA27dd5BvG9SlwGDg69mf0T1pj3ub6IJj/Lfp1Vy1bZfHvloeS6Hfzm382DwOa1ERYfmpmDb8TfFKf1eFH7dS9M1G/P47GH37OmQsSOLApF2UWIw0eyYOW9vQCz1MQggharALEqA3bdqUvn37uh8PGjSIwYMHM2vWLEaOHElISMiFaLZaMZlMVd0FcYnYelyRUwwda4GuGnzpsx9J59hLs2B7Clr7xkS8di06f4v7+cLd6SQ/v4SMVB3+Vzci5tHmYNLx0jIH07Y4OFykw4GGzaC40Z7BHwcVt21PxOx0kmc2ke5vw1Bix6mB7rSskwxfH5qlZ9AgKwcAc2EJTTLz6eZj5qiP0yM4B6iTl0JsejLHLTYa5u7DQCEOTBQTiKYUOBV5JhPvdL2GYRt24NQ0Pm93GYvrNyQmM4MWD60kxbyXvusO8G27WP6KDqXR49u5e0gohisao4qczNxSwt4jRTQ+cozk2qEYGgTxaHsdl9VyvVZ7MxVHciG+Fpj0Gsl5ip3p0DYcluy188EfJZiM0K2+gZvjDDQOOfvMw03HFMUO6BBJmRMCecWKdUecNArWUftEjr0zLZ+SzSkYW0WgC/atcP/H8xVbjitahWkEW6r+3KuJNqcq8u1wWSSk5sOOdGgTDgFmeT3Ev1w1+HtWnV2Ui0T9/PyIi4vjt99+IykpiYCAAKZNm8a8efNISkrCYrHQtm1bRo4cSaNGjdzbHTlyhP79+zN8+HDq1avH5MmTOXjwIEFBQfTv35977rkHg+HkIYwYMYKjR4/y008/ebR/6n7uu+++Cvs6ffp0li5dyr59+8jIyCAgIICOHTty//33ExUV5bE/gLlz5zJ37lz39uvWrQNcOei1atXi888/99j/0qVLmTJlCrt27ULTNBo3bszQoUO9ZuFLtx89ejTvv/8+GzZsQNM04uPjefrppwkNlRm8S12hXXHjbCfz97ui1MZB8MuNeuoHVt2H2rajJZjavsh+Y2P2BrSAxeC3dB59f7ia4EY2in9ci7rpPWLsRdTRdGxc35KNG9K5pUdn9qQrMOvcH8o5do1vS/y5af82/teiIQal6HRi1txuNHAkIpTo5OPutjfUjiDD10L71DRyTEYOmX3JCzLQ/NAxhi3cyI/xrvfnqsgYivV6uh7Zh14pwgtSaZC/BR+KATBQSJ7ZyewGsXDi4tIcgxEd8PhV1/Df1m3dbUbmZjN56s+80qcTSxtHg15jrTOSVX+mMvrDjxje607iDyUxZdYcbCXFOIF5zZvR/Z4bWXO7jg/+Ukzc4nr9Iq0wqLHGZ38r7E4waoqS9EIodPXhlz1O/m+pg9tb6Zk8wIheV/7rnFOs6P+jk6WHXPuOC4VfBump5Xdym593O7h1RjFZRaDXYHR3A8/u2UTWqJ+hyAE+BgI+6Yvv3e3KbGPCJieP/OYsrconV+q4O67GXrZ00eUVKwbMdrL4gOs1jvCF9EIocYKvAb7qo+OWpvJ6CHGpuigBulKKw4ddF38FBgbyf//3fyxatIj4+HhuvPFG0tLSmD59OnfddRdffPEFTZs29dh++fLlJCUlMXjwYEJCQli+fDlffPEFycnJvPTSS+e1r9OmTaNly5bcfPPNBAQEsHfvXmbNmsXatWv59ttvCQwMJCgoiFdffZUXX3yRtm3bMnDgwLPa9/Tp03n77beJiYnh3nvvBVwB/pNPPsno0aO54YYbPOqnpqZy33330bNnT0aNGsXu3buZOXMmeXl5fPLJJ+f1uEX18/nfyh2cA+zOgGeWO/m+f9Vdx/H1hxsYVuTD3tD67rJcu4kVL/9Fv8ndyLvrU4LsrhsK6ZWT9jl/M3dBFHtaxoPF++Om0GjA7GPEqBTbwoLIN5m4PNkVpCdFhpHhb8OSX0CKvx9ZVl8SUtMw6A38GhNB4Ylc9L1RoaQE+pGwaS9tbnuaTeHRAMSmpzBzzld0S/4TA55T8cFFuVxxaAeLYloCkGcwsiEymG9atvKol+znz8ImMSxtUgd8jK4vF0qx3xCJ5nCCU/HpvJ+xlbiCfx3Qb9t2Vi5Zz/Mx7Zm775R95cHHG0/2o0RpEOADhXmugiI7GHRM+9tB/yZ6Brco/3Uet165g3OAzcfh/1Y4+fJq1zZ2h+LeOa7gHMCh4LXldhK+WkeLohMr3hTayXpwPj4DmnrNpB/LU4z6zUnxyao89KuTAY1kJv1i+XiDcgfnACn5J5/Lt8N9C530a6BhNcnrIcSl6IIE6IWFhWRmZqKU4vjx43z33Xfs2rWLuLg4jhw5wqJFi+jVqxdvvvmm+2fZXr16cccddzB27Fi+/PJLj/3t3r2bKVOmuAP3m2++maeeeoqffvqJG264gbi4uPPW92+//RaLxeJRlpCQwAMPPMDs2bMZNmwYFouFvn378uKLL1K7dm2PdJ7yZGdn8+GHHxIdHc3kyZPx8/MDXOk/Q4YMYdy4cfTq1Qubzebe5tChQ4wZM4ZevXq5y3Q6HdOnTycxMZGYmJjzc9CiWlpz1HtVkdVllF1Me487OWYJ8ypP3ZlLcWIqQVmZXs+lRwLGsmf6jA4HoXmFXJacxrawIJKtPhRpGuYTK6rk+PqQGOiPU6ejaXoGRqciydfiDs5LrWsUTWFBsTs4B9gVHMHt1w3j06VT6XTYM/UFcN8QqdQtQ4bhUN7BTlqQ8WRwDq7/mgzsDQonoKiIyPw8r20GrtvKqze1L/OYPeg0MOhcK8ooXEs/6jVWH3ZWGKCXdW6cWnY4W3Ekx3u7jeERtDicfLKg0E7J3ymYe9b3rJeq3MF5qQK764tAjzpnPizxz61Jrvi9nl3sSndpH3mROiTE+SbfLSt0QX4fmzBhAldddRW9evXi1ltvZc6cOSQkJDB27FiWLl0KwN133+2RMxkbG0v37t3ZuHEjGRkZHvuLj4/3mFXXNI2hQ4cCsGTJkvPa99Lg3Ol0kpubS2ZmJrGxsfj5+bFly5ZK73f16tUUFBRwyy23uINzcKX/3HLLLeTn57N69WqPbcLCwjyCc4AOHToAruC9ukhPT6eoqMj9ODc3l5yck9FBcXExaWlpHtscPXq0wsfJyckey97VxDY6RHp/el0WqVXpcWT2bIOmFXG64Ob+5ASYOWoL9HousUlDj1xD7URf9U4nfXYewmJ3uOe3i/Q6kn3M7LL6st/XwjZ/G3a9Hv/iYoxOV63yPtM3R3lf27Ixog6d73+dv2rFeJQfsAWzuF6LkwVKcSw4CKfF6FEvqDCP5gUHy8yVrJufiY+jiFyD9/Umab5+3Ho26QdO5QrOwXVgJ9JaGvlmeVQ7/fVo6pfrtau2YSeXmQzQ5RNh9Q7wWqekeBaY9RjjIrzaaB2mYTztAgAfvaKxrdj9uKrfH5d6G018y/iGdQo/oyLGKq+HtPHP2qhassxiRS7IDPrAgQO56qqr0DQNi8VC3bp1CQgIAFz52zqdjvr163tt16BBA5YuXUpSUhJBQUHu8rJmihs0aABAUlLSee372rVr+eKLL9i6davHGwHweCOcq9J+lvb7VOUdS+3atb3qlo5jVlaW13NVJTg42OPxqV9AwHXB7OkXBteqVavCx5GRntNCNbGN+1ppzN+nsejEz9wNAuCtBB21gqruOP7T28yIfXdz5/Q/UA5XWoRvmJnuz7cmJMyfz566jyFvfICtqBCHpvFBj34M+7w7cxdprD0RG8amZND+SBq1s/Oxnbhb6NparmsqdEpx0GLCdsrsrQLUKR/eYQWFmPz9KD5lyda2e5P4uU44Xk7M3F9xz/+x/IuXaZXi+mKbbzRRoj/l48+gBzSwmUBfAsVONB3M/eZjFE40lEcfALJNFo75B/Bpu448sWYFOhQKyMWXhq91ZlgHjY2pGtO2uV6/MAsMbKzx1WaFQ7ly0O3ZRSeTb8wG0DRubqFneNeKX5//6+HPyjQHK058ZDQLhjcSTn65CArw44v+Dm77oZjcYlfc/3RXA13C2pH92AJXIrNJj/8H16AL8fVqI8Kq8V5PPY8vdZZW5YMr9EQFnmyjqt8fl3obo3sE8Geag2Wu7FBCLZBZCHbluibg0156Qmzyekgb/6wNUX1dkAC9bt26xMfHX4hdV6i8ZQ0dDu+7DJZl69atPPTQQ0RHR/PQQw8RFRWF2WxG0zRGjx6N85QboVwMOl35M3ByU5VLn8WosXCwng0prlVcutQGQwUXDl4McWEay0bX5s9hN2E5mkO0VkJkm2D0Jte5eu/zHfm02+ccXLwL1TiKe/tFUC9EY80d8PFfTqZtdmALsNK7PRhmHUOfdJg8fSH1MjQap9rZEhxFixxFkd5Aio8ZNI1CTSPHZKRIr8NsdxCWkcWth45SaNCzqVY4h61+/BgXQ3qAL+QVQ8mJ97tBB1bX7HaWxcprPW9g+ncfANAsPZnW6YfZFF7XNTuuaYRn53Is2N+1jRVu3/8XXdr4wU2dmRxVxPAVPhTbQY/i8SYFJHcdSse9Jewa0ZXDd0QTMnUDymYh4un2xPZ25YFM7avn+XjFkTxFlygNH4PGC50UO9IVl0Vq5BTo2XHMQasoPduOKyKsGs3Dzzzz7m/W+ONWA+uSFUUO6BzlvcJPvyZ6kh73YXWSk9gQjXqBOriqIz6DmmP/OwVD6wj04X7ltAAPtdMxuInG36mK1mEa4VaZ4bqY/EwaS28xsD5ZUWB3vcYp+a5VndpHyLUA4hIgp3CFLspFoqeqXbs2TqeT/fv307hxY4/n9u/f765zqsTERK/97Nu3z6uuv78/O3bs8Kp7trPsCxYswOFw8OGHH3rst6Cg4B/NngNER7tyY/ft20fHjh09nivvuIUAaBtRvT7FTHqNnnU1qBvg9ZxBp/Hw5X5wuffKIA+10/FQOx1gBKxwazjMXEXK+N+wrEtjXPw1JPuFcM2xJKCI6PwCSnR6lAZLIoPJNOrpuvcQ/jmunG+/YiddDyRxzGJm8JZ8jgbYmN6+KXuDba4ZYh/PdJUfG3r2KddkgRNfgtsnJTHxx5l80qMr89s0p3+3QN5/oiPoXRMNQ4FBPRR/HXHSKEQj0lYa2JamtzSFhzwvbi/VNESjacjJ17COv0adE0seBvpo1Aly9SHCVubmFSorDepU/j4avRp65rLrI/zQ9yo/MD9VhFWjlwTmVar9Ka9xlB9E+cnrIS4RcipX6KKv0dSjRw8AJk2a5DELvGfPHpYvX06bNm080lvAlb99auCtlGLKlCkAHssT1qtXj7y8PI9ccafTyTfffHNWfSu9y+nps9MTJ04sc/bc19f3rFNN4uPjsVgsfPfdd+TlnbyoLC8vj++++w5fX186dep0VvsS4pJxQyfCFz3HyAEjWBcRg13T4dDAp7CY2umZ1M7IJKCwiI6pmeQY9URke39RjsgrwOhU1M3I5oFlf+GjFBj14DjxnlUKih1cuXeze5sl9Vtw8+YtXLdzO6OX/cboZUsorGVl1M1h7H0pmE966zHpPf96+Jo0usXoibTJ0nZCCPHPSQ56RS76DHqnTp3o1asXCxcuJCcnh27durmXWTSZTDz55JNe2zRu3JiRI0cyePBgQkNDWbZsGWvWrKFv3760anVyWbSBAwcybdo0nnrqKW655RaMRiO//vrrWae49OzZk2+++YZHHnmEgQMHYjQaWb16NXv27CEwMNCrfsuWLVmzZg2TJ08mMjISTdO4+uqry9y3zWZj1KhRvP3229x5551cd911gGuZxUOHDjF69GivfDIhagJN0/h5pI0bphZwPNtBYUkJTY6lcizAxv7QYIqNBox2Bx3SsnHo9UBJmfvJN+gx2h00TU7juM1KveQMVtaOwAkEFxXTO+kwf9Rvx8JGTemw7xjPrFju3nbsFZ24flxH9HF1L85BCyGEEBW46AE6wGuvvUaTJk2YO3cu48aNw2Kx0K5dO+6//36PGxWVSkhIcN+o6MCBAwQHB3Pvvfe61xIvVbt2bcaOHcv48eP57LPPCAgIoG/fvvTv359BgwadsV9t2rThnXfe4csvv+Szzz7DbDbTsWNHPv/8c4YPH+5V/9lnn+Xtt99m0qRJ7lnx8gJ0wP0FY+rUqXzxxReAa/WasWPHet2oSIiapGtdPcmjrSRmwbxB6WSbjOyMinSvnlJi0OPUaaSEBGE9fPTkXItS5Op1TGzTjF3BgfjY7YQUlUC+Ax+7k+Fb93IoNBhfp5NVjeL5pVkXdpjgrkPfuzY363F2i+LV8V0gNqpqDl4IIWoimTSvkKaq8dWG53IHUCHEv1/20QImDlxBUnAg+yJPrsqiKYXeqTA5HNjyCwjJzsWnpBBrXhGTmjbk73DPlQuCHQ7MCrokpdA4J5ddoVZSfHxYHR5OVKSJrQ+Y8c3IRQu0oJmrZJ5CCCFqNO2lAo/H6hVLOTVrJkmmFEJUG9tnH0ZzOjGX2N1lmlKYHU6MSqF0OrL9rCSFh+AwGimyWtgWGuS1n6ITM+97Av2ZGx3JsB0/c9lNdXn/Riub7zfjZ9LQRdgkOBdCCFEtyV8nIUS1UZRdgs7uJCg7F/+8fLKtvuidp69ADppTYS5xgKYRUlRMisXH43n9id8FE22+mO359J5yK/1bet9QSAghRBWRFJcKyQy6EKLaaNy7FpoG5hI7IcczqX/sONbiYu+KSmHLdP08ek1SMvpTVlkyKIVFKZxAbEAxPz8TiU/L6It0BEIIIc7KiXtQuP8JD9U6B10IUfPsWnCEdRP3cSypkLfjmtMsN59ams7jRmRxWw+SZtA4GBNC4/Rs8tAozCvhaHgQwY38SOgXzvWX+RDoK3MQQghRHWmvFHo8Vi/5lFOzZpIUFyFEtRLbJ4rYPlEsGb+XRusdLAkJIrrETpeMHGwldqIPp3HYbOK/l7fEaHdgyCxk0NodbIutg02fw6uvNcZsMVf1YQghhBCVJgG6EKJa6nhbHZqsOIDV6WS71ZcNIf5YFayPCKZN4lE6HctGaRopdSP5b6gft2z7nfxOxegMHaq660IIIc5EsloqJL//CiGqJWugibtGRlDbYadtbj7hJXZCCgqJOXKMNJOOzut30mz3ISKOHWbKjFfoqK2nJEDmHIQQ4t9B7iRaEflrJoSotrp29yeulS/79hURVdtEeLiRwrQijv6VxubCEMLm/0HnjX/hePwafqudW9XdFUIIIc4LCdCFENWaf4CBNm1PflT5hJip3yuK+gD9bgJuwllSgmPSpKrqohBCiHMlk+YVkhQXIYQQQgghqhEJ0IUQQgghhKhGJMVFCCGEEEJcXJLiUiGZQRdCCCGEEKIakRl0IYQQQghxcWkyhV4RmUEXQgghhBCiGpEZdCGEEEIIcXHJBHqFZAZdCCGEEEKIakQCdCGEEEIIIaoRSXERQgghhBAXl6S4VEgCdCGEEEIIcZFJhF4RCdCFEEIIIcTFJfF5hSQHXQghhBBCiGpEAnQhhBBCCCGqEUlxEUIIIYQQF5ekuFRIZtCFEEIIIYSoRiRAF0IIIYQQohqRAF0IIYQQQlxc2mn/yvHyyy/j5+d3kTpVfUiALoQQQgghRDUiAboQQgghhBDViAToQgghhBDi4tI0z3+VtHnzZq6++mqsVisBAQEMGjSIgwcPup+/55576N69u/vx8ePH0el0XHbZZe6y3NxcjEYj06dPr3Q/zjcJ0IUQQgghxMV1ljnoFTl06BAJCQmkpaUxbdo0PvvsM/766y969OhBTk4OAAkJCaxdu5bCwkIAli9fjtlsZsOGDe46f/75J3a7nYSEhH9+XOeJrIMu/hGllPsEF6KqlJSUUFBQAEB2djZGo7GKeySEEP8ONpsN7R/MYFel999/n5KSEhYuXEhwcDAAbdu2pXnz5kyePJmHH36YhIQEioqKWL16NT169GD58uUMHDiQhQsXsmLFCvr06cPy5cuJjY0lIiKiio/oJAnQxT+Sk5NDQEBAVXdDCLdHH320qrsghBD/GllZWfj7+1/0dtWT/zwE/f3337niiivcwTlA06ZNad26NX/88QcPP/ww9evXJzo6muXLl7sD9JEjR1JQUMCyZcvcAXp1mj0HCdDFP2Sz2cjKyirzudzcXK699lrmzZtXI5dIqiwZt8qRcascGbfKkXGrHBm3yrmQ42az2c7r/i6mjIwM2rRp41UeERFBenq6+3FpYJ6dnc2mTZtISEggLy+PGTNmUFRUxJo1axg+fPhF7PmZSYAu/hFN08r95q3T6dDr9fj7+8sH8TmQcascGbfKkXGrHBm3ypFxqxwZt7IFBwdz7Ngxr/KUlBRiY2PdjxMSEnj88cdZunQpoaGhNG3alLy8PJ555hmWLFlCUVGRx4Wk1YFcJCqEEEIIIf51unXrxq+//kpGRoa7bOfOnfz9999069bNXVY6Y/7ee++5U1natGmDxWLhrbfeok6dOsTExFzs7ldIZtCFEEIIIUS15XA4mDFjhlf5I488wqRJk+jduzfPP/88hYWFvPDCC9StW5c777zTXa9p06aEh4ezbNkyPvzwQwD0ej1du3bl559/ZsiQIRfrUM6aBOjigjGZTAwfPhyTyVTVXflXkXGrHBm3ypFxqxwZt8qRcaucmj5uhYWFDB482Kt86tSpLFu2jCeffJIhQ4ag1+vp1asX7733nldufUJCAjNmzPC4GLRHjx78/PPP1e4CUQBNKaWquhNCCCGEEEIIF8lBF0IIIYQQohqRAF0IIYQQQohqRAJ0IYQQQgghqhG5SFScN6tWreKnn35iy5YtJCUlMXjwYJ555pmz2jY3N5f33nuPpUuXYrfb6dSpE08//TShoaEXuNfVw/Lly/n00085cOAAkZGR3HnnnfTv37/CbY4cOVJmnZYtWzJ58uQL1NOqkZiYyDvvvMPff/+N1Wqlb9++PPDAAxiNxgq3U0rx3//+l+nTp5OZmUlsbCyPP/44cXFxF6nnVauy49avXz+OHj3qVb5ixQrMZvOF6m61cejQIaZOncqWLVvYu3cv9erV4/vvvz/jdjX9fKvsuNXk823x4sXMnz+fHTt2kJ2dTd26dbn55pvp378/mqaVu11NP9dqAgnQxXmzcuVKdu/eTbt27cjOzj6nbZ977jn27dvHc889h8lkYvz48YwaNYopU6ZgMFzap+nGjRt56qmnuP7663niiSdYu3Ytr732Gr6+vlx11VVn3P7BBx+kQ4cO7se+vr4XsrsXXXZ2NiNHjqRu3br85z//4dixY7z//vsUFhae8Qvgf//7XyZMmMBDDz1E48aNmT59Og899BBff/010dHRF+kIqsY/GTeAK6+8kttvv92jrKasILF3715WrFhBixYtcDqdOJ3Os9quJp9vUPlxg5p7vn399dfUqlWLRx99lKCgIFavXs0bb7xBSkoKI0aMKHe7mn6u1QhKiPPE4XC4//+6665Tb7311lltt2nTJtW+fXu1cuVKd9n+/ftVhw4d1MKFC897P6ubBx98UN11110eZaNHj1aDBg2qcLukpCTVvn17tWjRogvZvSo3ceJE1a1bN5WZmeku++GHH1THjh3VsWPHyt2usLBQJSQkqI8//thdVlxcrK677jo1ZsyYC9rn6qCy46bUub1/L0Wnfpa99NJLavDgwWfcpqafb0pVbtyUqtnnW0ZGhlfZ66+/rhISEjzG81RyrtUMkoMuzhudrnKn059//onNZiM+Pt5dFhMTQ2xsLCtWrDhf3auWiouLWbdunddMee/evdm/fz9Hjhypop5VH3/++ScdO3YkICDAXdarVy+cTierVq0qd7u///6bvLw8j7E1Go1cfvnll/x5BZUfN1G5z7Kafr5B5f8G1GSBgYFeZU2aNCEvL4+CgoIyt5FzrWaQd5OocomJidSrV88r365+/fokJiZWTacuksOHD2O3271uMVy/fn2Aszr+t956i44dO9KrVy9ef/11srKyLkBPq05iYqLX+NhsNkJDQyscn9Lnyhrb5ORkCgsLz29Hq5nKjlupBQsW0LlzZ7p3786oUaPYs2fPhenoJaKmn2//lJxvJ23cuJHw8HCsVmuZz8u5VjNc2sm94l8hOzvb645f4AomzjWX/d+m9PhOP35/f3+P58tiMpkYNGgQnTp1wmazsWXLFiZOnMi2bdsuqdz9yp4f2dnZmEwmr4vMbDYbSilycnLw8fE57/2tLv7J+yohIYGWLVsSGRlJUlISEydO5J577pH81grU9PPtn5Dz7aSNGzeycOFCHn300XLryLlWM1waf8HFBZGbm8vx48fPWK927dpnXBWiJjmXcfsnQkNDefbZZ92P27dvT8OGDXn00UdZsmQJvXr1+kf7FzXXU0895f7/tm3b0qlTJ2688UamTZvmcc4JcT7I+eaSkpLCc889R4cOHbjllluqujuiikmALsq1ePFiXn/99TPWmzFjhtdPbefC39+flJQUr/KcnBz3TPK/ybmMW+nx5ebmejxXOsN5rsfftWtXLBYL27dvv2QCdH9/f6/xgTOfH/7+/hQXF1NUVOQx05STk4OmaWXOLl9KKjtuZQkNDaVNmzZs3779fHXvklPTz7fzqSaebzk5OYwaNYqAgADeeeedCvP55VyrGSRAF+UaMGAAAwYMuODtxMTEsGbNGpRSHnnoiYmJNGrU6IK3f76dy7gVFxdjMBhITEykc+fO7vLycgxropiYGK+c6dJfKSoan9LnDhw4QGxsrLs8MTGRyMjIS/4n4MqOm6icmn6+icorLCzk0UcfJTc3l0mTJuHn51dhfTnXaga5SFRUuS5dupCdnc2aNWvcZQcOHGDnzp107dq1Cnt24ZlMJjp06MCvv/7qUb5o0SLq169PVFTUOe3v999/p6CggObNm5/PblapLl26sGbNGnJyctxlixcvRqfT0alTp3K3a9WqFVarlcWLF7vL7HY7S5YsueTPK6j8uJUlNTWVjRs3XlLn1flW08+386kmnW92u53nnnuOxMREPvroI8LDw8+4jZxrNYPMoIvz5ujRo2zduhVwzQgkJSW5P0BOXQ4qPj6ea6+9lhdffBFwfdh07tyZV199lccee8x9o6LGjRtz+eWXX/wDucjuvfde7rvvPt566y2uuuoq1q9fz4IFCxgzZoxHvdPH7f3330en09GyZUtsNhtbt25l8uTJNG/enJ49e1bBkVwYN954I9999x1PPPEEd999N8eOHeODDz7ghhtuICwszF3v/vvv5+jRo8yaNQsAs9nMXXfdxeeff05QUBCNGjVi+vTpZGVled0Q5VJU2XFbsGABf/zxB127diUsLIzDhw8zefJk9Hp9jRg3cH1+/fHHH4Drcy0vL8/9Wda+fXuCgoLkfCtDZcatpp9vb7/9Nr///juPPvooeXl5bN682f1ckyZNMJlMcq7VUBKgi/Nm3bp1vPLKK+7Hf/75J3/++af7uVIOh8PrDnNjxozhvffe44033sDhcBAfH8/TTz99yaxEUpE2bdrwzjvv8OmnnzJ79mwiIyN54YUXvNZGP33c6tevz4wZM5g5cyaFhYWEh4fTv39/7rvvvktq3Pz9/fn000/5z3/+wxNPPIHVamXAgAE88MADHvUcDgcOh8OjbNiwYSilmDZtGhkZGcTGxvLRRx/ViJUhKjtutWvXJjU1lXfffZecnBxsNhuXXXYZ99133z++sPnfIj093evixNLHn332GR06dJDzrQyVGbeafr6V3pNg3LhxXs/NmTOHqKgoOddqKE0ppaq6E0IIIYQQQggXyUEXQgghhBCiGpEAXQghhBBCiGpEAnQhhBBCCCGqEQnQhRBCCCGEqEYkQBdCCCGEEKIakQBdCCGEEEKIakQCdCGEEEIIIaoRCdCFEP8Kd955J5qmVXU3ANiyZQsGg4FFixa5y5YuXYqmaUyePLnqOiaqhcmTJ6NpGkuXLq3U9nIulW3jxo3odDqWLVtW1V0R4oKTAF2IKrRv3z5GjBhB06ZN8fX1JSgoiGbNmjFs2DCWLFniUTcmJoaWLVuWu6/SAPb48eNlPr99+3Y0TUPTNH7//fdy91Nap/Sfj48PjRs35vHHHyc9Pb1yB3qJefzxx+natSu9evWq6q5cFImJibz88sts3LixqrsiLpLMzExefvnlSn/JqKyKzrU2bdowYMAAnnjiCeQei+JSd+ncD1yIf5l169bRo0cPjEYjQ4cOpUWLFhQUFLB7924WLlyIzWbj8ssvP2/tffXVV9hsNiwWCxMnTqR79+7l1m3Tpg1PPPEE4Lp99/z583n//fdZtGgR69evx2Qynbd+/dusXLmSRYsWMWvWLI/yhIQECgoKMBqNVdOxCygxMZFXXnmFmJgY2rRpU9XdERdBZmYmr7zyCgA9e/a8aO2e6Vx79NFH6dGjB/Pnz+faa6+9aP0S4mKTAF2IKvLKK6+Qn5/Pxo0bad26tdfzycnJ562tkpISpk6dyuDBgwkICODzzz/nww8/xGazlVm/du3a3H777e7Ho0aNol+/fsydO5fZs2czePDg89a3f5vx48cTGhpK3759Pcp1Oh0+Pj5V1Cshaobu3bsTExPDZ599JgG6uKRJiosQVWT37t2EhISUGZwDREZGnre2fvrpJ44dO8awYcO48847ycvL47vvvjunfVx99dUA7Nmzp9w6n376KZqmMWfOHK/nnE4n0dHRHrNiCxcu5Oabb6ZBgwZYLBYCAwPp3bv3WeeY9uzZk5iYGK/yxMRENE3j5Zdf9ihXSvHpp5/Svn17fH198fPz4/LLL/dKJyqP3W5n1qxZXHXVVV4z5WXlDZ9aNn78eJo0aYKPjw9xcXHMnTsXgM2bN9OnTx/8/f0JCQlh1KhRlJSUlHmc+/bt4/rrrycgIAB/f38GDhzIvn37POo6nU7eeOMNEhISiIyMxGQyUbduXe6//37S0tLKPK4ffviBnj17EhgYiK+vL02aNGHUqFEUFxczefJk9y85d911lzv16WxmVRMTE7njjjuIiIjAbDbTsGFDRo8eTX5+vke9l19+GU3T2LlzJ6NHjyY6Ohqz2Uzr1q2ZP3/+GduBk3nfv/76K6+++ir16tXDYrEQHx/PqlWrAFi2bBndunXDarVSq1YtXnvttTL3NWvWLLp27YrVasXPz4+uXbsye/bsMut+8cUXNG3aFLPZTKNGjRg3bly56RdZWVk888wzNGrUCLPZTFhYGLfeeqvXa3iuznacK7qOQ9M07rzzTsB13tavXx9wTSSUvual77VT31//+9//aNWqFT4+PtStW5eXX34Zu93use+zfZ+ezbmmaRpXX301CxYsIDc39xxHSoh/D5lBF6KKNGzYkJ07dzJz5kxuuOGGs9rG4XCUm2NeVFRU7nZfffUV9evXp3v37miaRtu2bZk4cSL33nvvWfd39+7dAISGhpZb55ZbbuGxxx5jypQp9O/f3+O5X3/9laSkJHfqDLj+IKenpzN06FCio6NJSkriyy+/5Morr2TJkiUVpuFUxh133MH//vc/Bg0axF133UVRURFff/01vXr1YubMmV59Pt369evJzc2lY8eO59TuJ598QkZGBvfeey8+Pj58+OGHDBw4kOnTpzN8+HBuvfVWBgwYwMKFC/noo48IDw/nhRde8NhHXl4ePXv2JD4+njFjxrB7927Gjx/PqlWr2LBhg/sLXXFxMf/5z3+48cYbuf7667Faraxdu5avvvqKP/74wytF6fnnn+fNN9+kefPmPPbYY9SqVYu9e/fyww8/8Oqrr5KQkMDo0aN58803GTFihPs1iYiIqPCYDxw4QMeOHcnKyuKBBx6gcePGLF26lDFjxrBixQp+/fVXDAbPP0HDhg3DaDTy5JNPUlxczLhx4xgwYAC7du0qM8Ary7PPPovD4eCRRx6huLiYd999l969ezNlyhTuueceRowYwZAhQ/j+++958cUXqV+/vsevRePHj+fBBx+kadOmvPjii4DrPB0wYAATJkxgxIgR7rrjxo3jscceo3Xr1rz55pvk5+czduxYwsPDvfqVlZVFly5dOHjwIHfffTctWrTg6NGjjB8/nvj4eNatW0e9evXO6hj/6TifSbNmzXj//fd57LHHGDhwoPvzyc/Pz6PenDlz2LdvHw8++CCRkZHMmTOHV155hQMHDjBp0qRzPpazPdc6d+7MhAkT+OOPP+jTp885tyPEv4ISQlSJP//8UxmNRgWoxo0bq7vuukuNHz9ebdu2rcz69erVU8AZ/6Wmpnpsl5SUpPR6vXrppZfcZePGjVNAmW0Bqnfv3io1NVWlpqaqXbt2qffee08ZjUYVEBCgUlJSKjyuQYMGKbPZrNLT0z3Kb7/9dmUwGDy2z83N9do+OTlZhYSEqGuuucajfNiwYer0j6wePXqoevXqee1j//79CvA45pkzZypATZgwwaNuSUmJat++vYqJiVFOp7PCY5s4caIC1OzZs72eW7JkiQLUpEmTvMqioqJUZmamu3zTpk0KUJqmqR9++MFjP+3atVORkZFexwmoRx55xKO89Jjuu+8+d5nT6VT5+fle/fvyyy8VoL777jt32erVqxWgLr/8clVQUOBR3+l0usejrGM7k9tuu00Bat68eR7lTz75pALUl19+6S576aWXFKCuvfZaj9dgzZo1ClDPPvvsGdubNGmSAlTbtm1VUVGRu3z27NkKUAaDQa1du9ZdXlRUpCIjI1WnTp3cZenp6cpqtaqGDRuqrKwsd3lWVpZq0KCB8vPzUxkZGUoppTIyMpSvr69q1qyZysvLc9c9dOiQslqtClBLlixxl48aNUr5+PiojRs3evQ7MTFR2Ww2NWzYMHfZuYz3uYxzWe+hUoBHH8p6D53+nE6nU+vXr3eXO51ONWDAAAWolStXusvP5X16Nsf++++/K0CNHTu23DpC/NtJiosQVaRz586sX7+eYcOGkZWVxaRJk3jggQdo3rw5CQkJZf7sHRMTw6JFi8r817t37zLbmTx5Mk6nk6FDh7rLhgwZgtFoZOLEiWVus3DhQsLCwggLCyM2NpbHH3+c5s2bs3DhwjJnB081bNgwioqKPFJocnNz+fHHH+nTp4/H9lar1aNOWloaer2e+Ph4Vq9eXWE752ratGnYbDYGDBjA8ePH3f8yMzPp168fiYmJ7l8JypOamgpAcHDwObV95513EhAQ4H7cqlUr/P39iYqK8vr1pFu3biQnJ5f58/2zzz7r8XjgwIE0adLE44JVTdOwWCyA6xeXzMxMjh8/zhVXXAHgMa5ff/01AGPGjPHKny9NL6gMp9PJnDlzaNu2rVeu/nPPPYdOp+PHH3/02u6RRx7xaPOyyy7Dz8/vjK/Lqe6//36PXwhKZ2Hj4+Pp0KGDu9xkMtGxY0ePfS9atIi8vDxGjRqFv7+/u9zf359Ro0aRm5vL4sWLAdd7JD8/nwcffBBfX1933ejoaIYMGeLRJ6UUX3/9NQkJCdSuXdvj/LNarXTq1ImFCxee9TGWquw4ny+9evWiXbt27seapvH0008DXNB2Q0JCADh27NgFa0OIqiYpLkJUobi4OHfO8oEDB1i2bBlffvklv//+O9dff71XOoLVauWqq64qc1/Tpk3zKlNKMXHiRFq1aoXT6fTIH+/atStTp05lzJgxXj+Bx8fH8/rrrwNgNpupV68edevWPatjKg3Cp0yZwsiRIwFXjnNeXp7HlwSAvXv38vzzz/PLL7+QmZnp8dz5XvN8+/bt5OTkVJiakZKSQmxsbLnPl/ZJneMSbw0aNPAqCwoKok6dOmWWA6SlpXmkFAQGBpZ5XUKzZs2YNWsWeXl57i8833//Pe+++y4bNmzwymfPyMhw///u3bvRNK3c6yAqKzU1ldzcXFq0aOH1XHBwMLVq1SrzC2hZ4xQSElJu7nxZTt9H6XiW5lSf/typ+96/fz9Amf0uLSvtd+l/mzZt6lW3efPmHo9TU1NJS0tzf/Eti0537vNllR3n86VZs2ZeZaXHfiHbLX3/VZf7IghxIUiALkQ1Ua9ePYYOHcodd9xB9+7dWbFiBWvWrKFbt26V3ueyZcvYu3cvAI0bNy6zzty5cxkwYIBHWWhoaLlfBM7EYDBw2223MW7cOPbs2UOjRo2YMmUKQUFBHjneubm5JCQkkJeXx6OPPkpcXBw2mw2dTseYMWP47bffzthWeX+gT79IDVx/1MPCwvjmm2/K3V9F68wD7uDqXNeD1+v151QO5/4loNTMmTO5+eab6dixIx988AF16tTBx8cHh8NBnz59cDqdHvX/yUz5+VbeeJzLWFRmrC+00v5fddVVPPPMM1XWj3N5v1Tndkvff+V92RHiUiABuhDVjKZpxMfHs2LFCpKSkv7RviZOnIjZbGbKlCllztDdd999fPXVV14B+j81bNgwxo0bx5QpUxg+fDhLly5lxIgRmM1md51ff/2VI0eOMHHiRO666y6P7U+/QLI8wcHBrF+/3qu8rNm7xo0bs2vXLjp16uR1sdvZKg3gzyXl4nzJzMwkOTnZaxZ9+/bthIeHu2fPp06dio+PD0uWLPFIvdixY4fXPmNjY/n555/ZtGlThRe+nmsAHxYWhs1mY+vWrV7PZWRkcPTo0Wq5nnrp7PvWrVu58sorPZ7btm2bR53S/+7YsaPcuqXCwsIIDAwkOzu70l98y3Ku41yampWenu6RplXW++VsXvPt27d7lZ0+TqXtnu379GzaLf0l8ExfqIX4N5McdCGqyKJFi8qcQSooKHDno57+U/m5yMrKYsaMGfTu3ZubbrqJQYMGef3r378/P//8M0ePHq10O2Vp06YNrVq1Ytq0aUydOhWn08mwYcM86pTOaJ4+O7pw4cKzzj+PjY0lJyeHNWvWuMucTifvv/++V92hQ4fidDp57rnnytxXSkrKGdtr27Yt/v7+7mX7Lra33nrL4/GPP/7Izp07Pb5g6fV6NE3zmClXSrlTlk512223ATB69GiKi4u9ni99bUq/0JztLwc6nY5+/fqxYcMGFixY4HUMTqeTgQMHntW+LqZevXphtVr56KOPyMnJcZfn5OTw0Ucf4efn5757bK9evbBYLHzyySceyxkePnzY61canU7HkCFDWLNmDTNmzCiz7crkU5/rOJemb5Xm0Zd69913vfZ9Nq/5okWL+Ouvv9yPlVK88847AB7n5Lm8T8+m3VWrVmEwGOjatWu5dYT4t5MZdCGqyGOPPUZaWhr9+/cnLi4OX19fDh06xDfffMOuXbsYOnQocXFxld7///73PwoKCrjxxhvLrXPjjTcyefJk/vvf/3pdgPhPDRs2jCeeeIK3336b2NhYOnXq5PF8t27diIyM5IknniAxMZHo6Gg2btzI1KlTiYuLY/PmzWdsY8SIEbz77rsMHDiQRx55BJPJxIwZM8r84lO6tOLHH3/MX3/9xXXXXUdoaCiHDx9m5cqV7Nmz54x5s3q9nhtuuIFZs2ZRVFTk8YvAhRYaGsrMmTM5cuQIPXv2dC+zGBER4bHe+6BBg/jhhx+44oorGDp0KCUlJcyaNctrTWyAjh078swzz/D222/Trl07br75ZiIjI9m/fz8zZsxgzZo1BAYG0rx5c2w2G+PHj8fX15fAwEDCw8PdF56W5c0332TRokUMGDCABx54gEaNGrF8+XK+++47EhISvL6wVQeBgYG88847PPjgg8THx7vXBZ88eTJ79uxhwoQJ7ot9g4KCeO2113jyySfp0qULQ4cOJT8/n88++4zGjRuzYcMGj32/8cYbrFixgptuuombbrqJTp06YTKZOHDgAPPnz6d9+/Yea+ifrXMZ51tvvZXRo0czYsQIduzYQXBwMAsWLChz6daQkBAaNWrEt99+S8OGDYmIiMBqtdKvXz93ndatW3PFFVfw4IMPUqtWLWbPns3ixYu544476Ny5s7veubxPz3SuKaVYsGABffr0qfQvYUL8K1TJ2jFCCPXLL7+oBx54QLVq1UqFhIQovV6vgoODVc+ePdVXX32lHA6HR/169eqpFi1alLu/0iXUSpdZ7NChgzIYDF7LHZ6qsLBQ2Ww2FRsb6y7jxHJ3/1RycrIyGAwKUK+//nqZdTZt2qSuvvpqFRgYqPz8/FSPHj3U8uXLy1wOrrwl4ubNm6dat26tTCaTqlWrlnr66afVjh07yl0ibsqUKapbt27KZrMps9ms6tWrpwYOHKi+/fbbszqu0qUJZ8yY4VFe0TKLZS0ZV69ePdWjRw+v8tIlB/fv3+8uK12mbu/evap///7KZrMpPz8/1b9/f7V7926vfXz++eeqWbNmymw2q8jISDV8+HCVlpbmtZReqW+++UZ16dJF+fn5KV9fX9WkSRP1yCOPeCxXOG/ePNW2bVtlNpsVUGbfT7dv3z51++23q7CwMGU0GlX9+vXVc88957EsYXnHfKZxOl3pMounLm1YqrzjLu+cmjlzpurcubPy9fVVvr6+qnPnzurHH38ss93PPvtMxcbGKpPJpBo2bKjef/9993Kcp/clLy9Pvfrqq6ply5bKx8dH+fn5qaZNm6p7771XrVq1yl3vXJe1PNtxVkqpVatWqS5duiiz2axCQkLU8OHDVUZGRpljtHr1atWlSxfl6+urAPdSiacuj/jNN9+ouLg4ZTKZVHR0tPq///s/VVxc7NXuubxPKzrXli5dqgA1d+7csxobIf6tNKUqeSWSEELUUH369CEvL4/ff//9orTXs2dPEhMTSUxMvCjtCVGRxMRE6tevz0svveR1t94LbeDAgRw6dIi1a9dWm4ubhbgQJAddCCHO0bvvvsvKlSsrtXa1EKJyNmzYwOzZs3n33XclOBeXPMlBF0KIc9SiRYsLvjSdEMJT27ZtvZYJFeJSJTPoQgghhBBCVCOSgy6EEEIIIUQ1IjPoQgghhBBCVCMSoAshhBBCCFGNSIAuhBBCCCFENSIBuhBCCCGEENWIBOhCCCGEEEJUIxKgCyGEEEIIUY1IgC6EEEIIIUQ1IgG6EEIIIYQQ1YgE6EIIIYQQQlQj/w+96VCpUMHbYgAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 800x470 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# summarize the effects of all the features\n",
    "shap.plots.beeswarm(shap_values)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can also use SHAP values to analyze importance of categorical features."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "import catboost.datasets\n",
    "\n",
    "train_df, test_df = catboost.datasets.amazon()\n",
    "y = train_df.ACTION\n",
    "X = train_df.drop(\"ACTION\", axis=1)\n",
    "cat_features = list(range(0, X.shape[1]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<catboost.core.CatBoostClassifier at 0x13ff33220>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model = CatBoostClassifier(iterations=300, learning_rate=0.1, random_seed=12)\n",
    "model.fit(X, y, cat_features=cat_features, verbose=False, plot=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "explainer = shap.TreeExplainer(model)\n",
    "shap_values = explainer(X, y)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here is the visualization of feature importances for one positive and one negative example.\n",
    "Note that binary classification output is a value not in range `[0,1]`. You need to calculate a sigmoid function value, to calculate final probabilities."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Probability of class 1 = 0.9970\n",
      "Formula raw prediction = 5.8130\n",
      "\n",
      "\n",
      "Probability of class 1 = 0.0229\n",
      "Formula raw prediction = -3.7539\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "test_objects = [X.iloc[0:1], X.iloc[91:92]]\n",
    "\n",
    "for obj in test_objects:\n",
    "    print(f\"Probability of class 1 = {model.predict_proba(obj)[0][1]:.4f}\")\n",
    "    print(\"Formula raw prediction = {:.4f}\".format(model.predict(obj, prediction_type=\"RawFormulaVal\")[0]))\n",
    "    print(\"\\n\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<div id='iQKO7T3RBDE978C1Z8CXN'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\n",
       "  Have you run `initjs()` in this notebook? If this notebook was from another\n",
       "  user you must also trust this notebook (File -> Trust notebook). If you are viewing\n",
       "  this notebook on github the Javascript has been stripped for security. If you are using\n",
       "  JupyterLab this error is because a JupyterLab extension has not yet been written.\n",
       "</div></div>\n",
       " <script>\n",
       "   if (window.SHAP) SHAP.ReactDom.render(\n",
       "    SHAP.React.createElement(SHAP.AdditiveForceVisualizer, {\"outNames\": [\"f(x)\"], \"baseValue\": 3.7014056757707796, \"outValue\": 5.81304004699296, \"link\": \"identity\", \"featureNames\": [\"RESOURCE\", \"MGR_ID\", \"ROLE_ROLLUP_1\", \"ROLE_ROLLUP_2\", \"ROLE_DEPTNAME\", \"ROLE_TITLE\", \"ROLE_FAMILY_DESC\", \"ROLE_FAMILY\", \"ROLE_CODE\"], \"features\": {\"0\": {\"effect\": 0.5579577559814252, \"value\": 39353.0}, \"1\": {\"effect\": 0.5578992048992858, \"value\": 85475.0}, \"2\": {\"effect\": -0.0043565568437049845, \"value\": 117961.0}, \"3\": {\"effect\": 0.16117013545779418, \"value\": 118300.0}, \"4\": {\"effect\": 0.3634229722613601, \"value\": 123472.0}, \"5\": {\"effect\": 0.2212660617794894, \"value\": 117905.0}, \"6\": {\"effect\": 0.13723740954266714, \"value\": 117906.0}, \"7\": {\"effect\": 0.025192277077428857, \"value\": 290919.0}, \"8\": {\"effect\": 0.09184511106643393, \"value\": 117908.0}}, \"plot_cmap\": \"RdBu\", \"labelMargin\": 20}),\n",
       "    document.getElementById('iQKO7T3RBDE978C1Z8CXN')\n",
       "  );\n",
       "</script>"
      ],
      "text/plain": [
       "<shap.plots._force.AdditiveForceVisualizer at 0x13ff31210>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "shap.plots.force(shap_values[0, ...])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<div id='iZOX3F08LP567PU0VEAD2'>\n",
       "<div style='color: #900; text-align: center;'>\n",
       "  <b>Visualization omitted, Javascript library not loaded!</b><br>\n",
       "  Have you run `initjs()` in this notebook? If this notebook was from another\n",
       "  user you must also trust this notebook (File -> Trust notebook). If you are viewing\n",
       "  this notebook on github the Javascript has been stripped for security. If you are using\n",
       "  JupyterLab this error is because a JupyterLab extension has not yet been written.\n",
       "</div></div>\n",
       " <script>\n",
       "   if (window.SHAP) SHAP.ReactDom.render(\n",
       "    SHAP.React.createElement(SHAP.AdditiveForceVisualizer, {\"outNames\": [\"f(x)\"], \"baseValue\": 3.7014056757707796, \"outValue\": -3.7539476633294764, \"link\": \"identity\", \"featureNames\": [\"RESOURCE\", \"MGR_ID\", \"ROLE_ROLLUP_1\", \"ROLE_ROLLUP_2\", \"ROLE_DEPTNAME\", \"ROLE_TITLE\", \"ROLE_FAMILY_DESC\", \"ROLE_FAMILY\", \"ROLE_CODE\"], \"features\": {\"0\": {\"effect\": -3.826884383741635, \"value\": 22956.0}, \"1\": {\"effect\": -0.850865369378269, \"value\": 3967.0}, \"2\": {\"effect\": -0.17244070520676996, \"value\": 117961.0}, \"3\": {\"effect\": -0.8343786971043347, \"value\": 118052.0}, \"4\": {\"effect\": -0.5344187241931566, \"value\": 118706.0}, \"5\": {\"effect\": -0.28591578602855333, \"value\": 118321.0}, \"6\": {\"effect\": -0.6296732021312811, \"value\": 117906.0}, \"7\": {\"effect\": -0.05864911592324704, \"value\": 290919.0}, \"8\": {\"effect\": -0.26212735539301013, \"value\": 118322.0}}, \"plot_cmap\": \"RdBu\", \"labelMargin\": 20}),\n",
       "    document.getElementById('iZOX3F08LP567PU0VEAD2')\n",
       "  );\n",
       "</script>"
      ],
      "text/plain": [
       "<shap.plots._force.AdditiveForceVisualizer at 0x140188760>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "shap.plots.force(shap_values[91, ...])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In the beeswarm plot below, you can see that absolute values of the features don't matter, because it's hashes. But it is clear from the plot what is the effect of different features."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x510 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "shap.plots.beeswarm(shap_values)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can calculate SHAP values for multiclass."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<catboost.core.CatBoostClassifier at 0x14037a080>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model = CatBoostClassifier(loss_function=\"MultiClass\", iterations=300, learning_rate=0.1, random_seed=123)\n",
    "model.fit(X, y, cat_features=cat_features, verbose=False, plot=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "explainer = shap.TreeExplainer(model)\n",
    "shap_values = explainer(X, y)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Summary plot of SHAP values for formula raw predictions for class 0."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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k9tmzZ+PxeL50WU81Bz5oYuuLBzlkMFPq8dBsMmPwGDktRWPB6U4Us8QD/2zhYHkYzW4iFAgxfeNWMnxhbHqY9JCXtoCFbZl9KM9wUZOVimo002E0MLG8iovq6zh7/0Yy/Q1csPMDPnRNRULCbzWzJz+HxlQX5liMrA4fssNNuzudYfVN7MxMw6RqnFlRyYSmPbxqGMD5m3Zw1qFVFPqqaC3zsHTYHLbkD+86Fk2SGFHfxpCGdsIGGa/FyJJBeVy5cU1CEANwzcY1PDX+XH5x1lncuGE9dW4PpWl92JXXF1fQxwWH3iAj3BI/R74s3hv1QwZ6dfbnjmZX7igGtgcpDDWhA3IkxIUHNjGwuQaAT3L68pcJFzK0sYMRzR3MsJgxGLsvk5mhMOcerOGfA/uCL0pqJEJeSzsHPS525mSQ7+3gsh0HSPeHkKMxyjNTeXn4aPLDEVJ1yG2t5Yb3FrNy4BxCRgtGoMlg56dnjSKsdLYKSWCyGRjbkILXlcX9Tz7Eb2d8mwZ3DraNXt57qoIz923FFQqwM6uQ54aPJdvnI8/bjEcLkRtow6xHWFE4CLu5kMxglE/uqmdkzTsMrN+L32Ch2ZGJIxKhwZxGjdmNOxDB5guR2dGOK+Kj1WMnbDXi0AJsSM/l34OGEXA6sCKR1tZKQSCKSdMIyRJ966sISRpT6suxRprZm5bFHyeeRZvVQU57O46ITmFbG3N27UXGjI5M2KhwqCCTNreT4upyvLpOwOgiNxii2SoRwERmKExMMRA1mdBlCWskhCvsZ1VeH9bmZGFE47TWZlCMmKNRHIEQ1U4XUaB/Uz39WlpoNbmpy0qjzWFHiUTokFWq3S6iGsh6mDMrdpISNtJkz8AcCGGIxQibFRRNw6I1YlMDVFhzaTJYuHT/eiwhE412JyUdFdS6s6nILMATbKPaamN1/5FMOriPgEVmaH0lpoCOPRyjuL2SiGIiI9SCDmzMGkxZSh/CBhNaVMdBGJ/dRJPZSUw1EDVAUUctGdEwJkOEjL4uVkZy2ZySRmq7j6zWALIqUZXqQtJUUgNhqtNSsEUijDtwEF1Rqcp04Ym0Y4lECcsWdNnCnAkKT8glVLbD5L37mX5wC2bVx660QtbnD6bR6SJitoJRwdnuRdcUstq9XLNlGakRH5uHjKLBlcI7Gf1pt9iZ3FyLzdtOansruklm+ejJpDW2ke9tYk77AVb1Hck+azrTQxUM3rsXc1sbEYuFD0eNYbc7F2Ogg9PCB5m8fzd+v8p2cxaWSBRvQR5nXTOEUHWIj1pMbG8zYfcY2O8DW20jU1tKCUwdjn1oDlkO2LA5QNAbxWnU6F+5nybdRNaUQs67PB9FgmWLamja4SXHJdF/tJsBc7Ix2RKrPs0rS3njhRoOGVzYhmXTbjYRlmVOH21hkL+elU/u4qDZQ9bMfsyYnkrZqnKaS1uZMcGB0ZNC5LkNeMxRouMH0OA3kRVpJSXcjjShCPn0QfD2VvikFCYMgNnxaeTLqqOs3xEmO01h+mgLBkViy+4Q+yoiYJRpaNMJBVRG95UpKi1j054w6SMymHZJX5Dggy0h6ppVJg4z0y/PSGWrxl/XhdnfoDKzn4HvTjDjMH/+SnBtU4x/v+2jtU1l1lgr08Za463LNS3w8sdgMcKlk8Bj/9z7JhyFVz6GqhY4ZwwMzutaVV4TZfUnQepbNIoLDcyeaMPjiF8TdV1n4+4IeyujDOlrZPRAM5v3htlVHmVgoZGITeH9CpWhWTLzBxpEa/h/GRHInEBWq5Vhw4axatUqqqqqEgKZz8Lr9dLR0cH48eOTghgAo9GI2+3uev3++++zefNmZs+enRTEAOTn5/P//t//49Zbb2XhwoU8+OCDn/+gPoPx48cDcOjQoYSybdq0iTlz5iQFMYcVFhZyzTXXfCVlOtWsfngve5/cgwRYgIFGAzX52TS4bDyWncr7yw7iDIZwhaL0Jz6b8Tnb32V77kDG1WxmWN3ern2VF8zjUMFAxte0APGgwRaMMW/3atIiTZSl5BAJO5E67wx9PKKYNlf8RyxsNHIoxYPFZmJfQS6v/PUxhraUoehh7NEwMjoX7X6PNoONPv54sJAeaOWKT16m1pVFvSsTYzhC2B5vUTPoOoaoii2q0r+2GUs0mnTsBl3jsh1lvDYwh605fdiaPwgAWdO4/OPlXUEMQP/Wen6x6mWWDp6HJktUZWQQNMVbhCTg+xvf6ApiAMbXlnPTx6tYlzcWr91GzGjAoKoJ+ffpiJ+jM/dWcP6uUmQdYrLEslEljG7zIyMRtFtB1ymub6LDaiVsNqMALe5slgybj0T3WKI9Hmd3EAOgg6ellZFV25BI56pv/5ype3eS46/HEothjYTI8zYxoLmK0dX7yPK38dfxp2EJWgljI6W5mlGHdtDs7Ismx+LHqmuMq9rOgOZy4pf9PV3ZrSkYz67UgWQd8GJQjQRJwdQA3kwbNWlZbO5XRHVaGkY1Rk5zCxPaAgnTXaaoIX6w8RUUXafdZOKSi2+ixRr/fDTZbBhiKs2KgTMUO8aoCugYwjEGltbw1vih/GLMRDpM8ZnlsvwB7OEot27cgUnT0Ijw0cAsyrIz0CWJ1HYfNZpGRtDLIMlEmyutqxw+e5R+za3kNLfSoYO1A7aNyKbNFb82Rk0m5FiMbZ4ULtm9jr+9+Q+MWvy9fWvgFJ4ft4CBpZX0P9SMRfdzYeUyjHr8/FWaC/koZSIdigwhOKiUsGrEGCJmc/wz7Wvmjyue4HsXXMeKZ+4nJRS/geQ1OtnrHMCElh1IwEcZo6g1FWL161gJEzEZaM3OweIPMqiiqevea9RopKIgH12R2dIR5E/TRxHp7H6c19iOqyOG3llZs4fCXPnBZtyhMEY1Pm95TmOQpROGcDAjo7N8XtQ1NVSO0Llq6wdc/fG/UTpnE5xbtpGa3au59PK7iBmMxHTo6Dyv129azPSq7QAMbSjnH2NOY9mkeQB8nJXJqJpWQELSdfSQjNeZxgFnGu9rxfz0/SVc2VTJ4IYDQLjrfRq2fyvXXvgzgkY305auZEhT/HdgUud8TOFtRp6vXYClVsaOgn/MYD7Iy0SXJLBns9+cxvO/u49fzLmGHRkF8bF0GHGHw7yv98dntsAn8K+NhxhbUUdqrReACqBiSRUbni7n0n9OxOKOXwdq71zGH3dnUecugAi0borQbImf25Ubw8iaEc05Jl74tfDUh80guQE3T7yp8vOV/2HOgZ2dX923iZg8uCJeDl81DMOcyDvKur8wPzyTZZd/hz8813Z4QkeGDzAyMEdm+ZoAAVkm1GOsoePRVTw8dBqaLMNqePXDfcQKUtlVHv9sPvlqB2fNd/HLtVHUkIoEvLo5zMOrg6z9qZs0+2efnPaTXWHu+HMLWuf09+9uCjN9rZ97p7bDrP8FXyi+4tf/gY/uhcLk7sRHFYzA9F/BxvL46zv/BYtuhm9N4a11AX73dFvXjFwr1sGzy308ekc6+ZkG/vBcG8s+6J5if0CBgdJD8eOvMBs5aO1u5b9wmIH/XJHcQ+NUJbqWHZuYfvkEq6qqAsDlciWt83q9vf7FYvEvcFpaGjabjc2bN1NRUXHMvFatWgXEW0WOZurUqWRlZfHhhx8SiUS+wBEdW2/HfLhsvQVYx9LW1tbreYr2Ugn+JlBjGrufLUu4vBmjMVxtHaQHwsi6RkACV6j7+LM7msnq8CLrWkIQA3DtJx8wprYlYVnAYeOj4sGcddV9XHHJHfx93JkA+C2mriDmMF2S2JKXQYPLxoZ++bgj7TijIeTOnyVP2EehvyZhG0XXGFyzmzaTiSZnchAuAVdt+ICbPnwb7YgL+dac+AMz7373bf616C7uWfEYc3Z9SEpLG041eaxNTkc9MmDQdEyd353DRlbv65FjPJ8sfyMVmens6pNPk8uZtL9Gp5XUUIjzd8aDGDr3fc6WfShqjwfgSBJBm5WM9g7UhDuEic/ZaTmyqx2Q1ebl8Vef4pHX/sB5Oz7BotmxdJY9aLKwomQSAWO8Ej21bBuD2jqIGsxEDCbWFY1l6ZA5aHJ3Proks75wTOcxJuY/uXozWTVtGNTuiT1lHdxtEWz+EMMbWrFHY0QVA6m6lPSjIZtsXZXi5f1HdgUxh8UMCpfuPYApmhgQSoClydsVxADU221kBEOYOmtS5VnpHMjprMQCLS4HAyIxvluxk5DRkrC/iCzR5HHjN5vJbu2g3W7rCmIgPm3pbrcTXVP506rnu4IYgLl711LYUsOh3EwAQpKdPa7DXXhl9jgGoUvdRx6WLRRUN3a9bnKkUZ2Sz5+WP9MVxAB4oh2MbdmOBAQUMztSEieaMEViGMIRnK0dSd9nR7sPgBdGj+gKYgAMUbqCGAC/xUzYaOgKYgAUDYYebOhRPg8hh0y/5jYu3L6i6/2Kk8j1tXLllnfRoasCXtDWwPl71iaU93ub1jCgqTZ+DgwKhzzx916XEz8VmiyzaPQs8lvqgMTrcG5HMxftWMOZ+z7uCmIOlwPArEaZWv4JMVe8jPszU7vef4CQwcifp1xEjSOlM4iJazObMff4DOveWFcQ01PboQA7Xon/BumtftYtr6fOHQ/cVJK/jz2/R/Fiduepygr/HD8r4QgyIj3zVBODGEB/fAWv/7Ocnm/B9tIoS94LoAGhHudyVM0B1vYdEQ9iOpVG7JTv626l1nX4/QcRYuHEK2VFi8bf1oaSjv/TPPlKe1cQA/Fr+0c7InTc8XJ3EANQ0woPL/9c++aFtd1BDICmw53/Qtd1nny1I2la4TafzgsrfFTWxRKCGKAriIlKUGlJnF7/lR0x1h1MvM6f2qRe/oSeRCDzNQqFQni9XlpbWyktLeWBBx5g7969DB06lD59+iSkDQaDzJ49u9e/ffvilS9Jkrj++utpbW3lsssu48orr+QPf/gDb7zxBk1NTUn5HzhwAIh3cTsaSZIoKSkhHA5TWVl5XI77cGBRV1fHu+++yx/+8AcAzjrrrKSy9Rz/81lddNFFvZ6nNWvWHJfyHw8tLS2Ew913JX0+Hx0d3ZXuSCRCc3Nzwja1tbW9vo4ENQgnX6gNsXgVxBWOYej5awS4gz7azTZcoeSKftRgQullcvoXh5+O32QFYEtRPgGTEVNMRVa1pLS1rvgdsO05hfQ2031YSX6WS21KBlGjAU1JvgypEmAwkRZqR0an0p1HrTOLd/tNY3W/GQBYYmEkYGh9Kddu+A+X71rCtrzkCSSqXLld/85u7z5+WdNIDfpI/GGQ8Bmt1KbFW0db7TYOpHYHMwGjgSVDi8gklnTxVDQd4xHBsyZJBE3GhIqjz5R4Lorbkt+TM8t2APHWp/m71mI84v3UZIVqV7zSbYpFkfXEc95mdXOkqGKktx9BkxbDEk4O+g8HZcaYiqMrAEzevucSk5r8uZR0HYsGei+/vz6DkrSsrUdFssGdHEg2uR0U+FqTlst6vLxBixlJ09GOyE8HIopMYXsznnAwaft8by2xHp/FZlP3tN0BxZqU3trj+wzQbnXQr7UhKZ2hMzQIKZaEYOgwRdVQYmrS8sPfZ68lsWJt6OX7d+T3HcARPLJ8FpyxMKmBtqS0AFmHz2lnRT3T5+01XV57902PkEE56nMtfCZzZwCSnCKno5m89uTfqK6ydDQTMRvQJImwkvwZqXGm0WpN7trUMydH+Og34jpq45XyaGUTLdbuG2qqJCUETZ9FndNz1HUSye+rpOtY65qTlmu6FH8OcI/8szuaabYn3+S0xhK/rz4t3ip2pIqW7s/Fkb8ndXV16D22aWlpoa45uby6BFJlL+9VReNRf6N6zaOikSPph5ppbWmjyZv8+QWob1HZvT95u8MiR3m/9jd2v/df5rdWODWIrmVfo4ULF7Jw4cKEZbNmzeKOO+5ISms2m3nooYd63U/PoOe73/0uhYWFvPzyy2zevJldu3YB8bEpZ599Nj/72c+6Zvny++N3cXrrhtbT4fU+n+8zHtnRHQ7IekpPT+dXv/oV06ZN61p2uGx2++fvd/vggw/2ul1x8ckzzW5qauKzTI58D0wmE2lpaQnLcnJyen1tdRow5jrQqtoT1gfs8cpWtdNKhj+xEnMwNYczd7zPyoGTCCkmLGr3hT5okGi0mckI9NhG06jvcU4DFhOLThvDuVv2UljXSEVeVte6BruJenu8dSBmSOfp8Zdz6dbXcUTid6Y1JN7MH8f5Bz/q2qbMk0ODlEVebRO1mSlEFBmjGr+jqANBg4HteUNoNnlIi3gJmGy8OvTcrh95UyzMmOqtCcfYt7WWJUNPZ3jdAUbU7gegxpXN+/2mdKWxxKIY1BgxxYAr5MMSS67sNNjTu34cY7LE3ycNoaC1A3skxoE0F1GDQpqsoElSQgARURSiRwQpaBpVqR4cPe4UewJ1NNqzSQ1H0YGCUJSiQJhKqwl0nUv3fMIvP1zclT6vox6N5LtO7lD8+7kzt1/CHVsAa9RPwJQYBIys2UG8k2Hi9NWtFheN6U7s7Ue0ytmMqLJEi9NOoyX+/u5xOylp70ho05lQuaXr32cf2E4/byNlnu7ptAuCYezhCDGDktAqowN7OltAeor0CCY8/kDSeo8vSEZLDZZomFBnqxRAflsTHfY0rOEwUYsRty+A0xegwxEPsiUgLxThfU8G1Q4PeT0q6hoS+zOKyG7sDpAywk1da/NCtRyw900oR01md7caSdcYfWgn7/QbwuXb1yWkC8kWLFqMlEgbrkgH7T3eF02SiFhMhGwWbL7E4Orw97l/cztb8rrz6rCZSO1I/H73Vg0sy0q8nmS2+tjdJ4MDaYX0b06+SfVe0Yj4/V5dR5cktmX3pdnqJC3YXQmst7v5qLD7ZpMnFEU6SiTTv6Wh8zOrAIkB7to+w2m1Orliy9u9brs9pwR7WxhNN5MWCFLrTLy+n1G2CZ3R7EvvHmOBricEAbVuJ6okHdH6FFc0LX4+jcMLGBhaxurO5UZdx6hp3Q/z/QwmH9yX8FpD6mqN1jGiSzKS3uMdSnchTy6Gg92LJAlcNolAQEfWdbTO49iQP5BR1fvZnD8wIQ+vJbHr1ECHzo52CUVLPNazhnQHwUf+nmRnZye8Tk1NZcqIVlasS2zFMSs6hnNHwcNViQd+9uij/kb1msf80XDvKwnrpTNHkprmYcwglU17kq/Fk4ZbmD4+hUf+04A/2H1skhR/u22ajkXVCPW4ZlgMcOag7tbaL/NbezIQXcuOTQQyX6MLLriA2bNnE4vFKC0t5ZlnnqGhoQGz2ZyUVpZlJk6c+Jn2O2PGDGbMmIGqqpSXl/Pxxx/zwgsvsHjxYhRF6ZoR7XBl3+fzJYydOdLhAOZYAc+RepsJqWdA1t7ezrJly1i/fn3CnaCeZQsEAr12s/s0Y8aM+a8b7H/+E+N57bp1xOr8aIpMu9tJs8fJ5uwUSloDjBxipdFvxri1GUXXabPYeGryfCaXb+c/w89i3r73SA+0UunM4IpLvs/WgkLmltZQ5PVjDYTwNHnR8hMv5u02M005qThUlT7NLbhCLXxQlMuaojzMqsa08joGNLdT485m1YBpnLPrbdqNDhYNms2tM+cwvn4m55RvRdUsDKyWGHggfterpMzM+xOGEjYZkXQdVZaod1iIEuHDguGMrdtH0KiQ31ZGeiCIKRZhVM0W0oLdlc4aVwa/OvMWwkYzfzjjenLb6nH5fehS4mdY02H+psVszhvIv4rHUurOYEBb4h2/Olsm1nCYoNmMooMjGOVQSmJQEDAb+WhwHybuPohB1wkaFJ4dMxiLwcCEplZMmkadycirQ/oTdNsobvXhjsQIqhpRt5ODbgvVKYVYNSgORRjqDzHYF2R4TSkPvPlkQl7lqTnsT0thYHP38eZ76zCpET7sM4QlAwdhVaOona1esqZx1p7VNFnc7MsagibJjKjex8D6Surs6YCCKxLCFg1R60hjZdE0Wu0OTOEYObVe0GU6HCYashy0p9lYlZuBJklIusbI2ipkXy2H0oowqTohXWeT283YzjqOWY1yz8fv8vvJZ9NmUMgKR/HqEqsKc5lffghdircoaEB1Thrj29poMBuo65x1MK/DT7nHxX9K+nLaoRrSW7yktXXQ3NkyY45EKa5t4KUBU7nrrYW8OWQ6LTY3Ba31bCkYQZq3HXsoTHlmCmpMZ/C+CioKsmn2uLAHgwyqb8Y/vITrz7yGvy//G9mBdkKKkdeGzcHaFqVvZfwzGbJIOPR4ILM7LY8Kj05h8yGqLHkY9Cj9AwcItMMm91BcoQ7O3rmK9bkl/HXsdByRMGfv3YIqy5Tai/ArVka17cega8ypfp/3s8fTYM0gbDQgoaNEY7SlulDUKMZgjLDRgDfVSdRmwRnycddbr3HP/PPZk5mGQdPp19RCYX07u3MzMcdijD9wiNp0Dw2pLoYfrEGTZMqyPUgWP7KmoWgqoyvLqXO5OeS08cTEi/nxh4vIb6tHB0KKkT9NPZdnxk2iT0sQo6YT03WiipFbz/whv135NAUdDYRlEz847wdEFQOSrpPbEaKw1Y8lFqSgrZnt2X26Kl0Dm+r53icrWDR2HudvX02WvwEdlbBi4oWRp7NywFiiEvxu0gJ++vEyTJraGYxJbMsp5pCzD3qrmXa7lcL2DtqtFvyKjAxMO7iLAc3VvDB8Fm4tRptswKSqDGuqJyXQyNrCYZjVKBdNMuIZOYia5/djjcTQAaNVYfw1/eg7Ix5AS7LMlH+ew8Fb1vNu7jBCRhN921qpcHmIKApuK/SrrmCrp7AruOjjUmltidJhMDOx8QDnl+0gqJiwqhGanansN2YzPFiJPeiDwTnoN1+M9JelsLsKhuTDwhv52aAM7v9HG1v3R0h1yXz/AieFGQqPPNNKeb1KxKwQUiVabC4UBYY3lLM9sy+eaIDvzrNCYSp/fa2D1naNkSUmbvm2gztWRli8OYyk6ZgM8PO5VhYMT+62+mluvtRNY6vKpr1R0HVSbBJ3Xp2GpeQSaGqDf60FkwF+OAeunXXsHfY0cQA8ejX88mVo6oDZw+Cv3wfgzqs83Pd0K1v3xVuaDAqcd5qN82faUGSJ//1BCg8tauNQvUpRjoELT7fxyjsBKmpjnGGJcsBlYU+zTlGKxCMLLGQ4RGej/yaSfmSNUjjuDj9H5sc//jFXXHFF1/KtW7dy3XXXMXv2bH73u991Lb/++uvZvXs377///hfO0+v1cv755xOJRHj//fdRFIVf/vKXLFu2jEcfffRTg6Szzz4br9fL6tWrMZlMNDc3M2/ePGbPnp009fFhs2fPJiUlhX//+9+fehyapnHrrbfy8ccf8+yzz3a1mhwu2+OPP941GcCxHH6OzMqVK//rApnDgu1RFLNEewhkg4RBljDLYDbHL+ThsEqTX8NpktBVjYY9bahWI65UMzFNxVzrw+8PszFqp4/u48klrdRURxlW18b2/oU0uD3xqomuU9TSzO9W/YMmezpFrVVkd9ShYeCPU7+P327H2ONuYP/GMs7ZsZJKRy6/mTmfF4sGxW+JmxR+9dZ6BtYndg3a0y+XPf3ykST4KD+Vgyndd2D/sGQRP33vDZ4dcyYTK3dQ0nSI+D3o7rv7z41dwFuDZyTsM4ZOVI0wsjOveouZl4vyqLNZmVK9n5SAH4MO/1jxDJ6wn6is8PCkeexLGcqQxga29CkiYrVSb1RY2z+TiFFB0nVs4Rhho8J3N+4nr83H+x4367PTCRsM8bupstR9Z9hkALOCOxxl3vZyRpVV0+6ROKNyK4sGTmd1v0JUo4EzaxvJCIRoM0hct2EpQxpLMasRqlxZPDb6PFpcaSDJmKIhYloQt7+Za7e9jzMa5KWSqbzbbyR9A0FSQkF0HXxmIxkdzXx38wpckQgdJiuvDpnCQXcKI6t3sNtThNvnozIjm4xwBAM6tmiY3GAdKQE/ZY5cWq0ugmaZNF8zHYqZlGAYk2yiypVFUUsl+zPTqUjLZUBTE8Mry8gJtLAzrQ8f9hlIakyn0mOnzGbEFYlxxsFyhtbtw2+wsbxoKJgkhnibGNpwgJz2NlZnjaDBlYrJZmaf20VYUjmzdAcxyU6Fx0arPQ1PKAqSjjEWwxaMkeNvoiDWyH5HKnXOdLL9LYTtNurtTuyqSkYkyCFbCgX1FZhNZhqdKRQEW/G3q5hlGZtLQ28Oss9TgDPPzPi2aoItEbQUK6lT+mIpSWP/rjYaDgZIc0RJSTfQz62hm034djXjmFRAW0uM1NoaDvYtIrckFflgC7UWG4YUC300P2qmB19IomzxDkY1HaJu7mTyMg2EdtdiGpJLWYeFPLWdDrsFzWzAXtOC2WUg6HRibvHRZ4gLrSATf3OI9zf4KHGGyBqYir85jM1mxNbSQqXRwa5SlbEDDNikCEGbDUtLO2S6aTzYTjAMA4a7cVgVolYzDW0qvqoODJUt1Hpc+DUj1nCEqN1Mnz4mbGYFu0FiX1kQR6MXKcuOIaZRMCIVb0MIWVcJKibytAB6moOa3S1YitIJ65CqRPGXeknr78ZvNNHSoVOYpRBqCtAeALsSQ0qxE0XBooWxSjptLRGMkkbQbqW9vJ0+o9ORDQrRjihGp5GmphhpaQZqm2LIkopdBqPdhAbYLTIdHSpGg05ElbEoKsGWILYsJ8bOh+nGYhr+dhW7XUZWJGRD75XccKOPkMmE2WRAlyVUTcdukZAkiXBjBygyOG2YjfF1UW8QS6oNXdeJtkUwmiQkm4moL4rRYUTvCCE5e4zj8ofAnjiuKxDSMJsklB5jngIhDZtFJhjW0TUNk1HGIOuEWkOYUqxdM3Kpmk44omOzdB9PKKoTielYTRJG5YvfyQ9FdGIxDbtVTrxBGYqALMeva1+UqsX3c8S5gPixyzIYFAnDEeXXdZ1gOPF4AyENqzn+HnWEdRym3m+onsrC0g+Slpn1x09ASU5eokXmBBo5ciTz589n2bJlfOtb32LkyJHHbd8ej4f8/Hz27NmD1+slLS2NWbNmsWzZMl577bWjBjJr166lvr6eWbNmYeqc3cnj8WCz2SgvL+91m9bWVrxeL0OHDj1muWRZ5vbbb+eSSy7h//7v/3j00UcBOP3007vK9lkDGQGsrvhd+PTkRj0AzGaFPHN3RyD3xIzEBIXxFot+8b0w4cyirlV//eUOluyrp9GVypj6FtLCEaKYmFy5oTOFRJ0pD102JAQxWR2NXLLtDQy6xtC2cp5//TEOfecnrB0xHGSJX33ndM7YVsZ1Kzd3bZPq9YEk0WQ1JgQxAL+YdxHfX/8u5+z+gBsvuIPx1TvJbW+i2erguo9fxRpTiRiSfxTNsQi7M92M7xyU3WKyY9Q0sv3tVNsziJhSyQwFue/bN3JpSgvBcf05f2QmmWlGGmv68sRCH/UeO9mBKNP31bA3w03QbMASUxleVkd1TEeTDYxqbKKovY1Wk4na1BRarCZ0g85dZ9kZX6JgNYHFYCQvYxgRdShqZTMLV4+k4RMfI9obUYJhdnrSyTBKfK9qA58MG8GmvrMYkaMz8qeT+a3rKG8uFwHwo86/3p0HgBW4oWvZmUdNfdjnvNfaZSLQ+7yCw7r+9e1e1k7odZvRX7AUR5p27CRHMeozpRpN10T103PobZTf0ImnAdD1ZKvp8e7B8Sf79Oxel9jdB+IdszxZVs49u3ucjier8ztS5KQYKB5+xEb94q3aaYWJLYkmID9dhvRUGJVK8oiybhNSTUBiy312Yc8Wznh5+ozr2XJrxDEh3rrmBtydjev2bCfJnX/j6Tzu+Bo7kJ7R3WXK5Ir//mRkxK9xeZlGIHmsndMZv77FrwAyprzENAaDjDv12HfozRkOEr9pUo91iedRkSWU1M4ui5KEydO9pdERzz8hiIFeK+49K+VHLrOae07MIWFJS+xOpsgSNktipd1ilLAYv3xF3mKSwJQ8NgnL52vh6ZUi93ouoPfzcZgkJR9vz/TOLzDV9KlAdC07NhHInGDXXXcdb775JgsXLuSxxx77XNuGQiF27tzJ2LFjk9ZVVlZSXl6Ox+Ppmtb5tNNOY+TIkbz99ttMmjSJ8847L2Gbmpoafvvb32I2m7nhhu5qj6IoTJ8+nRUrVrBu3TomTZqUsN2iRYsAPvNDNAsLCznzzDNZtmwZW7ZsYdSoUcyYMYMxY8awYsUKRo0axSWXXJK03aFDh1i5ciVXX331Z8pH+HK+/+thXBXVWb60hvzdXirTsrnfdhHXfbyCQc2HQIdqdzqGWAzVoKB1DsodX7kVQ48+4TI6VYW50OOu46oR/Zi4r5rhlfHB0W3O+I+0r5c7fQGThRqXmwKvl5jRxDvF47rWGTT4wbrFTCnfzJoB4xIGU4+u2suY8jB70oqYfKiM/JZyTMECCgenYtVVxk1O44yrh/R6B8+TZWXfE/FxTd66ADJ2Au0xmmIy2XadcCyb6iaZlrBO3xIzaxY/C8DVV1+N0Zhc2TrMYgCKM/lJMfzk+t5SDOttoSAIgiAIvRCBzAlWUFDA3LlzeeONN9i8eTOjR8fvQqqqyvLlvU9vmJeXx8iRIwmFQtxwww3079+fKVOmUFBQgK7rVFRUsHz5csLhMD/72c+QOwcuSpLEAw88wC233MJvfvMbVq5cydSpU7FYLJSWlrJkyRJisRj33XcfAwYk3qv70Y9+xIYNG/jxj3/MOeecw8CBAwmHw3zyySesXbuWMWPGcO65537m47766qt54403WLhwIY8//nhX2W677TYeeOABli9fzowZM0hLS6Ojo4MtW7bw3nvvcfrppyfta+XKldhsyfPGp6amJgVdwudjMkqcf0EeXJDHOODCG0DXR7OzNMjGA0GqH9iOLRjDHArHB5xLYAsnDtDuMFuoTE1+3kBZlodhlQ0ELUb2F8VnFsv0h5G1zu5Znfq0NFLSVENQcnLPW0+T01GNz2xlZfEETt+3FVAZ1LCfH733DMuHzCRotFBYW4/XlIpdasOg+1h7/mh+9J1cvj3w842/AvBkxz9bruzE++V5nbfho9EoJ8/8eIIgCMI3h2iRORYRyJwErrnmGlasWMETTzzRNatZJBLhF7/4Ra/pzzrrLEaOHInD4eAXv/gF69atY82aNTQ3NxMOh0lJSWHMmDFcdtlljBs3LmHb9PR0nn76af7zn//w1ltv8fjjjxONRsnIyGDevHlceeWV5OfnJ+WZnZ3Nc889x1NPPcXatWtZvnw5iqJQWFjIzTffzLe//W0Mhs/+cSoqKmL27Nm89dZbbNy4kbFjx5KSksLf/vY3li5dyltvvcVzzz2Hz+fD4XBQXFzM7bff3muwdLRxOyNHjhSBzFdAkiSGFdsYVmxj/KJsLqhqxBaMT4Ws6zpvlgymZF33lDzOcIh0XwdNjsTuGSnhKJX5qVRlZxDpnO3LGtOYWNXC3jQzLXYHAxuqefZfjyHrOhv6DuS0svWEFQMvjxjH+sJcAoYoN66rwhqDcYd2MO5QfNriOnMmrwxYQF1uBjeV1FFy7xlf2/kRBEEQhONBdC07NjHYXxCEL2z/hgYufqSJK/buZEblPn42/2LWDOzHdzat5dYP3sIajfDMmKk8eNp8UKSueTPP2FtGSUMblS4znqCEYrJ2zVo2Z++HXLFhMU12N022bNYXjiWmGJlycC0javew4Hv/w5Kh3QH6nH3beOuv/5tQroPWQv4z5FxCLgPD8qMseGb2kUU/bqLRKE8//TRw7K5lgiAIgvBZBaWbk5ZZ9b+cgJKcvESLjCAIX1jxuEy2PpOJus1FU9s42l6K3z1aNGYKi8bEn9+S5/Ux9WA9m3M83Lh2NRdt2Uaer51STwa/mTEH5AhV6W5SQjo3fbiSi3e/AUgEjG4WD5vflZcqmdidmZcQxAC8XTKCzblFjK6pACAmKWxJHUZ9VgojDu6iY3DR13EqBEEQBOE4Ey0yxyIm2xYE4UtTRuSTNb0vU0PepHVjapqJKRJXrdnOyH1R3i6ZQWHHA5xR9T+8+/woXl00FhmVd4vz+PEF5+E3mgGdHdmDEvazMX8kLb08zRug2eImgo1D1kKW9juLtswUrlz3FpUOBxPPz+t1G0EQBEE4melISX9CIhHICIJw3Pzlr6O4busWstsDZHYEmFZWS6vJSN+GNjJVlS0lBcz6QWHCTGFGk8xpbc3ImkaNO4XTr7ubt/sMJXbE07XrnVlsyZ1C/6a6hOVFLQ2MqT5IhykNR1jhjAM7uGDzh+zxeFhZPIQBcxKfyC4IgiAIwjeD6FomCMJx9ddF3c8B0nUX/qAGmobJbMB0lGccPPzMeEb9aR/PbI8RNFl5dfi5tBvNlHQEUDpH8elAgzOT5xc9zoOzzuLjggGMrS7jwWXPkRr2sqJ4DFsyi1he1JeYYqbF4eKyhu3Q65M9BEEQBEE41YlARhCEr4wkSThsCt0Pdju6q35cwlWd/9ZiRfzmzLfZltMXk6oh6RpmFVwRHzHFzMvPPpS0/bz973DQeQlZ4TB+JcYV6c3c+G8xW5kgCIJwahJdyY5NBDKCIJx0ZIPML1fOIxqIUdcQxlZdzw+elAlYbSycchlD6kvxhHwJ2+hATLHz0r/HnJhCC4IgCILwtRJjZARBOGkZbQYKiuykTe2HMxB/0GbYaOYv079LrMedKk2S2JI1CL/LdKKKKgiCIAjHmdTLn9CTCGQEQTgl3HGxhDUUBGBPZj/unXcz7/UbT2lqAUuLZ7F00On8z8ozT3ApBUEQBOH4ELOWHZvoWiYIwimh5LLBPH0ZHNrcQjQcYXfNQHZuTEfKinH2DUNZYBatMYIgCILw30QEMoIgnFIKRqcC0A/gwtwTWhZBEARB+KqIFphjE13LBEEQBEEQBEE45YhARhAEQRAEQRCEU47oWiYIgiAIgiAIJxnRtezYRIuMIAjfGA++G8D5s2Zctzdy7pWf8NbbNSe6SIIgCILwBYnpl49FtMgIgvCNkHpLLX7ZxOj6Sl5c9iR9OlqILFJ4fOQ0vrv2RpwWcd9GEARBEL5JxC+7IAinvB++5sOnxKdffm7FP8j3tbImv4StmQX8YPMabrp01QkuoSAIgiB8PuI5MscmWmQEQTjlPfVRBEmHMV4vkqpy9ewfkeGLUuu00zxVY1xD2YkuoiAIgiB8LiJwOTYRyAiCcMob3NLGAYud/r4o7zmmc+HHFfgcRgbZjDTZLKwoGXSiiygIgiAIwnEmAhlBEE55Y8traSwp4uIVm/D4QgB42sI0ZFgBMEbEpU4QBEE41YgWmWMRv+6CIJyyQlGVwp81EBtazOwdlV1BzGGpLSHaPBZCNtMJKqEgCIIgCF8VMdhfEIRTVt4dTYQ1Exoy7mAkab2i6rRYTGzon835V21DjcVOQCkFQRAE4fPTe/kTEolARhCEk0ZM01FVjZq2KC1B9VPTemt8BCVTV8P7R/2yUeXEZvjybDe/nzeJkMHEW4V98dzd/hWVXBAEQRCOLzFr2bGJrmWCIJxw7+wPc85fA5jCGpKuM6ahgh9vfou3i4cx7KbTuOEsd9I2d/+zFUm1d70+lO7il5fP4Jq3t5DeHuTjftn8ffowgroCQNBoBIOBPrfV0r+1kfzmJg6k5NNit9JgNlPU4uN3N6czd4LraztuQRAEQRC+OBHICIJwws3/ewhLWANAlyQ2ZvXl3dzB/HnZc/ypqY7do65icI4ZgEhE4+qrNlIny+RZ0ql3OOL3qHTY1C+HHd/yACBrGtduf5c5Fds5kJrJ76eeTXl6NmntYZp0B+v75xEwGwEwRVUc4SjXPRPkZ4ei3HxR2td/EgRBEAQhgWiBORbRtUwQhBNC03Uyf+HF8IsOxlVVJK1f3m8EANdteo/p97Uw9YKdVHpV7j77LTZb0rG0GbnkwE4GNFcRBQqjEc6oasIVi3dJu++Dl/j9mn8x9+AOfrD5HT566tf0aW5he98stg8tIJBh7/qNiBgVWo0GDJrKT7dasPy8nYsWBb6mMyEIgiAIyUTXsmMTLTKCIJwQxX/wIwdV/r7qGapNTjblFhEzyCiqhikUI9fnBcCoaUzwBam2mDnr1lL6WlO56Z1t3HbNHNr3K5S5U5ne4SdVjQcwU31+dpsMfG/7ewn5ZQXauXzHOhYNO436DDsRswHsRvBFASjNScNhVuLLLUaW7o1yxRnraUkxsasokygKalDng1+n0z/deNTjCodiPPpQKaEDLWhBlTNmO5h89SiQxA+QIAiCIBxPIpD5BtqwYQM33ngjAJdccgl33HFHUpqWlhbmz59PLBZjzJgxPPnkkwnr9+3bx0svvcSmTZtoaGhA0zRSU1MZPHgwM2fOZN68eRgM3R+fc889l9ra2q7XBoOB9PR0JkyYwPXXX092dvYXPo4f//jHXHHFFV3Lx40b1/VvSZKwWq2kpKRQXFzMjBkzmDt3LhaL5XPnJ3x93lregGOfH4fVwl3zLqXG6u660xQFYkaFO15fCsCH/caSE9Uo9Pk5GFXYk5vDO6MGE1VkPsjKpSgUIVVVcfmCDCyvRZUlLH0yMGrJkwUYVRUJcHWEaTIbwKh05gjZ4RiF7UGqXRYOuCxEIirPjRsMZgVs8cDFHIvx/Llv0uyws7GwCGMsSL3RwbjyUXjUEA8/9TKeUCtWo4HNfUdR68jj6Q0mZv77De6/pYiMs4Z8HadXEARB+AYQLTDHJgKZbzCz2cyKFSu47bbbMJkSn6OxfPlydF1HUZSk7Z566imeeOIJnE4nc+fOpX///hgMBhoaGvj444/55S9/yZYtW7jrrrsStsvKyuKmm24CIBAIsGXLFpYsWcLatWt54YUX8Hg8x+3YSkpK+O53vwtAKBSirq6OdevWce+99/LUU0/x4IMPUlJSctzyEz6b9pBOaZPK4CyFcEynrFmjqj7Cxzva2ffybsY3liKpMssGT6FsQCE+U2fLRkRL2E/MZKDDnEGZbRiEnOS0NtNusnP9u9tZPqIff8vNiG+jg03VyG70ctHbGzDGVLw2Mw/PHMEzo2dwzaZ3u/bZZrKyrDgeBCta5ySWqoai6+SEYxSE4wFNTnuIgylWoqoOOsj+KDZfGEXVUQ0yf548kSbdQEYgwKzWer5TtoaIZODarSsx6THKU3K44byfYoxCTFHIUXUOpudywfNQu6wWqwagYgq0czAlm/RwBHsoyLRd+0kJR1k9rJiUiJcpexvxG4xE5TD/GT6IsrR0JBl0kxFLKMqkygaaPE7ajRJ9D9UzuqoBk9KOHjHQbs8gYjcTAersZlosRpAMlOalEDUq5DV6GVdaja4YKE9z4Q7GqHdb2ZueghpTkSVwxsKUeFs5e1spGaE2yrPcvDh+El6LlZx6L5IkEbWYkGIqJjVMv/Ya+ta24eyQqExPpzLLQqvFhgkTjkiEVgWCqkJWMEK72ci+dDdOWSfD20FQVwlZjQRMVmSTxFk7d9PozMCvKOzITUOVJNJ8IZwdQdzBCO1OMwGrCVmSsXQEmVhTTYfJSqnbSm16ClIkSpPLhQZMrzzIkNp27P4oaZEWAkYDK/MHMLTFi1XS2eFxcSjDCbKGbLBxzsYdbOjbB0nVcIRDtNotFLa1ELEoNNhd6GGZHQVZEFMx6yqZrQHGltayrSiL0mwXmT4faYEIYUlGx0DIKmPRNFA18tpbKcvPodlmw66AsTVEVlMbXrOMZNFxxTTqrE4sehSLojKutJF2yUhlUSp9082sdbmpDCmkqDG0WIwMfztDgx3kaQoT7GEyix0MHO9m9dowq4w2dnslxra3cqBaIzsWRh+cwrnFOoq3g0OfBBnS18SK4iJWlaoMS9M4pwgsdpnXtkYY5NYx7GxmV8REXZqTAX4fkXI/dePyOH2MlUJZw6vKjCgxU5BtYOfSGgKNQaJ2C74UO6U+GDnURqpb4dX3OwiHVOamqIw4LZWCzhbNDbUaVR0wp0jCbpLY1ahjNUJfT3flrc6nU+eHEZkgi1ZNQRCOIAKZb7CZM2eyYsUK1qxZw5w5cxLWLV68mKlTp/LJJ58kLF+yZAmPPfYYEyZM4MEHH8ThcCSsv/7669m7dy9bt25Nys9utzN//vyu1xdffDGpqak8//zzLF26tCvwOB4yMzMT8gL44Q9/yMqVK7n77ru55ZZbeOmll3C5xAxUX5e/rgtz2+tB/JF4A4YciSE7TbTbLAypD/DxioXYoxHOv+p/eHdYMWjxQAGt95nxQ5IdV6Ca4YGDFNfVsGTcSAYE9zJnh8Tzk4cQUGSQoKCuhfHbyzB2jo15bfxAalJd/OCCazmUksb5OzdQbU/jz+PPpskW/zwErPGKlCeqMrItcSyMDCg6RGUJZAl7MIqsx8uoxDTCkoLuMtOQauVFl4MXCwcC8H8jpvHrjW/zysh5pARUxu6pZNTeQ7wxaTD1Hid5DV5Wj0rryiXoSqd/MMzMTWVM21bO388czVOj+yIDxS0e/plVxO78FGRN47z1ezhn21Yenj8BJAm/TeGdgQVc/c42fG4THw0u5J3JQ0lv93P+1u08M3ksEU3qfOiAHu/WZpK7RkXuc9iYcLCBu1auxqGFqLW7uGHBWQQlpbOVCkIGE41ZDs60f8JVu97gx8Ou5kBuJgDNqU6IaqB37lvX2RfMIlioQqoVDPGMFFUjo8HPzD0V/OTD7WR2BPi4bw6/PWcKDg1q01ykRb38599/YVhDFU1WB3ec+W3+OX4Gqix3lllCUjW0mEyTyQqASdeZ39CEQ9ORozHG7Wph9ZAc1g8fCJ2fCzpj47dSh5Pn/Zjb167BqMUXTqmu4ZdTZ3JB6UGemT6KBrcDY0yln9fHGxPHoskSXouBSqcNFAkkCUNM5cpV27n8vd1EDDIPnz+BrJZ2rntnG6+MKaY81U1UMlLtTKXaCUZNJ19VMQH9DjXwg2Xr8VlM/OlMF9uGZ4A/wsymaj4uLsLnsXWdR1SdzFY/9/7rPd4bWsjLkwcSMRpYE1XRovFzEtQM6BaZWqebbbrOpD3VzHp2C35gA+ABzpMlhuSkMKC+lTM1ndRYO33VWnbnF7BoymkEzem8Vy6x0a9ywG1na7OKtnwX/5kwmJFlXs7791qcoQiDDApPzBnFY6P7c9eWDznrtW28edoQlhZlIwH/AjKbvMzYuhejqqFpEiumj6QyxcHdZVZ0ow44QJJ4+UAHN933Ds0LBrEkJ5f9bYAkoUg6BTadCm/8PbugROJf5xu4c43GnzdpqDr0dcPrFxoYniGCGUEQuonB/t9ggwYNori4mCVLliQs37FjB2VlZSxYsCBheTQa5dFHH8Vut/O73/0uKYg5bODAgVx66aWfqQwTJkwAoLKy8gscwec3e/ZsrrzySpqamnjppZe+ljwFqG3X+OF/4kEMQCAK2ZEI7XYrSBIvPv9/2KMRvBYbi4d2dg08HL/IUtLELOk+P6cdKOt6bYlGOX3LNoYFttGSoaIpnZV0k4EVgwuxBrqDkapUJxgkIhYzS4bP5p+Tr+XRKd+hPCUXo6bh0VSGtPlxhqJ0WI3Eejx7ps1sYGOum5Asg92IYpC7gpjDJB0Mqg4hNV6Z77QvJZvbZn6bVruLFredtycOZmtJPhe+tw1DLMa7I/sl7Mca1Zi1sYy5n5TyjzkjWTypBL/ZSIfZyKZsD6mqhqs9hCbLvDp5CC9PHJQwzkaXJF6cMoh3RvbnUHp8euoml51/Th7fI4gB6PFvKV4pxygzqKMetxZEQSff38bCJUvjFemEg5WYUnOA8tQsHp8yL3Hd4SCmM13QZga3uSuIAVAVmZRwkNtWrCezI/4eTSiv5Z7FH1KX7kRXZF546c8Ma6iKv+9BH0++9leKWhvAEA8kAcwdYaQeAW9Ekthjj0+9rRkN7BxVxKKZo+NBjExXEHO4bC9NGYXW49wNaWzij8vW8ODZU2lwx69zUYPC3jQXAUUhPxBMCGIAYgaFp+aNojQnBVNM4+YlGznvk1K256XzzLShhMyJ46aisoRXjp+L0oJMtvTPxRWM8P9e+4jsqhb6tLRQkZ7WHcQcfn8Uie+9s40Wh4XnZwwlYjR0HqeCpHbO7CcrCdusG5zPJ8U5SMDhNnZF0xlU24JB01F0lX5qDZoidQYx8RkAjbrOhPo2LDGVqKLw7JRhRBWFO16OBzEAlpjKj97chMsf4vcXTEJSwRaMJnxlG9I97OmTC4As60zZuI8NWR50o9L9mQNqUp28NHkoQ57dREWz2rVc1SUqfN17fHWfzo9XqvzfxngQA1DeBtev+PRnSwnCN40Y7H9sIpD5hluwYAHr1q2joaGha9nixYtJTU1l2rRpCWm3bt1KU1MTM2fOxO1Ofm7HF1FVFa+gHK/9fRbnn38+AB9++OHXlud/u/UHY8QSe4fhc8THKSmqyrD6+OfAqKoonXfFkSA9EGZSdQtjmtsxdy5P8Qd5btELWGOxhP3Fgg6eGHQxP/jupYSsZrCZwGIgNdBBm6e7gpMSCIEsYYqpTD7UBMBAn5/5dY0sqGkgq7mdCfvrmLY/Pp5mc66bGqcZv0FmW7Ybn9nY2YJhQDMpvT5JWZNliCZXqtqPeCDn1uJ8ZB361TSjH9ktRpIorPcCsHpEn6R1NQ4LnsORIdDotnMkTZFoctkSlkUNCr0+/1lNXLapKD8xy858j3TAk0lZamby/nojJ/+kjC+vRTmiOGMP1mGNxMhra2ZIY3XCOkXXOaN8Z1cQA6BEj/hwAV5jd4cCv9OKrhz9B95vNrMjJ6vrdQwDTS47dR5nYkJJImJW8B3edy/nY1vf+Lmwh6OkdwTZ0ufo5ybcY/OKrBQADLrOuMoGJtVU0+B2JechSRTXtrKtKIsj6QYlOdjstLXv0cth00Mo6NR6UrqCmMNkIL0zaNGRyGtqwx2MJKRRdJ3B1c20W03Ue2w0pCdfz5t6nEtnIEjQqPR6/vblpGGJxshr7UhcISXe0FhzKPk419XoaEc5fkH4JhKBzLGJQOYb7qyzzkJRFJYujQ+cDoVCvPXWW8yfPz9hsD5AaWkpQK9jS/x+P16vN+HvSJqmda2rqalh+fLlPPnkkyiKwty5c4//wR1Fbm4udrv9a2sF+ixaWloIh8Ndr30+Hx0d3T/kkUiE5ubmhG16Tp7Q2+u6ujr0Hj/qJzKPEblKUp3F03kHXlUUStPilTJ7NMzZu7cBkBEIc0ZFI33bAgxs9XN+eT05apTWNAebChIr2TFk2nHgajqiN6zJwPTWaka37kK3RJHQKGxuB8ARiWHspdvaeVtLeWL6QFb2y4aoTkBR2J/qYENeCtoRx6AbFSKWxDwjJgXNIIMx+fLpOiI/UzQejE3eWYE5khiYybpOVnP8/XEeUXGE+GxtXnN33v0aWpPSOIJRDGovd6l7G0twRHEz2xMrknk+H+ZoYhklXWfOwZ1MObgPRziYvM8j9XK+W2zWpGWtNgthg0KTzUmrJTlA25+anbAv1ZQ8li8jEu36tykYIdZLEHWYrGkUtnq7X6OR2ebDFQwlpbVGY+T4Q/GAoZdKc1FdfD8dFhMdFiNZbUefptvaY/uCxrauf9e47VQ7nBQ2tyTnoevsz0mhoKk9eYeqdtTZ74YfbDxqOUKSGQ3IaG/HFIsmrNMBr6m7Nak21UnAlPiZ14DSrBQc4SgZbUHSWn1JeXg6/F3/DppNGFWt1/NX2NRGVJGpdx3xvut6Qvw9PD1520GeWMI4mZP5mijy+ObkIZzcRCDzDefxeJgxY0ZXILN69Wp8Pl9StzKIBysQH+typF//+tfMnj276+/cc89NSlNRUdG1fsGCBfziF7/A7Xbzxz/+keLi4uN8ZJ/Obrfj8yX/2J4oqampmHvcCXU4HDid3XcwTSYTaWmJD2HMycn51NfZ2dlIPX7UT2Qe/dIU7plt7qpjyRI0xWRcgXhF8QfnX0dYiVeOnn/+IaaX1zKqri3hAiQDJU3x9+yRKdNZnVuCDyteHBwkFxWFmCG5Qus3OsnymugfqqOIaq7Y9RG2cJhWq4n2IypkkqYxpKwOUzBG1NjLEMEj6066Tshuxu+0ELIa8TvMBO3m+J1juwl6VLAdsSgl4UjCtpO3l6MiYY2oXLFyE25fPBiwxGIUt3rZ2z9+Z/vyd3clZGuKqajhGO2eeBAw/5N9/PGf75DW3l1pdgQjfOe9nczZUpawbZ9Gb0L3rq6T23ORrjNld2Kgv6qoiHDPc6Lr6JrOR9n9cYWD/PvZh8j3NnWtS/g/xAOPjjCEYl3LLaEoW/Iy2Z2T+LlbOGs09nCUsNHEHfMuT+j29eqQ8azuOwRielcwE3KaUXsEjm41xhB//FxIqsaoTRWctrWisxwkdVUcXl5LrS3+XWgzm7lv+lQWDxnAHUs/QFG7W3vSfSEikkzIoDC1rhVDTE04xplbKxhdVo/fbOSPF07grZFFnLb3EAPqk4NMi6bh7iz/8LJaxpTGW54+LM5jU3EOHxQU8q1tW8lobEs8n6rOP04fQd96LyPL6xPej67j0hNbqEaU1zNxbw06iR/hFlv8uxqVDBxSMrFGI5y3YT1yZ+unDmxPdeAzGZB1nXO27COmyDxy7niiitx1Op+dPpR6j51blnyCQdOwhsIJ+bg7/AypqOl8P3TWjxzA6MZ2iCUGM45gmMs/3M7Hc4ZgdRp6rNNxGbrTjc2WeGKegQuKu99IlwkePzOxNelkviaKPL45eZxYUi9/Qk9isP9/gXPPPZdbb72VLVu2sHjxYoYOHUq/fv2S0h0OYA4HND1df/31XHTRRQD83//9X1eXsZ5yc3O7ZjJrbm7m5ZdfprS0NKnl5+vg9/uPOsZH+Gr8+kwrV4wzsa1GZWIfA/6Ik+3lYUp3tfJ+g4eb53yPQa1VrBg4im0ZqZxVVp90d1npUen502nTuPelNZh6VDRfmTgwKd+B9Q1d20lAaiDIqwv/yTk3XsOb/XM4f/chTIAlFGHUtnIkVSNoNPT+e6Dr9FwxZ1MZnvYQsq4zqqyO5+aMJmIycEiRCTnMYDEyvLYZyaKzraQQ+74agrpCXn0bMzeVktbiY31xLrJRI4JCXmMLKTE7UVljQ4Yd+lkY3uRlRulefMtk3hw/kKDBiDEYwRSOMeRAFTNKD1FQH+Sl6UMIO4wgQ8mhJgpbOnh5ykBsmsqZH+/BrGsMr6+gf90B/jHxTPb2ySYgKyiRKIMaWvAEwpSlpqAoMKKmgR2Z+agxhYhFZ3d2Fs+MG4FBgbR2HwNr6tibnUVWIMh7uRM5lJrL4MZKrlnzAdsz+1Ph8ZAWbWFC1V6WDh5LpTM13l0sFEPWJDKjMZRoiNJsDyk+lX+cNoLsFh+Fra34HEbygnUs2NXAx0XFvDh4MjVyBmeUbmfVsIHszC7inuWraDPZOZDuYk9BDrnN7WTWt7GmOB9PMErIZuDtDA8DmjuYdKCSsDHE8MpKPslNI2o2kt3WQV2qE5Oq8t31mxlzsInXioeztLgfUV3nrX7FKLLO9EM13LziA/Zne5AkBdVkI6zLbEp1UOQLMLuslgqXFVXVCJiNVKVZ+J+rTqM+xUF+YyvbijL4sG8O4w/UIGkqqlVnbFUtYd3C9ow02t0OOpxmlCwnz04bgmrQeGPkABzoaGaJP0+ZzAWbd2LQo9SmOwgqRnZn5RE2SPz2knGctuUQufWtlOalopgVKlOcRCJR7KEoyJAZ7qBfUxv9mqMcGJtLVpGZvCkpvLFe5V27m/JUJ3O2lmFtC4Paj2CWmbFFGjNq99PQbMNlNdBQ2J9Au5+8sJ+JE9yM0OpYXeLhyZtmULivgYMeF4fS3fx47TasRnjyqmmkjE9lqh6lTZUZN9bOwMIs9jwWJVTjx5fvIT/VjS8sMWOwSkE6PLs+hK0jxAKtndF/mcTpE538SdX51y6Nina4YqhMrkNiVYWO3QgzCiUkSeKVC2Q21GpU+2BWoYTLLCpxwn8X0ZHy2EQg819g8uTJZGZm8uSTT7JhwwbuvPPOXtMNGDAAiD9Dprd1h9f3vLvRk8ViYeLEiV2vzzjjDK6++mr+3//7f/z73/8mPT39yx7KZ1JTU4Pf72fEiBFfS35CtwHpCgPSu1spSjJsMMHGHWQC/QG4MaAy+v5WAuEO7JbEWeXKPPHxHn67iUPpbn598QzmbT2ANRJj+fgBrBzVNzHYUOBAegrr+xTw6zPnUJqZzrQD5fz8rVUo4RjVVgtFOw4ytrIBUySKrMPfZ49CU+TEO9ydUlp8TC6rBUVm/P4apu2s5FB+OtUuO6/MGEZIkWnVdXL9fgiG4i0reoymiEJ+bRPrcp30a/ayua+bV0adTkRRQJYZXNXIJw9lY7Ef+SDNQmAWAGcf9ax233R4qutfBUekyev8/0gAvpe0jyO/e/lJKR7u+pfniPXdXU0T22H7AmO5r+t1RtI+P7vxwHhu63qdd8T63KNslw10t/b+uetfPa9Rsz4l376fsXy96XlOB/T496Be0qZx+POfLHksTLcjz0Nv+0029Uc9X6V+6h5u/tR0PW94fXpZRtw/7KjrbpluBtz0PFajInHl8MQW1vkDkgOVcTky45KWCoIgxIlA5r+AoiicffbZPP3005jNZubNm9drupEjR5KWlsa7776L1+v90s99MZvN/OQnP+HGG29k4cKFSc+d+aq89tprAEydOvVryU/4fOw2hX33pnPezW3UtAUxWl1IEpSm2qnwxFsFO5xmdAnCxjT25KfR7jChKzK5za2ktXUgWZxsy08FWeKtgcVsys5DlRRabTaWDB/KhoJ8wp0tgXd+53Rm7ajg6vXrOFDo5O/zxsS7LIX1hJm3bIEwTz/+Bu5gGFWWKMvxELQZGHKoBiUnhfHlErsLCvn7PbnMGJDe1Z0hGo3y9NNP06GZuXDBRVTts7L8Vx+haTHeHjGemy9I55ozjgw8BEEQBOHTicH9xyYCmf8SF110EQaDgby8vKN2uTIajdx0003ce++9/PznP+/1OTKf17hx4xgzZgxLlizhe9/7Hnl5x7rD+OWsXLmSZ555hoyMjM88RbRwYrz+l/4sOH8L4fZK/PY0WjJtSFEtPruXDD6bCZ/VBLqOOabh6vBT/rt0Rv9PhCs/fp/d6WcjSzq//tc7DC3zomg6W/pm8rvLplLrcWMJhLnqw21Iuk5+m589Jen8etXTDPfu59EJc/ggqwQ5oqLJMgZNY0xFPQZVY3+unYcXTCO32Mbbt6UQaA9TGJG4It2U0Bf7SE45TH6Gmb65Dqa/eyEAD3xdJ1MQBEH4xhGBzLGJQOa/RHZ2NjfccMMx0y1YsIDGxkaeeOIJzjvvPObOnUv//v0xGAw0NTWxbt06tmzZQv/+R+smkezaa6/lpptu4u9//zu/+MUvvsxhdGloaGD58uUAhMNh6urqWLduHTt37qSgoIDf//73R+0CJ5w8Fr82CjWqcu3Zmzitcj+/PXtu5+xF3RfvwZWHWHVXDjkF8a482/+Yx9ibxzB3904KqsKMKO0eaD2qvIGrVm7jL+eOI80XIKfDT6vTxdLxw0GCMdV7OW/nWhbs3MCtZ1zF84MnowNT9tcwd3s5fzxnDLNmp7PrB9ld+7S7LSRPfyEIgiAIwokmAhkhybXXXsu0adN46aWXWLduHYsXL0bXdVJSUhg8eDD33nvv55pOeeLEiQwfPpxly5ZxzTXXkJ+f3D//89q3b19XUGS1WklJSaG4uJh77rmHefPmYbFYvnQewtdDMSp8/0+D+eOdZibvP8i64sKuAY5mX4j7zzGTU9AdSsiyzObH+nHJPSoDP9qbtL+RZfVktbdSnebhvvOnM6aqe9rbW2ddwfuO4YzwVpDT5ifX30iT1cnOPm4acgby+6uymDHz08cUCIIgCMLXQ7TIHIuk95yAWxAE4QR6aUOAP3wUpX+GgXunGynOMx017b5P6vjNTw/y7XWJk1MEXREevHgi6/uUYIvEKGr00SpL+ICrPtjFve9PI8WePI3zF3V4jAzA1VdfjdF45IB+QRAEQfj8aqR7k5bl6senZ8s3hWiREQThpHHpOBuXfsYpikrGZ9NuqaAy3UlhU/yBZ1ED/OGcqWzJ68Poei/ucIwKs4mQqnHxtjKufGbccQ1iBEEQBEE4cUQgI3ytotEobW1tx0yXkpKCoogKp/DpFr00imsv/RiX7uaW1Z9w34UXkqkYOaesHlPnwwj3u+1oMjy1ZtIJLq0gCIIgfHaiy9SxiUBG+Fpt3bqVG2+88ZjpFi9eTG7u0Z4dIQhxDo+FF9+awSPj/sq6obmsHpBNg8OCrOkMaPExptaLM6bSZBdjpgRBEAThm0YEMsLXqqSkhEcfffSY6dLSen/QmyD0Zn3GYHYNyKHBEQ9YNFliX7qTtGCEersZ7QSXTxAEQRA+LzH98rGJQEb4WrlcLiZOnHiiiyF8w1SkZLKloDBp+a40Jx2yQkq7D7B9/QUTBEEQhC9MBDLHIp/oAgiCIHxZqVlGjDE1aXmbUUHTdZyh0AkolSAIgiAIXyURyAiCcMpb8nBf8upaUNTuTmSGmMq8nQe4aMM2nrw58wSWThAEQRA+Px0p6U9IJLqWCYLwjVD2pxwu/PF+KqIWVFnG1dxOaFAqi+8aiMkoZsATBEEQTi1i1rJjE4GMIAjfCJIk8eojJSe6GIIgCIIgfE1EICMIgiAIgiAIJxnRlezYRCAjCIIgCIIgCCcZEcgcmxjsLwiCIAiCIAjCKUcEMoIgfONoqkZDtY/q/R3ouhguKQiCIJyKpF7+hJ5E1zJBEL5RvnX+ZtyyhqZYCEkS5SYz5Wkuqv+UcaKLJgiCIAifmbgNd2yiRUYQhG+Ma39ciupy4YroZPtDFPmCzGpuISsUZPS9zSe6eIIgCIIgHEcikBEE4RujpSmIGvFj0eLN761mI28W5RIyGmlqjHLpj8tOcAkFQRAE4bMRD8Q8NhHICILwjdBS1Y4aVBnRWAuAz6DwZr4Hoh3oeoiqNDdLben85ZWWE1tQQRAEQfgMRCBzbCKQEQTh1Kfr7B72FBfue4+UlnaixAiZjcyt68Au2diXmsWUinJCJiN/WBNF1bQTXWJBEARBEL4kMdhfEIRT3uuTnmJcWz2ZHVZS9GoMWz6h2eHg3xNPw6pqxGSZD/v05ay9e1lVMoCBd7RQ+vv0E11sQRAEQTgq0QJzbKJFRhCEU16134iKSobmw9A53XKaz8cPVr3ChIqNlLT5ABha38oVuw5Skerkl09Wn8giC4IgCMKn0nv5ExKJQEYQhFPehpxM7Io/abmOmYs3L8UdaMEejmCNqKTGVP7y2guEXl5HW4PvBJRWEARBEITjQQQygiCc0tYsq2ZKwwGMBJPWScSQ0XD4avjpqrU8OWYEB1w2Xh52GtdveJvHL37lBJRYEARBED4L8UDMYxFjZARBOKU1/+zfbMwdyPjqUvo3B4hh61yj837fbNb3Gcd7hf34qN8gomYjr+SnYA9FGHnT/ax86j4Obqymz9i8E3oMgiAIgnAkMUbm2EQgIwjCKeuFx/fxwvAxjK2s4fGp3ya/cQc3f/I+GgYemzCDe2Zf1J3YpICuQ0zHbzKiKDLnX34rOQsjzLowxENnWk7cgQiCIAiC8LmJQEYQhFPWW0ur6BcJsGbgBA54nFSMHsY9cy5D0kGXJJAlsMjx/2s6dERBjQ+XVM0KrXY3bUaNvWtC/M9khRy3kbZAjC2lQf7151I248TWz83KO9JQZNETVxAEQfj6iBaZYzuhgcyGDRu48cYbE5ZZrVYKCwuZP38+l112GQZDchE3bdrEiy++yNatW/F6vTidTgYPHsyFF17IzJkzk9L/6le/YunSpaxcuRKPx3PU8hxOdzTnnXce99xzzxc+PlmWsdvtZGRkMHjwYObNm8fkyZORpMQP6pIlS/j1r3991P3m5+fz2muvAVBTU8OCBQsS1pvNZvLy8pg9ezZXXnklFouFcePGfeZyL168GKBrv1dffTU33XRTUrpzzz0Xq9XKSy+91Ot+Xn75Ze6//37sdjsrVqzAYkm+493zHF1yySXccccdSWlaWlqYP38+sViMMWPG8OSTT3atu/7669m0adNRj+XGG2/kuuuu+5SjFU5Vj416GnfGADxSOt/ZtpOstlbW5+fxmxmTu2d2sSrxIAZAkcBpAm84/jqsMn3fITqMClGricH/qxF0W4gZDeiShbzMIqy+Dmz7Khn60w5q3an4FTOuYBhiUcan67xxe8aJOHRBEARBEDhJWmTmzZvH1KlT0XWd5uZmli1bxsMPP0xFRQV33XVXQtpHH32Up59+mpycHM477zxyc3Npbm7mzTff5Pbbb2f+/Pn88pe/RFGUL1yeO++8E5vNlrS8oKDgC+2v5/EFAgEOHjzIu+++y7Jly5gwYQIPPPAATqczabtvfetbDBkyJGl5b2WbOHEiZ599NgCtra28/fbbPPnkk2zbto2//OUv3HvvvQnpN2/ezKuvvsoFF1zA6NGjE9alpKTQ2tra9fpf//oXl112Genpn++5G6+//jr5+flUVVWxcuVKzjnnnKOmNZvNrFixgttuuw2TyZSwbvny5ei6ftT31GQycffdd/e6rqSk5HOVWThxwhGNmlo/m/aEcdY2svHDesp8RuocTmolG6Pq6qg3GdmQn0+Ty8m8kiGMbYPpu7cx/FAFABMO7KVPUx3XXnABGKTuIOYwRYovj8VDnVVD+yBFVYiq8TtfARVcBpAlah02zIqJ/elZ8W1lwCTTigRRI2+FZc65dCtp/gAflJzNwfQUfnBfGE2OgqbhCkaZWNcM6JS7bcQkCTWqEzUb6N/WhM9kwxXrwOt2M3fXPvwD0ygKt7E/M48BmTJpsQAf79LwalbkEhtt7TIRuwlnqsLgVi9qqoMSR4zGsg42m5yE/VGmuMPMOj2dpRsjrD2oclo/A+MHWlFqA3xQHsY6wEVaVTNWm4Go24LTJtFngJuiTPC2gdWkUxeUMIXCFKYZKG2XCNb60VOsTCmxEonp7NjdhtFmoF+agaaoQrZbxm4xEovECEc0TEYZjBKltTFc7UHS+9tpj8pkOg3o0Ri+iI6sqXibIpjNCmFZIi3VhMkg09gSxm2WsDgtRAJhGppVsnMsGAyiNUwQhP8+YrrlYzspAplBgwYxf/78rteXXHIJF198Ma+99ho//OEPSUlJAeC1117j6aefZsKECTz00EMJd/ivvPJKfvOb37Bs2TJyc3OTWno+j9mzZ39qy83ndeTxAdx222088sgjLFq0iLvuuotHHnkkabtRo0Yxe/bsz5TH4Vaswy677DKuvPJK1q1bx86dO5PyV1WVV199lREjRiStA7oCmSFDhrBr1y4WLlyYFFR+mn379rF7925+/etf8/zzz7N48eJPDWRmzpzJihUrWLNmDXPmzElYt3jxYqZOnconn3zS67aKovR6DMLJS/twH29e/Ro3nHclVZ4UUDUIxnCGw0xu8rI5K5vm7D5oug6RGMgSumQmaDRiQcGhS2wYOIjT12xiWGcQc9iCnbsYPG0quzMzkzPWddA6/y0BMugScLhVNKphb/Jzy9ptLBk3iB0Znh6FJh4AWRQIRMEg88bwgfGxNxIQiuHx+7lo7wZCNiu5hyRGVjYSUWQWjy5m+ZAiwrKM2aiwNsODLsGFO8o4rbqBqCEdd5nETmcu76SmsvDPj3H23i2MzerDZRf9iGi5gZvf20S7087OkkIOaTrVtgiPuhxMaQxjkcK8l5fBEp8RXtchZgaDwjvVMn12+BjfGMAR06jb3c7qnBzCRgWqJVCALXLn2CGN4qZWbnrnPaYeOshbKan8dup0dhTmo1kNoEfj50Cyx39dNR10DcyAMRY/B6qE5IugxFSsqsa45nZml+9i6rYdXHruTBRjgN+seIHqlAF81HccEdnA5lQXG9xO7LqK32Jk1oFdbE3Px6zGKPS3srbvIDJ8PmRZ5b43X2LhqBlsyShkfF05xS11PDNuJgZFxh2OMqa2iT4N9Zy/bSP3zpjJjowsfCYTEmCLRolJEoqu44yEKfEH6dv5WVCjEYqu6c+fP4zgDfX+mc1zwZvX2fnr+gh//jD6qRWMwZkSL3zHzojcL35DTRAEQXQtO7aT8jaX1Wpl2LBh6LpOVVUVANFolMcffxybzcb//u//JnVTMhgM/PznPyc7O5tnn302oUXhZKQoCrfddhujRo1i7dq1bNmy5bju32AwMGHCBAAOHTr0hfczdOhQZs2axeLFi6moqPjM273++uvYbDZOP/10zj33XDZt2vSp5Rg0aBDFxcUsWbIkYfmOHTsoKytL6j4nnLp0VaNh3p+46uJrqUpJjQcRBgXsJs6uquedPjk02ixosgSKDCYDqDqb3S52p7iocNrxotAhKyixSK+X+Tn7dkI4BqFY4oqwFq+AGySwG+P7dpjBae5KElN1GguyqLf3Mvhf66y+Ok1gM8b3YZDi+YRVWg02/jZ0Bmfs2sKPNr2C32zkrm+dzquThxB228BhJmwxohsVMChUpXmIGo1dgVRuR5DJVV6+d9nNhAxGxtQf5JnXn+Bgmpu/TRtFdd9cXKqGSdfp6w8x3duBIsObRdl0mI3xskkSGA1gkLFFY8yobcERi9fYt6a6CRuUeCCi6hDV4wGIIoNJ4d7lb3LF9q3083qZU17Ga/9+AaOxc58a8Rauw2OPDHL835HOfUjxZbrLREyW6TAaWJ2dxvr8bG7/zgJ2FaXz+jMPoiseNvYZj0mTcMRUpje0MrgjQKvRzMwDu1hRNIw6h4eD7nTezy1meG0FdW4Xz/77MW6feQnrcgcQMpp4v2Ag/x41hZjFRMhooN5hZcWAfMJ2JxdecjlrC/rQbrGgyTKqJNFhNhM0mfCZzdQ6XazJzmKX3Q6SjGKy8MyStqMGMQDV7TDpz34eOUYQA7C7QWfmEz7CMXE/VRAE4at0UgYyQFcA43K5ANi6dSvNzc2cdtpppKam9rqN2WzmrLPOIhwO8+GHH37hvNva2vB6vUl/0Wj0C+/zaM477zwAPvjgg6R1gUCg13IEg8nPy+hNZWUlwJduXTo8PubRRx/9TOkjkQhvvvkmZ5xxBlarlTPPPBODwdA19uZoFixYwLp162hoaOhatnjxYlJTU5k2bdqnbtvbefJ6vcRisU/dTjgB1peyLTufJscR3SlliWq3g9iRg+qV+GtdP/yfOCmi8afJo1DlxMpiyCDz15GT4pX19gi0hUlt8ZPaGmRMVSOySQKzobsVBuKVclP87rlD05CBHH8vtVpZgojWlTZeECke1PTwwMSzyQ9Vs25QJjWpzsS0PdhialIWfbx+mhwuNuT3A2BydSmOcBDMJrQjzk1uMMyeFBdqbxMR6Dp5vhCHS9phVKg9Mjg73LICpAYCzN2/P2G1OxxGNsjxoKe3iFGWuoOinsuM3eXZ43awMyeFc3dtxBEJsz03ubvsoI74w0wPOpOv7cZIDCSJd4oG02xL/Mx02O0JrzVJYn1OBoEjuqceed4PK7d2B7C50WNfK/yf4yegNQhrDojrjyAIX5yOlPQnJDopAplQKITX66W1tZXS0lIeeOAB9u7dy9ChQ+nTpw8ApaWlAAwcOPBT9zV48OCE9F/ERRddxOzZs5P+1qxZ84X3eTTFxcUAHDx4MGndvffe22s5euuGFolEuirv5eXlPPbYY7z33nvk5uYyZsyYL1XGoqIiFixYwOrVq9m+ffsx07/77ru0tbV1jdnxeDxMmzaNpUuXoqrJFbfDzjrrLBRF6ZpwIRQK8dZbbzF//vxeJ304LBgM9nqeZs+ezb59+z7n0X41WlpaCIfDXa99Ph8dHR1dryORCM3NzQnb1NbWfurruro69B4V+1Mlj0bCpAb99MYZjiQv1Hu/q61KEuVpHlYXp6MQDzoUQtw2by5BY4/AIqzSEdbR20M41Rga8lEr5QZNZ7QvQNBgYGpNE+nB7mNNC4bpV1cN0V4+w0eMxfFa4uPYmpzWXst+WIvVlLzMZkbWNIpaGwGocXjwm8zx7ndHiEoSlk8J1n3G7u+NdIzGgaiiEFGSfxIMqnrsZ7AdORZJ687MqqqYYyqt1njQ4Qgnv/f+zvFv9mjy+6/o8ePOCLQn59vLZ8P+GQKSw8xa9zmNHCXY+TKsUuik/A6KPEQeIo/PnseJpPfyJyQ6KcbILFy4kIULFyYsmzVrVsIMVn5//MfP4XB86r7snXfofD7fFy7Pgw8+2LWfng4HHcfT4XwOH19P3//+9xk1alTS8qysrKRlr7/+Oq+//nrCsjFjxnD33XcnDZ7/Iq6//nreeOMNHnnkEf76179+atrXX3+d3Nxcxo4d27XsnHPO4d133+Wjjz46auuKx+NhxowZLF26lGuuuYbVq1fj8/mO2a3MbDbz0EMP9brucCB8oh3Zinjk59hkMpGWlpawLCcn51NfZ2dnn5J5ZE4ZTtT0AjMP7Obd/oO7V0RVojrk+gLUOGwJy4HurkyHGeN3/u8643zOOPRr0gMdSMCBNHdCfkgSUbuJVqeZNZIzXsnW9PjA/x6GtfoY2u7DoumEFIWIwcgVuw/SYDXjMxrIadjL7qwMyrJySXJEcPPdnWsJKmZKqtpgdHLyw2rtlnhlvPO4YpLE6r7Z3Pb+MvLbWohJMv9zxuWAxLRdZVhddnw9zs1Ot51JdS2ETUYOunpcszQNFIVau5lqu4U8fwhHTCXfF6TK0SO4kugKQjpMZp4dO4ZrP97Qtbo0JYWgKsensA5pQHdZ4+ON9ORJFSJqVwuNWdUY1+ylpLWF10aNZWtOH04rXcuOnIEgxYOXiCTxced7ZiKGoqmocnydMxzkYHomkqajKkbOPrCFZf1HdWU1sWIf6/sN6nrtDEcY0dBCKBhge1aPz26Pc3yYrOsM8wc7V+vUGI/9czixQGL9oc9WlZjRV2F6ycn5HRR5iDxEHp89D+HkdlIEMhdccAGzZ88mFotRWlrKM888Q0NDA2Zzd7P/Zw1QPmvA82nGjBlzXAf7f5rD5e0tcOrfvz8TJ078TPs57bTTuPTSS5EkCZPJREFBQdKX9cvIyMjg8ssv5+mnn+a9995jxowZvaarra3lk08+4bzzzuvqHgjxgMJut/P6669/ajexc889l1tvvZUtW7awePFihg4dSr9+/T61bLIsf+bzJJwccvffy18u/id/bG7iuZGTUDUdUyDEexkpFPv8ZPqD1Nss1JlN6DpY0Rjd4KXM4yCkKBhknSZ3vEJelpXL4B/+nm/t+AiDplKenp1YcbUYEiva8uFZyzqDGV2n0OtnnLf7rp1ZU6mzWzjotNKnoZ4Ld3xEmlbLzNN+CbIcr8B3jgsxR8LkNnppVizYwgGu3PEh5x/YxOzv/5x2QypZrR3Ue+LXIzmmIWs6kiJhD0VI6QhQZ1Yo8PqodVtYPrgPXqPCXk8mP5vzLSTVglG18vO311Br9fBKn2xSAFckRp3ZSBsy1bkZDG9qxRUOcdBhx280kNnuo8NkImA2sTrdQ4mpjX4dbcwt3cRH2X3Zn5mNLoGKBJ3jZ6yRCC+On0Sd1cWw2mpKU1JZOGYc9mAYJRYlaDISjM+MgKLrWCMxUgNBsiIdVKe4abA7kMMqzo4QnmiUtFCUSYfqGV1WSaa3FbfXy1UX3sR3tr7PlH2rWDzsdA6kpLPd7USPqQxpbWZfdhGjmmrIbveiSjJlGdnEJAPTDlbxf1PPYcGOj3lg9cvsT8nEFg3xYX4x6U2t2CQdZ1Qjsz2Ip72VZ95Zx2slg3h90CAq09JwR6JEFZm+rY2kBgNYIipZ4QhRZyohg4Ivy8z6X6fx4OoIT2+M4j+iYchigHvnGrl1hpUtNSrXvRRkV4OGBKTa4h+pjnD8Y5Hnkrh2gplbZ3z5G0iCIPx3E13Jju2kCGQKCwu7KqJTp05l1KhRXHfddfz2t7/ld7/7HQADBgwAYO/evZ+6rz179iSkP9nt7+yTXlRU9KX2k5mZ+ZVX5q+66ipeeeUVHn300aMGI4sXL0bTNF599VVeffXVpPXvv/8+ra2tXTPRHWny5MlkZmby5JNPsmHDBu68887jegzCyUEyKAx97RqeAp7qWnqsmw/dn5nHfrqeP1WlYQtJbM3Podnm5NEJc7vWe4IRzJEoMYNC85HdngCDrhOLqNBZIbd5/bQrMq7O7lvNFhPvZXm47uOPOG/vJl4ZNoQnx30PKayBUQdZwtPWQWq7H00ykBLsoH+gktRMB/vnnMaqm+aS0yKxo0ZinDHCU+eo9M0wMDiz5xgVC+ACspPKB1OPeQ4THTk1+pE3RhxAHpA8PqWbGXB2pou775j5uoAjW4h7vo+FwHgAuucVjF+bj97O2vsYSI6xVbcBwExGAb9KWtfbue725wsN/PnCT9/7+AIDW3+aPF2+IAjC8SYCmWM7KQKZI40cOZL58+ezbNkyvvWtbzFy5EhGjBhBWloaa9aswev19tpiEg6HeeONNzCbzUyZMuXrL/gXcLg72NSpn7fi8vVzOBxce+21PPTQQ70+OFTXdZYuXUpJSQnXXHNN0vrm5mZ+//vfs2zZMr773e/2moeiKJx99tk8/fTTmM1m5s2bd9yPQzj1/fCPE2lZVMu7S2qZvFdj7cD8hPWp0Ri5oQiKFmONM3n2scIOPzMr63i9IIeYxYg5FsFe20ijx0W1206lzcqY2mbWlAzjtZFjqLZZiBgUiMQwBKL84WwLN09LQ5HTiUajPP30MiD+8Fij0ZiUnyAIgiAIx99JGcgAXHfddbz55pssXLiQxx57DJPJxA033MBvf/tb7rnnHn7/+98nTMGsqir3338/tbW1XHfddUed2exkoaoqf/7zn9myZUtXK9Sp4JJLLuGFF15g4cKFxGIxrNbu/vbr16+ntraWyy677KjPv1m0aBGLFy8+aiAD8ckWDAYDeXl5X6qLoPDNdvd3clCXHqDlYIjKDBdVqfEZDlNCEYiqtMQ05jW3Uu6yU3l4XIgkYY3GmFnVQE4gTKvVzOSaMrZnF7Dl6f5H5JDx9R6QIAiCIPQgBvcf20kbyBQUFDB37lzeeOMNNm/ezOjRo7nwwgs5dOgQzz77LJdeeilnn302OTk5NDc3s2LFCkpLSznrrLP4/ve/3+s+Fy1alDDu5rDx48czcuTIrtcrV67EZrMlpUtNTWXSpEmf+1j27NnD8uXLgfiUygcPHuTdd9+ltraWSZMmcd99vXfg2LJlC5FIL7M4EZ/hS/oKZtk5FqPRyI033sgvfvELANzu7oHVh1uXTj/99KNuf/rpp/Pcc8+xfft2hg8f3mua7Oxsbrjhhs9cJlVVu87vkfLy8hLeW+Gb5Ts/K+He37bQv7GDUb4AUVnmE5uVPm3t5ATDNBMhv/ogDRn5aJJEdizG/JoGMkIR9rgdoGmUu9Npe+DkvvEhCIIg/PcRXcuO7aQNZACuueYaVqxYwRNPPNE1q9mPf/xjpk6dyosvvsgrr7xCW1sbDoeDIUOGcMMNNzBr1qyj7u/pp5/udbnBYEio7N5///29phs5cuQXCmRWrFjBihUrkGUZq9VKVlYWY8aMYd68eZ/aBe6FF1446rq5c+d+6pTEX6WzzjqL5557LmFq47a2NtasWcOgQYPIze1lVqdOhwOZxYsXHzWQ+bwikUhXYNVbWUUg8801YHQmGa27iKRnYYhJbLeauKiqjpxQfPrNj1PcbMjsnvSizmhkq8dFgT/I0j45TK2tZtVTnz6luyAIgiAIJydJ14/ykAZBEIRTgKbp3DLnberzitlmNfGtypqudS/kZ1NhT2xdzYxEGdvhZ6/TwJiaOha99uUmyYiPkYnfJBFjZARBEITjZYv0l6Rlo/SbT0BJTl4nxQMxBUEQvihZlhhWU8l2lw31iAc6enp5OKJdVUmNRils8X7pIEYQBEEQvirigZjHdlJ3LTsZRaNR2trajpkuJSUFpfNp1YIgfLUCdgspHfV8nN+P1iojKdEoAJNavOxx2gl1fhd1CdJ1DSmqctMNBSeyyIIgCIIgfEkikPmctm7dyo033njMdIsXL/7UsSKCIBw/K86cwZBt+1lX0J9nB/ZhZnUDWcEQh+w2ohYjsc6ntmsmA+4WL3ucFv4+VwzwFwRBEE5eYrD/sYlA5nMqKSnh0UcfPWa6tLS0Y6YRBOH4WPG/hdw2ZxtTKg+wtrA/r/XLJ7+9hVRNI+jsniI8wx+kNRJh7b8Gn8DSCoIgCMJnIQKZYxGBzOfkcrmYOFH0qxeEk80fV5zNC/1e5HLbNoYEdjOjci9I8PCk+Twy6Rz6tnWw3+rgn/9PPB9GEARBEL4JRCAjCML/Z+/O46Oo78ePv2bvTTb3QRJIwn3fICDIjSAgIChirSdFodoWbbX6U0E8qqitR7/1oFZppdriCSkIKCqHigf3fYQzgUDO3WST7Dnz+2OTkM0GAgQIgffz8dgHmZnPfI5N2Nn3fI65LOh0CkfDjAzfVcDnva5ifdPW5IXb+CmxI8WKkR+bJPLl0FLadI1v6KoKIYQQdZKhZXWTVcuEEJeN4e8OwWXQMWbDUQb87Gbk98W0PlpMmdnA7c3KGDQiqaGrKIQQQpwRWbWsbhLICCEuGz37xeH87Ab2JUSwt0kM/+3TnuWdm3N3cin/+HWThq6eEEIIIc4jGVomhLisjLw+GXLvAODuBq6LEEIIca5kaFndpEdGCCGEEEII0ehIj4wQQgghhBCXGJkTUzcJZIQQQgghhLjEqDK0rE4ytEwIIYQQQgjR6EiPjBDiivHzETf3vpDF4fg4okpctDhmJyasnE/e7dnQVRNCCCGCyGT/ukkgI4S4Irh9Gr96KYuiqHCeWvYftsc2pWvuEdod9DGpyMUnn16NoshFQwghxKVB5sjUTQIZIcRl7cn38tj5v6OM2bqZ0U3ieadPL3435m7QNFA1dKpG97w8kv5fHl//LoZOKcaGrrIQQghx2Th69Chr1qwhNzeXG2+8kWbNmuH3+3E4HERFRaHX6885bwlkhBCXrWH3HKLFsRN81bUdn3Rth8nvw60YAre5fCqoGiqwMS4egwH6v+nE8UxMQ1dbCCGEaPRDyzRN4w9/+AN/+9vf8Pl8KIpCly5daNasGU6nk+bNm/P000/zwAMPnHMZMtlfCHFZysl34TKYea9vV4rCrWiKDrfBBDoF1EBvTHU+H2hK4INXCCGEaGgaSsirMXnppZd47bXXeOihh/jyyy+Drq9RUVFMmjSJTz75pF5lSCAjhLgsffBVKXkWI2Ee38mdmkZbeylNyt1g1INBV/EKXBxKjFaSHz5BSbm/gWothBBCXB7efvtt7rjjDp577jm6d+8ecrxr167s3bu3XmVIICOEuCz11+dy29qtmFS1al/HIicuReFEuCXQM6OvCGQizRBlJsZZRjt7DmlPORqw5kIIIURgFHTNV2OSlZVF//79T3k8PDyc4uLiepUhgYwQ4rLkNpjoeKyAfscKqvalOF1khVuCE2qATwODjvJwM0knynnw25Xk77Rf1PoKIYQQ1TX2oWWJiYlkZWWd8viGDRtIS0urVxkSyAghLkv+XCexRcV0P17ILbsO0zOngPjSUq49dIzE0vJaz/EZDQzMPkz/A8dZOTKDBwd+jbfMG5Ju7foS2j+bT++/FrG/6EK3RAghhGh8Jk2axFtvvcWBAweq9lU+5uCLL77gn//8J5MnT65XGYomM1uFEJcZzeOj6/TdPLF8K9vSm3IkLYHmjhIsvsDcF5+i8K9OrTgQEwEKEGYARUHv9pGY68Cv08iNiya9uITbvtnCMz8MQ9Hr8PtUrHPL8ZqMxJSXkugsofOxY3Q85MRptZLZKpKMeV0atvFCCCEuC6uVd0P2DdamNkBNzo3D4WDQoEEcPHiQgQMHsnz5cq699lqcTifr1q2jR48erFmzhrCwsHMuQwIZIcRlJ/0POZTYLAzecZi1bZrT/1g+/bJzg9JkRkewsFMaZbawqpXMdHllwYuZhRuJMGhM3byJ3Cm9+E9mxZwaBaj28Myo0lImbd6CtVTF1yqGeW92uzgNFUIIcdlaVUsgM6QRBTIA5eXl/OUvf+Hjjz9m3759qKpKq1atuPnmm3n44YexWq31yl8CGSHEZSf2kVyK4mKItTspjLBxy9ZMuuQGjwHbExfJF+2TOB4ZDZpGWKmbMmctq5UlhjHxx6181qdLIOBRTj1GuXl+PscjIvDqDbQ5lsP8h5Lpl2Y+z60TQghxJbgcApkL7awfiLl+/XpmzJgRtM9qtZKWlsaYMWOYMmUKBkNoths3bmThwoVs2bIFu91OREQEHTp0YNKkSQwZMiQk/Zw5c1iyZAkrV64kOjr6lPWpTHcqEyZMYNasWfVqX3Xz58+nS5eTQ0c+/vhj5s6dS3h4OCtWrMBisYScUz3PyZMn88gjj4SkKSwsZMyYMfh8Pnr27Mnf//73qmP33nsvu3btYu3atVX75s2bx9tvv817771Hx44dq/avWbOG3//+90ycOJHHH388pByv18ttt93GiRMnWLhwIU2aNKnjHTlZh40bN1Ztm81mIiIiaNmyJb1792b8+PHEx8eHnDdu3DhycnJOme/TTz/NmDFjgur/3//+l0OHDlFUVERkZCRNmzalW7du3HnnnSF/Cy6Xi08//ZSvv/6aAwcOUFpaSlRUFO3bt+faa69l9OjRtf49isvb4KOZbPensj828Pd9zGakS3CHDEvbpVIQGR7YUBTKbBbwucHlC06oaeTFGkksKSb3NJ9FAIeq/R/Y3awpw/7lJsJbSlRZGVenKPzr903r2zQhhBBXiMY2ub8hnPM3vFGjRjFgwAA0TaOgoIClS5fyyiuvcOjQoZAv0K+//jrz588nOTmZCRMmkJKSQkFBAcuXL+ehhx5izJgxPPnkk+j1+nNuyKOPPlrrGLvU1NRzyq+yfXXlt3jxYpo1a0Z2djYrV67k+uuvP2WeZrOZFStW8OCDD2IymYKOff7552iaVq/3AGDQoEGMGzeOzz77jKFDh4Ysezdv3jz279/PnDlzzjiIqWQymXjiiSeAQEBUWFjIli1bmDdvHv/617947LHHGDVqVMh5TZo04f777681z27dTg7B+etf/8p7771HmzZtuOmmm4iNjSU/P5/MzEw+/fRTrr322qBAJisri5kzZ3LkyBH69OnDXXfdRXR0NIWFhfz000889dRTHDhwgJkzZ55VO0Xj9dOWQn7xtp2SxBbkxcYCEOssweKz88SwXkS5PQw5cIxyPxTYaunOthkCgYxOAbMeFIVIl4tv23UMTVsXnUK51UK51UJuZCSZfo2lswtItTsYs2MHPzZvweGoWNofzWFbUhPivCoOg5FyoM/RQ6jNohg5IolxV9tIizfVWdz54vVrlJb7+H6vG4+jjN0FCs1bhjOkuQFvvpM9OT6Sdx5mcWk4xa2aEpaTS2yEnuFN9cQm24hrHY3BqMevauw7XEbWcTcdoiEuWs+Bdcew9G9Fq6RAe1SfD0VTUIz1+9wTQojLUWMfMjV1at29R4qi8M4775xzGeccyLRv3z7oTvrkyZO56aabWLRoEffddx8xMTEALFq0iPnz59OnTx9efvnloB6LO+64g2eeeYalS5eSkpJy2p6QuowYMeK0PTdnq2b7arN371527drFU089xQcffEBGRsZpA5khQ4awYsUKVq9ezbXXXht0LCMjgwEDBvDzzz/Xu+5/+MMf+Pnnn3n22WdZuHAhERERAGzfvp0FCxYwZMiQ09bzVPR6fa3vSWZmJjNnzmT27Nk0adIk5KFH4eHhdb6XhYWF/Pvf/6Zjx468++67Ib0oZWVlQdsul4sHHniAo0eP8uKLLzJs2LCg43fddRc7duxg586dZ9FC0Vj8fYOb6csATQNVJbbEQWqZh1KDlQOxSYE5LC4/KGD2e/iibVcA7FYzizo2B4cLfGrgOTLVGfTozXr8NlPVELJizRBIa9AFyjvN0LLT0RSFAr2VglgrxV3CGbL1CMZYB5/36YKq03G4Ip2iaSxKS8Dq8ZD3+REiZy1hb3wsm5NS2ZqUTKnVzC9+2MLoXXv46KpOfNc6jajyYkbv3sp1G7IwOax4dAa+b5vK1lYJjDi0neOWcN7udhWHYmLxm/VEKH7iy0pxKkbiC+3sbdIEn9UEJj1KRTNRTaCYQQ8cUkBVGbQzl+c/+RKrs4zhNgsWg4PkkhLsljCORkWzNj6BnJhYWjiOk1KSw4ddB7KoQ1fybVY0gw6UNuj2+oguKyC2tByLV8Nus2BUfSTbHRSbTGxvlkq4q5zXPv43zY96WdSrB+VGI+2O5fJpz45sb5ZESlERv/rxRwbtPMp/evVmZ9MEOuUeZeDhLEqsERyJieJfvTqTHWVDp2kMPLif365dRbHVyvqUNFa2aI9ZM2BAo4mjiPG7trCqTXOMqp9fbvyR6HIX/+g7gOb2An5s1pzticn0OJbN5PXbcfkj+KpPO8ZdBSNf+ZiDfjM/pnZgY7NUvmiVjkfV6JmTzR3lh8m6pjdLjxkpcvnpkrWf23auY39CGuvuGM3DTQspfvUnivwGvhjbl+N2jdtWf0dPUzmr01vxdlI72pcWcu/R3TixobaKp/XkFiT1Tzynvz8hhLjYvv7666pVyir5/X5ycnLw+/0kJCQQHh5erzLO25gbq9VK586d+eqrr8jOziYmJgav18ubb75JWFgYzz77bMiwK4PBwGOPPcaGDRtYsGABU6ZMqQqAGoPFixcTFhbGsGHDKCkp4c9//jNZWVmn7AVq3749Bw4c4H//+19QILN9+3YOHDjAfffdd14CGZvNxuzZs7n//vt58cUXeeaZZ3C73Tz11FNERkby2GOP1buM6lq3bl1V3t///nfeeOONs87j6NGjqKpKz549ax0KVrO3bdGiRRw+fJg777wzJIip1KlTJzp16nTWdRGXtmyHJxDEQCCoUCHJayTBp3EkylS1AhmqBm4fOZE1PlMUBUx6cLrBHPq3prfq8Vf/4K3Iy+Yo4561m/j7sF6UhllQVBW9z4+iU/DWNnyxtqDHYgCdwoHwWMrNRhzhZlRdcDClVZxTbjLxY4uW/NS8OX79yfzT8wuZvG0zN/z6LorCK/9fJLG5WUuu2/M0OrsZgx8G7cri1l3ryEyKZOqtN+DXVfR6uFWKw00UJ9lA08g1WMDthyg9GHQn7wAqGlWjGrwqaLCmbUuu/90d/OO9RXTPPo4OA0YUEkvLSSwtp8exHFwGIx/1HkJ2dFuSy0zcuPsIb/XrUPVeqAYDhRGRFNoigxZNOBifAF6VmBIn8U4PloI4bnjgepzWwBwjs9fHL77dzA+t0tmblMQj48aTcG05edE27vr+Z27ZspPVHQM9vGbg7k37eK1/F/LDrcSWlzP0wH50wMQd2/md7TsevuFOnBYrzqh4XhpyLf/+77/pmHcAHXDHL+7gtc8+YsId9/JzanMA9iU0Ic8Wwb//uZB+WYdo9kkWm5PbsK5FIEhuk1dGStFe/tyzMxnp7dlf1pzcHCO5ZgOYYX1ULKubpbNt/hN0OJHFoNvv46kTkfzl+qspKTfwwxuvkFBaCsCYb/fw3XA/i9p1pfv2/ZjUctiaxYFFWQx+ox/po5uF/r0JIS47jX1o2aFDh2rd7/V6mTdvHq+++ipffvllvco4r8+Ryc7OBiAyMhKALVu2UFBQwODBg4mtGOZRk9lsZvTo0bjdbr777rtzLtvhcGC320NeXm/oMyDOhMvlCsmrtOIiA+DxeFi+fDnDhw/HarVy3XXXYTAYyMjIOG2+48eP54cffiA39+SA/YyMDGJjY7nmmmvOqa616dOnDzfddBPLli3jm2++4a233uLgwYM8+uijp/xd1Effvn1JTk5mw4YNlJcHP6NDVdVafzd2u53KtSaaNg3MHVi7di15eXl1lvf1118DMHHixPPcEnGp6/mPap3tmobJp5Jc7sFhNlAUHX4yeNApJHjKmLhjPR1PZAfl0T9rH1v/8QSJxcELAOhUDas30JODHjAogX/1Ck6LmVeH96XUp4MSLy1zCrl2xyG8egNoGha3C5Mv8HkT7yyuvedGrwvsVxRy4iMps5pPO3ZA1emCghiAKRu28Oagq6sFMQE+g4F3rh5CHJVz0jRslPFBx+4ng5hK5RXzgBQFIkyBYXSGGpeDyiBDJaiOReFWnr5+SKB+hA4Js/i8tDuehQ4w+P182zwp9L1QlJCV3wDQK9hNVq7dlMkn/TtUBTEAbqOBA0lxJ9PqFPKiAnfy7vhhPdtTWwRlZVQ1+mYFPmcf++qLoItdE6eDYXu3BdJpGorByGcde6MDNjVtRqcTx9mTkFgVxFT6plVbTsQbiSPwGbUluU3Q8XCfn94n8on2+TFokFdjyNyB6EQ+a9OLftmbaVVoJ6NXWw40ieHWDRuqgphKv/vhO4btPYJJVU/u1GDnP/YhhLgyNPYHYp6K0WjkN7/5DSNHjuQ3v/lNvfI650Cm8ot+UVERmZmZvPDCC+zZs4dOnTqRnp4OBIYcAbRr1+60eXXo0CEo/bm48cYbGTFiRMhr9erV55TfvHnzQvJ69tlnq46vWrUKh8PB2LFjAYiOjuaaa65hyZIl+P21rHxUYfTo0ej1+qoFClwuF1988QVjxow575PSZ86cSWpqKs888wzvv/8+o0ePZvjw4ee1jOpat26N3+/n6NGjQfsPHTpU6+9mxIgROBwOAGJjY7n55ps5fPgw48eP55577uG1115j5cqVFBcXh5S1f/9+wsPDadascdyZLCwsxO12V207nU5KSkqqtj0eDwUFBUHn1Fwkoeb28ePHqb7o4JVSRnmNufh6LfDRbrcYg/ZP3vojWS8+yKcf/I0drz3O3xa/B0CnE1l8+cELdMk/yqp5TxNd5qw6p4ndiVuvA3211ckUJfBJadajWQ0QYaTX8QMUGXSs6Naq6gu5x2jipSUfMGnrj+TbIoPreJrPhNOqZVFJvaqxJ6n24UVevR4DgWBKQUOHitVXy82c6tfCyuAqJI0SKL+WOuxMriy/9ijMoAbaq2gaDusp5vecYoiepiiUmk3kR4TOeaxtX+U53lrmF5ornhuU6CwJORZdfjJwMKgaTpMZDSg1mbB53LgNxpBzANwGPToCwYWvZoAIGFUVHYF3prZ3p9RoQq/5Cfd6KDcFygj3eELShXk9WLyhfzeuYneD/x+UMqSMK6kMceF069aNNWvW1CuPc/7mPG/ePObNmxe0b+jQoUErclX2YNhsttPmVTk+zul0njbd6bz44ou1jrNr06ZNLanrNnHiREaMGBG0Ly7u5N3AxYsXk5KSQq9evar2XX/99axatYp169adsnclOjqaQYMGsWTJEqZOnco333yD0+lk/Pjx51TP07FYLDz11FNMnTqVuLg4Hn744fNeRnWVv+eav8eUlJRaV1Crfg7Aww8/TKdOncjIyGDbtm1s2rQJCCwycMstt3D//fdXLYbgdDqDfh+Xupq9YDX/T5hMppD2JCcnn3Y7KSnpiizjvzfA9R9SFUCUG/U4jHrCq33pM/p8vL74Pcz+k1HP/T9+RUyZg3F7NhDmDXxx7JB7lOeXfcCvb7wX/Co51rBAL0xNNYaa6c065nz3Kb+bNK1qt6rT8cR1kxmxd3vI6RFuF/awU40D1uAUd9mMfn/IsLWPenVl+K59bEqrsQKaqjL1p28oIPB+qij40XPX1g38o/tVOE3VloEOq/Yl3e0LLHDgrzFnSNVOWbWeR44FsqEs5LBfUdjXJFA3v05H15xCsqJruQZUfvmo/t76NRRNIzMllmHbDrG2Y/OgU6JK3UHnK5qCpsC7/a/ijp93sql565OHgc0pgVXkFnfqwu0b159sGvBD87ZV22V6uHbfThTg6kMHef2awUxb9y0tC/I4EJdQla7z8WO0Ol6CnRiacIJ2eYfZVq1XxqcobEqIw27Q08ztJcqv4jCcDHYi3OXckLmRzJjmrG+WwmOfrWV7WiIfd+vG71etwlQt4P1vl+581zKF/oeOBb0H7aa0xGw++bu8XP+fSxlSxqVSRkNS607SqH355Zf1ehgm1COQqfyi7/P5yMzM5L333iM3NzfoA/ZMA5QzDXhOp2fPnud1sn9aWhp9+/at9VhOTg4///wzEyZMqBpOB5Cenk54eDiLFy8+7TCxcePG8cADD7B582YyMjLo1KkTLVu2PG91r65r165Vdasc8nehVP6ea/4eLRbLKd/L6hRFYezYsYwdOxav18u+ffv44Ycf+M9//sN7771HREQEd999d1UZpTWGYogrw9h2Zq5JdfNtNoEvw3qFAxZI9qjEO93k28wkl9hJKA29C6/TNCI8rqB9e+OTCXN7KdMqvsSrpxnrVeFIVBy/H39XyP4SSxhdc47wWdc+QfsHHNrL0vbdA6uhQdWt+tZHC+l+JJ/VXdPA72PU7s1sS04jNzISs99Pk5J8jH6Nb1u1x+T1EVHqJrzER/JxJ/0zD/N963TQNOLKSvjjV4soMsTjTApjf2wC84b04b4fV3Pr5g2s/OAf/LnfIL5Pa86xxLjAXB1NA6+K4nAF5uU4vWAzngws1GpRjFKxrSiYvT6alJbyq6kTiHWV8NgXy4gtdVFiDsdjMLOjaSsKwiNQ9QqqXk/HE0WsapFEqbla3hU9PUavH6vPR5nRgA8dep+K36hna3ocTy39mPwVZhb274rXoKdJYTHrWgQCJJ2qcvPGjVy9/ygvjBnOf3v3wKcpjNyXRak1AqfJSEaHFhyOCsfo8zG/d1+uPnSQ5JJiTkREMP+qQWxLaoqmgF/18cjKb8mP0vHI6An86qfveWL5MmZfdz3PfrmED7r1ZkPTVLodO8rDX61mm60l37VJI7WZixuXfY3J72ZzSmsOxMWxrGUahWFmUouLmLh3C0fad+ArQzQOFLrkHWHOd4vYE9+K5yf9knf8OwgvPcGf/reShcN7MeOXt/LgV1/ToryEVS3b8H/9BpHqKiE6sgydZsEfH0HrX7Skw6/O7eacEEJcbE8//XSt++12O2vWrGHjxo08+uij9SrjnAOZ6l/0BwwYQPfu3Zk2bRrPPfcczz//PBAYagSwZ8+e0+a1e/fuoPSXuoyMDFRV5bPPPuOzzz4LOb527VqKiopOuXDB1VdfTWJiIn//+99Zv359vX+Jl4rMzEwMBkPVfJf6MBqNdOzYkY4dOzJs2DAmT57M4sWLqwKZVq1asXHjRrKzsxvN8DJx/qy9q+ZDJq0ct/to/koZeH14XX4OR8WR7ggeQvDK1aMZdHgHq1t1xur10NRewD/6DsejKSfHAamAPxAgAbVO2m9dcILjUaFzzZKKi3j0mwz2JSTzYbe++PQGrt2zDaPPx5B9e2leWMDRqGi2JyfjNprpUpRPpKGc9LwTHI2M4tvmHWibc5wyvZ5mjny8aOxMbs74aCcWv47BbXz07BSDoh/ChHA9G3JV1m52YPP52Dx1ApvzinHllzKqhZH/9rGQdcu17Mvvg1JUSjNnNAP0RqLKCnHkluC1GNAlhOPSqdw2JJIIo49IzcV/vy1hxQkrhQYTJk85rYqKyImKQdNr9Dh2iA7HcvipaQsOh0WTGRlJ3/seJMJdzoStu4jWPEREKuR2imdfmQXyylHVUsZu2UqYz83upEQ0ix5b02janziKp7AUf8c0lKRoDhwtpZ3ZS0S0GWtBMesHd6LFgEieS7bjznPTRldEh7EGIhLDyXd6cYzqQJPwdnQ7UMxV10ahL2qPqclVlJR4sLvhoTAdxvDKnqd2MO9JNE0jQVF4SdPQBf1OA8Oh7wIgsIR8ZV/7L6rSNAF6AnByeZGJDAIGVWy9WrU/Gmhe468joSrXgQC0gmf6ATCjqg49qso8We7ph2YLIS5fmq723vrGYs6cObXuj4mJoVWrVrz11lvcc8899SrjvE3K6NatG2PGjGHp0qXccsstdOvWja5duxIXF8fq1aux2+219pi43W6WLVuG2WwOeebJpUjTNJYsWULbtm1rXR+7oKCAl156iaVLl3LbbbfVmoder2fs2LHMnz8fs9lc67NXGpsff/yRnJwc+vTpg9Vay/M56qF58+ZERkYGLQIwbNgwNm7cyOLFi0/5jBpxZUmKNuB6KhI0jZtuOsZdE3/Ffz6eR5LTQbnByOzhk/gptRWpj7+FWjmfQqsYPqWpKC4/mlIxX8SjMnrvLkZl7qFMMZAbaeH9fv0oNlu5ddN39Du8l29bdggqX9FU3vvPm+RExrCyZUeuPriXRGcxhyITGLZjH/j9ZLVqwrgEJx8/EkVkpAmo7fk0lc93Sq+zzd2bwq96JFTbEzxkItAfGzge3Ed0aoOuqp5HDJBSbftUNykigLNdFrhm+uo9xk2AU/c8VK9heseKraTA+ZGRZk7V91y5DKjuFPNzhBDiUqI18o8qVb3wg+PO6+zyadOmsXz5cubNm8cbb7yByWRi+vTpPPfcc8yaNYuXXnopaAlmv9/P3LlzycnJYdq0aRdkNa3zrfIL+5QpU0Lm0FR6//33ycjIOGUgA4HFCSp7L+ozpO5SkJmZydNPP41erz/nZwHl5+dTUFBQ68IQmzZtwuFw0L59+6p9N9xwAx999BELFiygU6dODBkyJOS8Xbt2sX37diZPnnxOdRKNlKJQbNVTTjipD/2FzrnHOBweRZHOAuVeVL2JqsW2KpdpLvEFRqmpXtrZ87lty0Zm/LgOg6rybs/elOhieOzDtYw4sp72ZbtxG4y8NGQ8mQknx1L3O7SP93v05+OOfSi1Wig3W/jTCCMfX21B7qoLIYQQ5995DWRSU1MZOXIky5YtY9OmTfTo0YNJkyaRlZXFggULuPnmmxk7dizJyckUFBSwYsUKMjMzGT169Cm7lt5///2geTeVrrrqqqCnwq9cubLWCUOxsbH069fvvLVx8eLFAKd8dknlsX//+99s27aNLl261JomKSmJ6dOn17s+GRkZfP/99yH7O3TowIABA+qdf3V+v5/PP/8cAJ/PR2FhIVu2bOH777/HYrHw7LPPVs3Jqa60tLTqvJpat25N27Ztyc3N5Y477qBz585cddVVNG3aFK/Xy969e1m+fDkGgyGo58VisfDqq68yc+ZMHnroIfr160ffvn2JioqiqKiIDRs2sG7dOu64447z+h6IxmFvQgLN8xwkOJzstcZR5tcFJrMDuMsh3gqVS+P61aphZX6djv2RMfxi8yYMqoqKwjuDBtDz4EH+O7wtP56IZXXb39KiKI+jUcFDR9c1b0uJEknaiXy2/60FOv0pVusSQgghzkBjG1p25MiRczovLS3tnMs8v+v9AlOnTmXFihW89dZbVauazZw5kwEDBrBw4UI+/fRTHA4HNpuNjh07Mn36dIYOHXrK/ObPn197xQ2GoEBm7ty5tabr1q3beQtkHA4Hq1evpn379qSkpJwyXWUgk5GRccpA5nz5+OOPa90/adKk8x7IeDweZs+eDQRW/oiIiKBly5bMmDGDcePGER8fX+t5J06cqDqvpqlTp9K2bVuaN2/OI488wo8//sgXX3xBYWEhPp+P+Ph4hgwZwi9/+cugHhkIBM4ffPABn3zyCV9//TXvvvsuZWVlREVF0aFDB+bMmcN11113Xt8D0TjMuyWGez/QiCorISe8lr/LMm/gAZAAvuCub7fByNpmLblu3z4+6NyLJvYC/vHJQAx6Pa7jDr4e+BoLe/bnUGwCLfPyibeX4bRa6b/zCCciLCz8X90LWwghhBB10XR1p7mUNG/evGoI79k43WNL6qJoWi0PCRBCiEbu/b9spvDv2/jduHGhD/SwGiDaEpgjU+wNWans87f+Q1i5n5fHdeHlF3vQKj143tcfpn5F+w372BuTiMlmIMxSQlz/En71219hNNb+/BEhhBDibHxuWRCyb4zr9gaoyZn55z//eU6BzJ133nnOZZ73HhkhhLgUxCVZ2a/EgFEHnhoTDiufo6IoEGkEh6cq2Bmx6xD7YhJo80BTFs/qXWvef3l3OBB4uKzX663oOW5kt86EEEJc0jR94xpadtddd130Mq+IQMbr9VY9Qf50YmJiqh64eCVwOBx4vbU89bsai8XS6BcjEFemhBZxfN/RjWIxoun8gSFkOgXCDGCq9v+8IpjRu/2klpThaBbLnhPh/O4UQYwQQghxMaiNbI5MQ7giApktW7ac0WpaGRkZp537crl5+OGH2bhx42nTXH/99adcB1yIS9mGYj2lYVbSi8s4FBUOZsCgBHpoamiXX8KofUf5b5fmtN1+iJc+k3kuQgghxPnw3XffsXHjRhwOR8iSzIqiMGvWrHPO+4oIZNq2bcvrr79eZ7q4uLg601xOHnzwQYqLi0+bJiEh4bTHhbhUXd8rjK/fKMZstdDKWc7uGBvHIy34qz2wHgBNY+CBQyxr3Ryv18e7Gd0xGa6cnlkhhBCXpsY22b+mwsJCxo4dy08//YSmaSiKQuXU/MqfJZA5A5GRkfTtK3dYa+rQoUPdiYRopFISzCxpm06/XDvx6Ek1uygzaxTpbIFJ/jpAgxaFpRTYrKg+aOPIw2S49J9nJYQQ4vLX2JZfrunhhx9m69atfPDBB/Tt25eWLVuyYsUKWrRowSuvvMK6detYtmxZvcpo5LGeEEKcmvPP8RQmWyhzF6NzeXFYrES5XIGJ/X6Id7rpllvMifBoSsINvPB4y4aushBCCHFZ+Pzzz5k+fTpTpkwhIiICAJ1OR+vWrXn99ddp3rw5DzzwQL3KuCJ6ZIQQV66NLzQDmnHsaBl9/lpC2yI7qsGGXtWIdXvR0Dhu1nPoSRtWowwpE0IIcWnQGneHDHa7nU6dOgFULRzldDqrjo8cOZLHHnusXmVIj4wQ4oqQ0jSMR5vk4lB0lOlUzD4vdqOOfWEGtjwbL0GMEEKIS4qmU0JejUlKSgrHjx8HwGw2k5iYyJYtW6qOHz169JyeO1Od9MgIIa4Yv/l9J37T0JUQQgghrgCDBg3iyy+/5PHHHwdgypQpvPjii+j1elRV5dVXX2XUqFH1KkMCGSGEEEIIIS4xauPqgAnx+9//ni+//BK3243ZbGbOnDns2LGjapWyQYMG8X//93/1KkMCGSGEEEIIIS4xjW0oWU1dunShS5cuVdsxMTGsXLkSu92OXq+vWgCgPmSOjBBCCCGEEOK82rlzZ637o6Ojz0sQAxLICCGEEEIIccnRlNBXY9K5c2e6du3Kc889R2Zm5gUpQwIZIcQV64csDwN/tYUuv82k0yM55Oa5G7pKQgghBACaooS8GpM333yThIQEZs+eTbt27ejVqxcvvfQShw8fPm9lSCAjhLgi/OtHF7ZZJRiedWF4qoxf3LYK59BnWfvuU6x/8zHuXfs/0v9WzrZ9zrozE0IIIcRpTZ8+na+++oqjR4/y2muvER4ezqOPPkrLli25+uqree211zh27Fi9ypBARghx2XthRQkzlvuJKvfRLL+UuDIv1+7cwoj92wEw+33MXLecm3Zt4Jp/+hu4tkIIIURg1bKar8aoSZMm/OY3v2HNmjUcOXKEv/zlLyiKwh/+8AfS09PrlbcEMkKIy96LX/uwuPwci7RwOMpKvslQFcRUd23mVsrDTIz4a0kD1FIIIYS4vCUnJ9OpUyc6dOhAWFgYqqrWKz9ZflkIcVk74VTRFB12iwncgd4WFdgbm0SKs4i/9b+OJR17kl6Uj9HlQa9qHD7sadhKCyGEuOI19uWXK2maxqpVq1i4cCGfffYZ+fn5xMTEcMsttzBlypR65S2BjBDistb0FRc6sxE8Pkw+FaOq4tXpeHDE7VyVf5TvWnfiQHwUPr0eRVXRvBpFYXpue6eEf//q/CwPKYQQQpytxrZKWU1r167lww8/5OOPPyY3N5fIyEhuuOEGpkyZwogRIzAY6h+GSCAjhLhsFZT5MXlUyk16okq8hPlOzn+JduvpmuOna85WSsxG/n5NV7JjIgA/BVE2Vu4vRtM0lEa2SowQQghxKRg8eDA2m41x48YxZcoUrrvuOkwm03ktQ+bICCEuW9/u9+HR6zBoBAUxAAcjIymtuBsU4fYyadO+wIGKrvy8KBvL9ngvan2FEEKISo19+eWPPvqI3Nxc3n//fcaPH3/egxiQQEYIcRk76lRRDTr0/tDJhKpOodhsrNpOtZeApoFeqTo+/iMfLp+sYiaEEOLia+yrlt14441YLJYLWoYMLRNCXLaiLHo0TcVjNKAqoNNOHrN5PCSWlVdtH4qNBEWBqguFgt9owPqMC50Odt5npF3Cmd1N2pHrpfM7KnpNRVFVWuUdw68oeFqnsn6qiYSwRnY1EkIIIS5BEsgIIS5bpX4V/BqaUaEoOoyo4nIMfg2vQUfb/GL0FYGNy2jgf11anTxR1cCvBZY3MxpQPX7av+bF5i+jbV4+ubZwYv0azYqLiSq3szp9LAXhNh55phS72QI6HSgKfr0BNNiT0ryiQpD4fz4GJmmsufP8d7ELIYS4fDS2oWQNQQIZIcRlK/u4D71fwQ/4jTry4m1YfH68Bh3L4lpwPDaK3scLcZnN2GqOIFMUWhXlMHnz97zddSgFYRE49SY2NUmmfUkZMR4fJZYo1qc3IzfCDCi4tWpdPqoWeFW/EFUcX5sDynNlPNdb4/+NDL/Qb4MQQohGqLGvWnYxSCBznqxfv54ZM2YE7bNaraSlpTFmzBimTJlS6zJzGzduZOHChWzZsgW73U5ERAQdOnRg0qRJDBkyJCT9nDlzWLJkCStXriQ6OvqU9alMdyoTJkxg1qxZZ9S23r17n1E6gIyMDADGjx/P5MmTeeSRR+qsS3X33HMP06dP595772XXrl2sXbv2tOnvvfdeNm7ceMrjM2bMYNq0aWdcf3H5cLpV/re8lBYGHZlxkYEeFl2g90WngMXnx6wouCrG74Z7fYETtUBPTJecw3z/1ixe7jOagrCTyzBrisIxi5lEt48jsWGBIEYFlMqgpVpvDgTGs9W8q6YooDPw2CZ47GcXaH5Q9KBqJBfmY9RpHI2OI8xi5OtfQMdEPSdKVSwGPckRMrVRCCGEAAlkzrtRo0YxYMAANE2joKCApUuX8sorr3Do0CEef/zxoLSvv/468+fPJzk5mQkTJpCSkkJBQQHLly/noYceYsyYMTz55JPo9fpzrs+jjz5KWFhYyP7U1NQzzuPpp58O2t60aROfffYZEydOpEePHkHHYmJiKCoqCto3adIk+vTpE7Rv9uzZNG/enKlTpwbtb9OmzRnXq5LJZOKJJ56o9Vjbtm3POj9xeRj1WjG7Y20klrkDsYWiBCby6xUS7U6u3peFokG5xYJqMrErLiLQg+L2g17H779dis3j5kB0YkjeDrOBjSlRlFiMFUEMVaudgQIGBbwqaJwMcnRKcECjKIGgSdGBXld1LCcxMXCOplGiKlz1ngY6f0V6H6hqYOiaqoLPR4zmRR9mYnIrP9P6WTngAF+ei65pRto1M/LVAT/fHvBzay8D7ROMeP0auaV+UiL0IUtLa5qG36diMJ77Z44QQojzQ5WhZXWSQOY8a9++PWPGjKnanjx5MjfddBOLFi3ivvvuIyYmBoBFixYxf/58+vTpw8svvxy0qsMdd9zBM888w9KlS0lJSQnp6TkbI0aMOG3PzZmo3h4Av9/PZ599RteuXUOOASGBTNeuXenatWvQvtmzZxMbG1vr+WdLr9efl3xE4+YsV/l+m5vcQi+vfu3mmKpDM+k5ElktkNdBep6dh5d+j6liJTOvTsfL1/fDaalYwcyiB79Ki6JcAEbv38K/ug0KLkyvUGKu9mW/tmuNTgn0zFSq9mNVekUJ7rFRCAQplZ0uqgbGagGQVtEIDfBpgIEioxG8Cm/uNvLm/oo8NQv8oIHfFwiKdHqe2aKB5gkET5oGqg/F6yfGXYZXp6dEb0IPaCYdZsVPudEEKNjc5ejQ6JO1n15HMlnWpjfZYTHoNZVyiwmn1QxAp2OHmbBrAxubpPJl+x74DQbQNHpk78fm8XAkrgkFYZE4FR0GjxeDx4tN8XHLlu/xGwws6nIVORHRgfZrGnq3l3C/l+alhfRzFZHaK5WkXvH0TNaxLVejSbjCyJYKOrnQCyEuU5fD0LLi4mLeeOMNvvnmG3Jzc5k3bx59+vShsLCQf/7zn4wfP57WrVufc/4SyFxgVquVzp0789VXX5GdnU1MTAxer5c333yTsLAwnn322ZCl6QwGA4899hgbNmxgwYIFTJkypSoAEkKEysz28rtXC7GXauyODSfJrVAQbsRj1IMG+jI3Oo8Xb7yNkdsOVAUxRWEWFvdsS6HFWjX0DEUBvQ6TL/AMmSm7fmTrd2m8dtUoyg0mVJ0CLj+4fRBmBNNZ9l7UvDAFzaGpcUynBPZVD3z0BIITswGdqnJVVi5uo4HNKXGBwKeyDaoGlfN+/BU/G3WBXqnKMk16bvx2Kwu7tIFIHX5DIEgqV3SBgAJwhgXm8Kxs25WVrYNvSJyst8a+xKZYt//A2jZd8RuMVfXdlNbmZDsq+MxGfGi4UPj7wOtYtODPPLZ2MaPvfpTtyemgKfitZooVC1sjItiqpcERH2R5A4Fmhf5NFVb+woDVeBlc7YUQ4jKTnZ3N4MGDycrKok2bNuzevRun0wlAbGws8+bN4/Dhw7z22mvnXIYMtr4IsrOzAYiMjARgy5YtFBQUMHjwYGJjY2s9x2w2M3r0aNxuN9999905l+1wOLDb7SEvr/fyetBfbW202+34fL6Grpq4CN7+nxNHqYbdYkQjMP/Fo9ODXoe+3IPe7UXRQF/iItztAQKxwKuj+vJ92zSKbNbAF20/VRPynxh2M/9v0E0cjozjNz9/wbp3ZzNl2/fgq5j8ogEuX9WcGqpP9Ne0k70xCrVO+D9jp0mu6nToFIXBh46Dj+Dha/5aTtSC5+toOoVPr+5IcWQYmA2BIW56XWC4m1aj3qGP4jlJUfCYjDw5YjKl5hrPDNA42eageCOw4TEYuWPyfTQpLebV/713MnCrOQzPpK8IyE626/ujGh/sPF3FhBCi8WrsD8R8+OGHKSkpYfPmzaxevRqtxvXvhhtuYOXKlfUqQwKZ88zlcmG32ykqKiIzM5MXXniBPXv20KlTJ9LT0wHIzMwEoF27dqfNq0OHDkHpz8WNN97IiBEjQl6rV68+5zwvNeXl5bW2ccSIEezdu7ehqwdAYWEhbre7atvpdFJSUlK17fF4KCgoCDonJyfntNvHjx8P+lC4kss4cNQFgMugC6xKpjv50abznAxm9S4fmxICNw8OJUSTExNBrRSFrzt2Y+6QG2h+3yuk/Pb/GHzbEyxt0y04XdUyzdX+rfxZx8neEa9aLYCp5UJ0utimZvIaaY9GhrMrLrqWgOkM8gKKIq1gqOVS4K8RmNVFUVB15za3Jt8WxcHYRHofOxDcA1Vd9eF21ezKD2w31r9dKUPKkDIu7TIaUmMPZL744gt+97vf0bFjx5A5mQAtW7YkKyurXmXI0LLzbN68ecybNy9o39ChQ3nkkUeqtktLSwGw2WynzSs8PDCko7Ib7ly8+OKLVflUdy6T6i9VZrOZl19+udZjlcFjQ6vZ81bzd28ymYiLiwval5ycfNrtpKQkKaNCn45hLFpbTpTLS05sOOnFLnSqhqpqaDoFpdqX33VNkwhze0nyuE9+Odao/Yu/SQ8eFYw6imLiTs57cXoC/yoEJt3r9RVzUyrOq5rTooHHD+W+wJAos+FkebUFKLXt03EykKilnk2Ly/BXDt2q3uOiVyrm0ZxexyN5bE+Iq/1gZX6Vq7GdjqahU/21BzPV35taxJWWkF6Ux5rm7QPvQW3vha+i8frgA8PSA7/Exvq3K2VIGVLGpV2GOHfl5eUkJCSc8nj1IPNcSSBznk2cOJERI0bg8/nIzMzkvffeIzc3F7PZXJXmTAOUMw14Tqdnz571nux/qdPpdPTt27ehqyEa0PQJERzN9/PzLg/JpR4ORlppXVJOZoQVf5gJpdhV9b1YU2BZx5YQY6220hiBwKTmcKrKIU02Q3CAEGk6Of+EWpZXrtgNFedrBIakmaulr+2Lfa29KMrJ4Ws1JBeXMfDwcdx6PavTkvD5dIFPdUU52SNUeZ5eCdRHq4gSFIhylvPsf7/mkx5tWTC4e3A7Ks9VAgFbu9yj7ElICQ7SKn7W+/08vDqD+NISHrnuVvzVg5nqb41Wve2Beph8Xt5Y/A+O26KYef0dJ9Oq2slzfRr6cg/+MBMWk4LLB2Y9/L6PjjGtZWCBEOLy1Ngn+3fs2JE1a9Ywffr0Wo8vWrQoZPXbsyWBzHmWlpZW9aV6wIABdO/enWnTpvHcc8/x/PPPA1StzrBnz57T5rV79+6g9EKI2kWG63j1d7HkO/yYDApfrC/jzmUmVFUDVcEXaUHnU9EUBdVqrFqGOUj178NaRVCjaoEJ8rU9B+Zk90tohWoGJCZdxZf4QPoeRw+QY4vmeGRM7edX5aOCqgsEXLrguThmn58hh3Kw+PyARvuCIvbERaJ5FUyqSnxRMcfjo/GYjCfb5PdjK/US5faS5CylwGrmX0N70Connz4Hsvm5eQqaXocOFdWvYFD9DNy/jzaFDrYnNifM5kZRfZTqDKTanUR4/ZywWSkz6VmZ1oEWjnzC3WWAgbSCAvbHxVGur5h7g4biU9F0YPKrGP0+rH438UV2lqV15i99x6FFhNPWV0iq3kWrCD1Wn5dr0zRSYi0kdUrAbTbSPEohq1gjygyR5kZ+lRdCiNPQdI37M+6BBx7gzjvvpGvXrkyePBkAVVXJzMzkqaeeYt26dXzyySf1KkMCmQusW7dujBkzhqVLl3LLLbfQrVs3unbtSlxcHKtXr8Zut9faY+J2u1m2bBlms5n+/ftf/IoL0QjFRwV6Am4abCM+1cPQeS7QNAxGA16rCUXTaFXgoMRqIjc6eMilye/jr5+9y5L2PfmqRSfK9eaTQ5xqTJI/6wn7EOhCqLApNjUwzEwj0OMBWD1uvIoenzGwP82ez6uL32FrUhpZUXGsbt2ZzIQUALpE+mhn9nLz+HQGNDcQbzPwQsgF71Q9uZWT8SuHYIQ+JydY91Psrzm/KLrGdlQd+VZKBjqcYdqA1MjGfXEXQogrwW233cbhw4d54oknqp6leN1116FpGjqdjueee44bbrihXmVIIHMRTJs2jeXLlzNv3jzeeOMNTCYT06dP57nnnmPWrFm89NJLQUsw+/1+5s6dS05ODtOmTTvlymZCiFMb0tKEQVeOXlVx63WYvT5+/f1W0u0l5IdbmDuyD379yW6YWzd9y01bf+DH6DRcafrg+TO+iue5UG1fddUDntp6WKpPxFc1MBuIKCoFs44yi5Gr9U785aVMuTaJb38+RuHePJzhNnp+/ygTY421tM50ju+KEEKIxqKxTe6vzeOPP87tt9/OJ598QmZmJqqq0qpVKyZNmkTLli3rnb8EMhdBamoqI0eOZNmyZWzatIkePXowadIksrKyWLBgATfffDNjx44lOTmZgoICVqxYQWZmJqNHj+aee+6pNc/3338/aN5Npauuuopu3U6urLRy5UrCwsJC0sXGxtKvX7/z18gLwOfz8Y9//KPWY8OGDav6D+D3+/n8889rTde0adOg90NcWf42SsfcxR4ORVgYePAo6fbAxML4UhfTv93KF+3TKTYbiXK6WNS2F//+f/3RuXy0LDrO/sRmJzPyaozctZNYt5/UgmL+07MT2bGVPQ4aqCqp9gJybNH4DIaqZ7CcVDEvxK9CiQfMeh4eH86sayoDkpP/R2cOaw40vyDvhxBCCHExlJWVMXDgQO655x5mzJjBgw8+eEHKkUDmIpk6dSorVqzgrbfeqlrVbObMmQwYMICFCxfy6aef4nA4sNlsdOzYkenTpzN06NBT5jd//vxa9xsMhqAv7nPnzq01Xbdu3S75QMbr9fLWW2/Veiw1NbUqkPF4PMyePbvWdKNHj5ZA5grmOO4i3u3nkKqRXFwadKxNnp3OWXm02HeCu2begD2yYiiW1cx+m6ViPgqgaTRxFnHXxi853LYNA//UF4PdysIVx2iTfwy/BiXhRhKTi8k19kVzubBpKk6zFZ2m4tUqVg/z+gO9MVYD9/XWVwtihBBCiFCNeY5MWFgYBw8erHXZ5fNJ0Wo+nUYIIS4T72108de3i9iQGsc1B49y47b9Qcfj84r5sVkT/nZ9jVXvVA2cXgyqn5iyclY9GkPHJrUN8QoE3JU3Fu6++26MxkC6h78o46/f+/EaDcQV2/nDMBv3DwkjwlzL8sRCCCFEDW91/l/IvhnbxzVATc7Nrbfeisvl4tNPP71gZUiPjBDistUlXocBBZPPz7r0ZFoVFNP9WB4A5YqOtKxCVrRrHnqiAqDRNzuHb//V9pzKfmlkGC+NrNyynlMeQgghRGM1a9YsJk+ezO2338706dNp0aIFVmvo9bA+c8ElkLmCeb1eHA5HneliYmLQ6+Uusmh84qyBJyHbPH4Kw83866qOZJS5MPr96HwaQ3/Yx5DtB3l/cJfgLnyPH51B4e2XZelzIYQQDaMxDy0D6NSpEwA7d+7kgw8+OGU6v99/ymN1kUDmCrZlyxZmzJhRZ7qMjAxSUlIuQo2EOL/SEowUmQyY/SefJlkUFlgh0OD1k9GjNbHOcrruOcqWthUPe/QEPlDNCrSPbdwXESGEEI1XY1+1bPbs2Rd8jowEMlewtm3b8vrrr9eZLi4u7iLURogLoyjWSKTDF/IsGB/wYf+ORLs8dCyw03JDKQ6zia87p2P1uPj8JuMF/wAWQgghLldz5sy54GVIIHMFi4yMpG/fvnUnFKIRy5sdyXW/yuJAhBUMFcsi+zVQNToUFjMo63hV2hM2Kz+7krh+8zqGzB7VQDUWQgghQFNqLuUvapJARghx2Ss0G4kt91Joqb7ymEZiWXnVll9R+KpNU7oe2ctDc/tf/EoKIYQQ1TT2OTJPP/10nWkURWHWrFnnXIYEMkKIy97cX0fw+7870aORZzaiA1SdxoKr2tP1eAERHi87kmIpQ0FJjqZn+/CGrrIQQgjRqJ1uaJmiKGiaVu9ARvqshBCXvWFdwln/aiKj24NN9dIqzM/OXxsYvnsTG5LjWdU8hUKjjgi3k4KHZalkIYQQDU9TlJBXY6KqasjL5/Oxf/9+HnzwQXr37k1ubm69ypBARghxRTDoFf51dxQlz0ax99EIOjQxs2zB1Sy42skAZxZ/HqQnZ24yJoN8LAohhLgEKLW8GjmdTkeLFi3485//TJs2bfjtb39br/xkaJkQ4op229A4bhsqK/MJIYQQF9OgQYN45JFH6pWHBDJCCCGEEEJcYhrbULKztX79enS6+o2CkEBGCCGEEEKIS0xjX7Xsvffeq3W/3W5nzZo1fPrpp0ybNq1eZUggI4QQQgghhDiv7rrrrlMei4+P59FHH2X27Nn1KkMCGSGEAL5c42DB/Fzaxbh4/C+d4TLv0hdCCHFpa+xDyw4ePBiyT1EUYmJiiIiIOC9lSCAjhLiiZW4t5LG5BdgAI3DguIVf3r6fid3KuOnhrg1dPSGEEFeoxh7IKIpCQkICVmvtjzUoLy8nLy+PtLS0cy5D1hkVQlyxHp++i8deLMJG4MOw8pJRZDbx3OEEOj6YQ4Hd04A1FEIIIRqnFi1a8Nlnn53yeEZGBi1atKhXGdIjI4S4Ivm9KnucBiJUFRTwKwpeBVYmx3MizIxO01AVhSav+ljzSz/928iDMoUQQlw8jb1HRtO00x73er2yapkQQpyLBf/JIcxVTFF4FNF+UBWFXdHh+HQ6Rh4rINrrx27Uk2kzM/V1Ly9NURl3dXhDV1sIIcQVojEGMsXFxdjt9qrtgoICjhw5EpLObrfz3//+l+Tk5HqVJ4GMEOKKU1LmZ/53RfSyl5NSppEdE8l3ibFk2cK4/mg+ZjVwFyna66ezoxyjz88b83IZd3X9usCFEEKIy9krr7zC008/DQTmyDzwwAM88MADtabVNI1nn322XuVJICOEuOLc/utdWDQjYSYz5WYTpQYD6cXldD1eSMfjeRxNSsRlNgFgUTX8ikKJyUiJSyXCIlMLhRBCXHiNsUdm5MiR2Gw2NE3jj3/8I7/4xS/o2bNnUBpFUQgPD6dXr1707t27XuVJICOEuKL8Y7mdHXFxDMs8hqbTsTfSRo4tMGTMaTZxLNJGvwNH8CXG4zcYUBWF/TFWEorKGDPjMGv/Kb0yQgghRG2uvvpqrr76agBKS0u58cYb6dy58wUrTwIZIcQV46k7NvDP+FTSil3odQYUn4fj4WEomoZR0zgYYeF4uIX1KbEY/SpDjxVQZjawOTmW5mYDRj+MufsAH7+RRphVPj6FEEJcOI2xR6a6J5988oKXIVdiIcQVwefT+DAikaYl5fTId2D1+FA0iHZ7SHZ7MGgaqWXlrEqJI9dqxqvX8V1SDINz8rF6fQzMyiGh3E1hWCS/vnsvZX0T+OjBhIZulhBCiMuUpmvcgUyl7777jo0bN+JwOFBVNeiYoijMmjXrnPOWQEYIcUV448X9HI5pwujNewj3a3gUBb9OR6rLXfVArQifn2uP5vNBqxQ0RaHUaCDK7eOTf/+VUXt/QqdpbEtuy9/734px1QG2jAujY7qpQdslhBBCXIoKCwsZO3YsP/30E5qmoShK1ZLMlT/XN5CRWatCiMveXbes55sNpZQaDGTGRFBu0OPXKeyOjw75EDT7VWJcXgAiPD6sqka024Ou4sO3S85exm5fiWqN5IXHMhk47QhbTtRv+UghhBCiJk1RQl6NycMPP8zWrVv54IMPOHDgAJqmsWLFCvbu3cuMGTPo3r07x44dq1cZ0iMjhLhsffrEBtQPt/CnnHUcjYnmx45/ZHG3Vhj8fqzlXtoUlRGb5wg6RwHSHCcoNaVwzYlCFGBnk1Ycjk6imeMETUoKKbAloOkMYDTT2q9h+TGRxeFNufvuBmmmEEKIy1BjC1xq+vzzz5k+fTpTpkyhoKAAAJ1OR+vWrXn99deZNGkSDzzwAP/5z3/OuYxLPpBZv349M2bMCNpntVpJS0tjzJgxTJkyBYMhtBkbN25k4cKFbNmyBbvdTkREBB06dGDSpEkMGTIkJP2cOXNYsmQJK1euJDo6+pT1qUx3KhMmTDirLrJzbR9c+DaeLl1lmoyMDFJSUkKO/+9//+Opp57iySefZNy4cadta3p6OmPHjuXmm29Gr9efsl41HT58mGXLlvHDDz+QnZ2Nx+OhWbNmDB8+nFtvvRWrVZ7EfiXzun0Uf3iQ2/Z9jl+vZ/D9c8iJigHAp9dTYtOjK3SCpkG1i0WJUc+2lGRGHc4jucyNV1H4ol3/qjRGv5+4snKi3B68Oh3FZhM5MQl0KMrnrtv2khdmxatouPUKTrOJCGc50ZEqan45pVYbo3qH8diMZJRGfoESQgghTsdut9OpUycAbDYbAE6ns+r4yJEjeeyxx+pVxiUfyFQaNWoUAwYMQNM0CgoKWLp0Ka+88gqHDh3i8ccfD0r7+uuvM3/+fJKTk5kwYQIpKSkUFBSwfPlyHnroIcaMGcOTTz55Vl+aa3r00UcJCwsL2Z+amnpO+Z1N++DitPFCqd7WvLw8lixZwl/+8hcOHDhQa1tPJSMjg48++ohBgwZx3XXXYTAY2LBhA2+++SYrV65k/vz5WCyWC9gScakoLfXj8Wj4fRr5Hli/Io8dHx3gjqM/UW6ysqlpO/bHNwk5z241sy1Ox9GoBNoWOQl3+1jVLB6/Ts+BqHCSyty4DAY8eh0aYFY1vHo9LoMBq8+HUVUx+f2k2AspNpuxaToMHpXsMDMbmsTi0evQx6j0ysmir/0gzTMdDHw/mzUPWXlt1LVsa92USGc5iQUlGHU6VIMep6ISU1aKw2zFbrai6BQURaEwzESkVyPM58fs95NjMRDjKaPEZMDiNxDt03CYDZywGmlaWEC340Xgc7ElNR2LosPm9RHnyKfYrGdXQgpJxW58BhetCo5xKLYJyY580oscbE9qgdXrIscWQXy5Eyc6iiMj8Sh6dD6FUrOePod2k+ByciStNW2OHWFzQlNKzGbaOItpVpJNol+h0GdlS3ITtIgwWp04Rl6npphdClmx0bQx+igp8hPe3ExclJluTRRaK07WFltwFKrs3VFMqbMET+dUjud5UOMiMZeVMM7qxm4MJylcZWwvC3FFBURE6jCUu6GkHJpEQWwERIdDuAUOnoAjedCtRWCfEEI0Io29RyYlJYXjx48DYDabSUxMZMuWLUyYMAGAo0eP1vumXqMJZNq3b8+YMWOqtidPnsxNN93EokWLuO+++4iJCdxpXbRoEfPnz6dPnz68/PLLQV9k77jjDp555hmWLl1KSkpKSO/A2RgxYsRpezXO1pm2Dy5eGy+Umm296aabmDx5MosWLWLGjBnExcWdUT7Dhw/n7rvvroryK/NKTU3l3XffZfHixUyZMuW8119cOlRVY8G/8ln9TTGqCmga4eUubvh2PS3UY7Qvy0QBBhzaRJPiIk5ExgSdnxkbDrGBv5+jkWHg1yAwFQadpuFX4MeUGI5EBXr3mpa46HOsCF+1lWQMqkq5ycJvvlnC68NvQNXpWNskFq8+MPumTcEx9BY//zcs0DPZdsgxdF7Y3bSiJzMxiuGlZbQ5cJy/De2FZjUCkOB0MTC7kLRjeUQX2PEYDWxNTyEnJgq3wYCm17GzSRN655UQ7w7M6YnxeciJDueHti1xR9pp4ShDbzBSpugIVxVy4puiKgrNPBolEWZaFJWSH9uCcoOejNQmpCZ40EWYyYoOZ8SB46T5VL5OT2RXfASDsvJpX1SMu0zH+lZdcZiM3Lp7P2W2dNq5dViLS5m27r+0KjyCBniwUWBIYlHXFvxp0HiOGWJJ1orIcUew3A3tSp2M+DIPhwazU+LZERNDR7uTwTn5RKsa0ZqOycveof/hbfzQtAW/uPEeHo9MoGdBCUnlLo58dJSrD37PjTu+Cv3DCDeDxQQFJSf3/XIgvDcTdDI1VAjRODT2QGbQoEF8+eWXVTepp0yZwosvvoher0dVVV599VVGjRpVrzIa7Se61Wqlc+fOaJpGdnY2AF6vlzfffJOwsDCeffbZkLvxBoOBxx57jKSkJBYsWEBRUVFDVP2M1NY+uLzaWMlms9GlSxc0TePo0aNnfF7Hjh2DgphKI0eOBGD//v3nrY7i0rRmdQnffFURxAAoCsM37iA1r5BWrkAQA6DXNF7/7B8Y/b6TJ2saEHyRMFZkpFdV2hU52ZoQxeHosKpJltmRVnbHRaBUBDsagaFm8c5imhTbSbYX4NEpVUEMQFtnHuuat6va3puYcjKIqfB1pxYsuLozWrgJdAroFPIirZwwK3Q8kEWKo4Tm+UWM3biTuGInCmD1q3SvFsRA4AO9a24xADsSIlE0jSYeL34FSg0GVJ2uYoicQqRHJd8Wi9toIVIx0tynsSfCxi6LheEHT5DuKCM7wsr2JtEMyC6ga64Dk6oR4fUzNCcw1nlVWtOqwGDcji9pVXgk8GsAzDhxRpTyuzG3cywyFoCciBisXg8oCntiItgSG8WRcCs7YiOx+lWGHsvDpFa8uYqejK4jcBlM9Dt6kL//bwF+ncLWWBvlRiOHYiK5Yec31HqZL3UHBzEA76+Fd2sJeoQQQlwQv//97xk/fjxutxsITEvo168fs2bN4sknn6RXr1783//9X73KaLSBDFD1BT8yMhKALVu2UFBQwODBg4mNja31HLPZzOjRo3G73Xz33XfnXLbD4cBut4e8vF5v3SefoZrtg4vbxoulerB2Pnq5Tpw4AXDGPTui8dq5ozxkX9qJfAB0WvBa9Tdu/5mjz0xn3I6fAbC5vEzadYTfr9vFXZv309zuJKG0jBu272fswRNEeXwcDzfTPr+Yq44VklISKOu4zYyiaagEvrBbfD6u3b4eAJfJzLqEaJSKFc4AjkUF9wLVRtMpOCJCh6ruj4sM2tZrGu1y8gAwaAT1DFWyef2gaXj0Orw6HQYNTJoW8oVfU4I//pt4K4I8l590eykAObZAT1TrIic1tS4uJTv85Dy0VvmHQtJ80bozfl3w8NZyk7nq5yyblSMVZSSWuzFoQUlxG80ciww8q2f4wd3oVBW3XodXUSi2WPHqz3JQwcqtZ5deCCEaUGNftaxLly78/ve/x2wOfO7HxMSwcuVKCgsLcTgcrFq1iuTk+q362WgCGZfLhd1up6ioiMzMTF544QX27NlDp06dSE9PByAzMxOAdu3anS4rOnToEJT+XNx4442MGDEi5LV69epzyu9M2le9zhejjRdK9bbu27ePP/3pT+zdu5cuXbqQlpZWr7z9fj/vvPMOer2+3t2V51NhYWHVHQkITHYrKTl5x9jj8VSt6FEpJyfntNvHjx+vWo/9Si0jKclITYWRgV6675p2qdpXarDyReoQlqZez6SfDpKe72DCnmxaFzkxaBqJZW4m7s5i8N4shuw5RILLg1dRGJhdyICjhXTNK2b0gRN0PWEnwu2j2GrhRISNXgd3M/OLT2iTe4ytzVqwKrUp+6IjaFJ+sv5lutDnzOhqPBAsqtRFbElZSDqbyxOyT6u4jvkUcNVyTTsRbgZFIbbcg8WvogLeM7j4VaXRKThNgQAhscwVaIMxdK5dqUFPbLXeoOORoQ8HTbfnh+yr3isW4/YSU5FHgdmEWiOtwe+jiTPwuz4YE4eq06FXNQyaRpjHjcUX+v6cjq/VyXlSDf23K2VIGVJG4yijITX2QOZUoqOjiYiIOC95NZo5MvPmzWPevHlB+4YOHcojjzxStV1aGriLWNtwo+rCwwOTPquvnHC2Xnzxxap8qmvTps055Xcm7YOL28YLpWZbdTodgwYNOquJ/qfyl7/8ha1bt3L//ffTvHnzeud3vtTsPav5+zOZTCE9SDXvUtTcTkpKuuLLuHZUFD/94OT48Yov1JrGNz06csvX62h5QGVvXBJtC46zPH04uWGJFTlYue/rDRQkB0/+N6oa3U8UYvQFejT0mobF6wtK0y3XQb7lZI/CT6ktCCsrITMhmW/aduBgRRAV4/YR6XJitxgpNkTTMi+XAwmB8tML8jlsjIBwE+gVmhYUc8eaLfiAv4ztj1oxLE3RNLrlFAaV79Mp7E5JRANywkz0LihmS2wEHYqcmDSNQouRn5OiiSvz0OdYIZqiUGA0oAPCfX5cel3V6ms61Y9arbfkoDkQFFrMOr5LS2BkZg7pjjI65Dn4MSWO6/cdq7rzVWrQc9hmZeyR3KrzP+84gjZ5hwjzBnqu/Bjpf+A4Qw/u4JsWnU62oaInKMLjpWe+HatfZVtsBCfCLKxrEsPVJ4rQAYqmMm7bN4R7XHh1Oh6+djJoGu2KS9FpGmkOJz+kdefqI5uplULVfCcAUmIwPDi+arOh/3alDClDymgcZYj6OXLkCM899xzffPMNeXl5LFq0iEGDBpGfn8/TTz/N3XffTY8ePc45/0YTyEycOJERI0bg8/nIzMzkvffeIzc3t6q7Cs78y/uZBgOn07Nnz/M62f9M2gcXt43nQ22rUVS2VVGUqqWmo6Ki6l3Wm2++yYcffsjEiRO5Wx7ocUWIiNDzzPOpbN5UytFsDw6/wtY9VubZhtFxz0E2tOjJs1+/Xy2ICQh3e8mn5gwZ0Pv92CPCcet0qDoFoz94rFPlHJHKYOBQXAJvDQrMyfIDuRZjoMfArxGmaUSUBu4MGlQvB+I0ospc9N2Vw7XlR9jeNJET4WaaFBSyKzYCwm0MO5jHvjgbmurl6qzjWBQDmWmJhDlKybOFcSApniKbFbPqZ9ThHI6ZjCSV2NkaY6NcB+nOcsbuPYLVq6L3+jB5y7AarByPspFjtlCi04jy+TEqCiZFxeB30cyeT7YljCgtmoE5Jeh1sCMhgrXJUTRzejG7vWQbDaxKjKBXbjGF4VZM7lKeWLsaW1kp5Yqbde37cSQplYlTHueuTV+RWOKiyBhHRscuNClX+N1Pa9kRn8TuuGSKzCbi3B7aFBZzzGykxGIi2uehQ0EhuyOiWGyIp3lpCeHldv7epTv/bd+Oz1t3Jic8il/s3E6xLQGz309ErI/wnqnYW+mJpmJOTEoMjOwOHVOhXxt44j+w4wjcPADuHg7m0B48IYS4VGmNvANm586dDBw4EFVV6du3L5mZmfh8gRuE8fHxfPvtt5SWlvLOO++ccxmNJpBJS0ujb9++AAwYMIDu3bszbdo0nnvuOZ5//nkAWrduDcCePXtOm9fu3buD0l8KzqR9cOm0sTLAcrlctR4vLy8PSldd9baeL/PmzeOdd95h3Lhx9V6TXDQuRqPCVX1sXNWnck8M0JT8oy0wDP6cX944k5s37UepFrboNA03UH2pDJPLTbnBwKFmyXgMehQUNL8aFOz4FKUqiPEDJQYFAxounY5D4SaaF+XhRwcehYOxkYT5VCLcbmZ++xNDd8eytEMbjsZGUeR20zJGY871ZkYM6oBeX9so39ChWsFCn990bs60Fzm6xnbXqp+mB+3vWPXTTafNr2b7mpzi5+r61Niu4y7e/91z+uNCCHEJa+xDyf74xz8SHR3NDz/8gKIoJCYG31QcO3YsCxcurFcZjSaQqalbt26MGTOGpUuXcsstt9CtWze6du1KXFwcq1evxm6319pj4na7WbZsGWazmf79+1/8ip+h2toHXDJtrHwI5sGDB2nZsmXI8YMHDwalu5DmzZvH22+/zfXXX8+sWbPkQYMCgPim4ZREGBm9/iDftWnGNQdOrojnMpuwaBqaouAwGskJt3LcYqGp202Ezw8ExiKXGwyY/X50mkae2Ui+2USC24dfgXC3Gwt6vm8WT++DRxiYU0znkU14/P4WuL0qZmP14GQyAM8jhBBCXBnWrFnD7NmzSUhICJmbBIEb22ezWm1tGs1k/9pMmzYNvV5fNd/CZDIxffp0ysrKmDVrVkhvgd/vZ+7cueTk5HD77befctWvS0XN9sGl08bBgwejKAoffvhhyEpteXl5fPHFFyQlJdG+ffsLUn6lt99+m7fffpsxY8Ywe/ZsdPKMCFHNw5tuYOKfOpBod7CsQxo/Nk8iNy6aE0kJoAT6aKK8XrwKHI+28GWLRFY3i6O0YnK7X6ejzGjEaTKxPj6adU1iWJkcQ1qJk1Kjnp9jI+mXeZQI1c3Qsdv5472BxSqCgxghhBDi7DX2yf6qqtb68PhKeXl5tY7cORuNtkcGIDU1lZEjR7Js2TI2bdpEjx49mDRpEllZWSxYsICbb76ZsWPHkpycTEFBAStWrCAzM5PRo0dzzz21Dzl4//33a31Tr7rqqqpeEYCVK1fW+suJjY2lX79+F6x9wEVrY13p7rrrLubPn88vf/lLRo4cSWxsLNnZ2SxevJjS0lKeeuop9PrQ1Y7Olw8//JB58+aRlJREnz59WL58edDx8/m7EI1X2xta8soNLbl1Xj553xXTRAl+vohLr2NvXARZkWGgUyg1GSiymLjuUF7VsDK3TiHfZCCltJxrs/PwKwrfNYvlj7EneOiF1syfP//iN0wIIcRlTW1kgUtNPXv2ZOnSpdx3330hx3w+H//973/r/T2tUQcyAFOnTmXFihW89dZbVT0XM2fOZMCAASxcuJBPP/0Uh8OBzWajY8eOTJ8+naFDh54yv1N9ITEYDEFf8ufOnVtrum7dup3XL8+1tQ8uThvrSnf//ffTpk0bPvnkE/79739TXl5OdHQ0vXv35s4776Rjx461nn++7Ny5EwgsvzhnzpyQ4z179pRARlR5akwE1+1QaVscWOEL4GBEGItaNg08wNKngaKBQaHEbKDQYiSuPPDwRrOqMfFoAXHFRWg6Ix92SqNpUQn/79l25/XZUUIIIcTl4v/9v//H9ddfz69//WtuueUWIPCsv5UrV/Lcc8+xa9cu/va3v9WrDEWrvgC3EEJcxiJnlzDk0AnaOUrRAX/v2AK7pcZzXgwK6BRGHsoj2h1YXUUFMmPDiHeWcdxsonesi/lPtQDA6/VWBf133303RqOsjCWEEKL+Zo9eH7Lv6WW9G6Am527BggXMnDkTh8OBpmkoioKmaURGRvLmm2/yi1/8ol75N/oeGSGEOFOOp2x0/k0xVo8fn1EfGsQAaJBY6q4KYgDKDDo2p8Rwz4q9LFrUl/Bw+egUQghxYTW2OTG1uf3225k0aRJffPEFmZmZqKpKq1atGDVq1Hl5KKZcjS8Ar9eLw+GoM11MTMwFnUPSGMl7Jy4kRVHY8XpThk47SOc8J1FuDw5zcDDT0l6K2efHpVOwqIEO60MxYehVlSf+1VuCGCGEEOIUHnvsMW655Ra6dj25RH94eDgTJ068IOXJFfkC2LJlCzNmzKgzXUZGxkVZnrgxkfdOXAxPTY3j3b/5mJCZzUdt0yk36tFpGu0cpaQ63XydEgModClyoioKOxMjaZdXQlrKpb3SoRBCiMtHY+yRmTt3Lp07d64KZAoKCkhMTOTLL79k2LBh5708CWQugLZt2/L666/XmS4uLu4i1KZxkfdOXAyD+kfy7r9zsR7z8/4n87hr4j0kuD2UGvSsTIlF1Sk4jXosPh/HIiz0O1zAdSYHIIGMEEIIcTYu5HR8CWQugMjIyPP+5Porhbx34mJ56y/NefHa79gV15GJu37gX90HBh1vWVyKrayAHUktubmskCdfbtdANRVCCHElaow9MhebBDJCiCuSxWrgcGIMXksKoNGmyM6+6Cj0GrRzOFFUlW/SWzDNVMzTf5EgRgghxMWlSRxTJwlkhBBXrHc+7crUO7bi81kZmFtC3/xSdJqGXtOI9Z3gz29fAyQ2dDWFEEKIRuPQoUNs3LgRoGoBp3379hEdHV1r+p49e55zWfIcGSHEFe/QfgfPP7QXnc6Mqvq5bqyNidPanNG58hwZIYQQF8Kj4zeH7Jub0f2i1+Ns6HQ6lBpD4iqfH1NT5X6/33/O5UmPjBDiite8VRTzPruqoashhBBCVGmMc2Qqb+xdLBLICCGEEEIIIertzjvvvKjlSSAjhBBCCCHEJaYx9shcbBLICCGEEEIIcYlRJZCpk66hKyCEEEIIIYQQZ0t6ZIQQ4hT+1usj8hKa4TWYUTQVvbucJz/vj96kb+iqCSGEuMzJc2TqJj0yQghRi0W/Xk1+XFOa2XOIKy2kmf0Yqc5c/jRydUNXTQghxBVAQwl5iWDSIyOEELVwfJ+NoUk6BxNaAFBAHIqqElNa0MA1E0IIIQRIICOEELU6nJCKyxwetE/T6TD7fQ1UIyGEEFcSmexfNxlaJoQQtfDojbXu1/l9qG4JZoQQQlxYmqKEvEQw6ZERQohaJDjzKYxMpFf2Vrpnb8NjMLIvviX9D/zIRz1ymLJzekNXUQghhLiiSSAjhBC1MKo+frP67ySU26v2tcw/zLL2w4l1lzZcxYQQQlwRpAembjK0TAghaqHz+UDRoWLGTxgqJhQ0EkvzKbTFcCRsWkNXUQghxGVMVUJfIpgEMkIIUcO+zw9wNKE5ES4NFSsaJlTCULHi1+nZkdyBA8ntOGG6s6GrKoQQQlyxZGiZEELU8O6rB+lQWIRB1YL2a5jofHQnzYqO8nXba0gtzCa2geoohBDi8iZDy+omgYwQQtTg04Vj8ufVckQh3OfCVlzOLzZ8Rn5YDLg9F71+QgghLn+qPACzTjK0TAghajD7POxJbE6Z0Ry0X8GLQqCXxqj5iXbZ0XRyoRFCCCEaggQyp7B+/Xp69+4d9Bo4cCC//OUvef/99/H5an+OxMaNG3nkkUe47rrr6NevH9deey2/+93vWLVqVa3p58yZQ+/evbHb7aetT2W6U72eeeaZerev+mvbtm1B6T/++GN69+7N4MGDcblcdeb5wgsv1JqmsLCQfv360bt3b+69996gY/feey8DBw4M2jdv3jx69+7Nzp07g/avWbOG3r1786c//anWcrxeL1OmTGHIkCGcOHHitO+FEDVZPS7M3nL+2XcCexLTcRkMKLjRURaUzuD3U5ZXdopchBBCiHMnz5Gpmwwtq8OoUaMYMGAAmqZRUFDA0qVLeeWVVzh06BCPP/54UNrXX3+d+fPnk5yczIQJE0hJSaGgoIDly5fz0EMPMWbMGJ588kn0ev051+fRRx8lLCwsZH9qauo55VfZvrryW7x4Mc2aNSM7O5uVK1dy/fXXnzJPs9nMihUrePDBBzGZTEHHPv/8czRNq9d7ADBo0CDGjRvHZ599xtChQ+nfv3/Q8Xnz5rF//37mzJlDkyZN6lWWuLL4XF6ivS5K9Waa5+dSZI6mg287OvwhafVoeNo+RFKrvuyNa8m8d/5HfGEWsWWFWPwqruZRZHduQ6fWsSz9PItjCcmU643c8/MymjkKOB6ZwEfdxnA4Jo7tSXHYLSZSiwq5dt8O9kfZaJNfQLsTB3Gaoyk2Guh/YBuFMVF06GQj4XcjiWmThCFZZukIIYS4MkkgU4f27dszZsyYqu3Jkydz0003sWjRIu677z5iYmIAWLRoEfPnz6dPnz68/PLLWCyWqnPuuOMOnnnmGZYuXUpKSgozZsw45/qMGDGC6Ojocz6/pprtq83evXvZtWsXTz31FB988AEZGRmnDWSGDBnCihUrWL16Nddee23QsYyMDAYMGMDPP/9c77r/4Q9/4Oeff+bZZ59l4cKFREREALB9+3YWLFjAkCFDTltPceXxvP0D2/66jXVRzSkMj6TcZMKvQUxZEYdiYGWbLvQ/lEdvQxh3r12G2R/oeXXSjHCOoccblJ8O0AwG0h3HGLl3DSa/Bx3gR+GdvsN4edBYTthiaZ5bxs7RV+ExBj5yc6PDeOSrpfxp5B2YfWXcuf4rbtvgY3HHvmg6D39Y8xGJpQ4ANIz4FCuHYhLZHxdLi+J8tmZambsokgOxFv60bB53rl+NQVNZ37Q9SzuNwmmyEuXxEu520TVnJzkWLzNuvhdNUVA0jZjSEiK8HkAj3lnM4ZgE7ly/illffYpeU/k5tRXPDr+R7Ump6GNtGC0GjjnBV7H2gUkPm26HjvFyCRFCiAtFlluumwwtO0tWq5XOnTujaRrZ2dlAYBjTm2++SVhYGM8++2xQEANgMBh47LHHSEpKYsGCBRQVFTVE1c/Z4sWLCQsLY9iwYYwbN46NGzeSlZV1yvTt27enTZs2/O9//wvav337dg4cOMD48ePPS71sNhuzZ88mLy+PF198EQC3281TTz1FZGQkjz322HkpR1wePAs2cHzmcjKadScnOh630YROAwMauxMt/KPvQIYfzCPV6aLf/p1VQUyADg9RtebbpKyIbsd2YqkIYgAyOvdm+k33siexKfYwK5tT4qqCGIC1Ldpz9y/uJz/Mz0cLnuUXm1dy0/ZV/OOTv9C8MJvEUgcKgSBGxYZO09OysIBr92XSNSeHx0bfwpaUJH7z7RJ++/0KIj0uwrweBh3aynW7vibKq4FioNRiY12LPnzVcRSaTgeKgqbTUWiL5HBsAodjE9mQ1hq30cjoPZuJcpfjNFuYcNcf+bpNF3IjosnxGjhScjKIAfD4oeu/zvuvSAghRDWqooS8RDAJZM5BZQATGRkJwJYtWygoKGDw4MHExtY+zMNsNjN69GjcbjfffffdOZftcDiw2+0hL6/XW/fJtXC5XCF5lZaefGq5x+Nh+fLlDB8+HKvVynXXXYfBYCAjI+O0+Y4fP54ffviB3Nzcqn0ZGRnExsZyzTXXnFNda9OnTx9uuukmli1bxjfffMNbb73FwYMHefTRR0/5uxBXJu8/f2Z3Sho+fc1eBIUfU5vSoqiE+DI3ADZ3ecj56ll0YP+ne+hwzercRhPZ0ZH8fs0SItwn55yZ/T7u+enrqnVqNEwh59rNURyMCwyXnP7jypDjVp8asq9VkZMwT7XArMbFsMQShlENnPdp576UWEKHr9bk12BrbuhwOyGEEOJikUCmDpVf9IuKisjMzOSFF15gz549dOrUifT0dAAyMzMBaNeu3Wnz6tChQ1D6c3HjjTcyYsSIkNfq1avPKb958+aF5PXss89WHV+1ahUOh4OxY8cCEB0dzTXXXMOSJUvw+0/9JWb06NHo9XqWLFkCBN7HL774gjFjxmAwnN/hKDNnziQ1NZVnnnmG999/n9GjRzN8+PDzWkZ9FRYW4na7q7adTiclJSVV2x6Ph4KCgqBzcnJyTrt9/PhxNO3kbXIp4/RlEGbEcIq/2TCPB121Hoe9TULnnJVaznxeV3R5ad2JgPjSkpB9Vu/pl3PWcbKi7lr+L+m00EDGr1DnnTyrN/Ceh3ndp01Xnc10af/OpQwpQ8qQMupbRkOSyf51kwHOdZg3bx7z5s0L2jd06FAeeeSRqu3KHgybzXbavMLDw4HAf6xz9eKLL1blU12bNm3OKb+JEycyYsSIoH1xcXFVPy9evJiUlBR69epVte/6669n1apVrFu37pS9K9HR0QwaNIglS5YwdepUvvnmG5xO53kbVladxWLhqaeeYurUqcTFxfHwww+f9zLqq2bvUM2/FZPJFPS+AyQnJ592OykpSco4izJ8Dwyi4/X/4odWnSi1WKsd1bjmcA5vXp1GsdlIpMvD1+07YXOX0/3IPjQUNqW34UBCLDN+WBCyqr8GIft++91yPuhxDaXmimGmmhbSCxJZXsaH3a5m3K6NQfs/6HENv/luGQZNQ4cbP8ZqJWhEu4rof2gP3zdvxzPDb+S9ha8HlX84OrQncldCJC5jtUCsRn2iykvZG5/MVdkHuHHbj8y5djKHYxND8qnOZoSW0XpAf8n+zqUMKUPKkDLqW0ZDkjkydZNApg6VX/R9Ph+ZmZm899575ObmYjaffL7EmQYoZxrwnE7Pnj3P62T/tLQ0+vbtW+uxnJwcfv75ZyZMmFA1nA4gPT2d8PBwFi9efNphYuPGjeOBBx5g8+bNZGRk0KlTJ1q2bHne6l5d165dq+pWOeRPiOoMw9sQv/JXTHnpJ1bnRnAsIpbSGBsum45mWU7+9HkG37ZoS6LOiNXr5ZuOPfmmY8+gPN7p+0tu3fgJVm9gOJiCxs/NunEkthktCrLw6/TkRCQSU1bEqjef5pWBo/kprS2JTh8/pyXh1etB0xi1ZxepRQVsataUJ0ZO5p6fvsGo+nm7zzCeHT6Jzjl5XH1kOzpNxaWD/fHNOBIVg0+vku44zuwvPmbu0Jv5oXknfj/2du5ftwKT38+Kdv3Ym9iJUhNEuT0kF+fTI3sbTY/H8EXrO/HodVi9XrocO4TN68agqqhoFIXZ2JqUxlXx+7F53Sx/7wVeGDyBbaktiOiSQlSYnvUn4GjFR1zLKNg9Va6wQgghGpYEMnWo/kV/wIABdO/enWnTpvHcc8/x/PPPA9C6dWsA9uzZc9q8du/eHZT+UpeRkYGqqnz22Wd89tlnIcfXrl1LUVFR1cptNV199dUkJiby97//nfXr1/Poo49e6CoLcVqGAS1oNaAFrU5x/I+Ax+3jvtu20Ck3iyOxaUHHDyS04K0Bd/PgqjcB2BvTnKPh8WRZ49nRIhm95uGXD7ai+aTOKKrK+9WWGe/15BGy1DCa5+fR4kQ+2bFxoJpZ1GkgP6W05FB8IoVhEbQ9kc1/ul8NnjLsBgNlabEkNLHR5/mJRJp1WOMtGM0mRlXlPLHiBffU2qqxDATur9o2AZ1qSdcBmAxACjD/1G+jEEKIi0AL6e8XNUkgc5a6devGmDFjWLp0KbfccgvdunWja9euxMXFsXr1aux2e609Jm63m2XLlmE2m0OeeXIp0jSNJUuW0LZtW6ZOnRpyvKCggJdeeomlS5dy22231ZqHXq9n7NixzJ8/H7PZzKhRo2pNJ8SlxGQ2EF7uo/OxXfgVA0djUjD6vNjcZRSFRZJvi8NpDifCXUqTknxa7J3N/E8/JBy4++67MRqNgYxqPCtpw1OVQVE8gaChuqbVfo4DWgNDLkDrhBBCNBaySlndJJA5B9OmTWP58uXMmzePN954A5PJxPTp03nuueeYNWsWL730UtASzH6/n7lz55KTk8O0adMaxWpaP/74Izk5OUyZMiVkDk2l999/n4yMjFMGMhBYnMBgMNC0adN6DakT4mJqfewATkMEXr2Bfge2MHzPD5j9XvLDo1jUdRhhnjIAInyleM3GBq6tEEIIcWWSQOYcpKamMnLkSJYtW8amTZvo0aMHkyZNIisriwULFnDzzTczduxYkpOTKSgoYMWKFWRmZjJ69Gjuuaf2wR/vv/9+0LybSldddRXdunWr2l65ciVhYaFLo8bGxtKvX7/z1sbFixcDMGzYsFOmGTZsGP/+97/Ztm0bXbp0qTVNUlIS06dPr3d9MjIy+P7770P2d+jQgQEDTr/UrRBnqzAigaj8oxj8fsbsXFu1P77UwbhtqykxRxDtKkYDdHq5YyaEEOL8kx6Zukkgc46mTp3KihUreOutt6pWNZs5cyYDBgxg4cKFfPrppzgcDmw2Gx07dmT69OkMHTr0lPnNn1/7iHSDwRAUyMydO7fWdN26dTtvgYzD4WD16tW0b9+elJSUU6arDGQyMjJOGcicLx9//HGt+ydNmiSBjDj/TAaORCeQWpQbcqiJs5C9iUlEuYqxG8KJNEqPjBBCiPNPVi2rm6JVX4BbCCEE2bsK+erWlfhMZu78KfjhryXmMBwWyIppSmvnQeKP/a3qRkTQHBkhhBCiHm6982DIvg/+1aIBanLpkgdiCiFEDc06xKICB+JT2ZF0co0zv6JjeYcBLO48kvScfSTnzTt1JkIIIUQ9qCghLxFMhpZdRrxeLw6Ho850MTEx6GusqCSECJYVGxhW+WGv0aQVHiOm1MGBuKYUh0UwIPN70lzvNHANhRBCXM40mSNTJwlkLiNbtmxhxowZdabLyMg47dwXIQR4jAYqx90ejk3hcGwyaICm4rCFN2TVhBBCCIEEMpeVtm3b8vrrr9eZLi4u7iLURojGLb44D3tkIh6jqWKPAmh0zt7FrZvvbsiqCSGEuALIZP+6SSBzGYmMjKRv374NXQ0hLguxrhKctlg8mE7uVBRUGZYphBDiIpDll+smk/2FEKIW0c589Jo/ZL9XJ/d/hBBCiEuBBDJCCFGLnh9PpkX+oaB9Zq8bh8HaMBUSQghxRZFVy+omtxaFEKIWzbom06R/Eld/8wPHogOLY3g0jd+uu6FhKyaEEOKK4Je4pU4SyAghxCkMfX1kQ1dBCCGEEKcggYwQQgghhBCXGJnsXzeZIyOEEEIIIYRodKRHRgghhBBCiEuMPEembhLICCGEEEIIcYmRVcrqJoGMEELU4C73Mnfkd3Q6lItfB64Jadz5134NXS0hhBBCVCNzZIQQooY3rvkaf7mfV4f2ZG3bNLatd9Nq+mEe/LSkoasmhBDiCuFXlJCXCCY9MkIIUc0f/pzNkqs6g9HA8GP5hIWHEauV8vy3n/KyeyjWn5tT/nx0Q1dTCCHEZU7myNRNAhkhhKhm/eYijqakcu++I1h8XiZtWUKP7G1oisINu76jw/S5JD7uo3VhDrHlJTw3q0tDV1kIIYS4IsnQMiGEqMagqDQrd2PQYNjetfTO2oJeUzGofkyayr+W/osCm411LdrzeYde/PN3X/C/fe0autpCCCEuM36UkJcIJoGMEEJUc/2eH3EZAx+NbXL3M2fETTT9f2+S/sjf+PPA61HwoOr1oFPQ9HpeGTKe1jvzG7jWQgghLjd+JfQlgsnQMiGEqGZfbHO+feMFfkxP47FhN/BB74GgC1w9Hh57O2lFeVXbACgKfx10Pa+pCxqoxkIIIcSVSQIZIYSo5vbN6/nljb9iTVozABSHC8VqQLUYATgSEw+aBtVWj1F1Oh7Omcz0BqmxEEKIy5Eqq5TVSQIZIYSoZm16+6ogBkBTFDS3H8yGiuBFAS3wTyWjz4/LYCDxcScuvZ4wn4/CCEsgnU53Mujx+1h3l55+6ZaL2SQhhBCNkCy3XDeZIyOEENX81Kxl6E6t4lUbTWPs+r3c9uM24hUn7lgr5VEm8GmgKeBVwacCYEDH1e9BZoH3gtVfCCGEuFJIj4wQQlTT3OEI3alTOOViMU4fizu3xmKEcosJgHKLBczVhp/5VPCq+PQ6UkpK6fZnKH0+9sI0QAghxGXB19AVaASkR0YIIar5Or0pHRzO4J1Ww8mgRNOCe2f0oOmUqiCmSvUhAYaTw8s86Cg3Gs9/xYUQQlxW/IoS8hLBpEemHtavX8+MGTOC9lmtVtLS0hgzZgxTpkzBYAh9izdu3MjChQvZsmULdrudiIgIOnTowKRJkxgyZEhI+jlz5rBkyRJWrlxJdHT0KetTme5UJkyYwKxZs864fZVcLheffvopX3/9NQcOHKC0tJSoqCjat2/Ptddey+jRo0Paea5trGQymbDZbKSnp9O9e3cmTJhAs2bNQs6799572bhx4ynrPmPGDKZNm3bWbRZXrq3Nknlg47cUmHuRbzIydesahh3eyd7Eprw6YDR2sy3wyamvnPeiBQKdmrSKaKfywmNQwK+RbzSi9/r4fqeT/h1tF6VNQgghxOVIApnzYNSoUQwYMABN0ygoKGDp0qW88sorHDp0iMcffzwo7euvv878+fNJTk5mwoQJpKSkUFBQwPLly3nooYcYM2YMTz75JHq9/pzr8+ijjxIWFhayPzU19azzysrKYubMmRw5coQ+ffpw1113ER0dTWFhIT/99BNPPfUUBw4cYObMmeeljZV19/v92O12duzYwfvvv8+///1v7r//fm677baQc0wmE0888USt9W/btu1Zt1lcufb8VMj/W7OMZ1Z9Qu4N9zP04Dbu3rImcHAX3LjrJ3rMeB6fvqJHpbJ3xlBL57ZPCxzX6wJ934oSCGbCjfhLYeh/fOjdhZg1BfR+wjwujkXFgtePWfUzOk3j+i4mfjUg/GI1XwghxCXEJx0wdZJA5jxo3749Y8aMqdqePHkyN910E4sWLeK+++4jJiYGgEWLFjF//nz69OnDyy+/jMVycuWiO+64g2eeeYalS5eSkpIS0tNzNkaMGHHanpsz5XK5eOCBBzh69Cgvvvgiw4YNCzp+1113sWPHDnbu3Fm1r75trK3ux48f54EHHuDVV18lMTGRkSNHBh3X6/VB778QZ8uRU8L02TvxFvn4x7plvNtzCNEePXds/TYoXefcbK7L3MyKdj3wYgoEJ2EG8KuBgKU6ly8QuKgV23olMNdGp4BRx+hNhxi/JROLz8/++GheH9yD1NIiHOHRJDmdjHp3EcP3bWZhaiv+NOQGOucdxWUw8lnH3lSNCla14BXU/CpNi8vBbMBnM/CbQWZ+00vh/i81tuRpDE5VeHWYgrFmXYUQQlxyfKecnCkqydXsArBarXTu3BlN08jOzgbA6/Xy5ptvEhYWxrPPPhv0BR/AYDDw2GOPkZSUxIIFCygqKmqIqgdZtGgRhw8f5rbbbgsJYip16tSJyZMnAxeujUlJSbzwwgvodDreeOON+jVKiBrKHS5+89sfWJjenVZOHy8MGs+vJs2gJCwSvaaGpLd53HhRTgYR+or5L1q1iTMef8UCAdU+Yv1aVZoOx/O5ecMeLD4/AK3y7dz943ayEptQHG5mb5MEfj15GrfcPgefMZZ/fPY2/+lxDU1LikCvD/QAGXRg1AWCmMpV1XQ6jsaEczQ6jBMGE7O+10j4m8oHuzV2FMAbmzU6vRvaJiGEEKIxkkDmAqkMYCIjIwHYsmULBQUFDB48mNjY2lcrMpvNjB49GrfbzXfffXfOZTscDux2e8jL6z27JV+//vprACZOnHhG6S9kGyvnymRnZ3Po0KGQ47W112634/PJmh/i9Db97Ts+6nw1MeVuSmyR/K3fdej9KoejEtiS3CYobX6YjaVtugOB+S5VlIpny6hqIIjRK2CuZXhoRSDT+VhByKFO2XnBwZCisL5pHAu7j8KgGWmVd5x/9h4SvIiAopycq1NVBoEgq4JPDV43ep8dfs6RYEYIIS51XiX0JYJJIHMeuFwu7HY7RUVFZGZm8sILL7Bnzx46depEeno6AJmZmQC0a9futHl16NAhKP25uPHGGxkxYkTIa/Xq1WeVz/79+wkPD691kn1tLnQb27QJfKk8cuRI0P7y8vJa2ztixAj27t17VmVcKIWFhbjd7qptp9NJSUlJ1bbH46GgIPjLbU5Ozmm3jx8/jlbti6+UcW5lePOdePUGwjxe7GGRuA0Gwsu9+Nx2hk/8LW93GcT+qASWtO7G8Dsfp8QaBkYdNn+gNwVNg1IvOL3g9IFbDQwnqy1W8AM+lZyo0Hkvx2NswUEK4NfrKDUa2JzSjhKz5RRPea7jylbLOUdOvp2X3O9DypAypAwp41IqoyF5FSXkJYLJHJnzYN68ecybNy9o39ChQ3nkkUeqtktLSwGw2U6/SlF4eOALjtPpPG2603nxxRer8qmuMhA4U06nk7i4uDNOf6HbWHleZTmVzGYzL7/8cq3nVAaSDa1mD1XN98hkMoW818nJyafdTkpKkjLOQxkt7+5Hx7ez2J6UTviBo4zct4u1TVuzLqEpPr2ee8dNC9zy8WsQYQ7Me1EUnMaK+0B+LdADUv0C4/Jj8flxGfWBHpPqxzT4oVVThu44RPvcwPBKr07HB/07U5PBpxLu9XEwJobcqBhu3biWD3oODE6k1hIxVb/WacF1M+thYutze6/g8vidSxlShpQhZZxpGeLSJoHMeTBx4kRGjBiBz+cjMzOT9957j9zcXMxmc1WaM/3yfqbBwOn07NnzvEz2t9lsIUHD6VzoNlaeVzNI0+l09O3b96zyEqJSatcmzOmQzSP7juNUHMxe+TWv9BvAwjZXQYwFjPrgZ8fUvCOmr/1hmS6jPnCOTwt80lY7z6fT8ezwPnQtLCKm3M2WtCYUhVsDQVHFCmc6VaVHjgOTt4wVrVrx7sLXSS6xs6xdN4qsEYGM/Fpwz48CyU4X5aqRErOBlDCY2U/Hs+vA4YaEMFg4TodOJ53xQghxqTu7CQFXJglkzoO0tLSqL9IDBgyge/fuTJs2jeeee47nn38egNatA7dA9+zZc9q8du/eHZS+IbVq1YqNGzeSnZ19RsPLLnQb9+3bB1w6vSzi8nHjfb24Efjv3GKivnBhMCooFgOa8dyXQUcH6HSBIEjVTs5l0TTwq+gtenKjItnS1Iyir0jn8YOmYfRrNClzcdhq5OeoZNDDiZvuoHeKnvm9TAxuATazHp3uZHCkqwqUzCFV+cNV594MIYQQ4lIlgcwF0K1bN8aMGcPSpUu55ZZb6NatG127diUuLo7Vq1djt9tr7TFxu90sW7YMs9lM//79L37Faxg2bBgbN25k8eLF3H///XWmv5BtPHz4MJs3byYtLU0CGXHB3PzHTjz01WDWtrmKKEXDXluiGkO1rj60h3UxLU4+K6ZSZZChKMGzERWF7tnHCe8czbdPx/LSty7ynSrdEhVu6mbEVPV8pdBnQQkhhLhylMmcmDrJ+IILZNq0aej1+qq5MyaTienTp1NWVsasWbNwuVxB6f1+P3PnziUnJ4fbb7/9lKt+XUw33HAD6enpLFiwgFWrVtWaZteuXXz00UfAhWvj8ePHefTRR1FVlfvuu69ebRLidHQ6hRUdOmEo92LXVeuNqTHHBU3D4FfpcziTxf98iS//M5dYT2ngE9WogElH0HizGhejbUkJfPtA4O//4WssvHBdGLf2tFQLYoQQQlzpypXQlwgmPTIXSGpqKiNHjmTZsmVs2rSJHj16MGnSJLKysliwYAE333wzY8eOJTk5mYKCAlasWEFmZiajR4/mnnvuqTXP999/P2jeTaWrrrqKbt26VW2vXLmSsLDQu7mxsbH069fvjNtgsVh49dVXmTlzJg899BD9+vWjb9++REVFUVRUxIYNG1i3bh133HFH1Tn1bWNl3f1+Pw6Hgx07drBmzRpUVeUPf/gDI0aMCDnH7/fz+eef15pf06ZNg94bIeoS5SxmV3IseCuGehkrnhOjVgwRMwTu//h0Cj+lt6bNo3+l7dEs3BFW8AFuP5hP89GqauirL7MshBBCiHMigcwFNHXqVFasWMFbb71V1TMzc+ZMBgwYwMKFC/n0009xOBzYbDY6duzI9OnTGTp06Cnzmz9/fq37DQZD0Jf1uXPn1pquW7duZxXIQCAg++CDD/jkk0/4+uuveffddykrKyMqKooOHTowZ84crrvuuqBz6tPGyrobjUZsNhvp6en88pe/ZPz48aecp+PxeJg9e3atx0aPHi2BjDgreUYTWmUPilcNLKuscHJSfZgBrCc/Oh3WcH5u1Q6T2xM45lFDVzGrfGilqoJbZc098tErhBDi9Dx1La8vUDRNbg0KIUSlrtOz2BUbjU+vDwQgvhrLG+sViA7tGe2+dw+bU1oG5sZ4/YFAxqiAogPUigAHkvQ+cp6KuihtEUII0XgpDxaG7NNeafipB5cSuS0ohBDVRJW6+d3Wjfyjf1eKw0yBwEWttvyyGnrvx+j1sTM2iet0drKOuBk6IpohLRS25YLVZuD5L8qI0fnYNisRm0XmwQghhBDngwQyVxiv14vD4agzXUxMDHqZeCyuQEkFDnoezaX78TzWtE07ecDrP/nwS78K+sBcGZ1fpV1WLj1a7ead3w3FaDRWnXJjxb+PDA19QK0QQghxWrJqWZ0kkLnCbNmyhRkzZtSZLiMjg5SUlItQIyEuLcVhZrJiIoKDGAhM8vcHhox12n8CZ1QY0WVu+uzN4h8jevDbiOUNU2EhhBDiCiWBzBWmbdu2vP7663Wmi4uLuwi1EeLS49LBzpT40AOKUjVp36NTGLj7EMdiIvjXkC5oqv+i11MIIYS40kkgc4WJjIykb9++DV0NIS5Z/Y4d5Y1BfdGpKqqu2qO2tMA8Gb2mciA5ln3pCaADHSrzYhY0XIWFEEJcnmRoWZ0kkBFCiGrU6AjK3SqaXgNFq3qGjMHlIb2ohKTyAr5dcHJJb6/XyylWRhdCCCHOncQxddLVnUQIIa4czy/qS4zPj1buhVIPOF1E5jkYv2szHYsPsfadjg1dRSGEEEIgPTJCCBHEYNRzb5Sdd+xR5BqN6IE2ZSV8uGgQep3cHhNCCHGxyDWnLhLICCFEDX96pg1/AkrL/RiMCmZDTENXSQghxJVG4pg6SSAjhBCnEG6VZykJIYQQlyoJZIQQQgghhLjUSI9MnSSQEUIIIYQQ4pIjkUxdZNUyIYQQQgghRKMjPTJCCHGWMvPdjJxXRhE67KoZuIMpxlXc3dAVE0IIcfmQDpk6KZqmaQ1dCSGEaCza/i6HLo4ykkrdfJ8Sx9aEaFSdApqG2efBNSeioasohBDiMqA8UhKyT3tBrjHVSY+MEEKcoVGvF9G6zMPqFk0osJgCO1VAAxQFt8HUkNUTQgghrigSyAghxBnat9vN4RZJqCjgb+jaCCGEuKzJ0LI6yWR/IYQ4QydiwgJBzKko4PNLhCOEEEJcDBLICCHEGXIZ6ujEVhSMc90XpzJCCCEub0otLxFEhpYJIcQZ0DQtMBfmtIkA9BehNkIIIS5/ErnURXpkhBDiDDyypDQwrOy0Cz3KIpBCCCHExSKBjBBCnIEvvyikhdNVRyoFNFh1wHNR6iSEEOIyJkPL6iSBjBBCnIESTSPS4wOljiuJojD0fZnwL4QQop4UJfQlgkggI4QQZyCm0IHdbKz9oKZh9p4MXsLddfXcCCGEEKK+ZLK/EELU4bWPjrK7TRoeg7n2BMr/b+/O42O89j+Af2bJTJLJZA9BiJREhIitEkJEaysXia23tQS1lVuq9FLaolVUr3Lba+tFUkt71dJQSoOfNaV2utiJ2kX2dZLMnN8f6QxjJqssM3zer1dezJnzPM85z5knme9zlkcCjc1fk/yFgConB4BLlZWPiIjoecQeGSKiEnxxVItMBxXy7GxKHqMskeCBixtcpiVCV+zCAERERMXgHJkSWXyPzIkTJzB27FijNDs7O9SrVw89evTAq6++CrmZZzucOnUKGzZswNmzZ5Gamgq1Wo3GjRujb9++CA8PN8k/a9YsbN++HXv27IGzs3OR5dHnK0qfPn3wwQcfVHr9gMqvY3H59Hm2bduG2rVrm7z/ww8/YPbs2Zg5cyZ69epVbF29vb3Rs2dPDBw4EDJZ2ZaujY6OxoULF3DhwgXcvn0btWrVwg8//FCmfRAVZ+z6FFzzrPVobLIMQIFAsX9RJBKkqhyh+jADZ9+0gV9tu6ooKhER0XPF4gMZvW7duiE0NBRCCCQlJWHHjh1YtGgREhISMGPGDKO8S5YsQXR0NGrVqoU+ffqgdu3aSEpKwq5duzBlyhT06NEDM2fOLPOX5sdNmzYN9vb2Jul169Yt1/7KUj+gaupYWR6va2JiIrZv346FCxfi2rVrZutanCVLlsDJyQmNGjVCRkZGJZWYnlWpuQJfHNMi5qwOmflAAyfgxD2gQFsAqQA80jORolICjn8FLUIAOgCQQJWbA4WuAKo8DW45uxvtt2ZGKt46ugtfhnRH41UKuGUmwzMpEbl2NrivdkbbPy8hPOEirrh6IlNqhxoZmchWqPFbzRrIV9pAq9HikrMTHPJyMGffNoTevY757fvCpSAbDgW5uG/vhHsqF8iEHDY2Nsi0kcMlIx02EEhSOQJaHVSQQgEBHSTQAVBIAegALQClDeDmIcNNO1uoVVK86CwgtDrkaQQyMrVwdJRDLpfAzVWGnn9zQVJSAZIeFqCRvx3s7dmRT0RUNdgFUxKrCWT8/f3Ro0cPw+sBAwagf//+iI2Nxbhx4+DiUjgePTY2FtHR0WjTpg0+//xz2NraGrYZOnQoPv74Y+zYsQO1a9c26R0oi86dOxfbq1FWpa0fUHV1rCxP1rV///4YMGAAYmNjMXbsWLi5uZV6X7GxsfDy8gIADBw4EDk5ORVeXno27bqqQ88NBdA9NvorUf/xkcmhA5Dh4ADX/HzcE6KwRyb/0UMxs2ztkAUgxV5tsm/37AzMOBCL18/Go9lbC+Cam4V//nIQvg8fYH8DP8x5qRt+atwSI04cQrs/E7HxxXawL9CioSYP0mxACxncUlLxzcZFqJGTBUBg5c7l+KTT3xHdMgy31HZ4ISUdbRMzIAWgyheAbWE53LWAgBT5Eglk4tHjOYWu8F85AG0+8OCOFnnyXKz19sB36QJdbj2EqkC/YMGj5aO3b083/N/WVoKJb3uiSRP2MBERVTrGMSWy2ltrdnZ2aNq0KYQQuHXrFgAgPz8fy5Ytg729PebMmWP0BR8A5HI5pk+fDk9PT6xduxYpKSnVUfRSMVc/4Nmqo56DgwMCAwMhhMDt27fLtK0+iCEqCyEEorYZBzHmOOfm4Z6rqjCI0epK/bzLWukp+K2GF3xSEzH49GHErfoP+v92BkH37mBi/H5Eb1wHCIEP9m7HlpYhkAgBd02e4ReyDEAdrQxCpvgrRQKFTorp+9YjIDEZtvkFaJaaXeQvcAkAxRPzc8wNr1YXaNEkORMZCjnOuZkGZE/KzRWIiXlYupNARERUyaw2kAFg+ILv6OgIADh79iySkpLQsWNHuLq6mt1GqVTilVdegUajQXx8fLmPnZaWhtTUVJOf/Pz8cu/zSU/WD6jaOlaVx4O1iuzlsiTJycnQaDSG15mZmUZD4fLy8pCUlGS0zd27d4t9fe/ePYjHvqzyGKU/RsK9FDzIRok0yr86rXWi5DtjQgeprrDbY49vM7R+cy6OejVE0/u3USMr0yhrj4t/oEZmBu7au0Mrk0IuBEwGgUokuO5WxyhJqdPBL+kmnDUFUOdXzLNqXDSFv7NSilpa+gn37+Xj4cNHvTTW0uY8Bo/BY/AY5TlGteJk/xJZzdCy3NxcpKamGuaQbN68GRcvXkSTJk3g7e0NALhy5QoAoFGjRsXuq3Hjxkb5y6Nfv35m0+fPn4/OnTuXeX+lqd/jZa6KOlaWx+v68OFDbNiwAZcuXUJgYCDq1atX3cWrFE8GnQ4ODkavFQqFyZC6WrVqFfva09OTxyjnMXxquaKeYx7+TEexjEMFCSARRffKSKTQPfZHRmOjwPywPnDJ0uANnDXKqpMUzlvxybgDO00echU20ALGwYwQqJ9s/AdVKwFuONdEilKONBs5nPILiix7CcsRGCTaFfb6eOTklZCzUL16Cri7P7q5Yi1tzmPwGDwGj1GeY1QvRi4lsZpAZsWKFVixYoVRWqdOnTB16lTD66ysLACmH9wnqVQqAIWRenktWLDAsJ/H+fr6lmt/pakfULV1rCxP1lUqlSIsLKzME/2JnsaGvnJ0WluA3GI6NtJt5FDka5En/6vz2kZSGN3oigloHrPvhSbQSOV49+B+vJDy6C7gAZ8GyFTaYkKv1zH+wA58Ef43JClt4K7Jx19z8pGhy4FLdqphG4EC/PfFV3C6Zk1obOS4q9DBMf+vP3NCQEgAyV9/9HQoDHpsHiuj+Ovn8W74+7YKnHdxgEeOBs2SzEd1ksfWOXB1lWHEGx4lV5yIiKgKWE0gExkZic6dO6OgoABXrlzBmjVr8ODBAyiVjx5QV9ov76UNBorTsmXLCh0GVZr6AVVbx4ogkZjeTdDXVSKRGJaadnJyqobS0fMspI4U6e/aYPtlHb79TYs7mUAvX2D5KeBOug4irwD1HqbilrM94Kx+9I1eDgASQCuAAh0Md8wkMAlu0m3t4Xs3GctDXsLffj+GBskPoZUBsoJM/HfzSpyo7Y1zzu7oevIofvZpgCN13OGolSJDIUeuRIl+vYbiw0NxcNFkY1XLcCQ6OGDi4R+RYuuEW06uuK92ha1EjjxIIYcWzrk5SLJzgJsuB3k2drDRF08BuDhKkZejQ34+4OwoQyN/O/ypleMVdS5a1pEiD0uJ4QAAJM9JREFUN8cF+QU6pKfr4OIsAyQSODnKEBzigPR0LZKTtfD2VkAm4x1CIqIqwV+3JbKaQKZevXoIDg4GAISGhqJ58+YYOXIk5s6di3nz5gEAGjZsCAC4ePFisfu6cOGCUX5LUJr6AZZTR32AlZuba/Z9/ephTwZigHFdiaqTjUyCSH8ZIv0fDeqaGvp4DgdM2pqJLy7ooHtyKXMpINEJCLkEkEsKAx0hINdoocgrQI6NHM2vXcOxlf6QyzwBhBs29fvr38EllrAOgE4AgE/LU8EK4uwsh7Oz1fy5ICKi54TVTvYPCgpCjx49sHv3bpw9Wzj+vFmzZnBzc8OBAweQmppqdjuNRoOdO3dCqVSiXbt2VVjisjFXP8By6qh/COb169fNvq9PN/ewTCJrsqiPAxrcNF1Nzy0rD23vpUIqw6PeGokEBUoZsm1tILQFOBUdALnMan/NEhERWTSr/gs7cuRIyGQyw3wLhUKBMWPGIDs7Gx988IFJb4FWq8X8+fNx9+5dDBkypMhVvyzFk/UDLKeOHTt2hEQiwXfffWeyUltiYiLi4uLg6ekJf3//Sjk+UVX6zwg3hFx9tHCGOjcfQffSIAOgkz7xa1RS2DsjZlXvsE4iIrJyXLWsRFY9VqBu3bro2rUrdu7cidOnT6NFixbo27cvbt68ibVr12LgwIHo2bMnatWqhaSkJPz000+4cuUKXnnlFYwaNcrsPtevX292ONSLL76IoKAgw+s9e/bA3t7eJJ+rqytCQkIqrX4AqqyOJeUbNmwYoqOjMWjQIHTt2hWurq64desWtm7diqysLMyePRuyJ4fjVLAdO3YYlkrUL3+9cuVKAIUrj/Ts2bNSj0/Ph64tnTBBkgRoClAvIxeBDzORL5HgN1dV4Sz4x+eCCQHk5QNQFLk/IiIienpWHcgAwIgRI/DTTz9h+fLlhp6LiRMnIjQ0FBs2bMCWLVuQlpYGBwcHBAQEYMyYMejUqVOR+4uOjjabLpfLjb7kz58/32y+oKCgCgtkAPP1A6qmjiXlGz9+PHx9fbF582asW7cOOTk5cHZ2RuvWrREVFYWAgIBy1rr0tm7dilOnThmlLV++HEDhggwMZKiieKUl42IdL9hoC2f0X3B1wAOVEigQhb9J/5ojA61A8OVrAAKrtbxERGTlzCyYRMYkQohSLCJKRPR8Gx0Zh/+2DodtgRYdbifjcG1X5Ng81uP417rJHhlZOPdPFTxd2SNDRETlJ5ltuqCSmGlbDSWxXFY9R4aIqKrUbl4DEAK5chl+ru1i+hgZXeE/6QoFgxgiIqIqwB6ZSpCfn4+0tLQS87m4uFT6HBJrw3NHlkqnE5B9ogGenNz/JKGDeJ93zIiI6OlIPjLTI/Mh/748zurnyFiis2fPYuzYsSXm27ZtG5cnfgLPHVkqqVQCj4xkJKpcAHkRQbQQcJEUVG3BiIjoGcU5MiVhIFMJ/Pz8sGTJkhLzubm5VUFprAvPHVmyuhkZSJQ7ADJpkZMwH75nupohERERVTwGMpXA0dGRT64vJ547smSZUtvCACYtB3CyMwlmpFodJFxlhoiIKgL/nJSIk/2JiErp9XZK1MtOAbQ6ID0X0OkKl1z+60cnlTKQISIiqiIMZIiISmnmIE/ct1PD1k4OqVQAWXlAXgHkusIlyxootdVcQiIioucHh5YREZVB7lwX5BXosOpUAS7eF1h2ogBSbQFmuGzDjLEDq7t4RET0rGAHf4kYyBARlZFCLsWbbQqfFfNZdymio6OruURERETPHw4tIyIiIiIiq8MeGSIiIiIiS8PFY0rEQIaIiIiIyNIwjikRh5YREREREZHVYSBDRERERERWh0PLiIiIiIgsDYeWlYg9MkREREREZHXYI0NEREREZHHYJVMSBjJERERERJaGcUyJOLSMiIiIiIisDgMZIiIiIiKyOgxkiIiIiIjI6nCODBERERGRpeEcmRKxR4aIiIiIiKwOAxkiIiIiIrI6HFpGRERERGRpOLSsROyRISIiIiKyYrNmzYKDg0N1F6PKMZAhIiIiIiKrw6FlRERERESWRsKxZSVhjwwRERERkaWRmPkpp19//RXdunWDSqWCk5MT+vfvjz///NPw/htvvIEOHToYXj98+BBSqRQvvviiIS0zMxM2NjbYuHFj+QtSwdgjQ1TJhBDIyMio7mJQJcnPz0dOTg4AID09HTY2NtVcIiIiqkhqtRoSK+4duXnzJsLCwtCgQQOsW7cOubm5mDFjBjp27Ihz585BrVYjLCwM69evR25uLmxtbXHw4EEolUqcPn0aGRkZUKvV+Pnnn1FQUICwsLDqrpIBAxmiSpaRkQEnJ6fqLgZVgbfffru6i0BERBUsLS0Njo6OVX5cMaVivqYvWrQI+fn5iIuLg6urKwCgRYsWCAgIQExMDN566y2EhYVBo9Hgl19+QceOHXHw4EFERkYiLi4O8fHx6N69Ow4ePAg/Pz/UrFmzQspVERjIEFUytVqNtLS0p9pHZmYmevbsiR07djyXq5JYOraP5WLbWDa2j+Vi2zyiVquruwhP5dChQ3jppZcMQQwA+Pv7IygoCIcPH8Zbb70FHx8feHl54eDBg4ZAZuzYscjJycGBAwcMgYwl9cYADGSIKp1EInnqOzlSqRQymQyOjo7P/R8US8T2sVxsG8vG9rFcbJtnR0pKCpo3b26SXrNmTSQnJxte6wOY9PR0nD17FmFhYcjKysKmTZug0Whw7NgxjBo1qgpLXjJO9iciIiIieka5urriwYMHJun379836qUJCwvDkSNHsH//fri7u8Pf3x9hYWE4fvw49u3bB41GY7QggCVgIENERERE9Ixq37499u7di5SUFEPaxYsXce7cObRv396Qpu+B+fzzzw1DyJo3bw47OzvMnz8fdevWRf369au6+MXi0DIiK6BQKDBq1CgoFIrqLgqZwfaxXGwby8b2sVxsG+uj1WqxadMmk/SJEyciOjoaXbt2xYwZM5Cbm4v3338f9erVw7Bhwwz5/P39UaNGDRw4cABffPEFAEAmkyE0NBQ7d+7EoEGDqqoqpSYRQojqLgQREREREZXPrFmzMHv2bLPvrV27Fs2aNcOUKVMQHx8PmUyGLl264PPPP4e3t7dR3gEDBmDTpk04c+YMgoKCAACffvoppk2bhhUrVmD06NGVXpeyYCBDRERERERWh3NkiIiIiIjI6jCQISIiIiIiq8PJ/kQW6uDBg1i2bBlu3LgBT09PDBs2DL179y52mzt37pjN07RpU8TExFRSSZ9tCQkJWLBgAc6dOweVSoUePXpg3LhxsLGxKXY7IQS+/vprbNy4EampqfDz88M777yDwMDAKir5s6+8bdOrVy/cvXvXJD0+Ph5KpbKyivtcuXnzJtauXYvffvsNV69ehbe3N7777rsSt+N1UzXK2z68dsjSMJAhskBnzpzBu+++iz59+mDy5Mk4fvw4Pv74Y9jb26Nz584lbj9+/Hi0bt3a8Nre3r4yi/vMSk9Px9ixY1GvXj189tlnePDgARYtWoTc3FxMnTq12G2//vprrFixAv/4xz/g6+uLjRs34h//+AfWr18PLy+vKqrBs+tp2gYAXn75ZQwePNgojaszVZyrV68iPj4eTZo0gU6ng06nK9V2vG6qRnnbB+C1Q5aFgQyRBVq5ciWaNGmC6dOnAwBat26NW7duYcWKFaUKZOrWrcs7mBVg8+bNyMrKwmeffQYnJycAhctbfvrppxgxYgQ8PDzMbqfRaBAdHY3Bgwcblqts0aIF+vbti3Xr1mHatGlVVodnVXnbRs/V1ZXXSCUKCwtDeHg4gMLVlP74448St+F1U3XK0z56vHbIknCODJGFycvLw4kTJ0wClq5du+L69eu4c+dONZXs+fPzzz+jTZs2hi/KANClSxfodDocPXq0yO3OnTuHrKwsoza0sbFBp06dEB8fX6llfl6Ut22oakilZf96weum6pSnfYgsET/JRBbm1q1bKCgoMHl6ro+PD4DCeQElmT9/Ptq0aYMuXbpgzpw5SEtLq4SSPvsSEhJM2kGtVsPd3b3YdtC/Z64N7927h9zc3Iot6HOovG2jt2vXLrRt2xYdOnTAhAkTcOXKlcopKJUarxvrwGuHLAmHlhFZmPT0dACFX8oe5+joaPS+OQqFAv3790dISAjUajV+++03rF69Gn/88QfWrFkDuZyXfFmkp6ebtANQ2DbFtUN6ejoUCoXJ5Fe1Wg0hBDIyMmBra1vh5X2elLdtgMJhNU2bNoWnpydu376N1atX44033uA8jGrG68by8dohS8NvNURVIDMzEw8fPiwxX506dZ7qOO7u7kbjyFu1aoUGDRrg7bffxr59+9ClS5en2j/Rs+Ddd981/L9FixYICQlBv379OA+DqAS8dsjSMJAhqgJ79uzBnDlzSsy3adMmQ89LZmam0Xv6u8z690srNDQUdnZ2OH/+PAOZMnJ0dDRpBwDIyMgoth0cHR2Rl5cHjUZjdHc5IyMDEonEbE8ClU1528Ycd3d3NG/eHOfPn6+o4lE58LqxPrx2qLoxkCGqAhEREYiIiChV3ry8PMjlciQkJKBt27aG9KLGj1PlqV+/vsl8C33vWnHtoH/vxo0b8PPzM6QnJCTA09OTw2MqQHnbhiwXrxsiKitO9ieyMAqFAq1bt8bevXuN0nfv3g0fHx/Url27TPs7dOgQcnJyEBAQUJHFfC60a9cOx44dQ0ZGhiFtz549kEqlCAkJKXK7Zs2aQaVSYc+ePYa0goIC7Nu3D6GhoZVa5udFedvGnMTERJw5c4bXSDXjdWN9eO1QdWOPDJEFGjlyJMaMGYP58+ejc+fOOHnyJHbt2oV58+YZ5QsODkbPnj3x4YcfAgAWLVoEqVSKpk2bQq1W4/fff0dMTAwCAgIMzwyg0uvXrx82bNiAyZMnY8SIEXjw4AH+/e9/o2/fvkbPKXnzzTdx9+5dxMbGAgCUSiWGDx+Or776Ci4uLmjYsCE2btyItLQ0kwfJUfmUt2127dqFw4cPIzQ0FB4eHrh16xZiYmIgk8nYNhUoNzcXhw8fBgDcvXsXWVlZhgClVatWcHFx4XVTjcrTPrx2yBIxkCGyQM2bN8eCBQuwbNkybN26FZ6ennj//fdNni2j1WqNnsjs4+ODTZs2YcuWLcjNzUWNGjXQu3dvjBkzhiuWlYOjoyOWLVuGzz77DJMnT4ZKpUJERATGjRtnlE+r1UKr1RqlRUVFQQiBdevWISUlBX5+fvjyyy+5sk8FKW/b1KlTB4mJiVi4cCEyMjKgVqvx4osvYsyYMU+92AY9kpycbDL5W/96+fLlaN26Na+balSe9uG1Q5ZIIoQQ1V0IIiIiIiKisuAcGSIiIiIisjoMZIiIiIiIyOowkCEiIiIiIqvDQIaIiIiIiKwOAxkiIiIiIrI6DGSIiIiIiMjqMJAhIiIiIiKrw0CGiIiIiIisDgMZIqJnyLBhwyCRSKq7GACA3377DXK5HLt37zak7d+/HxKJBDExMdVXMLIIMTExkEgk2L9/f7m252fJvDNnzkAqleLAgQPVXRSiSsdAhogs3rVr1zB69Gj4+/vD3t4eLi4uaNy4MaKiorBv3z6jvPXr10fTpk2L3Jf+i/7Dhw/Nvn/+/HlIJBJIJBIcOnSoyP3o8+h/bG1t4evri3feeQfJycnlq+gz5p133kFoaCi6dOlS3UWpEgkJCZg1axbOnDlT3UWhKpKamopZs2aVOxgrr+I+a82bN0dERAQmT54MIUSVlouoqsmruwBERMU5ceIEOnbsCBsbGwwdOhRNmjRBTk4OLl++jLi4OKjVanTq1KnCjrdq1Sqo1WrY2dlh9erV6NChQ5F5mzdvjsmTJwMAkpOT8eOPP2LRokXYvXs3Tp48CYVCUWHlsjZHjhzB7t27ERsba5QeFhaGnJwc2NjYVE/BKlFCQgJmz56N+vXro3nz5tVdHKoCqampmD17NgAgPDy8yo5b0mft7bffRseOHfHjjz+iZ8+eVVYuoqrGQIaILNrs2bORnZ2NM2fOICgoyOT9e/fuVdix8vPzsXbtWgwYMABOTk746quv8MUXX0CtVpvNX6dOHQwePNjwesKECejVqxe2b9+OrVu3YsCAARVWNmuzdOlSuLu7o0ePHkbpUqkUtra21VQqoudDhw4dUL9+fSxfvpyBDD3TOLSMiCza5cuX4ebmZjaIAQBPT88KO9YPP/yABw8eICoqCsOGDUNWVhY2bNhQpn1069YNAHDlypUi8yxbtgwSiQTbtm0zeU+n08HLy8voLmtcXBxeffVVvPDCC7Czs4OzszO6du1a6jHw4eHhqF+/vkl6QkICJBIJZs2aZZQuhMCyZcvQqlUr2Nvbw8HBAZ06dTIZxleUgoICxMbGonPnziY9L+bmNTyetnTpUjRq1Ai2trYIDAzE9u3bAQC//vorunfvDkdHR7i5uWHChAnIz883W89r166hT58+cHJygqOjIyIjI3Ht2jWjvDqdDp988gnCwsLg6ekJhUKBevXq4c0330RSUpLZem3evBnh4eFwdnaGvb09GjVqhAkTJiAvLw8xMTGGnsHhw4cbhhyW5i59QkIChgwZgpo1a0KpVKJBgwaYPn06srOzjfLNmjULEokEFy9exPTp0+Hl5QWlUomgoCD8+OOPJR4HeDQvZe/evfjoo4/g7e0NOzs7BAcH4+jRowCAAwcOoH379lCpVKhVqxY+/vhjs/uKjY1FaGgoVCoVHBwcEBoaiq1bt5rN+9///hf+/v5QKpVo2LAhFi9eXOSwp7S0NEydOhUNGzaEUqmEh4cHXnvtNZM2LKvSnufi5plJJBIMGzYMQOHn1sfHB0DhDRd9m+uvtcevr2+//RbNmjWDra0t6tWrh1mzZqGgoMBo36W9TkvzWZNIJOjWrRt27dqFzMzMMp4pIuvBHhkismgNGjTAxYsXsWXLFvTt27dU22i12iLnwGg0miK3W7VqFXx8fNChQwdIJBK0aNECq1evxsiRI0td3suXLwMA3N3di8zz97//HZMmTcKaNWvQu3dvo/f27t2L27dvG4asAYVfXJKTkzF06FB4eXnh9u3bWLlyJV5++WXs27ev2OFv5TFkyBB8++236N+/P4YPHw6NRoP169ejS5cu2LJli0mZn3Ty5ElkZmaiTZs2ZTrukiVLkJKSgpEjR8LW1hZffPEFIiMjsXHjRowaNQqvvfYaIiIiEBcXhy+//BI1atTA+++/b7SPrKwshIeHIzg4GPPmzcPly5exdOlSHD16FKdPnzYEvnl5efjss8/Qr18/9OnTByqVCsePH8eqVatw+PBhk6GBM2bMwNy5cxEQEIBJkyahVq1auHr1KjZv3oyPPvoIYWFhmD59OubOnYvRo0cb2qRmzZrF1vnGjRto06YN0tLSMG7cOPj6+mL//v2YN28e4uPjsXfvXsjlxn+qo6KiYGNjgylTpiAvLw+LFy9GREQELl26ZPaLsDnTpk2DVqvFxIkTkZeXh4ULF6Jr165Ys2YN3njjDYwePRqDBg3Cd999hw8//BA+Pj5GvY9Lly7F+PHj4e/vjw8//BBA4ec0IiICK1aswOjRow15Fy9ejEmTJiEoKAhz585FdnY2/vWvf6FGjRom5UpLS0O7du3w559/YsSIEWjSpAnu3r2LpUuXIjg4GCdOnIC3t3ep6vi057kkjRs3xqJFizBp0iRERkYafj85ODgY5du2bRuuXbuG8ePHw9PTE9u2bcPs2bNx48YNREdHl7kupf2stW3bFitWrMDhw4fRvXv3Mh+HyCoIIiIL9vPPPwsbGxsBQPj6+orhw4eLpUuXij/++MNsfm9vbwGgxJ/ExESj7W7fvi1kMpmYOXOmIW3x4sUCgNljARBdu3YViYmJIjExUVy6dEl8/vnnwsbGRjg5OYn79+8XW6/+/fsLpVIpkpOTjdIHDx4s5HK50faZmZkm29+7d0+4ubmJV155xSg9KipKPPmrvWPHjsLb29tkH9evXxcAjOq8ZcsWAUCsWLHCKG9+fr5o1aqVqF+/vtDpdMXWbfXq1QKA2Lp1q8l7+/btEwBEdHS0SVrt2rVFamqqIf3s2bMCgJBIJGLz5s1G+2nZsqXw9PQ0qScAMXHiRKN0fZ3GjBljSNPpdCI7O9ukfCtXrhQAxIYNGwxpv/zyiwAgOnXqJHJycozy63Q6w/kwV7eSvP766wKA2LFjh1H6lClTBACxcuVKQ9rMmTMFANGzZ0+jNjh27JgAIKZNm1bi8aKjowUA0aJFC6HRaAzpW7duFQCEXC4Xx48fN6RrNBrh6ekpQkJCDGnJyclCpVKJBg0aiLS0NEN6WlqaeOGFF4SDg4NISUkRQgiRkpIi7O3tRePGjUVWVpYh782bN4VKpRIAxL59+wzpEyZMELa2tuLMmTNG5U5ISBBqtVpERUUZ0spyvstyns1dQ3oAjMpg7hp68j2pVCpOnjxpSNfpdCIiIkIAEEeOHDGkl+U6LU3dDx06JACIf/3rX0XmIbJ2HFpGRBatbdu2OHnyJKKiopCWlobo6GiMGzcOAQEBCAsLMzvcpH79+ti9e7fZn65du5o9TkxMDHQ6HYYOHWpIGzRoEGxsbLB69Wqz28TFxcHDwwMeHh7w8/PDO++8g4CAAMTFxZm92/y4qKgoaDQao6FrmZmZ+P7779G9e3ej7VUqlVGepKQkyGQyBAcH45dffin2OGW1bt06qNVqRERE4OHDh4af1NRU9OrVCwkJCYZep6IkJiYCAFxdXct07GHDhsHJycnwulmzZnB0dETt2rVNeuPat2+Pe/fumR02M23aNKPXkZGRaNSokdHCAxKJBHZ2dgAKe/BSU1Px8OFDvPTSSwBgdF7Xr18PAJg3b57J/B79sJ7y0Ol02LZtG1q0aGEyl+i9996DVCrF999/b7LdxIkTjY754osvwsHBocR2edybb75p1OOkv6sfHByM1q1bG9IVCgXatGljtO/du3cjKysLEyZMgKOjoyHd0dEREyZMQGZmJvbs2QOg8BrJzs7G+PHjYW9vb8jr5eWFQYMGGZVJCIH169cjLCwMderUMfr8qVQqhISEIC4urtR11Cvvea4oXbp0QcuWLQ2vJRIJ/vnPfwJApR7Xzc0NAPDgwYNKOwZRdePQMiKyeIGBgYY5FTdu3MCBAwewcuVKHDp0CH369DEZBqRSqdC5c2ez+1q3bp1JmhACq1evRrNmzaDT6Yzmt4SGhmLt2rWYN2+eydCT4OBgzJkzBwCgVCrh7e2NevXqlapO+mBlzZo1GDt2LIDCORhZWVlGwRQAXL16FTNmzMBPP/2E1NRUo/cq+pkx58+fR0ZGRrFDou7fvw8/P78i39eXSZRx6dcXXnjBJM3FxQV169Y1mw4ASUlJRkN5nJ2dzc6baty4MWJjY5GVlWUIDL/77jssXLgQp0+fNplvk5KSYvj/5cuXIZFIipynVV6JiYnIzMxEkyZNTN5zdXVFrVq1zAbq5s6Tm5tbkXN7zHlyH/rzqZ/z8eR7j+/7+vXrAGC23Po0fbn1//r7+5vkDQgIMHqdmJiIpKQkww0Cc6TSst9/Le95riiNGzc2SdPXvTKPq7/+LOW5UkSVgYEMEVkVb29vDB06FEOGDEGHDh0QHx+PY8eOoX379uXe54EDB3D16lUAgK+vr9k827dvR0REhFGau7t7kQFTSeRyOV5//XUsXrwYV65cQcOGDbFmzRq4uLgYzUHJzMxEWFgYsrKy8PbbbyMwMBBqtRpSqRTz5s3D//3f/5V4rKK+yDw52Rgo/PLj4eGBb775psj9FfecHgCGL6FlfZ6OTCYrUzpQ9mBJb8uWLXj11VfRpk0b/Pvf/0bdunVha2sLrVaL7t27Q6fTGeV/mp6XilbU+SjLuSjPua5s+vJ37twZU6dOrbZylOV6seTj6q+/ooJComcBAxkiskoSiQTBwcGIj4/H7du3n2pfq1evhlKpxJo1a8ze8R0zZgxWrVplEsg8raioKCxevBhr1qzBqFGjsH//fowePRpKpdKQZ+/evbhz5w5Wr16N4cOHG23/5ET3ori6uuLkyZMm6ebuBvv6+uLSpUsICQkxmbRcWvpApyxDnSpKamoq7t27Z9Irc/78edSoUcPQG7N27VrY2tpi3759RkOeLly4YLJPPz8/7Ny5E2fPni12AYOyBjoeHh5Qq9X4/fffTd5LSUnB3bt3LfJ5NPrenN9//x0vv/yy0Xt//PGHUR79vxcuXCgyr56HhwecnZ2Rnp5e7hsE5pT1POuHRCYnJxsNjzR3vZSmzc+fP2+S9uR50h+3tNdpaY6r71ku6cYDkTXjHBkismi7d+82e0cyJyfHMF7+ySEqZZGWloZNmzaha9euGDhwIPr372/y07t3b+zcuRN3794t93HMad68OZo1a4Z169Zh7dq10Ol0iIqKMsqjv0P+5N32uLi4Us+P8fPzQ0ZGBo4dO2ZI0+l0WLRokUneoUOHQqfT4b333jO7r/v375d4vBYtWsDR0dGwnG9Vmz9/vtHr77//HhcvXjQKRGUyGSQSiVHPixDCMFTwca+//joAYPr06cjLyzN5X982+sCvtD1RUqkUvXr1wunTp7Fr1y6TOuh0OkRGRpZqX1WpS5cuUKlU+PLLL5GRkWFIz8jIwJdffgkHBwd06dLFkNfOzg5LliwxWub41q1bJr1+UqkUgwYNwrFjx7Bp0yazxy7PfI+ynmf9sEn9PB+9hQsXmuy7NG2+e/dunDp1yvBaCIEFCxYAgNFnsizXaWmOe/ToUcjlcoSGhhaZh8jasUeGiCzapEmTkJSUhN69eyMwMBD29va4efMmvvnmG1y6dAlDhw5FYGBguff/7bffIicnB/369SsyT79+/RATE4Ovv/7aZCL504qKisLkyZPx6aefws/PDyEhIUbvt2/fHp6enpg8eTISEhLg5eWFM2fOYO3atQgMDMSvv/5a4jFGjx6NhQsXIjIyEhMnToRCocCmTZvMBoj6JZf/85//4NSpU/jb3/4Gd3d33Lp1C0eOHMGVK1dKHNcvk8nQt29fxMbGQqPRGPUwVTZ3d3ds2bIFd+7cQXh4uGH55Zo1axo9L6d///7YvHkzXnrpJQwdOhT5+fmIjY01eaYIALRp0wZTp07Fp59+ipYtW+LVV1+Fp6cnrl+/jk2bNuHYsWNwdnZGQEAA1Go1li5dCnt7ezg7O6NGjRqGBQTMmTt3Lnbv3o2IiAiMGzcODRs2xMGDB7FhwwaEhYWZBLaWwNnZGQsWLMD48eMRHBxseK5KTEwMrly5ghUrVhgWbXBxccHHH3+MKVOmoF27dhg6dCiys7OxfPly+Pr64vTp00b7/uSTTxAfH4+BAwdi4MCBCAkJgUKhwI0bN/Djjz+iVatWRs8gKq2ynOfXXnsN06dPx+jRo3HhwgW4urpi165dZpd0d3NzQ8OGDfG///0PDRo0QM2aNaFSqdCrVy9DnqCgILz00ksYP348atWqha1bt2LPnj0YMmQI2rZta8hXluu0pM+aEAK7du1C9+7dy92zSmQVqmWtNCKiUvrpp5/EuHHjRLNmzYSbm5uQyWTC1dVVhIeHi1WrVgmtVmuU39vbWzRp0qTI/emXVtUvv9y6dWshl8tNlkF+XG5urlCr1cLPz8+Qhr+WwX1a9+7dE3K5XAAQc+bMMZvn7Nmzolu3bsLZ2Vk4ODiIjh07ioMHD5pdJraopWN37NghgoKChEKhELVq1RL//Oc/xYULF4pcOnbNmjWiffv2Qq1WC6VSKby9vUVkZKT43//+V6p66Zcs3rRpk1F6ccsvm1tK1tvbW3Ts2NEkXb8U8fXr1w1p+uVrr169Knr37i3UarVwcHAQvXv3FpcvXzbZx1dffSUaN24slEql8PT0FKNGjRJJSUkmS+zqffPNN6Jdu3bCwcFB2Nvbi0aNGomJEycaLWO8Y8cO0aJFC6FUKgUAs2V/0rVr18TgwYOFh4eHsLGxET4+PuK9994zWq64qDqXdJ6epF9++fElj/WKqndRn6ktW7aItm3bCnt7e2Fvby/atm0rvv/+e7PHXb58ufDz8xMKhUI0aNBALFq0yLBM95NlycrKEh999JFo2rSpsLW1FQ4ODsLf31+MHDlSHD161JCvrMtdl/Y8CyHE0aNHRbt27YRSqRRubm5i1KhRIiUlxew5+uWXX0S7du2Evb29AGBYQvnxZZO/+eYbERgYKBQKhfDy8hIffPCByMvLMzluWa7T4j5r+/fvFwDE9u3bS3VuiKyVRIhyzpQkIiIqRvfu3ZGVlYVDhw5VyfHCw8ORkJCAhISEKjkeUXESEhLg4+ODmTNnGvUGVoXIyEjcvHkTx48ft5hFKogqA+fIEBFRpVi4cCGOHDlSrmd/EFH5nD59Glu3bsXChQsZxNAzj3NkiIioUjRp0qTSl6wlImMtWrQwWT6c6FnFHhkiIiIiIrI6nCNDRERERERWhz0yRERERERkdRjIEBERERGR1WEgQ0REREREVoeBDBERERERWR0GMkREREREZHUYyBARERERkdVhIENERERERFaHgQwREREREVmd/wcuaQKRYjyzZwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 800x510 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "shap.plots.beeswarm(shap_values[..., 0])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And force plot for class 1."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x510 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "shap.plots.beeswarm(shap_values[..., 1])"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}