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Created January 8, 2020 16:14
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shap_tree_explainer_xgboost
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{
"cells": [
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"import numpy as np"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>text</th>\n",
" <th>author</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>This process, however, afforded me no means of...</td>\n",
" <td>EAP</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>It never once occurred to me that the fumbling...</td>\n",
" <td>HPL</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>In his left hand was a gold snuff box, from wh...</td>\n",
" <td>EAP</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>How lovely is spring As we looked from Windsor...</td>\n",
" <td>MWS</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>Finding nothing else, not even gold, the Super...</td>\n",
" <td>HPL</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" text author\n",
"0 This process, however, afforded me no means of... EAP\n",
"1 It never once occurred to me that the fumbling... HPL\n",
"2 In his left hand was a gold snuff box, from wh... EAP\n",
"3 How lovely is spring As we looked from Windsor... MWS\n",
"4 Finding nothing else, not even gold, the Super... HPL"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df = pd.read_csv(\"spooky-author-identification/train.csv\", usecols=(\"text\", \"author\"))\n",
"df.head()"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(19579, 2)"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df.shape"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"EAP 7900\n",
"MWS 6044\n",
"HPL 5635\n",
"Name: author, dtype: int64"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df[\"author\"].value_counts()"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"from sklearn.model_selection import train_test_split"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"df_train, df_test = train_test_split(df, test_size=0.4, random_state=42)\n",
"df_valid, df_test = train_test_split(df_test, test_size=0.5, random_state=42)"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"((11747, 2), (3916, 2), (3916, 2))"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df_train.shape, df_valid.shape, df_test.shape"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [],
"source": [
"from sklearn.linear_model import LogisticRegression\n",
"from sklearn.svm import SVC\n",
"from xgboost.sklearn import XGBClassifier"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"def list_of_classifiers():\n",
" \n",
" classifiers_list = [\n",
" XGBClassifier(),\n",
" ]\n",
" \n",
" return classifiers_list"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"from sklearn.pipeline import Pipeline\n",
"from sklearn.feature_extraction.text import TfidfVectorizer\n",
"from sklearn.preprocessing import LabelEncoder"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [],
"source": [
"import spacy\n",
"import en_core_web_sm\n",
"import re\n",
"nlp = en_core_web_sm.load()"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"def clean_text(input_string):\n",
" input_doc = nlp(input_string)\n",
" words = [token.text for token in input_doc if not token.is_stop and not token.is_punct]\n",
" reconstructed = \" \".join(words)\n",
" extra_spaces_removed = \" \".join(reconstructed.split())\n",
" return re.sub('[^A-Za-z0-9 ]+', '', extra_spaces_removed).lower()"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'crazy ones misfits rebels troublemakers round pegs square holes ones things differently fond rules respect status quo quote disagree glorify vilify thing ignore change things push human race forward crazy ones genius people crazy think change world ones rob siltanen'"
]
},
"execution_count": 29,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"clean_text(\n",
"\"\"\"\n",
" \n",
"“Here's to the crazy ones. \n",
"The misfits. \n",
"The rebels. \n",
"The troublemakers. \n",
"The round pegs in the square holes. \n",
"The ones who see things differently. \n",
"They're not fond of rules. \n",
"And they have no respect for the status quo. \n",
"You can quote them, disagree with them, glorify or vilify them. \n",
"About the only thing you can't do is ignore them. \n",
"Because they change things. \n",
"They push the human race forward. \n",
"And while some may see them as the crazy ones, we see genius. \n",
"Because the people who are crazy enough to think they can change the world, are the ones who do.”\n",
"― Rob Siltanen \n",
"\"\"\"\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [],
"source": [
"for classifier in list_of_classifiers():\n",
" pipe = Pipeline([\n",
" (\"vect\", TfidfVectorizer()),\n",
" (\"clf\", classifier),\n",
" ])\n",
" x_train = df_train[\"text\"].apply(clean_text)\n",
" le = LabelEncoder()\n",
" y_train = le.fit_transform(df_train[\"author\"].values)\n",
" pipe.fit(x_train, y_train)"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [],
"source": [
"from sklearn.metrics import classification_report, confusion_matrix"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [],
"source": [
"def evaluate_df(df):\n",
" \n",
" x_test = df[\"text\"].apply(clean_text)\n",
" y_test = le.transform(df[\"author\"])\n",
" \n",
" y_pred = pipe.predict(x_test)\n",
" \n",
" y_test = le.inverse_transform(y_test)\n",
" y_pred = le.inverse_transform(y_pred)\n",
" \n",
" print(classification_report(y_test, y_pred, labels=le.classes_, zero_division=1))\n",
" print(confusion_matrix(y_test, y_pred, labels=le.classes_))"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" precision recall f1-score support\n",
"\n",
" EAP 0.50 0.92 0.65 1564\n",
" HPL 0.75 0.35 0.48 1110\n",
" MWS 0.85 0.38 0.53 1242\n",
"\n",
" accuracy 0.59 3916\n",
" macro avg 0.70 0.55 0.55 3916\n",
"weighted avg 0.68 0.59 0.56 3916\n",
"\n",
"[[1432 79 53]\n",
" [ 689 390 31]\n",
" [ 716 51 475]]\n"
]
}
],
"source": [
"evaluate_df(df_valid)"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" precision recall f1-score support\n",
"\n",
" EAP 0.49 0.92 0.64 1550\n",
" HPL 0.74 0.32 0.45 1138\n",
" MWS 0.83 0.36 0.50 1228\n",
"\n",
" accuracy 0.57 3916\n",
" macro avg 0.69 0.53 0.53 3916\n",
"weighted avg 0.67 0.57 0.54 3916\n",
"\n",
"[[1428 69 53]\n",
" [ 740 364 34]\n",
" [ 734 56 438]]\n"
]
}
],
"source": [
"evaluate_df(df_test)"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {},
"outputs": [
{
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RegExp(\"^(data|aria)-[\"+r.ATTRIBUTE_NAME_CHAR+\"]*$\")),Properties:{accept:0,acceptCharset:0,accessKey:0,action:0,allowFullScreen:o,allowTransparency:0,alt:0,as:0,async:o,autoComplete:0,autoPlay:o,capture:o,cellPadding:0,cellSpacing:0,charSet:0,challenge:0,checked:i|o,cite:0,classID:0,className:0,cols:u,colSpan:0,content:0,contentEditable:0,contextMenu:0,controls:o,controlsList:0,coords:0,crossOrigin:0,data:0,dateTime:0,default:o,defer:o,dir:0,disabled:o,download:c,draggable:0,encType:0,form:0,formAction:0,formEncType:0,formMethod:0,formNoValidate:o,formTarget:0,frameBorder:0,headers:0,height:0,hidden:o,high:0,href:0,hrefLang:0,htmlFor:0,httpEquiv:0,icon:0,id:0,inputMode:0,integrity:0,is:0,keyParams:0,keyType:0,kind:0,label:0,lang:0,list:0,loop:o,low:0,manifest:0,marginHeight:0,marginWidth:0,max:0,maxLength:0,media:0,mediaGroup:0,method:0,min:0,minLength:0,multiple:i|o,muted:i|o,name:0,nonce:0,noValidate:o,open:o,optimum:0,pattern:0,placeholder:0,playsInline:o,poster:0,preload:0,profile:0,radioGroup:0,readOnly:o,referrerPolicy:0,rel:0,required:o,reversed:o,role:0,rows:u,rowSpan:a,sandbox:0,scope:0,scoped:o,scrolling:0,seamless:o,selected:i|o,shape:0,size:u,sizes:0,span:u,spellCheck:0,src:0,srcDoc:0,srcLang:0,srcSet:0,start:a,step:0,style:0,summary:0,tabIndex:0,target:0,title:0,type:0,useMap:0,value:0,width:0,wmode:0,wrap:0,about:0,datatype:0,inlist:0,prefix:0,property:0,resource:0,typeof:0,vocab:0,autoCapitalize:0,autoCorrect:0,autoSave:0,color:0,itemProp:0,itemScope:o,itemType:0,itemID:0,itemRef:0,results:0,security:0,unselectable:0},DOMAttributeNames:{acceptCharset:\"accept-charset\",className:\"class\",htmlFor:\"for\",httpEquiv:\"http-equiv\"},DOMPropertyNames:{},DOMMutationMethods:{value:function(t,e){if(null==e)return t.removeAttribute(\"value\");\"number\"!==t.type||!1===t.hasAttribute(\"value\")?t.setAttribute(\"value\",\"\"+e):t.validity&&!t.validity.badInput&&t.ownerDocument.activeElement!==t&&t.setAttribute(\"value\",\"\"+e)}}};t.exports=s},function(t,e,n){\"use strict\";(function(e){function r(t,e,n,r){var i=void 0===t[n];null!=e&&i&&(t[n]=o(e,!0))}var i=n(24),o=n(174),a=(n(85),n(96)),u=n(177);n(2);void 0!==e&&e.env;var c={instantiateChildren:function(t,e,n,i){if(null==t)return null;var o={};return u(t,r,o),o},updateChildren:function(t,e,n,r,u,c,s,l,f){if(e||t){var p,h;for(p in e)if(e.hasOwnProperty(p)){h=t&&t[p];var d=h&&h._currentElement,v=e[p];if(null!=h&&a(d,v))i.receiveComponent(h,v,u,l),e[p]=h;else{h&&(r[p]=i.getHostNode(h),i.unmountComponent(h,!1));var g=o(v,!0);e[p]=g;var m=i.mountComponent(g,u,c,s,l,f);n.push(m)}}for(p in t)!t.hasOwnProperty(p)||e&&e.hasOwnProperty(p)||(h=t[p],r[p]=i.getHostNode(h),i.unmountComponent(h,!1))}},unmountChildren:function(t,e){for(var n in t)if(t.hasOwnProperty(n)){var r=t[n];i.unmountComponent(r,e)}}};t.exports=c}).call(e,n(156))},function(t,e,n){\"use strict\";var r=n(82),i=n(364),o={processChildrenUpdates:i.dangerouslyProcessChildrenUpdates,replaceNodeWithMarkup:r.dangerouslyReplaceNodeWithMarkup};t.exports=o},function(t,e,n){\"use strict\";function r(t){}function i(t){return!(!t.prototype||!t.prototype.isReactComponent)}function o(t){return!(!t.prototype||!t.prototype.isPureReactComponent)}var a=n(1),u=n(3),c=n(26),s=n(87),l=n(15),f=n(88),p=n(39),h=(n(9),n(168)),d=n(24),v=n(51),g=(n(0),n(81)),m=n(96),y=(n(2),{ImpureClass:0,PureClass:1,StatelessFunctional:2});r.prototype.render=function(){var t=p.get(this)._currentElement.type,e=t(this.props,this.context,this.updater);return e};var _=1,b={construct:function(t){this._currentElement=t,this._rootNodeID=0,this._compositeType=null,this._instance=null,this._hostParent=null,this._hostContainerInfo=null,this._updateBatchNumber=null,this._pendingElement=null,this._pendingStateQueue=null,this._pendingReplaceState=!1,this._pendingForceUpdate=!1,this._renderedNodeType=null,this._renderedComponent=null,this._context=null,this._mountOrder=0,this._topLevelWrapper=null,this._pendingCallbacks=null,this._calledComponentWillUnmount=!1},mountComponent:function(t,e,n,u){this._context=u,this._mountOrder=_++,this._hostParent=e,this._hostContainerInfo=n;var s,l=this._currentElement.props,f=this._processContext(u),h=this._currentElement.type,d=t.getUpdateQueue(),g=i(h),m=this._constructComponent(g,l,f,d);g||null!=m&&null!=m.render?o(h)?this._compositeType=y.PureClass:this._compositeType=y.ImpureClass:(s=m,null===m||!1===m||c.isValidElement(m)||a(\"105\",h.displayName||h.name||\"Component\"),m=new r(h),this._compositeType=y.StatelessFunctional);m.props=l,m.context=f,m.refs=v,m.updater=d,this._instance=m,p.set(m,this);var b=m.state;void 0===b&&(m.state=b=null),(\"object\"!=typeof b||Array.isArray(b))&&a(\"106\",this.getName()||\"ReactCompositeComponent\"),this._pendingStateQueue=null,this._pendingReplaceState=!1,this._pendingForceUpdate=!1;var x;return x=m.unstable_handleError?this.performInitialMountWithErrorHandling(s,e,n,t,u):this.performInitialMount(s,e,n,t,u),m.componentDidMount&&t.getReactMountReady().enqueue(m.componentDidMount,m),x},_constructComponent:function(t,e,n,r){return this._constructComponentWithoutOwner(t,e,n,r)},_constructComponentWithoutOwner:function(t,e,n,r){var i=this._currentElement.type;return t?new i(e,n,r):i(e,n,r)},performInitialMountWithErrorHandling:function(t,e,n,r,i){var o,a=r.checkpoint();try{o=this.performInitialMount(t,e,n,r,i)}catch(u){r.rollback(a),this._instance.unstable_handleError(u),this._pendingStateQueue&&(this._instance.state=this._processPendingState(this._instance.props,this._instance.context)),a=r.checkpoint(),this._renderedComponent.unmountComponent(!0),r.rollback(a),o=this.performInitialMount(t,e,n,r,i)}return o},performInitialMount:function(t,e,n,r,i){var o=this._instance,a=0;o.componentWillMount&&(o.componentWillMount(),this._pendingStateQueue&&(o.state=this._processPendingState(o.props,o.context))),void 0===t&&(t=this._renderValidatedComponent());var u=h.getType(t);this._renderedNodeType=u;var c=this._instantiateReactComponent(t,u!==h.EMPTY);this._renderedComponent=c;var s=d.mountComponent(c,r,e,n,this._processChildContext(i),a);return s},getHostNode:function(){return d.getHostNode(this._renderedComponent)},unmountComponent:function(t){if(this._renderedComponent){var e=this._instance;if(e.componentWillUnmount&&!e._calledComponentWillUnmount)if(e._calledComponentWillUnmount=!0,t){var n=this.getName()+\".componentWillUnmount()\";f.invokeGuardedCallback(n,e.componentWillUnmount.bind(e))}else e.componentWillUnmount();this._renderedComponent&&(d.unmountComponent(this._renderedComponent,t),this._renderedNodeType=null,this._renderedComponent=null,this._instance=null),this._pendingStateQueue=null,this._pendingReplaceState=!1,this._pendingForceUpdate=!1,this._pendingCallbacks=null,this._pendingElement=null,this._context=null,this._rootNodeID=0,this._topLevelWrapper=null,p.remove(e)}},_maskContext:function(t){var e=this._currentElement.type,n=e.contextTypes;if(!n)return v;var r={};for(var i in n)r[i]=t[i];return r},_processContext:function(t){var e=this._maskContext(t);return e},_processChildContext:function(t){var e,n=this._currentElement.type,r=this._instance;if(r.getChildContext&&(e=r.getChildContext()),e){\"object\"!=typeof n.childContextTypes&&a(\"107\",this.getName()||\"ReactCompositeComponent\");for(var i in e)i in n.childContextTypes||a(\"108\",this.getName()||\"ReactCompositeComponent\",i);return u({},t,e)}return t},_checkContextTypes:function(t,e,n){},receiveComponent:function(t,e,n){var r=this._currentElement,i=this._context;this._pendingElement=null,this.updateComponent(e,r,t,i,n)},performUpdateIfNecessary:function(t){null!=this._pendingElement?d.receiveComponent(this,this._pendingElement,t,this._context):null!==this._pendingStateQueue||this._pendingForceUpdate?this.updateComponent(t,this._currentElement,this._currentElement,this._context,this._context):this._updateBatchNumber=null},updateComponent:function(t,e,n,r,i){var o=this._instance;null==o&&a(\"136\",this.getName()||\"ReactCompositeComponent\");var u,c=!1;this._context===i?u=o.context:(u=this._processContext(i),c=!0);var s=e.props,l=n.props;e!==n&&(c=!0),c&&o.componentWillReceiveProps&&o.componentWillReceiveProps(l,u);var f=this._processPendingState(l,u),p=!0;this._pendingForceUpdate||(o.shouldComponentUpdate?p=o.shouldComponentUpdate(l,f,u):this._compositeType===y.PureClass&&(p=!g(s,l)||!g(o.state,f))),this._updateBatchNumber=null,p?(this._pendingForceUpdate=!1,this._performComponentUpdate(n,l,f,u,t,i)):(this._currentElement=n,this._context=i,o.props=l,o.state=f,o.context=u)},_processPendingState:function(t,e){var n=this._instance,r=this._pendingStateQueue,i=this._pendingReplaceState;if(this._pendingReplaceState=!1,this._pendingStateQueue=null,!r)return n.state;if(i&&1===r.length)return r[0];for(var o=u({},i?r[0]:n.state),a=i?1:0;a<r.length;a++){var c=r[a];u(o,\"function\"==typeof c?c.call(n,o,t,e):c)}return o},_performComponentUpdate:function(t,e,n,r,i,o){var a,u,c,s=this._instance,l=Boolean(s.componentDidUpdate);l&&(a=s.props,u=s.state,c=s.context),s.componentWillUpdate&&s.componentWillUpdate(e,n,r),this._currentElement=t,this._context=o,s.props=e,s.state=n,s.context=r,this._updateRenderedComponent(i,o),l&&i.getReactMountReady().enqueue(s.componentDidUpdate.bind(s,a,u,c),s)},_updateRenderedComponent:function(t,e){var n=this._renderedComponent,r=n._currentElement,i=this._renderValidatedComponent(),o=0;if(m(r,i))d.receiveComponent(n,i,t,this._processChildContext(e));else{var a=d.getHostNode(n);d.unmountComponent(n,!1);var u=h.getType(i);this._renderedNodeType=u;var c=this._instantiateReactComponent(i,u!==h.EMPTY);this._renderedComponent=c;var s=d.mountComponent(c,t,this._hostParent,this._hostContainerInfo,this._processChildContext(e),o);this._replaceNodeWithMarkup(a,s,n)}},_replaceNodeWithMarkup:function(t,e,n){s.replaceNodeWithMarkup(t,e,n)},_renderValidatedComponentWithoutOwnerOrContext:function(){var t=this._instance;return t.render()},_renderValidatedComponent:function(){var t;if(this._compositeType!==y.StatelessFunctional){l.current=this;try{t=this._renderValidatedComponentWithoutOwnerOrContext()}finally{l.current=null}}else t=this._renderValidatedComponentWithoutOwnerOrContext();return null===t||!1===t||c.isValidElement(t)||a(\"109\",this.getName()||\"ReactCompositeComponent\"),t},attachRef:function(t,e){var n=this.getPublicInstance();null==n&&a(\"110\");var r=e.getPublicInstance();(n.refs===v?n.refs={}:n.refs)[t]=r},detachRef:function(t){delete this.getPublicInstance().refs[t]},getName:function(){var t=this._currentElement.type,e=this._instance&&this._instance.constructor;return t.displayName||e&&e.displayName||t.name||e&&e.name||null},getPublicInstance:function(){var t=this._instance;return this._compositeType===y.StatelessFunctional?null:t},_instantiateReactComponent:null};t.exports=b},function(t,e,n){\"use strict\";var r=n(4),i=n(372),o=n(167),a=n(24),u=n(12),c=n(385),s=n(401),l=n(171),f=n(408);n(2);i.inject();var p={findDOMNode:s,render:o.render,unmountComponentAtNode:o.unmountComponentAtNode,version:c,unstable_batchedUpdates:u.batchedUpdates,unstable_renderSubtreeIntoContainer:f};\"undefined\"!=typeof __REACT_DEVTOOLS_GLOBAL_HOOK__&&\"function\"==typeof __REACT_DEVTOOLS_GLOBAL_HOOK__.inject&&__REACT_DEVTOOLS_GLOBAL_HOOK__.inject({ComponentTree:{getClosestInstanceFromNode:r.getClosestInstanceFromNode,getNodeFromInstance:function(t){return t._renderedComponent&&(t=l(t)),t?r.getNodeFromInstance(t):null}},Mount:o,Reconciler:a});t.exports=p},function(t,e,n){\"use strict\";function r(t){if(t){var e=t._currentElement._owner||null;if(e){var n=e.getName();if(n)return\" This DOM node was rendered by `\"+n+\"`.\"}}return\"\"}function i(t,e){e&&($[t._tag]&&(null!=e.children||null!=e.dangerouslySetInnerHTML)&&g(\"137\",t._tag,t._currentElement._owner?\" Check the render method of 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Y)Y.hasOwnProperty(n)&&t._wrapperState.listeners.push(M.trapBubbledEvent(n,Y[n],e));break;case\"source\":t._wrapperState.listeners=[M.trapBubbledEvent(\"topError\",\"error\",e)];break;case\"img\":t._wrapperState.listeners=[M.trapBubbledEvent(\"topError\",\"error\",e),M.trapBubbledEvent(\"topLoad\",\"load\",e)];break;case\"form\":t._wrapperState.listeners=[M.trapBubbledEvent(\"topReset\",\"reset\",e),M.trapBubbledEvent(\"topSubmit\",\"submit\",e)];break;case\"input\":case\"select\":case\"textarea\":t._wrapperState.listeners=[M.trapBubbledEvent(\"topInvalid\",\"invalid\",e)]}}function p(){P.postUpdateWrapper(this)}function h(t){Z.call(Q,t)||(X.test(t)||g(\"65\",t),Q[t]=!0)}function d(t,e){return t.indexOf(\"-\")>=0||null!=e.is}function v(t){var e=t.type;h(e),this._currentElement=t,this._tag=e.toLowerCase(),this._namespaceURI=null,this._renderedChildren=null,this._previousStyle=null,this._previousStyleCopy=null,this._hostNode=null,this._hostParent=null,this._rootNodeID=0,this._domID=0,this._hostContainerInfo=null,this._wrapperState=null,this._topLevelWrapper=null,this._flags=0}var g=n(1),m=n(3),y=n(346),_=n(348),b=n(20),x=n(83),w=n(21),C=n(160),k=n(22),E=n(84),M=n(53),T=n(161),S=n(4),N=n(365),A=n(366),P=n(162),O=n(369),I=(n(9),n(378)),D=n(383),R=(n(11),n(56)),L=(n(0),n(95),n(81),n(173)),U=(n(97),n(2),T),F=k.deleteListener,j=S.getNodeFromInstance,B=M.listenTo,V=E.registrationNameModules,W={string:!0,number:!0},z=\"__html\",H={children:null,dangerouslySetInnerHTML:null,suppressContentEditableWarning:null},q=11,Y={topAbort:\"abort\",topCanPlay:\"canplay\",topCanPlayThrough:\"canplaythrough\",topDurationChange:\"durationchange\",topEmptied:\"emptied\",topEncrypted:\"encrypted\",topEnded:\"ended\",topError:\"error\",topLoadedData:\"loadeddata\",topLoadedMetadata:\"loadedmetadata\",topLoadStart:\"loadstart\",topPause:\"pause\",topPlay:\"play\",topPlaying:\"playing\",topProgress:\"progress\",topRateChange:\"ratechange\",topSeeked:\"seeked\",topSeeking:\"seeking\",topStalled:\"stalled\",topSuspend:\"suspend\",topTimeUpdate:\"timeupdate\",topVolumeChange:\"volumechange\",topWaiting:\"waiting\"},K={area:!0,base:!0,br:!0,col:!0,embed:!0,hr:!0,img:!0,input:!0,keygen:!0,link:!0,meta:!0,param:!0,source:!0,track:!0,wbr:!0},G={listing:!0,pre:!0,textarea:!0},$=m({menuitem:!0},K),X=/^[a-zA-Z][a-zA-Z:_\\.\\-\\d]*$/,Q={},Z={}.hasOwnProperty,J=1;v.displayName=\"ReactDOMComponent\",v.Mixin={mountComponent:function(t,e,n,r){this._rootNodeID=J++,this._domID=n._idCounter++,this._hostParent=e,this._hostContainerInfo=n;var o=this._currentElement.props;switch(this._tag){case\"audio\":case\"form\":case\"iframe\":case\"img\":case\"link\":case\"object\":case\"source\":case\"video\":this._wrapperState={listeners:null},t.getReactMountReady().enqueue(f,this);break;case\"input\":N.mountWrapper(this,o,e),o=N.getHostProps(this,o),t.getReactMountReady().enqueue(l,this),t.getReactMountReady().enqueue(f,this);break;case\"option\":A.mountWrapper(this,o,e),o=A.getHostProps(this,o);break;case\"select\":P.mountWrapper(this,o,e),o=P.getHostProps(this,o),t.getReactMountReady().enqueue(f,this);break;case\"textarea\":O.mountWrapper(this,o,e),o=O.getHostProps(this,o),t.getReactMountReady().enqueue(l,this),t.getReactMountReady().enqueue(f,this)}i(this,o);var a,p;null!=e?(a=e._namespaceURI,p=e._tag):n._tag&&(a=n._namespaceURI,p=n._tag),(null==a||a===x.svg&&\"foreignobject\"===p)&&(a=x.html),a===x.html&&(\"svg\"===this._tag?a=x.svg:\"math\"===this._tag&&(a=x.mathml)),this._namespaceURI=a;var h;if(t.useCreateElement){var d,v=n._ownerDocument;if(a===x.html)if(\"script\"===this._tag){var g=v.createElement(\"div\"),m=this._currentElement.type;g.innerHTML=\"<\"+m+\"></\"+m+\">\",d=g.removeChild(g.firstChild)}else d=o.is?v.createElement(this._currentElement.type,o.is):v.createElement(this._currentElement.type);else d=v.createElementNS(a,this._currentElement.type);S.precacheNode(this,d),this._flags|=U.hasCachedChildNodes,this._hostParent||C.setAttributeForRoot(d),this._updateDOMProperties(null,o,t);var _=b(d);this._createInitialChildren(t,o,r,_),h=_}else{var w=this._createOpenTagMarkupAndPutListeners(t,o),k=this._createContentMarkup(t,o,r);h=!k&&K[this._tag]?w+\"/>\":w+\">\"+k+\"</\"+this._currentElement.type+\">\"}switch(this._tag){case\"input\":t.getReactMountReady().enqueue(u,this),o.autoFocus&&t.getReactMountReady().enqueue(y.focusDOMComponent,this);break;case\"textarea\":t.getReactMountReady().enqueue(c,this),o.autoFocus&&t.getReactMountReady().enqueue(y.focusDOMComponent,this);break;case\"select\":case\"button\":o.autoFocus&&t.getReactMountReady().enqueue(y.focusDOMComponent,this);break;case\"option\":t.getReactMountReady().enqueue(s,this)}return h},_createOpenTagMarkupAndPutListeners:function(t,e){var n=\"<\"+this._currentElement.type;for(var r in e)if(e.hasOwnProperty(r)){var i=e[r];if(null!=i)if(V.hasOwnProperty(r))i&&o(this,r,i,t);else{\"style\"===r&&(i&&(i=this._previousStyleCopy=m({},e.style)),i=_.createMarkupForStyles(i,this));var a=null;null!=this._tag&&d(this._tag,e)?H.hasOwnProperty(r)||(a=C.createMarkupForCustomAttribute(r,i)):a=C.createMarkupForProperty(r,i),a&&(n+=\" \"+a)}}return t.renderToStaticMarkup?n:(this._hostParent||(n+=\" \"+C.createMarkupForRoot()),n+=\" \"+C.createMarkupForID(this._domID))},_createContentMarkup:function(t,e,n){var r=\"\",i=e.dangerouslySetInnerHTML;if(null!=i)null!=i.__html&&(r=i.__html);else{var o=W[typeof e.children]?e.children:null,a=null!=o?null:e.children;if(null!=o)r=R(o);else if(null!=a){var u=this.mountChildren(a,t,n);r=u.join(\"\")}}return G[this._tag]&&\"\\n\"===r.charAt(0)?\"\\n\"+r:r},_createInitialChildren:function(t,e,n,r){var i=e.dangerouslySetInnerHTML;if(null!=i)null!=i.__html&&b.queueHTML(r,i.__html);else{var o=W[typeof e.children]?e.children:null,a=null!=o?null:e.children;if(null!=o)\"\"!==o&&b.queueText(r,o);else if(null!=a)for(var u=this.mountChildren(a,t,n),c=0;c<u.length;c++)b.queueChild(r,u[c])}},receiveComponent:function(t,e,n){var r=this._currentElement;this._currentElement=t,this.updateComponent(e,r,t,n)},updateComponent:function(t,e,n,r){var o=e.props,a=this._currentElement.props;switch(this._tag){case\"input\":o=N.getHostProps(this,o),a=N.getHostProps(this,a);break;case\"option\":o=A.getHostProps(this,o),a=A.getHostProps(this,a);break;case\"select\":o=P.getHostProps(this,o),a=P.getHostProps(this,a);break;case\"textarea\":o=O.getHostProps(this,o),a=O.getHostProps(this,a)}switch(i(this,a),this._updateDOMProperties(o,a,t),this._updateDOMChildren(o,a,t,r),this._tag){case\"input\":N.updateWrapper(this),L.updateValueIfChanged(this);break;case\"textarea\":O.updateWrapper(this);break;case\"select\":t.getReactMountReady().enqueue(p,this)}},_updateDOMProperties:function(t,e,n){var r,i,a;for(r in t)if(!e.hasOwnProperty(r)&&t.hasOwnProperty(r)&&null!=t[r])if(\"style\"===r){var u=this._previousStyleCopy;for(i in u)u.hasOwnProperty(i)&&(a=a||{},a[i]=\"\");this._previousStyleCopy=null}else V.hasOwnProperty(r)?t[r]&&F(this,r):d(this._tag,t)?H.hasOwnProperty(r)||C.deleteValueForAttribute(j(this),r):(w.properties[r]||w.isCustomAttribute(r))&&C.deleteValueForProperty(j(this),r);for(r in e){var c=e[r],s=\"style\"===r?this._previousStyleCopy:null!=t?t[r]:void 0;if(e.hasOwnProperty(r)&&c!==s&&(null!=c||null!=s))if(\"style\"===r)if(c?c=this._previousStyleCopy=m({},c):this._previousStyleCopy=null,s){for(i in s)!s.hasOwnProperty(i)||c&&c.hasOwnProperty(i)||(a=a||{},a[i]=\"\");for(i in c)c.hasOwnProperty(i)&&s[i]!==c[i]&&(a=a||{},a[i]=c[i])}else a=c;else if(V.hasOwnProperty(r))c?o(this,r,c,n):s&&F(this,r);else if(d(this._tag,e))H.hasOwnProperty(r)||C.setValueForAttribute(j(this),r,c);else if(w.properties[r]||w.isCustomAttribute(r)){var l=j(this);null!=c?C.setValueForProperty(l,r,c):C.deleteValueForProperty(l,r)}}a&&_.setValueForStyles(j(this),a,this)},_updateDOMChildren:function(t,e,n,r){var i=W[typeof t.children]?t.children:null,o=W[typeof e.children]?e.children:null,a=t.dangerouslySetInnerHTML&&t.dangerouslySetInnerHTML.__html,u=e.dangerouslySetInnerHTML&&e.dangerouslySetInnerHTML.__html,c=null!=i?null:t.children,s=null!=o?null:e.children,l=null!=i||null!=a,f=null!=o||null!=u;null!=c&&null==s?this.updateChildren(null,n,r):l&&!f&&this.updateTextContent(\"\"),null!=o?i!==o&&this.updateTextContent(\"\"+o):null!=u?a!==u&&this.updateMarkup(\"\"+u):null!=s&&this.updateChildren(s,n,r)},getHostNode:function(){return j(this)},unmountComponent:function(t){switch(this._tag){case\"audio\":case\"form\":case\"iframe\":case\"img\":case\"link\":case\"object\":case\"source\":case\"video\":var e=this._wrapperState.listeners;if(e)for(var n=0;n<e.length;n++)e[n].remove();break;case\"input\":case\"textarea\":L.stopTracking(this);break;case\"html\":case\"head\":case\"body\":g(\"66\",this._tag)}this.unmountChildren(t),S.uncacheNode(this),k.deleteAllListeners(this),this._rootNodeID=0,this._domID=0,this._wrapperState=null},getPublicInstance:function(){return j(this)}},m(v.prototype,v.Mixin,I.Mixin),t.exports=v},function(t,e,n){\"use strict\";function r(t,e){var n={_topLevelWrapper:t,_idCounter:1,_ownerDocument:e?e.nodeType===i?e:e.ownerDocument:null,_node:e,_tag:e?e.nodeName.toLowerCase():null,_namespaceURI:e?e.namespaceURI:null};return n}var i=(n(97),9);t.exports=r},function(t,e,n){\"use strict\";var r=n(3),i=n(20),o=n(4),a=function(t){this._currentElement=null,this._hostNode=null,this._hostParent=null,this._hostContainerInfo=null,this._domID=0};r(a.prototype,{mountComponent:function(t,e,n,r){var a=n._idCounter++;this._domID=a,this._hostParent=e,this._hostContainerInfo=n;var u=\" react-empty: \"+this._domID+\" 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c=u.querySelectorAll(\"input[name=\"+JSON.stringify(\"\"+i)+'][type=\"radio\"]'),p=0;p<c.length;p++){var h=c[p];if(h!==o&&h.form===o.form){var d=l.getInstanceFromNode(h);d||a(\"90\"),f.asap(r,d)}}}return n}var a=n(1),u=n(3),c=n(160),s=n(86),l=n(4),f=n(12),p=(n(0),n(2),{getHostProps:function(t,e){var n=s.getValue(e),r=s.getChecked(e);return u({type:void 0,step:void 0,min:void 0,max:void 0},e,{defaultChecked:void 0,defaultValue:void 0,value:null!=n?n:t._wrapperState.initialValue,checked:null!=r?r:t._wrapperState.initialChecked,onChange:t._wrapperState.onChange})},mountWrapper:function(t,e){var n=e.defaultValue;t._wrapperState={initialChecked:null!=e.checked?e.checked:e.defaultChecked,initialValue:null!=e.value?e.value:n,listeners:null,onChange:o.bind(t),controlled:i(e)}},updateWrapper:function(t){var e=t._currentElement.props,n=e.checked;null!=n&&c.setValueForProperty(l.getNodeFromInstance(t),\"checked\",n||!1);var r=l.getNodeFromInstance(t),i=s.getValue(e);if(null!=i)if(0===i&&\"\"===r.value)r.value=\"0\";else if(\"number\"===e.type){var o=parseFloat(r.value,10)||0;(i!=o||i==o&&r.value!=i)&&(r.value=\"\"+i)}else r.value!==\"\"+i&&(r.value=\"\"+i);else null==e.value&&null!=e.defaultValue&&r.defaultValue!==\"\"+e.defaultValue&&(r.defaultValue=\"\"+e.defaultValue),null==e.checked&&null!=e.defaultChecked&&(r.defaultChecked=!!e.defaultChecked)},postMountWrapper:function(t){var e=t._currentElement.props,n=l.getNodeFromInstance(t);switch(e.type){case\"submit\":case\"reset\":break;case\"color\":case\"date\":case\"datetime\":case\"datetime-local\":case\"month\":case\"time\":case\"week\":n.value=\"\",n.value=n.defaultValue;break;default:n.value=n.value}var r=n.name;\"\"!==r&&(n.name=\"\"),n.defaultChecked=!n.defaultChecked,n.defaultChecked=!n.defaultChecked,\"\"!==r&&(n.name=r)}});t.exports=p},function(t,e,n){\"use strict\";function r(t){var e=\"\";return o.Children.forEach(t,function(t){null!=t&&(\"string\"==typeof t||\"number\"==typeof t?e+=t:c||(c=!0))}),e}var i=n(3),o=n(26),a=n(4),u=n(162),c=(n(2),!1),s={mountWrapper:function(t,e,n){var i=null;if(null!=n){var o=n;\"optgroup\"===o._tag&&(o=o._hostParent),null!=o&&\"select\"===o._tag&&(i=u.getSelectValueContext(o))}var a=null;if(null!=i){var c;if(c=null!=e.value?e.value+\"\":r(e.children),a=!1,Array.isArray(i)){for(var s=0;s<i.length;s++)if(\"\"+i[s]===c){a=!0;break}}else a=\"\"+i===c}t._wrapperState={selected:a}},postMountWrapper:function(t){var e=t._currentElement.props;if(null!=e.value){a.getNodeFromInstance(t).setAttribute(\"value\",e.value)}},getHostProps:function(t,e){var n=i({selected:void 0,children:void 0},e);null!=t._wrapperState.selected&&(n.selected=t._wrapperState.selected);var o=r(e.children);return o&&(n.children=o),n}};t.exports=s},function(t,e,n){\"use strict\";function r(t,e,n,r){return t===n&&e===r}function i(t){var e=document.selection,n=e.createRange(),r=n.text.length,i=n.duplicate();i.moveToElementText(t),i.setEndPoint(\"EndToStart\",n);var o=i.text.length;return{start:o,end:o+r}}function o(t){var e=window.getSelection&&window.getSelection();if(!e||0===e.rangeCount)return null;var n=e.anchorNode,i=e.anchorOffset,o=e.focusNode,a=e.focusOffset,u=e.getRangeAt(0);try{u.startContainer.nodeType,u.endContainer.nodeType}catch(t){return null}var c=r(e.anchorNode,e.anchorOffset,e.focusNode,e.focusOffset),s=c?0:u.toString().length,l=u.cloneRange();l.selectNodeContents(t),l.setEnd(u.startContainer,u.startOffset);var f=r(l.startContainer,l.startOffset,l.endContainer,l.endOffset),p=f?0:l.toString().length,h=p+s,d=document.createRange();d.setStart(n,i),d.setEnd(o,a);var v=d.collapsed;return{start:v?h:p,end:v?p:h}}function a(t,e){var n,r,i=document.selection.createRange().duplicate();void 0===e.end?(n=e.start,r=n):e.start>e.end?(n=e.end,r=e.start):(n=e.start,r=e.end),i.moveToElementText(t),i.moveStart(\"character\",n),i.setEndPoint(\"EndToStart\",i),i.moveEnd(\"character\",r-n),i.select()}function u(t,e){if(window.getSelection){var n=window.getSelection(),r=t[l()].length,i=Math.min(e.start,r),o=void 0===e.end?i:Math.min(e.end,r);if(!n.extend&&i>o){var a=o;o=i,i=a}var u=s(t,i),c=s(t,o);if(u&&c){var f=document.createRange();f.setStart(u.node,u.offset),n.removeAllRanges(),i>o?(n.addRange(f),n.extend(c.node,c.offset)):(f.setEnd(c.node,c.offset),n.addRange(f))}}}var c=n(6),s=n(405),l=n(172),f=c.canUseDOM&&\"selection\"in document&&!(\"getSelection\"in window),p={getOffsets:f?i:o,setOffsets:f?a:u};t.exports=p},function(t,e,n){\"use strict\";var r=n(1),i=n(3),o=n(82),a=n(20),u=n(4),c=n(56),s=(n(0),n(97),function(t){this._currentElement=t,this._stringText=\"\"+t,this._hostNode=null,this._hostParent=null,this._domID=0,this._mountIndex=0,this._closingComment=null,this._commentNodes=null});i(s.prototype,{mountComponent:function(t,e,n,r){var i=n._idCounter++,o=\" react-text: \"+i+\" \";if(this._domID=i,this._hostParent=e,t.useCreateElement){var s=n._ownerDocument,l=s.createComment(o),f=s.createComment(\" /react-text \"),p=a(s.createDocumentFragment());return a.queueChild(p,a(l)),this._stringText&&a.queueChild(p,a(s.createTextNode(this._stringText))),a.queueChild(p,a(f)),u.precacheNode(this,l),this._closingComment=f,p}var h=c(this._stringText);return t.renderToStaticMarkup?h:\"\\x3c!--\"+o+\"--\\x3e\"+h+\"\\x3c!-- /react-text --\\x3e\"},receiveComponent:function(t,e){if(t!==this._currentElement){this._currentElement=t;var n=\"\"+t;if(n!==this._stringText){this._stringText=n;var r=this.getHostNode();o.replaceDelimitedText(r[0],r[1],n)}}},getHostNode:function(){var t=this._commentNodes;if(t)return t;if(!this._closingComment)for(var e=u.getNodeFromInstance(this),n=e.nextSibling;;){if(null==n&&r(\"67\",this._domID),8===n.nodeType&&\" /react-text \"===n.nodeValue){this._closingComment=n;break}n=n.nextSibling}return t=[this._hostNode,this._closingComment],this._commentNodes=t,t},unmountComponent:function(){this._closingComment=null,this._commentNodes=null,u.uncacheNode(this)}}),t.exports=s},function(t,e,n){\"use strict\";function r(){this._rootNodeID&&l.updateWrapper(this)}function i(t){var e=this._currentElement.props,n=u.executeOnChange(e,t);return s.asap(r,this),n}var o=n(1),a=n(3),u=n(86),c=n(4),s=n(12),l=(n(0),n(2),{getHostProps:function(t,e){return null!=e.dangerouslySetInnerHTML&&o(\"91\"),a({},e,{value:void 0,defaultValue:void 0,children:\"\"+t._wrapperState.initialValue,onChange:t._wrapperState.onChange})},mountWrapper:function(t,e){var n=u.getValue(e),r=n;if(null==n){var a=e.defaultValue,c=e.children;null!=c&&(null!=a&&o(\"92\"),Array.isArray(c)&&(c.length<=1||o(\"93\"),c=c[0]),a=\"\"+c),null==a&&(a=\"\"),r=a}t._wrapperState={initialValue:\"\"+r,listeners:null,onChange:i.bind(t)}},updateWrapper:function(t){var e=t._currentElement.props,n=c.getNodeFromInstance(t),r=u.getValue(e);if(null!=r){var i=\"\"+r;i!==n.value&&(n.value=i),null==e.defaultValue&&(n.defaultValue=i)}null!=e.defaultValue&&(n.defaultValue=e.defaultValue)},postMountWrapper:function(t){var e=c.getNodeFromInstance(t),n=e.textContent;n===t._wrapperState.initialValue&&(e.value=n)}});t.exports=l},function(t,e,n){\"use strict\";function r(t,e){\"_hostNode\"in t||c(\"33\"),\"_hostNode\"in e||c(\"33\");for(var n=0,r=t;r;r=r._hostParent)n++;for(var i=0,o=e;o;o=o._hostParent)i++;for(;n-i>0;)t=t._hostParent,n--;for(;i-n>0;)e=e._hostParent,i--;for(var a=n;a--;){if(t===e)return t;t=t._hostParent,e=e._hostParent}return null}function i(t,e){\"_hostNode\"in 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i=n(345),o=n(347),a=n(349),u=n(351),c=n(352),s=n(355),l=n(357),f=n(360),p=n(4),h=n(362),d=n(370),v=n(368),g=n(371),m=n(375),y=n(376),_=n(381),b=n(386),x=n(387),w=n(388),C=!1;t.exports={inject:r}},function(t,e,n){\"use strict\";var r=\"function\"==typeof Symbol&&Symbol.for&&Symbol.for(\"react.element\")||60103;t.exports=r},function(t,e,n){\"use strict\";function r(t){i.enqueueEvents(t),i.processEventQueue(!1)}var i=n(22),o={handleTopLevel:function(t,e,n,o){r(i.extractEvents(t,e,n,o))}};t.exports=o},function(t,e,n){\"use strict\";function r(t){for(;t._hostParent;)t=t._hostParent;var e=f.getNodeFromInstance(t),n=e.parentNode;return f.getClosestInstanceFromNode(n)}function i(t,e){this.topLevelType=t,this.nativeEvent=e,this.ancestors=[]}function o(t){var e=h(t.nativeEvent),n=f.getClosestInstanceFromNode(e),i=n;do{t.ancestors.push(i),i=i&&r(i)}while(i);for(var o=0;o<t.ancestors.length;o++)n=t.ancestors[o],v._handleTopLevel(t.topLevelType,n,t.nativeEvent,h(t.nativeEvent))}function 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"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import shap\n",
"import matplotlib.pyplot as plt\n",
"# load JS visualization code to notebook\n",
"shap.initjs()"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"Setting feature_perturbation = \"tree_path_dependent\" because no background data was given.\n"
]
}
],
"source": [
"indi_explainer = shap.TreeExplainer(pipe[\"clf\"])\n",
"single_transformed_data = pipe[\"vect\"].transform([clean_text(df_valid.iloc[2][\"text\"])]).toarray()\n",
"indi_shap_values = indi_explainer.shap_values(single_transformed_data)"
]
},
{
"cell_type": "code",
"execution_count": 46,
"metadata": {},
"outputs": [
{
"data": {
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UKfjBD34Ah8OBRYsWYdiwYZbrcLvdWLZsGTZs2ABN03D33XcbylAWLlwIAJHtzM/Px4wZMyIlMZScnJwcfPKTn8SmTZuwc+dOeDwePPHEExg9ejQAYNGiRWhqasJ3vvMdjB07FrNmzcL58+cjj1+yZAleeuklBAIBrFixAvn5+SgoKIDb7cZzzz0Hh8OB5cuX93t9VudYaWkpnE4nOjo6Io2rgfjnt1n4/P3JT36CvLw83H333aitrY3c/8QTT2Dr1q340Y9+BK/XixEjRmDx4sUD29lEREQfMkLTtEyPgYiIKBvxD2RyROJFbiuDdt5YTbl+m+A5RkREtx2WQRERERERERERZREGa4iIiIiIiIiIsgjLoIiIiKzxD2RyWKJixPMm/XiOERHRbYeZNUREREREREREWYTBGiIiIiIiIiKiLMJgDRERERERERFRFmGwhoiIyNrVTA/gFsB9FI37JL24P4mI6LbEBsNERERE2etW+6DGZsBERERpwMwaIiIiIiIiIqIswmANERER0S3mueeewwMPPIDx48fD5XKhtLQUH//4x3H06NG4j9uxYweWL1+OsWPHQggBIQS+9a1vRS23ZMmSyP3qv8WLFw/SFhEREZHKnukBEBEREVFqfvCDH6C+vh6lpaUoLy/H6dOn8ac//QmbN2/GsWPHUF5ebvm4w4cPY8uWLaisrMS1a9cSPs+kSZNQVFQUuT19+vR0bQIRERHFwcwaIiIiolvMF77wBVy4cAENDQ2ora3Fc889BwDo6urCSy+9FPNxn/nMZ9De3o4DBw4k9Tz//M//jL1790b+/exnP0vL+ImIiCg+BmuIiIgo6wkh6oQQPUKITuXfD5X7lwghNCHEs6bHlYd+H35MnRDiH4Z+C9Lrn/7pnwzZM/fdd1/kZ5fLFfNxo0aNQl5eXtLP88wzz8DlcmHSpEl4+umncfUqJ2ciIiIaCgzWEBER0a1ihaZpBcq/v1bu+xyA5tD/VoZrmlYA4JMAvimEWDrYgx1KP/jBDwDIYMzHP/7xtKwzNzcX48ePR1FRES5cuICf//znWLRoEbq6utKyfiIiIoqNwRoiIiK6pQkh8gB8DMBXAFQKIebFWlbTtD0AjgOYMUTDG1Q+nw+f/exn8e///u/weDx4+eWXDT1m+uv73/8+WlpacOzYMTQ0NOAf//EfAQAXLlyIW2ZFRERE6cFgDREREd3q/gxAJ4A/AngdwGetFhLS3QCmA3hv6IY3OG7cuIEHH3wQv/3tb1FcXIzt27enbbamOXPmRMqphBD48z//88h9Fy9eTMtzEBERUWwM1hAREdGt4mUhRKvy7y9Dv/8cgD9omtYH4D8AfFII4TA99gZkmdQvAPyDpmlvDd2w0+/kyZNYsGABdu3ahdmzZ2P//v2YM2eOYZkHH3wQ1dXVkayYZF27dg3f+9730NHREfndH/7wh8jPsWaaIiIiovQRmqZlegxEREREcQkh6gB8QdO0rabfTwBQB2ChpmkHQiVRVwF8RtO0l4UQ5QAuAHBomhYY0kGnh+UHterqatTW1gIAZsyYgfz8/Mh9X/jCF/CFL3wB5eXlqK+vx+c+9zn85je/AQC8+OKLePbZZ6FpGs6fPw8AGDFiBEaOHIkFCxbg97//Perq6lBRUQG73Y4pU6agq6sLDQ0NAICamhocPnwYbrc71nhFejabiIjo9mbP9ACIiIgosY6ODg0ACgsLeTFs9BnITOGNQkR2jRuyFOrlTA1qsPX29kZ+PnbsmOG+pUtj905ub2/HuXPnDL9raWlBS0sLSktLAQBFRUX4xje+gTfeeAPnzp1DT08PqqursXr1ajz77LPxAjVERESUJsysISIiugXc7sGaOJk1pwCsB/BT5dfzIfvXlAAoxIcwsyaL3ZbnJxERUboxWENERHQLYLBG1AEYC6BP+fUBAIsATNA07bpp+eMAfgLgVTBYM5Ruy/OTiIgo3VgGRURERFlP07TyFJefrtxkAIGIiIhuKZwNioiIiIiIiIgoizBYQ0RERERERESURRisISIiIiIiIiLKIgzWEBERERERERFlEQZriIiIiLLX1UwPIAW30liJiIiyWlqCNUKI/yaE0IQQo9OxPhoYIcT/EkJ8IIQ4IoR4QwhRkukxESCE+I4Q4lTo2LwkhBie6THd7oQQHxdCHBdCBIUQ8zI9ntudEGKpEKJWCHFWCPEPmR4PAUKIXwkhrgkhjmV6LLexcZCzWQkAQggxUQixPfT35IQQ4m/V+5P519HRgY6ODqT6uCT+jRvUPZHFhBBuIcR+IcT7ob8r/yPTYyJJCJEjhHhPCPFqpsdCkhCiTghxNHStcjDT4yFJCDFcCPGn0N+Xk0KIRZke0+1uwMEaIcQEAA8DuDjw4VCafEfTtFmaps0G8CqAb2Z6QAQAeBPADE3TZgE4DeAfMzweAo4B+CiAHZkeyO1OCJED4EcAHgMwDcAnhRDTMjsqAvAbAEszPQgyCAD4O03TagAsBPAVvlayghfAA5qm3QFgNoClQoiFGR4TSV8FcDLTg6Ao92uaNlvTNH5Zlj3+D4AtmqZVA7gDfN1kXDoya74P4FkAWhrWRWmgaVq7cjMfPDZZQdO0NzRNC4Ru7gVQmsnxEKBp2klN02ozPQ4CAMwHcFbTtPOapvkArAewKsNjuu1pmrYDQHOmx0E6TdMua5p2OPRzB+SH6fGZHRVpUmfopiP0j5+/MkwIUQpgGYBfZHosRNlMCOEBcC+AXwKApmk+TdNaMzsqGlCwRgixEsAlTdPeT9N4KE2EEP+vEKIBwKfAzJps9BSAzZkeBFEWGQ+gQbndCF6AEsUlhCgHMAfAvsyOhIBIuc0RANcAvKlpGo9L5j0P+aVyMNMDIQMNwBtCiENCiKczPRgCAEwCcB3Ar0Nlg78QQuRnelC3u4TBGiHEViHEMYt/qwB8AwwEZESC4wJN076hadoEAL8H8NeZHe3tI9FxCS3zDcg09t9nbqS3j2SOCWUFYfE7fitNFIMQogDACwD+1pRRSxmiaVpfqAS9FMB8IcSMTI/pdiaEWA7gmqZphzI9Fopyt6ZpcyFLn78ihLg30wMi2AHMBfATTdPmAOgCwP6BGWZPtICmaQ9Z/V4IMRNABYD3hRCA/MN0WAgxX9O0K2kdJUWJdVws/AeATQD++yAOh0ISHRchxOcALAfwoKZpvBAdAim8ViizGgFMUG6XAmjK0FiIspoQwgEZqPm9pmkvZno8ZKRpWqsQYjtkvyc2586cuwGsFEI8DsANwCOE+J2maZ/O8Lhue5qmNYX+vyaEeAmyFJr9AzOrEUCjkhH4JzBYk3H9LoPSNO2opmljNE0r1zStHPIAz2WgJvOEEJXKzZUATmVqLKQTQiwFsBbASk3TujM9HqIscwBApRCiQgjhBLAGwIYMj4ko6wj5DdkvAZzUNO17mR4PSUKIovAsj0KIXAAPgZ+/MkrTtH/UNK00dJ2yBsA2BmoyTwiRL4QoDP8M4BEwqJlxoWv4BiHE1NCvHgRwIoNDIiSRWUO3pG+HXmhBAPUAvpTh8ZD0QwAuAG+GstH2aprGY5NBQognAPwAQBGATUKII5qmPZrhYd2WNE0LCCH+GsDrAHIA/ErTtOMZHtZtTwjxnwCWABgthGgE8N81TftlZkd127sbwGcAHA31RwGAr2ua9loGx0RAMYB/D81sZwPwX5qmcapoomhjAbwU+ixsB/AfmqZtyeyQKOT/AfD70Jdm5wE8meHx3PYEKzGIiIiyX0dHhwYAhYWFVv19iJLGc4mIiCj7pWPqbiIiIiIiIiIiShMGa4iIiIiIiIiIsgiDNUREREREREREWYTBGiIiIiIiIiKiLMJgDRERERERERFRFhlQsEYI8XS6BkLpwWOSnXhcshOPS/bhMclOPC7Zh8ckO/G4ZCcel+zDY5KdeFyyy0Aza3gwsw+PSXbicclOPC7Zh8ckO/G4ZB8ek+zE45KdeFyyD49JduJxySIsgyIiIiIiIiIiyiJC07S4CyxdulS7ceOG5X3Xr19HUVHRYIyL+onHJDvxuGQnHpfsw2MSWzAYBADYbEP/PQuPS/YZyDHJ5Ln0YcfXSnbicck+PCbZicdl6B06dOh1TdOWWt2XMFgDIOECRERENLg6OjoAAIWFhRkeCd3qeC4RERFlDRHrDn6lQkRERERERESURRisISIiIiIiIiLKIgzWEBERERERERFlEQZriIiIiIiIiIiyiD3TAyAiIqLE2AyWiIiI6PbBzBoiIiIiIiIioizCYA0RERERERERURZhsIaIiIiIiIiIKIswWENERERERERElEUYrLkVtHYA+2uBs5eB621Ar0/+6/EB3V4g0Ad4/fLnviDQE/q/1wf4+wBfQL+taXK5MK9fPh4AgppcZ1i3Vy4PyP97lMeZ1wPI5/H3xV8mPA6VPyAfayW8bbH0eOW4YzFvkxVfQI4hHnU/DeS5AON+TcdyifaRKmg6jokks90qq2OeSKAP8CU5/rBk942qxxf/XInFfO4PVH+2N5EeHxAMpnedZuneD4l4/fL9Ihsk+9rOlP68HoZaKu9T2ezDsh0fUr0BDVqGXwtDNQZN0+ANpP95vGkavy+gIZiG9fT6+z+egRyL/j5vqo/r9Se3bDLHxZtgnyc6JvHGHus+TdPQG+M8jPWYWMcl1vh9fRr6LD6/WW2PpmmW+9Rq3UFNg89i7FbjtnquvqAGX5/+O/Nzm2/7+zQElO1Q94O6/vDvg0F9fOHfhdeh7vfwfeFx9/rlurwBuXxfUC7b6w+ix9eH1p4ArrX78cFlP45e5t+zbCeSeEPJ8k+AH2KXbgAXrskP4ULI32la6F/oZ3uODJAE+oBcpx4IEUIGIdwOoLkDGJYPdPQANhswqhD407vAHeXApHHAnlPyouiuSnkx9ub7wL3TgZKRwIvvAsMLgAVVcpl/ex2oLAEWT5Pr+cUb8vnurpG/338G2HUCqCkF7p4GDM8Hfv66HOO8KcDsCqCpBfjTbnnfoqlA9QTg/QvAtg/0bS9wy/HMKgcuXAU27Dfum5KRwH3TgdLRwKsHgJONxvuddmDOJLmObi/wq63R+3dEPvCRGmDqeODQOeCdY9HLjCqU2zqlGNh9EthbG72M0w7MnSy3L9ZzAcDEIjnm4pHAf+0C6q5ZL1cxVu7/scOB/3gHaLxpvVxBLrCgEphZDpxtAl49aL0cADhy9P3h75PHJN4re7RHbvfkcfJ47jsdZ2EANgHcUQEsnArk2ICfbgYCCS60C3Pl8tMnAqcagS2H4y8PABNGy30zfhTw4h4ZwEykZKR8zITRwKaDwImGxI8BALsNmD3JeO73J9gT5skFFkwFZkyU52sy25tI8Qi5bROLgM2HgGMXB75OsxybfN0uqAIggJ9tGdwgyphhwD3TgYoxwNtH5WszU9TXdlcv8Ou3MjcWK8m+p2RSvku+79xRAVy8Dry0N9Mj6p+CXPkamFkGnL4EvHYo0yMakI7ffxUA8MVNQxiAHWTOHODLCz3wBTTsuejF+1d8A3rL7u8YvrLQg97wGC77Bu1D9NTRdjwxPR8NbQG8c6EXjW0pfLESg00AX1pQCBuAfQ1evHfZl/BPeSx/fkc+ivJtONzkw4FGX8wL+niGu2344vwCNPcEsbPOi1PXk7+wzBHAlxcWIqgBexu8ONLkQ1+SQ8h1CHx5QSG6fBrevdiLD64k97wjc214en4hbnT1YWddL2pvxP8isLgwB5+bW4CrnX3YcaEX55qtlxcAvji/EI6c0HFp8sFvcVw+OycfI3JtOHTJhwOXvPCaVvep2fkYnWd9TDwugS8tKERrTxC76704fk3f5jyHwJcXFqLTq2F3fS+OXtXvqxxlx5/NyEdj6DxsCJ2HI3JtePquAtzsDmJXvX7sHDZ5XPxBYO9FL45c1l+nT91ZgAKXwMFGHw5d8sIbOqU/Oj0PZcPteP+yD/savOgKBUCstqd8hB1rZuWjqV2Op75VruTJuQUodBvXPbvYiUcq3ahrkfv/Smcf3Ha5rd0+DXtCx14DsGZWPsYV5OBwkxcHGn3oCWiYX+rEfRVunG8OYEddL/IcAp+8owCXOwJ454IXAsAnlLFMH+NE9RgHjl3142BjL/nsKt4AACAASURBVD47pxC+Pg17GryYNsaB0Xk2HLnsw+xiJ/xB4FJbAFOLHKhrDqB0uB29fg2tvUEUF+bgYmsAk0c50NQewOj8HHj9GvJdAh3eIIa5c9DhDaLAKdDl1+DKERBCnkcCgM0moGkahAj/L8+yWcWOuOcrDSoR6w5O3Z3NfKF3KaEcPyGMtwF5Ie7IkT+7nfrvXaEX3Zjh8jHqfVOKZXAFkIGVXBeQF/o3sUhe4AIymFM+Fsh3y9uBoAwijApNIVs8EjhyAaiZIG9Pnwj864vAg3cAIwv059+4H/jy4/KTwKSxwPmrch1PP6o/bt0LQFfog2P5GLk8IMd5shG42qqP/5P3AhOK5M9TxwM/2WLcJ3kuue7wNnX2AgfPGpeZXyWfV33+XtMf5PtnyvUD8iL7uy9HZ5rkm56rvQc4bHGB+fQjcn8BwORi4DfbopcB5MXA2OGh/TAW+N071stNKQa+/Jj8uWo8cPQF4GaH9bIuB/D5h/Xj6A0A756yXhYAHpgFVIXOj+kTgedejh98sQng00tkAAYA7HZga4JgRHUp8Feh8deUyv3f0hX/MX/xoAzUAPK8+MWb8ZcHgE8slud0+Dl/vDnxYwD5mnrqYeO5v+N4co+1Mm0C8KXH9HH8y5+Atu7+rw8APvYRoGyM/LlmAvDD1wa2Pit2G/C5B+TFKiCDfNstApvp8thcGSQE5Ln3/Q0DC5INRL4L+OJSGQjPc8nj9d75zIzFyhcf1d9TJo2L/Z6SSRNGA19ZJn+eXAzUXgIut2R2TP1RqbzfVpcC334BaO7M7JjSYHd9FmeMpWhFdS7cdgG3XWDGOAd+tLdzyL9tXFWTC5ddwGUXmDbGgR8P4hhW1eQBACYMs8NuE2k5lvdVuOBxyaT7ueNd+OHezn4FayaPtGPicHmJsWCCCz8/0IWb3amv6On5BRBCYFReDko9OfjlwQSfERQPT3Ej3ym3ZXaxEz/a05l0sOYTM/PgyBEYnitQOcqBn+xL7nm/vEB+7h2dn4Nijx2/OhT/b/x/u0d+lh5bkIOReTn4v+9ZL79oohPDc+W2zCt14cd7OyOBjLCaIjtKPHKfz5/gws/2d6K1V9/gylF2TBgWur/UhX/b34XmHv2YPHlnPmxCYGReDiYOt+PfDujb/Mk78mC3yf0xeZQDP92v37d8qvxsUDrMDpfdht31PQCAL4aO3ej8HIxXjt1jVW7kOmzIBTBrnBM/2tuJoAbMGufAmIKcyPh+sq8TnT4NxYU2TBllh00IzJ/gwq8Pd6GxrS/m9jw8RY6nxGNHvlOOZ+ZYB8YWynUvmODCT/d3otOr4dOz5TZPGmnHW+fk++HHZuTCmSPgzBWoLnLix/u6UD4iB+Uj9PP5Fwe70NwdxOfnFSDHJlA52oFNtT2YNU5eZxUX2lHo9KPYkxMZywi3DTVjHHDkCMwtcaKuJQC3Q8DtEJhb7ESRsu05NoFcAHmjHXJ8o+T1nDNHoNAlIIQ8DuF1h+8DgGFuuZ7C0Ou4wGkdAxCha0lhvqakrMMyqGxWMTY967F6IdaUAi2hD5qjPMBx5Rt5T57+zfnsSTKjJOyJhcDL+/TbD94BHKvXAynD8uSF/svKt6ePzpEBjD1KcGD1AnnRE/4mONcJPDpXv7/umn5RlGMDVs43jv+1g3rpVNV4eSGs6vYCr79nfD6zA6eBS6GslQI38PDs6GV2HtcDICMLZRaDWZcXePNI/OcCZHZQ+KLzzslAWZH1cur+XTgVGDfCermzl4Gj9fJnew6wYr71coBM29+sBE9WL4y9LADsOCYzsgA9yyaeoGbMflq9IE6MOORUo/wHAA478Pi8BA+ADPqFg2Uzy2TAKpHNh/SyhSnFwIyyxI8BZAbSJiVb6YkE+yyREw3yQhWQGRvLktjeRLYc1rPpKsbK7IV0CwRl9lrYEzHO73TZ9gHQHvrAOm6EzL7LlC4v8EaC95FMekV5T5k3RQ9KZpOGGzLjEpBB3VVZtg+TdeaynrlmzwGW35XZ8ZCBTQAranIjtzec7BnyQI1NyIDRUIxh6mg7asbIizV/n4bXanvTst5Vyj7cdKqn31k1q6bp69lV5+1XoCbfKfDQZHfk9isne1Ibg7ItG0/1JB2osduAZcpxTPZ5PS6BB9Txnoj/uNF5NiwucynLxw7shANzALClticqUAMAq6bpy2w/32sI1Mj79W3aWec1BGpy7QKPVFqP3WEDHq+y3h+TR9oxIxSgCAQ1vHpK3mc+di+H1icArDS9TsN/wlYr43vrXC86ffKOFTV5sIWuYw42eiMZZOZzrLkniInDcnDneDmeoKZhY2isq0zr7vBqmDveidJQsKfbF8SbZ3thtwHLDcdeHhN1/7970YvrXUF8pMyFonwZGGnpCeLszQDuKtWP58FGH+aW6GPxBQFHKKBy6rofCyfoX6C3evVjoZY22m0i8vgwc3AlXSWXw1yJl6HMYLAm2xXkJl4mFeEXtcthTJkv8ugBmhkTZbZMWL5bD4xMHS8vls+Fyk/cDhlkeUUJMKxeIDNL6kPrz3PJgI2a/v7ALBnYUYM6K+fLwEzYS6aAT57yTtLWbSybsrqQ3rBf36a5k2W2jmFfwBgYWb1AftpSBYIyQBDveQC5/epFk1Ug5kprdMDKSsMNPQvIJoBVcYIwL+3Rf35srjwesWzcr/cUmjFRz5yxEggCG9UL9CQCFa+/p/ermVgE3Dkl8WPUY7x8ngxixHOzA9h5Qr+dzMVzew/w1vv67VSCLpsOGs99c1AwVYbtvUvPiOuvzl5joHCgAaVYXjukB4UmF8vyxMHiDRhLTJ5YNHjPlQw1IHJXpcwUyRZXWpJ7T8k09bx/ZLYMjt+K1Pfbx+/Us1cp4+aXOlEc+ua8wxvEW+fSE7xIxcIJzsi39+29Qbx9fvDGoF587rjgRUtPP6MqimljHKgcLc9pb0DD5tOpBUfCRuXZcE+5EoRIMcgS9milG7kO+ZmsriWAIyn01phT7EBZKBOix6/hjdPJH4v7KlwYEcpiudHVh931yZUKLq2SWVUAcO6mH8euxh/v8upc5IQ+c75/2YcLLdZlbJWj7Jg+Vg/MbbIIzI0tsBku/s37vCjfFBgy3f/QFDcKQllIjW0BHLykZ2ktmeSOZPVc6+zDu8r+iBWUW1rphjt07C40ByJlZPOUAEmXL4itZ+W2lHpyIoGOoKZhw0k96POwGvQJ/T4q0BX6/UplPHsv+nClM4iSwhwsmKAvG163Ghx6/Uwvevwa7i5zYVSeHoB554IXI3JtuK9Cf3w48PSE8vjXanvw+FT99r4GLxaV6cdjf4MP91Xo23H8qj+SEdPlC2LSCP2zb17oOKg9esLBKqt+PunKjCkbyb9n2YrBmmw3K8ksgGSpL+ryMXrGQflYmSET1qf80bi7GtitXCA/sdD44XvlXcBbH0RfqKuBkFXzZRaFObPg7aNAayidcsww2fsm7NBZ2eMA0AM+KnX9i6qjM1CuthpLfawuZLa+L3v5ALKcYEFV9DKGC9VxstePWbKBGHW/3T9L9u1JtNwjc2Jf3Ow/o2cHFeYCD1lkB4U1d8qMmcgYE1zYbz6kl4VVliTOSOnxGfuwJBM42H0SuBbOysqXZWeJqAG+e6frJXlxH6OcKwuqgPEjEz8GkOfm2wmCgqnYfRK41iZ/Hp7k9iaiBhPmD1IwobNXvlbCBisoFLbxgB5YnDZBL0XMhGwPiFgFwbPN+xeA81fkz24nsHRu/OWz1b7TwOVm+bMnD3hwVmbHQxGrlayCzad7o3p1DPUYXqvtiVSyp9uYfBs+MlG5eDw5wHLaEPXi9e3zvWj39u8b++XVuZGMgGNXfDh7M/WDkWPKUno5TtaJFTXL5M2zPZEeJ6k+9tUks4vsNmDZ1OhMklhy7QKPViWXhWMIzJkyYsJWKIGfw00+XGw1nnzmwNB5pTeOTRizXV4xZYSp58XGU3omTKygnN1mzHJTj90qc4AklEWiPv/+Rh+aOuT4DUGflgDeDwXs1O354IoP55oDGOYWuH+SmonVHfWc+xu8uNTeh/IROZhdLIMpfUENG09FB3DCx/7xqe5IRsyJa36cvhHAtDH2SGDT16dhx4VePKgElbae7cUSZSyNbQEMc+sBr6rRduW+vsi2dCoZNuHfqZkz4aBNuhuYD/BrQxpkDNZkO5tNvvOlU/iddkSBXoYSfq6wOZOBM03yZ4cd6FZqoRdVA6ebjOVBd1VGX6gbAjHDZSDGnFkAGEssPqpcBGowLr9qvjHz5eL1xBkohuDITNlUWOX1J/4WP9kL1WQCMcmWwrx3Hqi7Kn/OjXNxE9Sis5rM2UGGMSrL3jNNZlTF0p+MFDWbac6k6Gwms6Amgw3qcyT6kuBMCuVfYY03gf2hJsmplmK8lCAomIq+oLFcLB1Bj6ZmYJ/S+HqwykzU7LEFVXrvoMHQ0glsP6rfHuzgUCLqa/vBO+SFerYYjPK6wfCSKYsy3X/XhkJQMwZ+k3m/okEXlXlwqn+ZHANhLkvaVDt4Y1AvVI9c9qEuRkZGKooLbVgQJzMjWW67vMAOe7mf61lc7sLofGOGQ7ImDjeWwmxIYQx3FDtQEcpy6PVr2HImuYyce8tdGBnKyLjZ3YddCbJx4mWyqKIyYiyCVvkOgYfVfW5aJtcu8GiMEicAWDDBiXHhjDBvEG8rWWlzShyR3kPd/iDeUPZHrKCcmp3S3N2HHXVyX0waaccdSoAkXDIVq3zMHPQJb7s50BUOjD1WlRvp23L6hh8nrgVQ6BKGIEp42dUWZU0zxjowZZSeWbbldA9cOaYSsBPRZVHbzvVicbnbkFVVMdIeGUvtdT/mK5k9u+u9mKmUjk0YpodKCkJ9ZqzKnrQ4pVADNZ2NhbPaLfhp6TY0Z3J616dezI9UshKmT9Rn13HkGBv6Lp6mz8piE/KCwFweZL5QHz/K2PPjo4usMws2xek/8/ZRoM0U8FElykA51ajPFOWwA8ss+gwkUx6kXqjOrwJKLS5Uk71oUlPpl8Up/TFf3OTEeLm+qWQHlcTIDgo7f0V+yw3I9SUKdKSakXKtLbrHUSL9Kp9Kofwr8hhlfz6UQilGMkHBVLx+WN/esjGyRG+gDMGEWYMTTLjUbJwVbLAzTNRz7+4amXmXKdkeEEl3ed1geOd4an2wstWbR2QAH5B/4+6K835LQyJeL46hon4jv/1CdL+QdMl1GC+8E2VwJEvtC3JA6QuSqgcnuyMXnE3tARxo7F/TY3V/pto7R+1Vs/eiD1c7k3/wauWxb57rRZcvueO4OoVsnESZLKpkSqUeqXQjzyH3+cXWAN5rMpZfPaQ0WrYKDBmy0kz9cNT73jzTi+5QhlK8oJzh2NX2RvaFelx21csACWAsHzurlI9ZlSSFtycc6LrUHsDBRh8cNmDZVDWbR45naaVSmtbsx9GrfozIteFei7Im9X1k2zmZWXb/JDc8oYyYKx192Nvgw7gCGxZO1AObr9X2GLKqXj3VYwjwfHDFrwe8fEGMztc/y19oDkTKnrp9+kljFYqxCtrQ7YHBmlvBYNTFhwMPE0brwQyb0DNhADkltNo4uOG6ft8jc+SMMGp5UPEI44X66gXRPT+qSqIzC+L1n/EFjFNSf9SU+ZJMBkqi4Egy5UHmC9VY2QvJBGJ2KaU/8Uph3j6mzzYy2iMzYax4/bJkKSxRgES9sHtsrtxvsVy6qW93shkp6vqXzJQZXPGYm0EnE+BJpfwr7P064Fy4FMMhe04kyxwUzB9AJzZz09p0ZI0cu6hnwrkcwLIUti0VURkmae6ppbpw1dhkPJkMqsFk7q+UTQGRwSivS7dAn/G9PNPZUv3Vm+L7LQ2qRL04hsKYfBsWTVSzHwZvDI9McUcu7hpaAzgcIyMjFVF9Qfo5fhmE0C/uX1Gax6Zi+hhjhkMqvXOGu4Wh/CSV8qkJw3IwT+mbsjHJ8rJZ4xyoGKlk4yTojxMvk0VlzoixOi45wlxyZFzGJoxBEnNgqGq0HdPGWPfDmTg8J9IgVy0VAmIH5ayyUwA5pbkaIFGzZ5ZXW4/fqiTJ3Ej8lRNye+5T+upc75J9deS6ozN2llmUNZUU5mB+qf5ZeMPJHggYAzjhZsgra3INDY8rRtgNWVX2HGHo8VOplDztqPMa3itG5umX4eGgEhA/MJPuoE3VAJLFaWgwWHOrmDHAxqZmsUplZkw0BmjC3yYDMgNAnb3pnmnR5UHmC3Uhont+WGUWxOs/s+kg4FcCPjWlxjEnykB591T0bFVmyZQHJXOhmkwgxqr0x0qgD9iUZJPfjQf0WZJmlOnTsls5cAZovCF/znfLhp/xpJqRUntJZiIA8oJ2eRJZCK/s60f5VArlX2HqtqxIoRTDPHPZQHtuqFlo8WYGS8VQZFccq9eDQm4H8NggBYXC1G1aOid+YHGwqQGREQXy/S1bDEZ53WB47aDeJy2ZPljZaoMyK90d5fpU8zTk4vXiGCoravQxvNfkQ33r4DSribpQTdNsU7GawaZqfqkTJZ6BN3keSO+cx6bmGspPTl5P/nxQs132NfhwuSO5jBx1vFuVWYxiLx87k0Vlzog5ZBGYU2ckau0JYrupqbWh6bVFYEgN5JgbVav37VEylOIF5cyzLoWP3TKlZOr4VT/OhEqmYjVzjhX0URuJt3uD2BbaXjUjauNJOfPXPabStJ11Xrhy5DkSGXsomKcGYA40etHY3oc7LZoh5zsFHpqiBJdO9kRlVam9lnbVew29cYKaPsPTxRZ/JHPIG9Ai7yFqY+F4Mz+lqxTKnUxmOmUUgzW3iuFJNFFNVfhFX1OqZ824ncZZoiaNNZaohL/pBmRg5NUDxvKgrl7jhfqKu6J7fhTmRmcWxCs1ae0CtsXpX5EoA8Xqwt78HpdMeVAyF6rJBmKiSn9ilMJsOmS6uJlovdzNDmDHceV542TAmGfBWpUg0PFBnXH2r2QyUgyzpswDXAlmebrWBrybYvlUKuVfYTuO6b2WRsWYij2WZMvSkhHVkDoNF9c7TwA32uXPIwqAJTMGvk4rhoDXXbJv0GBRm4znu2VWU6Zke0BkMMrr0m0gM7NlE/OsdLfqdtziEvXiGAp5DoFHpvQvkyNViyY6MbYgvbNNxWsGmyr1Qn1LP5s8FxfmYH4/e+c4Tf1FUumXY+6bkmx2Uekw61mMYomXyaKKyog5YR2Ye8JQctQDvym+tCpOYKgo34a7y6wbVQ83NetVz4tYQTmr7BRAfvx7rMp6XbGaOVuVJAHGQNeW2h54A8aZv9S+OlalafdPdsPjMpY1FTgFHpoSfeyjZosKaIYZyi60BKBpMGRVXW7vM/T4GZmrf07c1+DFvUpD5ljBlnDQJt7MT+nKqpmYIPGdsgODNbeSdDX0DL/I1TeKm536z1OKZdAFAEpHGwM0k8bK5p8AUDQMqBgb3cfCPL3p1RY9EJNjkxe6VpkF8frPqDMALaoGxg3XbyeTgZJMX5RkyoOSuVBNJhCTbOlPe7ecaSvRcuax3TNdBq5ieet9uW5AZjEtmhp7WfO6k8lI2VMLXG6RP8fKZjJ7McXyqVTLv4D+TUketv2o8dxfXBN/+UQMs/jMjD0zWLKGKpiwSwkKjSwE7ksh4JWqqMDi/OQyqAaLGhApHyOzwLLFYJTXDYb+zsyWbfozKx2lVaJeHEPhYaUs6WJrAIeb+peVkozBmG0qVjPYVFWOsmPGWL1p6qv9bPIcleGQQu+cJRWxp5hO5HElI+fMDT9OXEvuOKoBlf0NPlzuiD/eeJksqmSmgTfPSGQuF5uaIDC0Ik6j6sen5kZKhU5d96P2hh55ixWUU49deNYlQJZMFYYCJJc7+rA/VDIVq5lzrKBPrCnMV5n66nT5Ncwa58AkU2magHH/h8uallbpzYHPhzLLKkbkRDVDNs9Q9sqJ7qisqker1OPbawiGXe0MRkrHrncFMCEU1OkLapHnDwzxdN3DC5lVcytgsOZWUjE2PeuxepHXlOoXoqMK9ewYQF5EhgMrd1REN5B92VQedPyinO4WCE1veofxA/ojc+Q3rHuVGWxWL4zff6b+OnA41OA4HPBRbTqk98axykDp8SUOjiRTHpTMhWp3khdNasBq7uTYpT9qVtCCqbI3kJVzV2QWDGC9j1TeQOJZsFQ7jqeWkRLUjIGD1UnMmlJ7SWkGnWT5VFT5V3Hix6hTkk8uBmaVJ34MIJtQb0pjz42TylT2jjQ1rd1yWO8jVT52cIIJAwl49ce2D2RfKyAUWKwe3OeLp8srG8yGZVtAZIMyjXu6yuvSbSAzs2WTM5dltiUQmpXOonk9DRpzk9YNaSoJGsgYBrNfztTRdlQXpX+2qVjNYFOVjibPBU6Bh9RZgVLcn6tMPU6S7ZfjsMngRKrP63GZp4qO/7h4mSxmhoyY09alUuqMRNvP96LN1NTaPOW3GhjKtQs8EiMrzZlj2h/KfVNiBOUKnMZZl8L7QsD4GtmolEyppUtblWbOViVJ5u0Jn2MThxln/rKagnvbeVmaNs+irMncMycy25Oy/3eHmiGbZyg7dzNgyKo6dMmHOaEeP8GgBn8QhoDXAmVGKPVYeQP6z3aLrBpbnFKogRie5BwblHkM1txqCtLc0DP8onc5jOVPo0yzRIVLhAAgz6UHGarGy4vYC1f19Tw8x9hIcuV8GWhpuKE//uHZxnKhB2bK8qgNykXgiruMF/jqxf8jc4yNl9u7jVP9WgUq1MfPmSSzXlQajBehVusIBI1BjlgBEfW55k6WjZzNrrbqFy1A7A/7DTf0QJVNxL8oUJ936dzYM00BxhK2aRNkRlUsyW636o339MDBhNHJzWq2QQlMPT4vcQbPzQ5j8DCZcXX0JD5XYtl00HjuV5fGXz4RNRC3fN7ASqsAOUuNmomVyralYvMhvY/UpHGD23vEF5AZLWEDnY1roNT3rXlTBncK81RdaTVmOma6KXMs6j586I7M9iIaCHU7HrtzcEsCyWDeeL1Ja7dP710xlOaXOjEmVJbU6Y3uF5JOK0wz6aRjtqnqInukL0ggqPcFSdVwtzAEIfqbVfPQFL13zsXWAN6/nHyW0qxx+hTT3oBmmGI6kcXlet+Ulp4gdiWZXfRIpZ6RcaE5EJnFKJbHqvRMlmNXY0+5PnmknhET1KxLpYryjTMSbTTt85G5NnxkYuxjcv9kVyQrram9z9AP555yF4aFZkC62d2Hdy/q+0MNbOy5qAflHlaOXX2L3vdobokT4z3yuPT4NWw9K7eluFBv5qyOL9dhDPqEfz8i19hIPPz7Zcp4DjTKvjrjCmyRIIq6b5Yrr6G3zsmypkUT9cyytt4gdtR54XEJQ7lS+LnUbX/9dI8hi+bwJR8WKOV7By75cF+5vh0nrvojpWM9/mAkowhAJDOvb4izaiaOYFbNrYLBmltNV5o/DKjvA+oHzTYl4t/tNZbUdPbqF5X+ANDaaWzI23jDOLV1ww0ZoFEDQOZlmjvltqm/a7xpHJ96UXS9Te/lElaqBEQab5q31Pj4bi9wsz16GcO4LdZhXsbqecxj6fbqWSkqYRpTrHXZhOzJkmg589iuturZRlZKRuolJV6/3jw1mXXHG0NY0TDZAwmQQaGmJB6j7rcrLUjqa75kjlm8x4SzqZJRPNJ47l9tSf6xluNQtrepRQ8EDWidptfeYBg7XGYDATKz6XLz4DxP2Pgh2KZkqfu3q1efjjobCBjLilI5t4eSug9vduhB3VuNuh1XWvQsPxp0TUq5idshMDJ36ANlTe36GPIcInLBPxjUcqBST3q29VpnEP4++SHLbhORfjip6vRpaOvV/3aN7+f4LinbOCrPhlx78helVzr6Ihe7LrtAUX7yx0LdtwVOEQlUpPK40fm2hK35LrXrn8fGFeQgJ8bmXe/qi2Rb2ISINNRVtfUG0ak0Xjbv83Zv0NCY2Xz/JeXcHZFrQ55TH4y6XR6XDR6Xfp96jEqUdTYq6xuVb4M7tC+aOvoiAYdch8Co0HFp7QmiU5mqOryuXr+Gmz36usKBng5v0HCOhZdXt6OkMAcCQGtvEJ3e6PPxUltA+Z1cr/oaLnAKDHfb0OXT0Gr1XKZtV49niSfHcH9xYY6hJE6d7yHXYTM0oQ5nyuRYlHhnsOibsgiDNbeSQEDPhEmX8JvDlRaZXRGmZmQcuaBnoXR7gdFK0GX7Mfntcjjjp6lZlneoPUpe2gs8OkcGbACg/prMFFmtpL+/sk9myqilT2pPD3O6vFpWBchZosLj9/cZM2TC1JKFN96TJQ2qArfM+LF6/jBzCdDLFsuYn0vtYaO6c4pxv6plWqpFU/XZsdq7jQ06VXZTY2Sr8cca41sf6D1srJgbNydaN2A8vntOyW/943GaSoHU3kexzCqXpUxA9JS6saiz0ARinCuxqI2btx8DWrpiL5tIf7Y3kUnjZKkiIAM/G/fHX76/1HNn5wnrYGS6mEufzK/9oaZu+5b3ZIlltkj2PSWTbML43vDSXgx5/Uo6mEufknlPpLRpbOvDgUb5d9UmhKHUYqhcbNMzEmw2YehnkW6bT/fAFwqsVI52YNqYBJGBJDT3BA09atQyk1QEgsCmU/oXif1dz8FLPjSGLqjznTZD09dErnUFseeiui15cZY2OnMzEOlR48gRWDY1uefd36j3qCl02QwZIVbeUXrUjM7PwWIle0PV7tUMPWpWW+xPX5/sW6QvY9xeeUysp8EGgPcv+3GhRe7rXIexUXftjQBOXdf3h1oSteVMTySQNHmkAzNDPWQONvoiwYsC5dhd7ujD/gb9b2S4Z0xPQMPrp6O3UYOx7EqWRIW2pzZ6+TfP9qIrFPSZMNyOueOd6A0g0v8G0MutZI8aOfY7xzsxcVgOzjUH8MEVOb4cm8Dy6lz0acZMpfC+VcvW7i5z4UiTLxJwKvHYcbO7D92h2xOH2w2zqt1T7o68XwEyuBjW5Y/+AxgO4KhZNOkqFoXQ5gAAIABJREFUfwr7IIXMNcosBmtuJWqj33RQC3ovt+gZA7WXZOkTIC/4CpU3+V0nZN+UsFf2RQdRHr9TD/bUXgJONRpLF17eZ31RoQZ0Ll6XM8GELa4BxgyTP7d2AW8rZSyA8QJKbQQbVqY0+jU3Yg177E49E0SdHUqlNhU+Wi/7FpipjUf7gsZSl1hjjhXQAYz9ZF47hJhTLKhNLm92yJmPYikZGX0c41G3+/062R8nHnNT4WQuZO5Xmuxea5XToCei7sOtR/TZoeI+Rjlf1V48iYwZBnxEaSo80IuzB2bJ/QTILKh3T8VfPhnqtu08AVy3yB4bqGQDlumiNhU+cCazmTUVY42v7cEKhvWXIZB0OLsCSWELqmSGGhDdQP1Wct902bcMkH3Mdp2IvzylnTpjz0OT3ShwDv330K8oM9s8XOlGvmNwxtDWa7yAV/uVDIQ6/sVlrpQyUlSxLuJTocHY92VV6EI9Wer5oE4Jndxj9f2wdGpuwiwZINSaT7mAX1WTGzcTIhA0liNZBWHC1P2wYIITxYXR27KptieSGVVd5MDU0cZBbz6tH5MpoxyYPsZ4TNRjv6I615Dpo+4P2XxZ/tzh1QxTsscOsuRFjp16XO6f5I5k6rx6qieSDTVrnBOTQw2Bt53vRXsoM2ZcYU6kvGiLaXtmjHWgx28seQuPR87+JJedMc6JKaPsuNIZxN6L+t/ElaFl1fE9WuVGrl3gjdO96AkFUcpH2DG72IG6lj4cuawHdh6pzMUWJeD02NRcvHFWvz1llB3XOmVQZniuDQ2teoCmfIQdvtC2FDj1YxveH2qQJmgRuKHbC4M1t5L+zIMYT/idtLMXqCrRf9+lXPB+UAfMDGUh9AXlO3I4qPPeeXkBGy5R6OgB3jkKLDd923h3DTAmNHtTONBivqjw+qODPmoQWQ1YbDpoLO8ZM0w+h/pYM3VqZKssD7st8bek5um6k8mqefekdXlRsgGdZDKGrJ5344H4JUTqBfD+BBfA5u1OJkixbJ4xYKc2rI5FHf8r+5GwO+D4UcbpuhMFnIBQhpASaEgl4LJqgfHcV3s8pUogOrMs2W6IsYwqBO5TpuserCBKMgHLdCkwTded6awa9ZjtOpG4dHAomQNJVgHpbBAVfL5Fv91T36827E+uZJPS6oMrflxolp8F3A6BpVVD3zHzvct+1IcyFPIcNkPT1nTboFxULpzoxLiCgX+Ev9DSh/cvGzML+iPWRXyq3j6nX6iPLczBwgnJ97OqvRHAyWtqRkjyx2Jfgy+S7eBx2fDApOQeu/VsryG74q7S+OM1BxzMAZQwc+bYCovgXGuvhu0X1H1uXCZRhk68TJ89F324Ggo0DHPbsERtpKych/MnuCJlRmqQpViZ0en4NT/O3JDHxWUXeCzU6+VGdxC7lBm7wlk33oCcltu8Xe1eDdvORWdwbVSCPrOLnSgfkYOb3UHsrIte9ytKcO3+SW4McwvLrKAuv4Y3z1pk1yjb/kilG1vP9kaCQjPHOfHBZX9kLHNKnNitbN+8UifO3dT3Q12rfh0TPofUUqhwkMY2iNk1pxP0WaLswGDNreJkEhe7qVBf8Gea5OxHgCxjmlGu36cGRfafiS6FUT94bz4syxUi2RFtsvnrR02BlvGjoi8qPlIt+2AAsl/ONuXb1mkTZNAiPB51Rh5ANlFVL6LDzY7DhufLBsbquM3Uqa6bO4B3jkcv89AdepZRU7OxkWfYiAI57XTYiwMI6JiXs8oYCkulHCiZci/Vw7P1adQv3QQOWGy3ypFjCtglUd5z5+TUyzfUC+e9tcClJPqmqOdKMhlCYXkumfkVNtCsmsEoV1muBFGOXQRONw18nWZRgbs0lG7Fs3Su3ny27mr6swtTYX5tZ1vZi/p62B3nPSWTqpSZ+vx9ssn5reiOCllyCMh+O1sOx1+eBo2aAbC8OjdhT/pBGYOSBbGiJjdmL5KBMpRdpbH0y5BZUOlOqVeMKtZFfCq8fcBm5UI9lXImwJQRUpULV5JDkFky6vPGz5IJ6w3AkF2RKEhlDjjEW149Lg9PdiPfInNM3eeLJjox1hTAUzN05k9wGvrfxMv0CWpy5qYwNWuoqaMP+xr0IMTKBEEW8ziWVefCYYvexnsqXBgZyobaVNsbyRqaNsaBqlDWkHqM5pc6UVKYg+tdQUMT5NWhwJa6bxaXuzA6z4YT1wI4HQocOXNk4ChW6ZVV2dThSz40tOqleneOdxoaUt9T4TKU4w3PtaHbr5dGhTNzAGCMksWWp2TkhYM/tiHIrunldwy3BAZrbhXp7gkRfsEH+kzNa2/oGRFnLwNzlal/r7cZy5TauvSsm0CfLAlQM1g27pcfzsOBFn8o0KJeVIQDFYZvW02ZM2rA4u2jMjsnzDzFt9U378vm6c1Q1emhVepzvHowulGkQHTmj1UmxPJ5eicxdWpm1Yh8YImSAfFSjGyBZDKGrMb/1vvxy4GSKfcKM/eXMGc8WTGUM7WlXs70RpySsLDCXDklvDquRNymnkipZJ7EK9HrD3MJ3EDLVVwOWX4YNlhZNeaA5f4zg/M8QPT085kOjqy4S39tn2gYnGBYf2V7IClM/fuw45hsLH8rUl+/bx6R2amUEeqUxKPycgwzxgyVd873RsZQlJ+DjwziGNTSlYem5Kal7OrQAHrFqJo6+rDf4iI+VbEu1JOxt0HPCPG4bYaptRPZqvQ/Ge+xY16CLJnIeJXMjplKOU8sG6ICKNaXYlGZYxZZW/WtfXivSc+MMvdNamzrw8E4vZ3iZfq8cbbX0INlbom+P9TgxoOT3SgMlTapx276WAcqR8l9savOixtd8riMyLXh3gr5Gjl7M4DjoewOu5LZ1dxjnRnT2G7dq0oN+twbKoE71xzAsVA/GrtNRGaOUse+bKoMHG0734sOU+nVVYuyKQ3G47eyOtcQ1Lqn3IVt5/RxLy5zYccF/fbkkQ7c7A6XRuXgfLM/si3hsit7guyasHRl2VxpZ3ZNtmOw5laQrplWrF7YJxv1jJb2bjkdcdiVFmOQQy05ednUq2bnCZkpUD5G3u4JfduofjjfdlQGicyZJ9WlQE1oCmR/wPht67jhwEKlt4r5IvQR5SK64QZw0HTxmEwT1xll+rTVXr8MFpnNrzKWe209Er2M0y6nm473XACw7C59v55slD19rKxQskCOXIjOGAobPzL62MRiLvdKFORQ+0t09ABbYzQ3Vq02lQckKu8pK5LTmwPJl288dqcMvgDAucuyXC8Rc4bQ/gQZQmE2YQwaJBOwiifZErhUPDhLD6JcbpGZRumWbMAyXRbXKNluncDbcXowDTaXfWgzilKlBolPNFgHiTOtyNykPMMlbf1VOgqYXyl/DmrG6btpyJmzA/rb3HYg/EFzs9fBG4NadpXrEHgkDaVf5l4xK1PsFaN6OcZFfCpazI2PUwj6mDNCViboI6PqCWh4Xel/kuzzxirnicUccLAqcQpTy3aWV1tnbanBh4enuA1ZGoAx8+shU4aOuVRKff30+DVDDxb1vqNX/TjXrJf0LK2MEWQJPaZPM79O9W029Auqckf6Bann5N1KPyXzOVbgFDh9w9gkOlwCp2770ko33HZgd70X17v0XjL3TXLDGwA2n1aPfSg7x1Q25XEJvH2+F+29eqne6Hwbjl3Vg0I1YxyGBs3+Pk0v0yoxZuK4lVRANSvQKrvGHJxJV5bNtQHMk0FDg8GaW0GypRqJhF/Y6gs+T/nm4FSjMSMiPGMOAJy4aCxTOnI+usmoOTuiIFeWN6nLWF1UxJthRy1bOXQOqL+u32cTpsbFFrOKJNO01pyV0m6RlaIus/mwLDUyS6ZhbLIzAOU6gaVJlt2oF9D7TstARCyLpxkvgLcnuABWtzuZ/hJzJukBu24v8HoS5QGJ+gmZ2XOAlSnOwtKfDKGweCV6/ZFsCVyyhGmd6eh/YyWZgGU6qdu06UBmp0VWX9uXW4A9gxAM6y+XOUicpVk1avD5/Qsyq+9WpL6P7KuVGWaUUVaNR4eaOltT1WgHaooGPltTLIayqxgX8KlSe8WoTV1TFesiPlVqBtHdKTY+VjNCwjMEJUttentHsROTEmTJhMUq50lm+VglTkByM0gdbvLhYqg0J89pw8OmzCh15ierDJ14zYw3nuwx9GApG66XUalBouXV7kiwQV3f4jJZfgTIGZp6Q9kjFSPsuKNYvk5jzap1vjlg2U/pgyt+nLfoVfWKRQncgUYfmsL9aELrjprtKRRc23SqJyoryFw29fjUXHj7gNdOGwNP6r54rMqNTaf0sdxX4cb+Rj1Dp9AlIvuhxKNP8R0O7ADW2TVWwZl0Zdd0dTG7JpsxWJPtuiwCBwMVfsGfvaz3OfGbyqFqG41BjmplWu9NB4GldxqbjPoCcgpvIPRt477oQMuVluiLingz7OS7jM1FzRchi6r1Ka1jXUQnalqbTFbKlGLZEwbQy73Mkm0Ym+wMQI/M0fsIWWUMhRXmAg+l0H/GUO6V4AJYneLaH2O7463fanp0s2T6CZndq8zCcrNDzuiUSH8yhMLiNbdOVbI9jVJxlxJE6eyVZRmDIZmAZbpMn6hn+fkCwKYkpmQfLAKmbLFBzihKlfqecqVFBjyzTa4TeEwpQczWgFIiHlP55a26HR8ysRqPDiXzbE3mZq/pZC67ujsNZVfmXjEDGX+si/hUmBsfpzIteo/fmCGTSqbT9a7UsmTCzt4MGLIrEjVqTqbECUhuBqlkMqMMMz/VGHs7xWtmHD0luv78O+u8kZKekXk5uCcUSIoVZOnyaXhT7dcT2rfxZtV6JUY/pVcselXtbfDhaoexBC6omfeNnKVKne2pbIQdc4odMbOC1MDa46GyKTWwM22MA609QTS1y+cucNmQ77QZyvEutemfG+8pd2NXvb4fevx645iA8tmizyK7Jsxqau+BODcIE4dS+jBYk+2O1KV3fepFRq/SJ+NYPVA6Wv7c7QXKx+r37TltLFPaesT0wXuPMVCx55TMTjE3ZLW6qIg3w86jc/USp/prwOFzxm0xZH0c/P/bu/M4Oeo6/+Pvqj7nvnPfIYFACDcohFtFV0XUKD88AV05XBVBVNx19bfuwrKo6yqIJ7qusij3sYiAwnLIDSoKJBEIVwghmWQyV9+1f3y7pqqvmZ7M0TUzr+fj0Y+Z7q6Zrmt6pt7z+X6+pbNlVdO09l2H+WZF2iC9XKYqxb9t9z5Vvn9QNQ1jqw10qqkYco1mONDqxSaAkSoP9/IrmOK6iv4Si7u8wK7a4Uz+fkLPvFy+n1DJehX1RapmFpbdnYGmeIje/4yxIepEDFeZjOmaqwksx1NJtdtA5WUn2sErpIX598b+hHT7BFcUjUZxkFTNLGq18Jb9vfD55W1mCvap6G8ONv2hJNOY/88v1nZ9MKRc49FJX4cJmK2pnIkadjWWXjF+lS7iR6t45p26UfTnKTdDULVuLOp/MlKVTLmve9tKM+RmODcME6D4VTOD1N3PJdSTH5ozqzGkwxcV7nN/hU5HfWnAN1ylj/+5Y5bG1Ro3z5UGSb6GwmWmw5akm58eGKoUOXhBTAtbzHGpNKvWoxX6Kd2zKanu/Dnm9qrKOdJNRUMiLUm/fdbrRzOv2cxSVTzbkzssq7gqqKvB1u99w6ba8sOmdiYc/a+vF82Je9cVBE4nrqor2DeHLYxpvW9oVCLtDO2HZe2RoWNXF7GHgphQmbGI4x3SYGogrAmyTKZ8n5mxcH/4t+yUVvmqZWK+N/8/PO9dnAwkTa8B111PmosXtz/GK9ul9ZulY9d4y1z/YGFD1he2Sk88W3pREY9WnmFnpOaiey3wTWmdKT+rSHET1+KmtY3xkatSOppKh3uVU80Fc7UzAFVTMSSNfjhQNcO9XCVTXFfRX6I4sBtpOFM0bMKLodeo4r/U+y2RlvtmYbm1ioqL4hloRhM0FDe33jGGwb0TMVxl+RyzT6SJna7Zf2zv+cv4Nzz3m9tW1Keqxr1NiiuKJiIM210lQdI4zCo23mxLOnE3hyAGSbh4ljuqaoKkUuPRyVQ8W9M7J3Adbl3vDbta0RnR3hWmgB6NHYO5gmaoo+kV4zfcRfxoFDc+Lh7eM5xKMwRVY2NR09u3V1nV8/DLqYLqiuOWD7++xYFDpQqpamaQSmWHD/BGqtAZrtKneEr0t+/pfe1tG7yhTcvaw1ozx5yH/pCl0ReyvNqb00Mv+Zr25s+xSrNqFVcNvStfNZTJmXCxePk7fE2iF7SEddD8qJmlakNp5V3JbE+tobJVQdmiPkhuRZC/uufwRTH96dWU+pJe4LR9IFswHO9PW7x/Eh65NK5HfUOj3IogSepPV/4FaU3gNN5/epWhUEFFWBNk49Uk0v2BzvkqEJ7f4lW0/OVFc0ErmQs+v7ue9Jq/SuYPbf+wlRsfMj09or5GxE+9VDq0ZcW80ouKQ1dUnmFn9SIzREoysz/d9WTheh3rm02puM+NZEIWtxKg0kXs4Xv5qlK2mKmcix21T+Fwr42vli7T2ezNijXcBbN/nwxXAeFfrlzFkGu/JdUPB2quN5VGrpEugI/aZ3T9JaLhysPZKjlwmdTiG2p3fxWzRh3r2zd3/rG6WVj8XzOaGWga49IhK7z7Yw0NDlw+/sNV/Nt271+kbRNQy1oXndzw5JjVXqj8yEYzDLBWupq9oC+bm/iKotE6YpWpOnIc6bZxmFVsIuy1wJz3ibRZ19+OYghikOy/1Py+SqbNz9m9T9V6jVDErQDoT+V0+KJobabx9l3AHblk94YAVaP4Av7YZeMzA9UNvuqAQxfEdnu2Kf9F/JK2kJa0jr7SqXhK5WOWjm4bbyiqdBqp0qXwa/09R2JVNVwuHs4z0kxUxYHDcMv7K8cOnB9Vc5nGzbeu94bm7NERLpk63V+hs6w9rEVFx8S/zccUrUvB/lgWHxqm1Jdy9FvfeXhM/jwsDlmO8Z2f/uNyxOKYovnVuOWZwaFhQHvPigxNbe3vpzS7KaRVXZGS7VnaHtbi1pBpiryxdH3833tVV0SzG+2S2Z6OXur2vvFVVi0xx/72jYmhKbgXtoa0vD2sTUUzcR26MKbbfK99+KJ4wXC8WY22tuaHRrXEbT2zzQtH5jaFhralYBrvbGkg41aMUV0zc1hVJHNT8X9g08eTL0g7fReXjmOqAyTvgiadNRfWlmWqcSzbBDP+6blDtvlNYllmGMb2XnMRVheV+pKmOqU5n5bvHJCa41I0YkIQxzHPWZa5b8lc/Lvfx5FUH5HiMXOxMJgqXGZb/r/wYds0Hc7mvKml4xGzDsm0NFB0oRENmT+OM7nyF+VNcVMRtHOgfO+VkG2WcbepHHcfuOtdTn3UVAENJCv36ajmtSSzH6Nhsx+LgzG/ljqz/7f3Dj+sIRo2vX3S2ZGDC9sqPI4jqY+Z4zPcdpf7/rZdfSASC5vXSWVG7m/jcvfhzv7qhkBJ3rnSM+D9/FRjtPtsJLGIOZ9Gs70jaYyb4zTabRuN3Tm2Y9GQP/f6EpXDyskSsvOVhM7wP9u7I5czxyyVMR/Tmfwt/3ky7bv57qcz5ty3LdP36T1vMIHzWPopjZbj5NcxY143lfY+T6a9x9JZMwTqsJWmUfdwDdCDxHHMe9+uAaln0BuKd/Q+Zp+/uqO26zdGvWe+WZL00ydHWHCKWT07ovtfSOi57qy6GmzNaTSztTRErUm7uJnbGFI656h7MDehoxIjtulZ05/KqSc5fi80qyGknONox2BOZa4Vq9ZeZ8u2pJ2JXNW/qotZMheyiYxZn9GuzuzGkLK7eSzmNYWUzJrXrfZrrfzXDVa5vrZltm8g7QwNU6qkmuPSUW/LUuV93lFnyxrmmMzLhwbdZda90nPueTiQcrQz6X3T4Y7dnPzPSPG+Nc2ILe1MZAvWrzVuK2Jb6klklfI9Xm57wrY57gMpRzsSuYLvbUna4Vs2HrbUVmerP+UMBULKr3cqY77eXb/2OlshS+pJ5pTK/6lVH7HUHLPVn8qpN+UoZJkG3e5rh21pdkP++CZyao7Zioct7UpmlcgU7oe2uLctnfXm8cG0o5aYrb50To0RW+mco3TWNO8eSOXUErc1kHYUC1vK5BxFQ5aSGUfxiKVUxlEkZCnnmMuIiG3ON0emQsr/bmhZOS1pCKm5efKbs2NIxV9QhDUAAOyubM4Evcl84JtImyF67sf+pAmdBhLm84H8bTBpAo1wKH+zpVD+o53/qyocMsGke4v4PkZCXiA/nhzHhC2JlBdiu9tTfD8aMkG2G3qX+zwWVVX/lq61dMYEkdt3mX8wdPeawLyzyVRqdjSbf0BMhW2pRmeznrvqET1/5rtrvSYTIplxtG0gq+7BnPqT5mJmz66I9ugIa2FLSI0xCssBAIFR8Y+LiZtbEACAqaDawGXQ99ENXdLZ0sAlZEshy4QuEV/Y0hA3M4K598MTFLiU4zgmHPKHMG7wMnQ/X0UXDnmhixu8tDSYXlru/XjUGyo51TiOOabbdnnhTN+gOTYdTWbYbkeT2cbpyrZk5U/R6aguamlhNKyFraa3Q3/a0da+rP66Pa3epKPOBlt7dUW0tC2s+S0hRcdj/msAAMYZYQ0AYOrLZH0hSz58SKa9j30JE670ux+T5rmB/DDQSD5wcatbQrZX5eKvammuM9UWtQhcynEcs+2DRSHMYLI0lLHtwhCmLmqGXM5u8T0Wm7ohTCXZnKmU2dZrApptu8y+6GwyPceWzzFDm6bbdg/HMmXwM2KLLUvNUUvN7WZrc46jnQlHf92e1uObUxpMO1rcGtLKzrAWt0Y0u8kuO10uAACTjbAGABAMow1cBpKm11VB4JIfIhRyq1zyw4kiIS90aa43F+lBCVwqSWcLQ5fiqhj3OckLWtzQpSFuttF9LB71po2f7gbzVTNuOLOz3zvmi7tMs/WG6meWmZasfGVNAE/7iWZbljrrrXx/DNPEc9tATk9sTuue51PKOo5WdIS1ojOiRa1htcYnr98NAAB+hDUAgPHjVnm4IYt/OJE7pKg4bOlPmGUzGROmuOGKv8olVDSkqLXBzBgX9MClnGyuMIQZKK6EyX+ecworXtzP2xvN/fr8/cgM/lWec6Qdvl4zr+8y52Bns5nNa/+lZta8mRJUVcu2ZMmigkRSNGxpXrOtec3mfiLtaGt/VvdtSmpnYlCNUUsrOyNDM+jURWZEPRIAIABm8F94AICyqg5cUqZxrhu6DOZ7uETdHi6+Khc3dIlEzPPRiLmInuMGMBGzzFS+eMzmfNUv7j4pE8Sks2YWtOIgpq2x8H40PLX3x0RIpE0w83p+OFN3r1dFNK9dWrPEzN7FfhtevrKG3VSqLmppcTSsxW2m301v0oQ3G7aZfjezG0Na0RnWsvaw5jaFFKHfDQBgghDWAMB0lM6UNsp1Z/RJpgqHFA2mvB4ug0kTOrjVLeFQaQPdaMgLWPzDiaZD4FJOzjH7byBZGMS4wYz7eCpjphwvDmJaWn2VMTEzZf1020cTwXHMlNmvu+FMj9nvbq+Z1Yu88w+j4/as4TQcnmWptc5Sa12+301+GujnujN6YqjfTVgrO8Na1BbWrAabIVMAgHHDXzgAEFRVBy75qaD7k16okM15UzyHba/Sxf08EpJiEXNrqvPClmh4egYu5TiO2Z/FIYxbCeM+nkyb/VQX9QUxMTPMxg1h6mNmGa5+d18qI23vlV7v8RoBRyNmP3c2S6sWmOFv7OOxy/+IsytHxw5ZmtUY0qxGM6wulXX0el9OT7ya1t3PJ2VJWt4R1h4dYS1qDaslzpApAMDuI6wBgInkD1wKhha500InvOqWoeFECWkwbQIXNzyJhPPDiPK9XCIh81gsbKo5Wup9FS5TrIfLeHMcbz8PJMt89FXGRMP5AMbtARMzwUA8WlghM13nOK4VxzFh4+s9+cqZHlNF094kdbVIK+dLR6wyxwPjj8qacREPW1rYGtLCVhPe9Kdyeq0vp/tfSOqWZwbVFLO1siOspe1hLWwNKx5mhwMAqkdYAwDD8U+N7J+ZqCRwcUOAonCgOHCJFA0rcqtZ6mOmasANW2IRE87M1MClHMcx1RfF+9hfEeM+Fg55AYwburQ1mL4m9b6+MDNpuuZaymal7X0mlNnaYz5alglmZjVLe8wxjZNDNAKeFJYlWWLIzjhrjIXUGAtpuUy/m50JR6/1ZbVhe0K7EjnNbQ5pRUdYi9vCmtcUUoi0DAAwDMIaANOfP3ApN6TIHTrk7+Ey4AsBHMeb+rlcLxc3YGmImSaxBC6jl8p4+9tf/eIGMO7ntlVaCdNUL83O94Vxg5kwF/01NZD0QpmtPdLOPqmlwYQzS2ZJh64wjYH52agNm8qaCWdZ6qi31JGfIjybc7StP6dnuzN69JWUkhlpSWtIy/PhTWc9/W4AAIUIawBMDY5jZtFJVBG4DBRd4A/6Ahe3uqW4ysXt2dJUL3W2eGGLG9Bg92Sy3vEYLDpG/vtypPq4F7bUx0wvndmtXo+Y+hk+TXVQ5XJm+uytvqqZdDZfNdMiHbJC6mji2AVJfjYowprJY4cszW0OaW6z+X2SzJiqmz9uSenu55IK2dIeHWEta49oUWtITTGq/gBgpuMvJwCTpzhwKR5S5AYr/oa5/qmPHZmZiCJhX+ji6+HiBizN9eZCkcBl4riVSpXCF7cyJpv1VcL4bp1NhY9HZnCPnakmmfYqZrbme840xqRZrdL8DumAZaaHEsczuKisqbm6iKUlbWEtaTN/ivclc3q1N6v7NyV0SyKn1ritPTrCWtoe0fzmkGL0uwGAGYewBsDouIGLOyPRSIFLcX8RyYQnBVUu+c/DvsCltcFUVRC4TK5srjSEKQhk8iFMOlMUwOSrYdoaCkOZKNNUT2mOI+3s94KZrTvN8e9qNlUz+y42H2ORWq8pRiNfWcOPZnA0xW01xW2t7JJyjqPuAdOseP22Qe1KOJrXbMKbJW0RzWl9Mh4oAAAY5ElEQVSyZXPwAGDaI6wBZqJygcvQsKJU4cxEA/4eLvnnLfl6uPhmH/JPCR0Nm5ld5rTl70fMzEUELrWRy5kZpiqFMO4tlfaGIflvrQ2FlTDxCFd601E6Yypltu6UXssPaYqGTdXM7BZp9WITyDE71tTmzgZV6/VAWbZlaVZDSLMazO/LTM7R1r6cnu/O6tFX0kplHC1tD2t5e1iLWkNqq6PfDQBMR4Q1wFTlzozjD1kqBS6DCS9scW+WTDVLybCisBe4xCJmOJEbvlDhEjyOM3wljH+IUrwohGmImQtw/2PxCBfiM4U7ffZrO71wpqffhKyzW6VV86Wj9zHnBaYX25JlWbIZBzUlRG1LC1ptLWg19wfTjrb0mn43v302p1jI0rKOsJa1h7WoJaT6KO/hADAdENYAtVQpcHErXoqnI/ZPVTyYNoFLLFIYskQj+eFEIa+apamVwGWqcRwzvKy/KHQpuJ+venKn/h4KYeJSZ3NRdUyUEGamy2Sl7b0mnHFvkql+m90irZhnGgHz3jD95aswiGqmpvqIpWXtJpxxHEe7ko5e7c3qvk1JdQ/k1FFva3l7WEvaw5rfHFIkxJEGgKmIsAYYKzdw8fduSZYLXIqCl8GkCWYsK9/DJez1con6Kl3iEXNrqTfhSzziTQ3NRdXU454vxcFLf6IwkBlMSWHbC1/c0KWjUVrY4d1nmmpUMpAsDGa293q9oJbPkQ7fS2pk+uwZyaLB8LRhWWqrs9RWZ8L4nGOmCH+1N6tntqXVm3A0vyVkwpu2sLoa6XcDAFMFYQ3gyuak3sHSwGVoSFHC6/nhhi5uRYxtmSAl6qtuGQpd8kOK6qOm14Nb3eLeQlQ7TBuZrDmHKlXCuIGMZZkhSPXx/Md8T5h5Hd7wpLr8DElANRynsGpmy07Tf2hWqzSnVTp0pWkEzPTZkPLDoAhrpiPbsjSnKaQ5Teb3Ryprhkw9vyOjh19OKZNztLQtrOUdYS1qDaslzt8gABBU/NUGuG5/Qnrsr+Yi2a1cGerpkh9O1BCT2hu9oUTxfONcAhdI0u/+ZJqzNtV5YUxj3Fwku9UxDTEumDH+nn5ZevSv0uIuM332gctNAMh/0FHOUGUN58d0Fw9bWtJma0mbud+fymlzb1Z/3JzSbRsSOuuwRjXG+BsGAIKIKwbAlclKB+0h7Tm/1muCqSqbk45ZLS3qqvWaYKbJ5aQVc6UjVtV6TTAVWFTWzFRNMVt7xmzt2RnRjU8NKOvUeo0AAJUQ1gB+tk0TVuw+y+IcQm1Ylnf+ASOxTWUNhTUzHMcfAAKNsAbwo+MixsL9VzXnECabzbmHUaCyBiKrAYCgI6wB/LjYwVjYlrgCQk1w7mE0LEuWLHrWzHgcfwAIMsIawI8hLBiLocoaziFMMsvm3EP1mA0KYhgcAAQdYQ3gx1+vGAuGQaFWbPH+herlr9K5WJ/ZOPwAEGyENYCf26QT2B1ux07OIUw6i3MP1aOyBiKsAYCgI6wB/EKWFArgMIITviL9/w9Ib9hz97/HwxulC34m/fZr47deKOQOQwniOTRRrvm99Mt7pau/UOs1mdlC+WFQU+HcO/8n0pw26byTxv69Vn9KuvUfpUVdY/9eM4kVjH76m3ZkdMFtPXqpJ6tPvrFRp+xXX9sVAgAgQAhrAL+g/qvxjn8a+/d4w0rprn/27h/xRenij0hr9x779x6rl7ZJ5/9U+sPz0rx26Z9OqbxeybT0D7+Qfv2YFI9KZ54gffwtk7q6Fc3EYVBuNdFU3WbHkf71WumX95n7J6+VvvjeyhUqNz4k/dt1UnefOUcvOVVqbZi01a1oqh2H8UoKnrp07N9jtO5/WvryldLmbmn/pdLXT5MWdJRfdjTvbZMpIJU1P3u8XwcviOqXH2iq7YqM4JVdWX3ljh79+bW05jSF9MWjm/SGRbGyy6Yyjv7l7l26c2NS8YilUw+s14cPDMB7RBkU4gFAsBHWAH4zaRjBWIbsOI65jVcz00//UDpwufSfn5F+96R09vekuy+UOsr8Af8fN0ubtkq/v1ja2iOd8nVpxXzpmNXjsy5jYVnefp0p3G2dqtt85T3SHX+QbvuK2YYPftNUaXzomNJlN7wifem/pJ98Rlq9SPriz6Qv/0K69IxJX+0S7s/yVDgOlqWhYVtTTXevdObl0sUflY7fT/rGDdKnfiDd8KXyy4/mvW0yWZZ5q6rxQJhXe3N664rouK+H4zhypHGb7eqC23q0Zk5El72rXfdtSur8W3t000e61F5f+jvwew/16cWdWd12Wpe2DeT08eu6tbw9oiOWlA93AACohLAG8AvqbCpvPF/6t1Ol6x6U5rZJn3+PefyBZ8zFwCPf8Jb74DHSdb83QcZbDpAu/IgUjxQu+5kfSq90S6d/xwybOOdE6ay3SY8/K/3TVdLGzdL8DjP06o17me/9voulg/eQHlwvPfmCqfZZOnvs2/bcFukvL0pXnifVx6V3HCJdcad02+PSh48tXf7aB6RvnC61NZnbKUeZoTjHrRn7uoyVZeVn5QnYOfTG86WPHmf23QtbpRMPlb7wXuncH0uPbJQOWCZdfrZXIXLmd6WHN0iJtLRqoXThh6U955vndvRJ514hPfiMtHyudPQ++SqJ/DZ/5UpT9dQ7aM6Pr5wiHbbSPPfNG6QNm6VoWLr9CWlBp/SDT0q3Pib96Hbz+CWnSUfng7ddA+Z8vOtJs2/fv9YMnRnPoT7X/l76xAnS/E5z/4wTTIDzkeNKl73hYelN+3s/E+e/Rzru76WBpNRYN37rtDtsO19ZE7BzT5L+/IIZ+vT8a9Kxa7xQybalX90nXXWPdJ0v7Fh4unTPReb8+eyPzfvXC1vN+9PqxdK3Pm7OnXLL1kell7dLD62XVsyTvnOGtGTW+G3Lb56QVs6T3nmouX/eSdKaT0vPvSbtMbdw2dG+t02mfFhTy8qaj13brUdfSemJzSn92729+tUpHZrXFNK3H+jVbzYklMpKxy+P6fNHNysettSTyOlLv+nRk6+llMlJB8yN6svHNWtOU0iSdNo123XAvKgeeTmlp7emdd2HOrWodex/5m7akdHTr6f1g3e3qT5i6S0r4vrFH/r1u2cTev+a0mFbtzwzqK+9uUWtdbZa62y9d3WdbnpmUEcuDV5YMxXzUgCYSQhrAL8g1IVXMlS1IW8d3b+0/Ot8w4PSL86T6mPSqf8hfedmc2HuX/Y7nzAX45ecJh21j3n81R3SR78lfftvpWP3le57WvrEZdI9F0odzeZ1r3tA+vm50vI5+cqaon31kW9Jj2wov/6HrJR+dk7p4xs3m0qGZt8fvfssNI8Xf/+d/dJrO01Vg/vcPovMhX8QjluQh0Hd+ph01eekTM70QPrLiyb0WjFP+tA3pZ/eKZ2b7yFy3L7SN0+XImHpX66WPv0DbyjeP/zcXDw/8S3pxdelD35DWtjlbfP+S6XPvktqrpN+dId01nelB79uvsaypDv/IF3xaXPBfe4V5rVPOUp67JvSr+43fZUevMR8r3N/LHU2S/dfbAKRj35Lmt9e/kL3+gdM1Usld37NBJDFNmw255D/fNpQ5tyTpI2vmMDSfW7ZbLOPNm2V1iwZ8RBMqKCee6mM9PFLpY+/WTrteBN2fPL70tlvM+vqVtkUr7e7LZak6x807x0HLJP+5VcmdPZXsviXvelh8x6172LpnB9Jl1wnXX5W+XVbdXbl9f7k26W/e3vp4xs3S3v7zpfGuAmDNm42IU7xstW+t022AAyD+sm6dp169Xa9Y1Wd1q02++iiu3fp5V1ZXfuhTkVs6fxf9+j7D/Xps2ubZEl69z51+ubbW5VzHP3DHT266O5d+s6JbZLM4b/5mUF9/6Q2LWkLl/0VdfaNO/T4K6my63Pg/Ki++662ksef685oYXNITTEvCN2zK6JnuzMl378nkdPW/pz26goPPbdXV0R3PZus+SEvL5ArBQDII6wB/IJ4seNyL0b8f2HbKu39cNrx0sL8f53Peaf09z+XLlhXfln/9l7/gHT8GunN+5v7x6yW9ltqqhrev9Y8dvJaadWCyuv488+OfrsGkubC3r9ezfXSlh2lx2IwaT621HvPtdRLfYlgHDd3/wZhXYp97E3S7Fbz+WErTQjiBgx/c5B071Peen/gaO/rzj9J2uuTUt+g1BA3oc/vvmYuUvdeKL1vram2cr/2fUd4X3v226Rv3yw9v8WEIJakw/b0qqBOPMRU4Xz6HaZa5t2HSZ//qdQ7YC7y73pSeua7Ul3UvN4nTpB+frepEir23sPNbbT6E6XnU3+i/HC2gaQ5NwvO1TppIADnX7mf7yB44jkpkzUVS5Zlqrp+eLsvXMovN1xY86Y10uH5aqYL1kkrz5Je7fbCN/+yf3OQdNBy8/h73yh95b8r75P1l49+ewaSZghTNefAaN7bJlsAKmvMeninreM4uvbPg7rhwx1qrzMnxhmHNuj8X/fovCOb1F5v660r40NfeOahjTr1mm5vGyzp3XvXaWVnpOLLfe+k0jBmJINpR40xu/Awxiy91pct2X+JjCNJaol7yzfHLPWnc7Xf12UEcJUAAD6ENYCfHcAhLFJhPwr/UAcr/3HovmWGB7j3F3aZShTbLr+s/3u9sl265VHpjj96r5vOSGtXeUMs5neM//5pqsuHLb7v25cww0qKX6sp/x/q/pQZViBJ/cnyy9aCe/4EYV38LEua1eqtV11MmtVSeH8gae5nc9KFV0s3PyJt3+Uts7PfBCiZrLSgy3t8UacZcuLev/zX0i/ulrbsNK/bOyjt6PfOoa6i1+1oMtUpkndMB9Pmgjadlfb3VWPlcuN/DjbEzTnkfs/+pHksFBp5WUnqTZjzstbH3Aroube1xwzd9O/PBZ3ee49lFw6jc7nbUvy+01QvtTVKW3eZ97fiZf3neX3cO6/HS0OZ96tK58Bo3tsmW75SMwjDYNxfRd2DOQ1mHK27cvvQc44j5Rzz/GDa0UV379J9m5LqSZpQpD/lKOc4CuWTkLlNoXHfpoaopf5UruD79qUcNUTtktdqiJoH+tM5xSOhoXVsiJQuGwhBXCcAwBDCGsAvEP9qrMC2zNCmRMpbx2093nOuV7u9+5u7zRS5/mqPoSFUKnx8foepivj3jw2zDvbw++fkS0yVRTlv2FP65fmlj69aIL3wuvnPtNv346mXzH/Fi1+rvdFUhzz9ojR7X2/ZveYH47gVVz4Fif9YF6/nUHBnSdc8YIaqXPsFM4Rj14C0x5nmi7papHBI2tJthk9JpveRO4zlgfXSpbdI116QPya2tMcZ3rnmDuUrPhfLfVzQKcXC0vrvmtccyTX3S+f9pPLz9/+r1+fEb6/50tMvmeFN0vDn014LpKde9J7btFVKpaUVc2t/zG0rmOfenFYzxNJfqfTKdmnpLLOuDTFp0Pee9tpO89G/LZt972l9CdM3aV5b4flb/L6mMh+LLf545fU+50TpsyeWPr5qvnTVfd737E+YfjqrFpS+zmje2yabbcmSNW4NeHeXJW89OupDioel//lo11AfGr+fPtanTTuyuvqDnepqCOmprWmd9F/bZFnm693vM9w2fezabj1WYRjUQfOj+vF720seX9kZ0Us9WQ2kHTVGTci2/vWM3rkqXvJabXUhzWqwteH1rI5YYv7E3rAtoxWd4Zrv63ICFu0CAIoQ1gB+QR3CIpkLkjVLpMtulT53kqly+P5vzHP+db7iTumEA0yw8x83SScd5g0R8C/b1WJ6jrj3T14rvekfpbufNA1e0xnp0b+axp3zO/IXQRp+/1z9+dFv14p5pgfN12+QvrROuvOP5oLmPz9T/rVOXiv9+01mhpWtPdLP7zI9eIJw3Cxr5H1UK8UX8gUXtfnHbMtcfMbCpuIlkTI9a9xlIiHpHQdLl1xvehu9uE365b0m1LEtc1EaCkldzebf4f9+g6mscV+7+Bws7rnkv+Ce1yYds69pWHzBOjMM6oXXzYX7EatKt+/9a73heqNx8pHS5beZ4X+WZSqD/vYt5Y/h+4+QTviqqSRas0S6+FrTNLa5tMnopAvquXfYShO2/eh26WNvln79uBkadeTeZl33XSytf8X0UFoxV/r69ebr3G2xLPOe8PAG8zN/8bXSQXt4Qz2Lly0ObqTK++SlH49+e95xiPTVq6RbHpHesr/0jRvNcEC3AbffaN/bJpNV+541vlXJ/+q1dPKael109y599fhmdTSEtKU3qw3bMjpqaUwDaUfxsKXWuK1diZwue6BXUlEOPcI2/WRdaRgzkuUdYa2aFdFlD/Tp3LVN+t/nk1q/La3LVraWfa2T9qnTdx/q05q5EW3rz+lXTw7oX9/aEoh9DQCYWgjVAT9/k84g3STz8f+tlfZdJB1wjrTuYuk9byytkFl3uJm56cBzpSWzpfPf7T3vX/bcE82FxtJPmABoYaf0i3NNELLyLGnNZ6RLb/Ve262Zn4jtu+JT0h+el5afIX3tV+ZiZlaLee6a30tHfMFb9kvrTIC0/2ekE/9Z+tQ7zIV2rY9R8f4N0k1F6+W/qB26n1/mlKPMubDvp6XDvyAduqLw6y851QQ6e39S+tT3pQ8e7T3/pv2kN+8nHfY5M3wpHskPYanwuuXWzX//e2eZoVBHfEFadoZ02rdNQDee++b046W3HiAdeYG09ovmAvz0473nF33M68mz90LTePmMy00fn/6E9I3Tan98bUumZ02t16HMLR6R/usc6b/vNT/fNz4ovfNg73xbOc+8R73nIumQz5kKPP85YOXf0y653lRp/fF56Ydnlz9fLJX+DBbfH+ttVotpdnzh1WZ7Hn/WvH+5z593hbm594d7b6vlzdezpsarUXD/i0c3a0lbSOuu3K79v71FH716uzbtMI18Tz+4Qcmso0Mue03rrtymo/OzK1X6XuN5+847W/Xn19I68NItuuSeXbrsxDZ1NYRkW9JNTw/qbT95fWjZzx7RpMWtIR39g636wC+3628PadCxy+I139eV9j8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"text/plain": [
"<Figure size 1440x216 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<Figure size 432x288 with 0 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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"text/plain": [
"<Figure size 1440x216 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<Figure size 432x288 with 0 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 1440x216 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<Figure size 432x288 with 0 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"for i, label in enumerate(df_valid[\"author\"].unique()):\n",
" shap.force_plot(\n",
" indi_explainer.expected_value[i], indi_shap_values[i], \n",
" features=single_transformed_data,\n",
" feature_names=pipe[\"vect\"].get_feature_names(),\n",
" show=False,\n",
" matplotlib=True,\n",
" )\n",
" plt.title(label)\n",
" plt.show()\n",
" plt.clf()"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [],
"source": [
"explainer = shap.TreeExplainer(pipe[\"clf\"])\n",
"transformed_data = pipe[\"vect\"].transform(df_valid[\"text\"].apply(clean_text)).toarray()\n",
"shap_values = explainer.shap_values(transformed_data)"
]
},
{
"cell_type": "code",
"execution_count": 47,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 576x684 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 576x684 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 576x684 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<Figure size 432x288 with 0 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"for i, label in enumerate(df_valid[\"author\"].unique()):\n",
" shap.summary_plot(\n",
" shap_values[i],\n",
" features=transformed_data,\n",
" feature_names=pipe[\"vect\"].get_feature_names(),\n",
" title=label,\n",
" show=False\n",
" )\n",
" plt.title(label)\n",
" plt.show()\n",
" plt.clf()"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"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": "3.7.6"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
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