Skip to content
Snippets Groups Projects
Supplemental_Analyses.ipynb 611 KiB
Newer Older
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 22,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib as mpl\n",
    "mpl.rcParams['figure.dpi'] = 200"
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "import random\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from joblib import dump, load\n",
    "np.random.seed(42)\n",
    "random.seed(42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "data_dir = './data/'\n",
    "with np.load('data/Xy.npz') as f:\n",
    "    X = f['X']\n",
    "    y = f['y']\n",
    "    y34 = f['y34']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "# Perform temporal split of data into train/test sets\n",
    "pop = pd.read_csv(data_dir + 'population/d10_with_vitals.csv').set_index('BMT_ID')\n",
    "\n",
    "split_date = 201701001\n",
    "split_idx = -85\n",
    "\n",
    "assert (pop[:split_idx].index < split_date).all()\n",
    "assert (pop[split_idx:].index >= split_date).all()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn import preprocessing, model_selection, metrics, utils\n",
    "from sklearn.linear_model import LogisticRegression\n",
    "from tqdm import tqdm\n",
    "from joblib import Parallel, delayed\n",
    "from sklearn.base import clone"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "# Specify hyperparameters and cv parameters\n",
    "base_estimator = LogisticRegression(penalty='l2', class_weight='balanced', solver='liblinear')\n",
    "param_grid = {\n",
    "    'C': [10. ** n for n in range(-6, 7)],\n",
    "    'penalty': ['l2'],\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Alternative label definition\n",
    "{0,1,2} -> negative, {3,4} -> positive"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(0.31790123456790126, 0.13580246913580246)"
      ]
     },
     "execution_count": 7,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y.mean(), y34.mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/data4/tangsp/venv/lib/python3.7/site-packages/sklearn/model_selection/_search.py:814: DeprecationWarning: The default of the `iid` parameter will change from True to False in version 0.22 and will be removed in 0.24. This will change numeric results when test-set sizes are unequal.\n",
      "  DeprecationWarning)\n"
     ]
    }
   ],
   "source": [
    "Xtr, Xte = X[:split_idx], X[split_idx:]\n",
    "ytr, yte = y34[:split_idx], y34[split_idx:]\n",
    "\n",
    "cv_splits, cv_repeat = 5, 20\n",
    "cv = model_selection.RepeatedStratifiedKFold(cv_splits, cv_repeat, random_state=0)\n",
    "clf = model_selection.GridSearchCV(\n",
    "    clone(base_estimator), param_grid, \n",
    "    cv=cv, scoring='roc_auc', n_jobs=5,\n",
    ")\n",
    "clf.fit(Xtr, ytr)\n",
    "test_score = metrics.roc_auc_score(yte, clf.decision_function(Xte))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "                                                  \r"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test AUC: 0.596 (0.423, 0.761)\n"
     ]
    }
   ],
   "source": [
    "y_true = yte\n",
    "y_score = clf.decision_function(Xte)\n",
    "\n",
    "def boostrap_func(i, y_true, y_score):\n",
    "    yte_true_b, yte_pred_b = utils.resample(y_true, y_score, replace=True, random_state=i)\n",
    "    return metrics.roc_curve(yte_true_b, yte_pred_b), metrics.roc_auc_score(yte_true_b, yte_pred_b)\n",
    "\n",
    "roc_curves, auc_scores = zip(*Parallel(n_jobs=4)(delayed(boostrap_func)(i, y_true, y_score) for i in tqdm(range(1000), leave=False)))\n",
    "print('Test AUC: {:.3f} ({:.3f}, {:.3f})'.format(np.median(auc_scores), np.percentile(auc_scores, 2.5), np.percentile(auc_scores, 97.5)))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Random Forest model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import RandomizedSearchCV\n",
    "from sklearn.ensemble import RandomForestClassifier\n",
    "import scipy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "RandomizedSearchCV(cv=<sklearn.model_selection._split.RepeatedStratifiedKFold object at 0x7f7e38c43310>,\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
       "                   error_score='raise-deprecating',\n",
       "                   estimator=RandomForestClassifier(bootstrap=True,\n",
       "                                                    class_weight=None,\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
       "                                                    criterion='gini',\n",
       "                                                    max_depth=None,\n",
       "                                                    max_features='auto',\n",
       "                                                    max_leaf_nodes=None,\n",
       "                                                    min_impurity_decrease=0.0,\n",
       "                                                    min_impurity_split=None,\n",
       "                                                    min_samples_leaf=1,\n",
       "                                                    min_sample...\n",
       "                                        'min_samples_leaf': <scipy.stats._distn_infrastructure.rv_frozen object at 0x7f7e385a4110>,\n",
       "                                        'min_samples_split': <scipy.stats._distn_infrastructure.rv_frozen object at 0x7f7e385acf10>,\n",
       "                                        'n_estimators': <scipy.stats._distn_infrastructure.rv_frozen object at 0x7f7e385a4090>},\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
       "                   pre_dispatch='2*n_jobs', random_state=None, refit=True,\n",
       "                   return_train_score=False, scoring='roc_auc', verbose=0)"
      ]
     },
     "execution_count": 11,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Xtr, Xte = X[:split_idx], X[split_idx:]\n",
    "ytr, yte = y[:split_idx], y[split_idx:]\n",
    "\n",
    "cv_splits, cv_repeat = 5, 20\n",
    "cv = model_selection.RepeatedStratifiedKFold(cv_splits, cv_repeat, random_state=0)\n",
    "clf = RandomizedSearchCV(\n",
    "        RandomForestClassifier(), \n",
    "        {\n",
    "            \"criterion\": [\"gini\", \"entropy\"],\n",
    "            \"max_depth\": [4, 8, 16, 32, None],\n",
    "            \"max_features\": scipy.stats.randint(1, 100),\n",
    "            \"min_samples_split\": scipy.stats.randint(2, 11),\n",
    "            \"min_samples_leaf\": scipy.stats.randint(1, 11),\n",
    "            \"n_estimators\": scipy.stats.randint(50,500),\n",
    "            \"bootstrap\": [True],\n",
    "        },\n",
    "        n_iter=10,\n",
    "        cv=cv,\n",
    "        scoring='roc_auc',\n",
    "        n_jobs=5,\n",
    "    )\n",
    "\n",
    "clf.fit(Xtr, ytr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "test_score = metrics.roc_auc_score(yte, clf.predict_proba(Xte)[:,1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "                                                  \r"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test AUC: 0.651 (0.525, 0.768)\n"
     ]
    }
   ],
   "source": [
    "y_true = yte\n",
    "y_score = clf.predict_proba(Xte)[:,1]\n",
    "\n",
    "def boostrap_func(i, y_true, y_score):\n",
    "    yte_true_b, yte_pred_b = utils.resample(y_true, y_score, replace=True, random_state=i)\n",
    "    return metrics.roc_curve(yte_true_b, yte_pred_b), metrics.roc_auc_score(yte_true_b, yte_pred_b)\n",
    "\n",
    "_, auc_scores_rf = zip(*Parallel(n_jobs=4)(delayed(boostrap_func)(i, y_true, y_score) for i in tqdm(range(1000), leave=False)))\n",
    "print('Test AUC: {:.3f} ({:.3f}, {:.3f})'.format(np.median(auc_scores_rf), np.percentile(auc_scores_rf, 2.5), np.percentile(auc_scores_rf, 97.5)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test AUC: 0.658 (0.536, 0.784)\n"
     ]
    }
   ],
   "source": [
    "clf_main = load('data/model_combined.joblib')\n",
    "y_score = clf_main.predict_proba(Xte)[:,1]\n",
    "_, auc_scores_main = zip(*Parallel(n_jobs=4)(delayed(boostrap_func)(i, y_true, y_score) for i in tqdm(range(1000), leave=False)))\n",
    "print('Test AUC: {:.3f} ({:.3f}, {:.3f})'.format(\n",
    "    np.median(auc_scores_main), np.percentile(auc_scores_main, 2.5), np.percentile(auc_scores_main, 97.5)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.782"
      ]
     },
     "execution_count": 15,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# H0: proposed == baseline\n",
    "# H1: proposed != baseline\n",
    "# resampling test, two-sided p-value\n",
    "2 * min(\n",
    "    (np.array(auc_scores_main) < np.array(auc_scores_rf)).mean(),\n",
    "    (np.array(auc_scores_main) > np.array(auc_scores_rf)).mean()\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Kaplan Meier plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "from sklearn import utils"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "Xtr, Xte = X[:split_idx], X[split_idx:]\n",
    "ytr, yte = y[:split_idx], y[split_idx:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "pop = pd.read_csv(data_dir + 'population/d10_with_vitals.csv').set_index('BMT_ID')\n",
    "labels = pd.read_csv(data_dir + 'prep/label.csv').set_index('BMT_ID')\n",
    "IDs = pop.index[split_idx:]\n",
    "onset = labels.loc[IDs, 'GVHD_onset_day'].replace(np.nan, np.inf)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "IntervalIndex([(0.234, 0.539], (0.539, 0.74]],\n",
      "              closed='right',\n",
      "              dtype='interval[float64]')\n"
     ]
    }
   ],
   "source": [
    "clf = load('data/model_combined.joblib')\n",
    "threshold = np.percentile(clf.predict_proba(Xtr)[:,1], [0, 70, 100])\n",
    "y_prob = clf.predict_proba(Xte)[:,1]\n",
    "y_group = pd.cut(y_prob, threshold)\n",
    "print(y_group.categories)\n",
    "y_group = y_group.codes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "# Standard errors calculated via the Greenwood's formula\n",
    "# http://sphweb.bumc.bu.edu/otlt/MPH-Modules/BS/BS704_Survival/BS704_Survival4.html\n",
    "def calculate_survival_curve_se(onset_m, times):\n",
    "    surv_probs = [(onset_m > 0).mean()]\n",
    "    stderrs = [0]\n",
    "    quotients = []\n",
    "    for day in sorted(times):\n",
    "        if np.isfinite(day):\n",
    "            Nt, Dt = (onset_m >= day).sum(), (onset_m == day).sum()\n",
    "            St = (onset_m > day).mean()\n",
    "            quotients.append(Dt / (Nt * (Nt - Dt)))\n",
    "            surv_probs.append(St)\n",
    "            stderrs.append(St * np.sqrt(np.sum(quotients)))\n",
    "    return np.array(surv_probs), np.array(stderrs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAABEsAAALaCAYAAADJMt2nAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAewgAAHsIBbtB1PgAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4xLjEsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy8QZhcZAAAgAElEQVR4nOzdd5iU1d3/8feZtmW2sPReLAiCihBbRCFqNBHEFmPUJ5bYYotPEo3RmF9sMeaJRmNXjKCxd7EXIpaIoQgCYhcR6bts3+lzfn/Mlplll23Tdvfzuq69duaec9/zHYR15zPnfI+x1iIiIiIiIiIiIjGOTBcgIiIiIiIiIpJNFJaIiIiIiIiIiMRRWCIiIiIiIiIiEkdhiYiIiIiIiIhIHIUlIiIiIiIiIiJxFJaIiIiIiIiIiMRRWCIiIiIiIiIiEkdhiYiIiIiIiIhIHIUlIiIiIiIiIiJxFJaIiIiIiIiIiMRRWCIiIiIiIiIiEkdhiYiIiIiIiIhIHIUlIiIiIiIiIiJxFJaIiIiIiIiIiMRRWCIiIiIiIiIiEkdhiYiIiIiIiIhIHFemC5DUM8bkAHvU390KRDJYjoiIiIiIiPR8TmBA/e2V1tpAJovpKIUlvcMewOJMFyEiIiIiIiK90j7AkkwX0RFahiMiIiIiIiIiEkczS3qHrQ03Fi1axJAhQzJZi4iIiIiIiPRwGzduZN999224u3VHY7ORwpLeobFHyZAhQxg+fHgmaxEREREREZHepdv1zdQyHBERERERERGROApLRERERERERETiKCwREREREREREYmjsEREREREREREJI7CEhERERERERGROApLRERERERERETiKCwREREREREREYmjsEREREREREREJI7CEhERERERERGROApLRERERERERETiuDJdgIiIiIiISFf5/X4qKiqoq6sjEolkuhyRbs3pdOLxeCgqKqKgoACHo/fNs1BYIiIiIiIi3Za1lo0bN1JZWZnpUkR6jHA4TCAQoLq6GmMMw4YNo7CwMNNlpZXCEhERERER6bbKysq2C0pcLr3NEemKSCSCtRaIBZLr16/vdYGJfoqIiIiIiEi3FAwG2bp1a+P9gQMH0qdPH5xOZwarEun+rLXU1dWxbds2ampqGgOTsWPH9polOb3jVYqIiIiISI9TU1PTeLtfv37069dPQYlIEhhj8Hq9DB8+nIKCAiAWoMT/m+vpem1YYowZaIyZaYy5xhjzijGm1Bhj67/mpug5TzLGvG6M2WSM8Rtj1hpjHjLGHJCK5xMRERER6clqa2sbbxcVFWWwEpGeyRhD3759G+9XVVVlsJr06s3LcDan64mMMXnAU8CRzR4aCZwCnGSMucZae3W6ahIRERER6e6CwSAQe0OXk5OT4WpEeqb8/HyMMVhrG//N9Qa9dmZJM98Cr6fw+vfTFJS8BRwD7AucCXxF7L/DVcaYc1JYg4iIiIhIjxKNRoHYNqfGmAxXI9IzGWMal7f1pm25e/PMkmuAxcBia+1mY8xoYE2yn8QYcwjws/q7LwDHWmsb/oYtNsbMA5YSm2XyV2PMk9ba8mTXISIiIiIiIiLt02tnllhr/2StfdFam+rlOJfUfw8D58cFJQ11lAKX1d/tA5yV4npEREREREREZAd6bViSDsaYQuDQ+rtvWmu/a2XoM0BDp5xjU16YiIiIiIiIiLRKYUlq7QN46m+/3doga20Q+KDhHGOMO9WFiYiIiIiIiEjLenPPknTYPe72p22M/RQ4nNh/k12B1akoyLf+Y6xzmxpgdTeuXOi7Ezicma5ERERERESkx1NYklrD4263tgSnwbq42yPoQFhijBnexpDBDTfyHv8JpkgTirqlwXvAzx6FPiMyXYmIiIiI9EJz587ljDPOAGDNmjWMHj06swVl2Omnn84DDzzAqFGj+Oabb5J23auuuoqrr74aAGtt0q4rHaOwJLUK427XtDG2Nu52QQefZ13bQ6Tb27QS+8/DiZ7yNPQfm+lqspbTkaRZU8YBmoElIiIiItIrKSxJrdy428E2xgbibueloBbpAUz1BpjzY7Yd/g/C/cdnupysZIzB5TR4HE7cLoPLYXA7OzGbypUHBQOSX6CIiIiIiGQ9hSWp5Y+77Wl1VExO3G1fB5+nrXUZg4HFACHrJGSzbxlO/Af4Ju6GaboXu9UbP+iPRjA0Tb9zBiro9+r5lB96I8EhUzJYWHay1hIKW0JEGyNKhzG4nA7cDgdulyHH6cDR1gyUsA/CQXC19U9XRERERHqjuXPnMnfu3EyXISmisCS1quNut7W0xht3u60lOwl2sCUxQEIz1y2/WEx5cX+21QQpqw1QVhukrCZIWU3sdml17Pu22iDhaPatjzNAUZ6bknw3ffLd9Mn30CffTUm+h5LG27HjJfluivLcOLr5UgrjL6f/8/9DzqYPG485QrX0feNiyqf9mcCoaRmsrnuIWkswHCFIBIKxpToFOW7yPW00zPVXanaJiIiIiEgvpLAkteJDjOHAkh2MjZ8dkrIeJMNK8hg+vKTNcdZaKn0hNlX52VThZ0t1gK01ASrqgpTXhSivC1JRF6Ki8XuISBqaD1mg0hei0heCsrbHOwwU57njgpS47143JXmJ3wtzXFm3U5DNLaH02Cfo98Jp5H73n8bjJhKk5K3fU3ngH/DtOjODFXY/kail0hekLuSgKMeNx9XKbCvNLhERERER6ZUUlqRW/I4249oY2/B4GPgiNeW0nzGmftaGh3GDiwCIRi3BSJRAKEogEiEYjjaOj1pLjT9MeX2YUrHd91jAUl4bpMIXorIuRDrmrUQt9eFOqF3jnQ7TFKbkuSnxNnx30yfPQ4k3MXDJ9zjTEq5Yj5fSox+m30tnkvfN/Mbjxkbo8941mGA1dRNOSnkdPU0oHKUsHCDf7aIg19Vyc9hAFbj6p784ERERkW5q69at/OMf/+Cll15izZo1+P1+Bg8ezEEHHcS5557L1KlTWzxn4MCBANx111388pe/3G5Mw+4zABdffDG33HLLdmNuuOEGLr/8clwuF+Xl5RQUtH/vjAULFvCDH/wAgLfeeouDDz6YuXPn8q9//YvVq1ezdetWTj311MalN+3ZDefZZ5/lgQceYMmSJWzduhWPx8OAAQMYNmwY06dP56ijjmLfffdtd40Nli9fzhFHHMGWLVsYPHgwr732GnvuuWeHryOtU1iSWouJdU3wANOAG1oaZIzxAPs3nGOtbd87+zRzOAy5Die5bifgxlpLIByt/4rgMIaiPDej+rV9rUjUUuUPUV6bGKxUxM1aiQ9eqvzhlL++hrpiy5La6scb43aaxvCkYelP8+/x4UpeW8s+dsSVw7bDb6XkrcvJ/2JewkPFi27GEaikZu9ztYNLJ9SFwvjDEQpy3Xib/zcK1Wl2iYiIiEg7vf7665xwwglUVVUlHF+7di1r167loYce4oILLuDWW2/F4Wia3TtgwAB23313Vq9ezYIFC1oMS95+++3G2wsWLGjx+RvGTJkypUNBSXN+v58jjjiCN998s1PnRyIRTjrpJJ588smE48FgkJqaGtasWcN7773HK6+8wpIlO1qAsL13332Xo446isrKSkaPHs2bb77Jzjvv3Kk6pXUKS1LIWlttjJkP/Bg4zBgzvJX+IscBRfW3n01bgV1kjCHX3Xp4EorYVvcFdzpMY5+RxHYtLQtHolT6QgmzVcqbhSvxs1hqAukJV0IRy5bqAFuqA20PBnJcjtjr9rpjM1ZaClq89eFKnpscd+Ibd5tTROWBfyCaU0zBqn8lPFb40f04AlVU7X9JbNtb6ZCotVT5gviCDgpz3eTEL83R7BIRERGRNi1fvpyjjjqKYDCI2+3mwgsvZNasWXi9XpYtW8YNN9zAmjVruOOOO/B6vfz1r39NOH/69OmsXr06IRRpsHbt2oTZGytWrGDbtm307du38Vg4HOY//4ktW582rWt9/S677DJWrFjBrFmzOP300xk1ahSbN2/eLgRqzV133dUYlEydOpWzzjqLnXfeGa/XS1lZGStWrODVV1+lsrKyQ3W99NJLnHDCCfh8PiZMmMDrr7/O0KFDO/z6pG0KS7rAGHM6MKf+7tXW2qtaGHYjsbDEBdxhjDnOWhuJu0Z/oOGnRAVwX8oKTrGuhCdtcTkd9CvIoV9BTtuDgWC4IVwJbrcEqLw2RIUv2PS9LoQvGGn7okkQCEdjfWCq/G0PBvI8Tkry3RTHN6qNhDAcw/G5ljP8DyWM9376FIu/2sTNeRcRMan95+00hgmDcjlxzz4MLOg5P0pCkSjbagPkuV0U5bpiu+ZodomIiEi3FY1ayuvaN2u4JyjJ97S961+KnHPOOQSDQZxOJy+++CKHH35442P77LMPJ5xwAlOnTmX16tXceOONnHrqqUyYMKFxzLRp07jzzjvZtGkTn376KePGNXUyaAhQJkyYQF1dHWvWrOGdd97hmGOOaRzz4YcfUl0d22Nj+vTpXXotK1as4Morr+Taa6/t1PlPPPEEAPvttx9vvfUWLlfi78uHHXYYv/nNb9i2bVu7r/nII49w2mmnEQ6H2XfffXnllVcSwiJJrp7zDqeDjDFTgV3iDsV/bLxLfRDSyFo7tzPPY639tzHmMeBnwCzgDWPMLcAGYA/gD8DI+uGXWWvLO/M82WhH4UkwHCUYiXY6PGmLx+VgQGEOAwrbF64EQhHKfSEqalvruZLYeyUQ168llXzBCL5ghA0V24crqziSz5y5/Nn1T5ym6c9xeug9ov4azg9djJ/2vf7O+miTn6dWVXLM7kX8fO8S+nt7zo8UXyhMIByhKM9Nntup2SUiIiLdVHldkCnXdW4pRXe09MrD2v0BYzItWrSIxYsXA3D22WcnBCUNSkpKuPfee5k6dSrRaJQ777yTO+64o/Hx+NkgCxYsSAhLGpbdTJ8+vTEsWbBgQUJY0jDG6XS22BelI8aOHctVV13V6fM3bdoEwPe///3tgpJ47Q077rzzTi688EKstRx66KE899xzXVpmJG3rOe9sOu4s4LRWHjuw/ive3C481y+ILbM5EvhB/Ve8KHCttfbeLjxH1ksMT0hreNKWHLeTwW4ng4ty2xxrrcUXijTrr9JywNIwJhRJzet6LHIIldbLP9y34zFNs2MOcS7nQXMDZwUvoaody5y6IhixPLGykudWV3HshFho0i+/Z/xoiVpLRV0Qn8tJUW4UV24xON2ZLktEREQk68T39jjzzDNbHXfggQcyfvx4Pvnkk+36gQwaNIhx48bx6aefbte3pGFmSUNYMmfOnO36ljSMmTx5MoWFhV16PSeeeCJOZ+f7DQ4ZMoQvvviCF154gSuuuIL+/Tv/odt1113HH//4RwCOPfZYHn30UXJy0h+I9TY94x1NlrPW+oAZxpiTgdOBvYA+wGbgXeB2a+3CzFWYGa2FJw077mQyPNkRYwz5Hhf5HhdD++S1Od5aS10wUr8UqNkSoNpmvVd89dswR9v/ul+J7kd1KJ973H/Ha5p6p+zr+IzHPNdxWvAyttKnU6+1I4IRy+MrYqHJcROK+Z9JfejbQ0KTQDhCaW2UAkcZBSWDM12OiIiISNZZtWoVAB6Ph0mTJu1w7H777ccnn3zCF198QTAYxONpWuo8ffp0Pv3004S+JevWrePrr7/GGMO0adPw+XxAYt+SSCTCe++9B3S9XwnQ5Z1lTjvtNN555x2+/PJLdtllF4477jh++MMfctBBBzF8+PB2X+fXv/51464/Z5xxBrNnz+5SiCPt1zPeyXSCtfZ0YsFFV64xlw7MOLHWPgI80pXn7MkSwpPcWMgQjNT3PMni8KQtxhi8OS68OS6Gl7Q93lpLdSBMRVyQUu1vttVyJIQjWB134BBerx7Mjz+7ktxI0/HdHWt5s/g6Xhp3A9W5Q5L1kgD4ZGuAFz+tovmKpEDY8uhHFTz7cSU/mVjMKZNK6JPX/X+gW2uprqqkzngpKfTidqqJroiIiEiDht4bffv23eGyE4DBg2MfPllrKS8vZ9CgQY2PTZs2jbvvvjuhb0lDcLL77rszYMAAAMaMGZPQt2TZsmWNzVe72q8EYkuGuuIXv/gFX331Ff/3f/9HZWUlc+bMYc6cWLvLnXfemaOPPpoLLriAnXbaaYfXaQhKJk6cyH333Zewg5CkVq8NSyT7GWPIcTnJcfWs8KQtxhiKct0U5boZ2S+/1XHO6g1g4xvTHkD12Htxv3YRTl9p49HiwAZO/OK3bDv8VsIlydtSbBZw6uQSHlhazoufVRFpFpr4w5aHllfwzMeV/GRiH06e1Ifi3O4fmoRry9mCi4KcWANYo62aRUREslpJvoelVx6W6TLSJrbbZOZ09Xej+KCjoW9J/BKcBtOmTUvoW9IwJhn9Shqu01V//vOfOeecc3j44YeZP38+H3zwAXV1dXz11Vf8/e9/57bbbuPWW29tcZvkBscffzxPP/00q1at4uKLL+a2227rcl3SPgpLpNvYUXgSrO990hPDk9ZE3fnNZpdAuGRnymbMpu9rF+Gqbtql2lm3lX6vnMu2H95CaMDEpNUwpNDN76cP5NTJJcxdWs7Ln1XRvD1LXcjy4LJynlpVwU/37MNJe/WhKKf7hiYm7CMaDlJtLb5gBJez7V8I8txOvDn6cSsiIpIJDofJSMPT3qahUWlZWRnhcHiHs0samp8aY7abwTF48GDGjh3L559/3ti3JL65a4Pp06czd+7cxscavk+aNIni4uLkvKgkGDVqFFdccQVXXHEFoVCIxYsX88QTT3DPPffg9/s5//zz2W+//dh7771bPP/RRx/lpz/9Kc899xy33347LpeLm2++Oc2vonfSHB7pthrCk6JcN/0LchjWJ48BhTkU57nJdTubttrtoay75catkcJhlB15L6GSXRKOOwJV9H31AjwbFiW9lqFFbq74wUAeO2kUM3YrpKXd6upClrlLyznuobXct7iM6kB6tmtOBUcwNsUzHI3iD0Xa/CqvC1JaE+hQLxoRERGR7mTixNgHcsFgkOXLl+9w7KJFsd9Hd91114R+JQ0aQpG3336b9evX8+WXXzb2K2k+ZsWKFZSWlia1X0mquN1uvv/973PLLbfwyCOx7gzWWp566qkdnvP4448zc+ZMILYs59JLL01Lvb2dwhLpUXJcTgrrw5OhPT08cbqxzpanWUbz+1P247sJDkxsTOUI++j7xq/J/ebfKSlpeLGbKw8ZxGM/G8mPxrYcmtQGo/xzSTnHP7SW+5dsozaYnm2Yk8mE6iAS6tA5/lCEzVV+fMHuGxKJiIiItOaww5qWOt1///2tjlu4cCGrV6/e7px4DYHHpk2buOeee4DEfiUQm7ExevRorLXceuutVFRUAMnpV5IOhx56aOPt0tLSHYyMNc19+umnOfLIIwG48cYb+f3vf5/S+kRhifRwzcOTgYW5PSo8aW12CYDNKWLb4bfhH3ZAwnETDdFnwRXkff58yuoa0cfDnw4dxCMnjuTwXQto6U+6Ohhl9uJtHPfQN8xd2v1Ck4bZJR0RtZay2gDbaoNENctEREREepB9992X733vewDMnj2b+fPnbzemsrKSc889FwCHw8F5553X4rXiA49bb711u2MNGkKVhjEOh4ODDjqo068hmR566CHC4XCrj7/++uuNt8eMGdPm9TweD8888wxHHHEEAH/961+58soru16otEphifQqHpejR4Un1p0PLUYRDY/nUX7ojfjG/DDhuLFR+vznz3hX/iul9Y0q8XD1YYN5+MSRHLZLy6FJVSDKPYu2cfzD3/CvZeXUhbpHaNKZ2SUN6oJhNlf78Yc0y0RERER6jtmzZ+PxeAiHwxx55JFccsklvP322yxZsoTZs2czefJkVq5cCcAll1zSuHSnuaFDh7LLLrEl5ZWVlUDLYUnDsYYxe+21F3369Enyq+qcn//85wwfPpzzzz+fhx56iIULF7Js2TJeffVVfvvb33LqqacCUFBQwCmnnNKua+bk5PDcc8/xwx/Gfrf/85//zJ/+9KeUvYbeTh0HpVfzuByxAKX+fqxRbKSxYWw02xvGGgfWlYsJ+1of43RTcfA1RD2FeD97JuGhoiW34QhUUj3lAkhhWDSmr4drfziY0ycH+OeSbbz1de12Yyr9Ue78oIxHlpfzP3uXcPyEYnLd2Z3nOoJVRPP6dercSNRSWhPA63FRnOfG0dKaJREREZFuZNKkSbzwwguccMIJVFVVcdNNN3HTTTdtN+6CCy7gL3/5yw6vNX36dL788kuA7fqVxI+Jl239SjZv3sxdd93FXXfd1eLjxcXFPPbYY4wYMaLd18zNzeX5559n5syZ/Pvf/+aaa67B7XZrlkkKKCwRidMQnjQIhmNbFAdCkawNT6w7f8dhCYDDSdUBlxHNKaZwxZyEhwpWPogjUEXlAZeBI7W71OzcL4frjxjCl2UB7lu8jbfXbB+aVPij3L6wjIeXV/DzvUs4dkIRua7sDE1MyAe5UTCdr682GCYQjlKQ69rBHKHMcDoMue7uu3ORiIiIpN/hhx/Ol19+yS233MLLL7/M119/TSAQYNCgQRx00EH88pe/bNfWvtOmTeO+++4Dtu9X0mD06NGMGjWKtWvXAtnVr2TVqlW89NJLvPfee3z11Vds3ryZiooKCgsLGTduHEcccQTnnXcegwYN6vC18/LyeOGFFzjyyCN5++23+eMf/4jT6eTyyy9PwSvpvUxv2mq1tzLGDAfWAaxbt47hw4dnuKLuK1S/VXEgFCEYiWbH7ibW4qzZALZ9y1e8qx6maPE/tjvuG30oFQdfDa00jU2Fz0tjocm732wfmjTol+/k1L1LOHr3InKyMDSJ5vbFelrvHdPd5bmdlOR7NPNFRESy0hdffNG4Te2uu+6a6XJEeqzO/Fv77rvv4mfNjLDWfpeyAlMg+955iGQxt9NBQY6LfgU5DCnOY1BRLn3yPeS5nTgz9WbSGKLu/HYPr514ChVT/x+22WyIvG/m0/fN38Z6caTJ2P45/N+PhzDnJ8M5cFTLr6GsLsLN/ynlJ4+s5alVFQQjWRBQxTGh1oOensAXirClOqD+KiIiIiLSqygsEemC1sKTfI8rreHJjnbFaYlv15mU/+AGrMOdcDxnw3/p+9qFmEBlMstr07gBudx45FDuO244B4xsOTQprY1w07ulnPDwWp75uJJQloQmJhKAaOudznuCcDRKaU2ASl/nGtqKiIiIiHQ3CktEkqghPOnr9aQ3PHF6tgs+2hIYNZ1tP7yFqCsxnPBsXUW/l3+Jo25rMitslwmDcvn7jKHce+ww9huR1+KYLbVh/vbOVn76yFqeX11JOAtCk54+u6RBtT/Elio/4Uj32LFIRERERKSzFJaIpFBL4UlJisKTjs4uAQgO3YdtP7qTaE5xwnF3xVf0e+lsnFWZWVa4x+A8bpk5jLuPGcb3hrUcmmyqCXPD21v56aNrmfdJVUZDk3QuXcq0YCTK5uoAtYGePZtGRERERHo3hSUiaeR2OvDGhSeD48ITl6Nr/xxtB/qWxAsN2J2yI+8lkj8w4birZgP9Xj4b17YvulRXV+w1JI/bZg3jzqOHMXloy6HJxuowf1mwhZ89tpaXPq0inIGmuyYahnAg7c+bKdZayuuClNUEiGZDk2MRERERkSRTWCKSQa648GRwcW7XwhOHE+tqOVBoS7jPGMpmzCZclLjHu9NXRr9Xfol780edum6y7D00jzuOHsbts4YyaUhui2PWV4W57q0tnPLYt3y2Nf3BhaOXLMWJ5wtF2Fztp8of0tIcEREREelRXJkuQESauJyO+gAldj9cv1VxKBKlfbt8F+LobBPOkhHUHT0H78sX4Cz7rPGwI1hNv9cuou7wvxEecWDj8ai1+MPp3SFlyrB8Jg/NY/F6H/ct3sbKTf7txnxbGeKieeu5bdZQdhvQcrCSCibsA2vB9K4tdiNRS5UvRJUvRI7LiTfHSZ7biellfw4iIiIi0rMoLBHJYg3hSbvlu8FRC7aTn/LnD4KfzoF5F8L6DxsPm4gf72u/hiOuh91+3Hi8Nhihyhfs3HN1kjGGfYfns8+wPP67ro77Fm/j4y2JM0mqg1EuemEDt88axtj+OekpzEYxYV+nl0P1BIFwhEA4gjGGfLeTPI+TXLcz02WJiIiIiHSYluGI9CTGQFffrOcUwrH3wJhpicejYXjlMljxROMhr8dJSX5ORmYRGGPYf6SX2ccN56Yjh7Brf0/C49WBKL96YT1flqVvSU5vavS6I9ZaaoNhSmsCbKr0U+nTMh0RERER6V4Uloj0NJ6O74qzHVcuzLwZxs1o9oCFf18Li2bTsC4o1+2gT74HR4aWXRhj+P4oL/ceM5wpzXbOqfRHuWjeer5KU2Biwj6IpndpUrYLR6NU+0NsqvKzpdpPTSCsprAiIiIikvUUloj0NK4ccCRhhZ3THVt2M+nk7R97/1Z498amwMTloK/Xk/TtkDsi1+3gxh8P2W7XnAp/lIvmbeDrbWkKTDS7pFXBcJSKuiAbq/yU1QTwhxQsiYiIiEh2Ulgi0hMlY3YJgHHAtN/D/udv/9iHD8Ibf2ycSeF2Ouib7+lYj5Uky3U7uPHIIdvtmFPuj3DhvA18U576/iomrLCkLdZafKEIpTUBNlb6qKwLEQxrmY6IiIiIZA+FJSI9kTtJYQnE+qDsfx5M//32j61+HpbMabzrcjrol+/B7crcj5Y8t4ObZgxlr8HNAhNfhAvnrWdtigMTEwlCJL1Nb7uzSNRSHQixpdrP1uoAES3REREREZEsoLBEpCdyumJ9R5Jp0imxZTmm2e4mi2dD3bbGuw6HoV++hxxX5nZBya8PTPZsFpiU1cUCk28rUhyYaClOpwTCEbZU+wmkeUtqEREREZHmFJaI9FSp2MJ2/FFw1C1AXG+SUB0sujdhmDGGvl4P+e7M7U7u9Tj4+4yhTByUGJiU1kW4YN561qUwMHEoLOm0SNSytTpAtT+U6VJEREREpBdTWCLSU3m8JIQaybLT9FhoEm/F41C5bruhxfluvDnu5NfQTl6Pg5tnDGH3gTkJx0trY4HJd5UpekNuIxD2pebavUSlL0RZTUA754iIiIhIRqQlLDJ9Rm4AACAASURBVDHG3G6M2TsdzyUi9YxJzewSgAMuBKen6X40DO/f3uLQolwXRXmeFh9Lh4IcJ7fMHMr4AYmBydba2JKc9VWpCUw0u6TrfKEIW2sChCJq/ioiIiIi6ZWumSXnA0uMMcuMMRcZY/qm6XlFerdk7YrTXNEQ2OukxGOfvQxbPmlxuNfjpE++B2Mys7VwYY6TW44ayrhmgcnmmjAXPr+ejSkITEzIB1Zv8rsqFImypTpAXTCc6VJEREREpBdJV1gSIrYeYC/gFmC9MeZxY8yPTKbePYn0Bu5ccKSob8g+Z4GnMPHYe7e0OjzPHQtMHBn6J19UP8NkbP/EwGRTTZgL5q1nY3WyAxMbC0yky6y1bKsNUlEXxFotyxERERGR1EtXWDIE+F9gObHQJAf4CfASsNYYc60xZuc01SLSu6RqKU5eH9jnF4nHvn0fvl3Y6im5Lgcl+R6cjswEJsW5Tm49aii79ktcFrSxOjbDZHNNcgMT7YqTXDWBMFtrtL2wiIhIplx11VUYY7o8W3j69OkYY5g+fXpyCmtBsmpNtrlz5zbW9c033yTtugsWLGi87oIFC5J23d4sLWGJtXabtfZWa+1kYDJwO7CNWHAyHLgC+NwYs8AY83NjTF466hLpFVK1FAdi2wl7ByYee+/mHS4/8bgc9M334HRkpr90LDAZxs59EwOTDdVhLnh+A1tqkrfcw0T8sX4ukjTBcJTNVX78IW0vLCIiIiKpk/Z3K9ba5dbaXwFDgROAV4AoseDkIGAusNEYc48xZv901yfS4zjd4Mxpe1xnuPPggPMTj235BD5/bYenuZwO+nk9uJ2ZCUz65Dm5bdYwdmoWmKyvCnHhvPVsrU1iYKLZJUkXtZbSmgBV2l5YRERERFIkY1sHW2tD1tqnrbUzgJHEZpd8QSw0KQLOAv5jjPnYGPNbY8zAHVxORHbEk6KlOAC7Hw19d0o89v6tENnxG1mnw9DP68Hjcqauth0oyXNy21FDGVOSGJisqwxx4fPrKU1SYGJCtUm5jmyvyheiVNsLi4iIdDsLFizAWtsrl4ucfvrpWGux1jJ69OhMlyM7kLGwJJ61dqO19gZr7Tjgx8Cm+ocMMA74P2CdMeYxY8ykTNUp0m25vcT+OaWAwwUHXpx4rPI7WPlkm6caY+ib7ybfnaImtG3om+/i9llDGdXHnXD828rYDJOyuq4HJiYahkiwy9eRlvlDEbZUBwiGtfOQiIiIiCRPVoQlAMaYg40xc4CngEE0vbOrrb/tJrZsZ4kx5h/GmKypXSTrORyxJTOpstMPYEizHPO/90Cw7VkVxhiK890U5XnaHJsKscBkGCOLEwOTtRUhLpq3gW3JCEy0FCelwtEoW2sC1AbUH0ZEREREkiOjgYMxZoQx5kpjzJfAW8CpQEM3yjeAE4F+wFjgr0A5sZovrP8SkfZKZaNXY2DqrxOP+bbB0gfafQmvx0mJNycjO+X097q4/ehhjGgWmKwpD3LRvA2U+7rWTNSEtYVwqllrKa8LUl6r7YVFRETSxe/387e//Y3JkydTWFhIYWEh++67L7fffjvhcOsfYrR3N5wHH3yQadOmUVJSQkFBAXvssQfXXHMNVVVVAI27v1x11VUpq7U9mtfx73//mxNOOIERI0bgdrsTltu0ZzecpUuXcuaZZzJ27Fi8Xi+5ubmMGDGCKVOmcMEFFzBv3rxO/b5TXl7OAQccgDEGt9vNww8/3IlX23ukfe67MSYHOA44AziE2KyRhndH3wFzgPuttWvjTvsSuNwYcwPwLDAdOAe4NU1li3R/7jwwTrAp2kVk2GTYaTp8vaDp2IdzYc+fgrd/uy6R63LgyvdQ4QsRiqR3WcUAb2yGyQXz1vNdZVO/la/Lg1w0bz23zxpGn7zO9Vcx0TCEA+BKUaNdaVQbDBOKROlfkIMjQ1tUi4iI9AabN2/mRz/6EcuXL084vnjxYhYvXszrr7/Oc889h6MTOyCGQiFOOOEEnn/++YTjq1atYtWqVTz00EO88cYbWVFrc3/4wx+4/vrrO33+zTffzCWXXEI0mvi78Hfffcd3333Hhx9+yJ133kl1dTUFBQXtvu6GDRs44ogjWLVqFXl5eTz55JPMmDGj03X2BmmbWWKM2dcYcxewEXgIOLT++cPEApAZwChr7Z+aBSWNrLWVwJ/q7+6c+qpFephUNnqFWO+S+BVyIR8suqdDl2jYKScvA31MBha4uGPWMIYVJT73V9uC/OqF9VT6Ox80aXZJ+gQjUe2UIyIikmLHHXccq1ev5le/+hVvvPEGS5cu5ZFHHmH8+PEAvPDCC8yePbtT17744osbg5IJEyYwZ84cFi9ezPz587nwwgv5+uuvOfHEE7Oi1njPPPMM119/PXvssQf3338/ixYt4u233+Y3v/lNu85fsWJFY1AyZswYbrrpJubPn8+yZct45513mD17NieffDJeb8dmjH/11VdMnTqVVatWUVRUxKuvvqqgpB3S8m7EGPMxsUat0DSL5HPgn8AD1totHbjchvrvmWlwINKdeQogUJ266/fbJbY7zsfPNh1b+RTs/XPoM7LdlzHG0CffjStgqE7zm96BBfUzTJ5fz4bqpimZX5QF+dULG7j1qKEU53Z8hokJ+7D0SWapsgM1gTB5Hic5GdptSUREskg0Glse3Fvk9Y31q0uxhhkZ8UtpJk+ezBFHHMHuu+/O5s2bufPOOzn33HM7dN1ly5Zx9913A3DAAQcwf/588vKaeu8dcsghTJs2jRNOOCHjtTa3cuVKDj30UF566SVycppmFB988MHtOv+pp54iGo3i9XpZuHAhgwYNSnj8oIMO4qyzzqKyspL8/PZ9CLpy5UoOP/xwNm3axIABA3j11VeZPHly+19UL5auj27H13/3EWvgep+19t1OXqsKeBDQonSRjnK6welJ7e4s+58Pn74MkUDsfjQM798GR/6tw5cqyHHhcjqorAsSTWMfisGFbm4/ehjnP7+eTXGByeelAS5+YQO3zhpKUU7H3oRrKU76VdaFGFiksEREpNfzbYO/9aJJ6Zd+1e4l0F1x0UUXtdhzpG/fvpxxxhnccMMNrFy5ksrKSoqLi9t93XvvvbexH8fs2bMTgpIGP/nJTzj22GN59tlnt3ssnbU253A4uO+++xKCko7YtCm2KezYsWO3C0ritbfG999/n5kzZ1JeXs6IESN444032G233TpVW2+UrmU4y4ALgCHW2tO6EJRgrd1qrT3dWntG8soT6UVS2egVoHAwTDo58djnr8Lmjzt1uVxXbFmO25neftRDCt3cMWsYgwoSM+XPSgP87wsbqA50fEmOluKkVzASTfvMJBERkd7ilFNOafWxKVOmALEG7GvWrOnQdd98800A9t57byZMmNDquFNPPbXd10xVrc0deOCBCc1cO2rIkCEArF69mkWLFnWpltdee40f/vCHlJeXs9tuu/Gf//xHQUkHpeXdh7V2irX2LmttVTqeT0R2wJ1P02q4FNnnTMgpTDz23s3QydkhmepjMrTIze2zhjHQm/i8n2wN8L8vbqCmg4GJwpL0q/KHiUQ1EVFERCTZxo0b1+pjffv2bbxdXd3+JeB+v58vv/wSaAoxWvO9732v3ddNRa0t2XPPPbt0/kknnYTb7SYQCHDggQdy1FFHcffdd7Nq1aoO7X7z1FNPMWvWLOrq6pg8eTLvvvsuI0aM6FJtvVFawhJjzP+r/2r3fDBjTEnDeamsTaTXcTjBlZva58gthn3OTjy27r+w9v1OX7Khj0lhrrvtwUk0vNjN7UcPpb83cTnH6i0Bfv3SBmqD7d+1p3EpjqSNtZaKuhQuOxMREemldtQzI35XmUik/R8uVVRUNN4eMGDADse29Xi8VNTakpKSki6dP27cOB599FFKSkoIh8O8+OKLnHfeeeyxxx4MHDiQn//857z7btuLNO644w6CwSA5OTk899xzHfqzkibp+pj2KmI9Rp4CStt5Tt+4865JSVUivZXHC6me5TDpJFj+MNRsbjr23s0w6oDEHXM6KBN9TEYUe7ijvulraV3T/0RXbQ5w2pPfMqhgxwHOAK+TM6b0ZVSJJ9boVX1L0soXiuAPRch1q3+JiEivlNc31sejt8jr2/YYSQmns+u/axx//PEcdthhPP7447z22mu8++67bN26ldLSUh566CEeeughTjvtNO6///5Wtzo+7rjjeOaZZwgEApx44om89tprFBYWtjhWWpf+vTlFJPPcebHAwrZ/VkSHuXLhgAvgjbjJYaWfwWcvw7iZXbp0rsuBy+uhwhciFEnha4gzso+H2+oDk22+psBkfVWY9VXhHZwZs/DbOm6fNYxdBziJ5GpXnHSrqAsxqMiBMSlegiYiItnH4UhLw1Ppuj59mn5H2rp16w7HtvV4d1ZcXMw555zDOeecA8Ann3zC888/z2233caGDRt44IEH2Hvvvbn44otbPP+iiy5i//3353e/+x0LFy7kyCOP5JVXXqGgoCCdL6PbS2/HxI5p+KhW3flEks2Y+t4lKTZ+Vmw74Xjv3w7hri+LaOhjkpvGrWFHl3i44+hhlOR1/DmrAlEuemE9X5bWaSlOBoSjUar8bYdaIiIikjm5ubnsvHNs56KlS5fucOySJUvSUVJWGD9+PL///e/54IMP8HpjmzU88cQTOzzn0ksv5frrrwfgvffeY8aMGdTV1aW81p4km8OSSfXfe25kKJJJnjQkyw4nHNgs8a5aDyt3/MO9vYwxlHg9ae1jMrrEw+2zhtK3E4FJpT/KRfPWs2ZTWQoqk7bUBMJpm4kkIiIinXPooYcCsGzZMj7+uPXdFB988MF0lZQ1RowYwdixYwEoLW27u8Xll1/OtddeC8A777zDzJkz8fm04UB7pWQZjjGmtX2cjjbGtNW2OAfYGfgFsX4li5NZm4jUc3nA4YZoiidvjZkGQyfDhg+bjv33Htj96O13zOmkdPcx2alvDg+fOJL/rK2lLrTjN9///qqG5Rv9jfcr/FF+9cyX3HpyMWP6p3gbZ0lgraW8LsjAwhQ3OBYREZFOO+ecc5g9ezbWWs4++2zmz59PXl5ewpinn36aZ599NkMVps5zzz3H9OnTE5YjxVu3bh2ffvopAGPGjGnXNa+88krC4TBXX301b731FkcddRQvvvgiubn6fagtqepZMpdY0BHPANd14BoGiAL/SFJNItKcxwv+irbHdYUxMPXX8MTPm475K2DpXPj+RUl7mlyXA6fXQ1ltsENbq3VWnzwnM8YVtTlu5rgifvPShoTApNwX4eJHl3HbyXszqp8Ck3QKhqPUBsJ4c9SyS0REJBtNmTKFs88+m3vvvZeFCxeyzz77cOmllzJx4kSqqqp45plnuOuuu9h3331ZtGgRQI/pSXbLLbdwyimnMGPGDA455BDGjx9PcXEx5eXlLFmyhNtuu61xZsgvf/nLdl/3qquuIhKJcN111zF//nyOPvpo5s2bR06ONh3YkVT+ttjS39j2/i0OEptR8hdr7dvJK0lEEqQjLAEYOgl2PgS++nfTsQ//BXv9DLzJ28rM7XRQmOumypc9W8XmuR3cNGMov35xAys2NQUm2+pC/OrR5dx20t6M7JeG/jHSqNIXIs/txOHoGb9YiYiI9DQNjUxffPFFPv74Y04//fSEx8eMGcMjjzzCLrvEeuP1pFkSdXV1PPnkkzz55JMtPu5wOLj66qs55phjOnTda6+9lnA4zA033MDrr7/Occcdx7PPPovH40lG2T1SqnqWjIn72qn+mAUOb/ZY86/RwGDAa609yFr7corqExGI9RRx5bU9LhkOvDhxy+CwDz64O+lP4/U48aSx6Wt75Lsd/H3GUCYOSvwfeVltkIseW8a6bWq2lU5Ra6n0qXe4iIhItvJ4PMybN485c+YwdepUiouLyc/PZ/z48VxxxRUsXbqUfv36NY4vLi7OYLXJ8+ijj3Lvvfdy8sknM2nSJAYPHozL5aKgoIAJEyZw3nnnsWzZMq688spOXf8vf/kLl156KQAvv/wyxx9/PMFg9nzImG1MOqarG2OixMKSPay1q1P+hJLAGDMcWAexdW7Dhw/PcEWSVYK1UJemhqNvXgWrnm66b5xw6nNQMjqpTxOORClN03KcjqgNRrn4hfV8vCVxN5wBBTncdvIkhpdohkk69S/IIdedXcGaiIh0zBdffEE4HMblcrHrrrtmuhxJo/fee4+DDjoIgDfffLOxMaykRmf+rX333XeMGDGi4e4Ia+13KSswBdKyaNtam8277oj0bu58MOVg07BLyP7nwacvQbh+OYqNwPu3woy/J/VpXFm4HAfA63Fwy8yh/OrFDXwSF5hsrQnwq0eXc+60nXBl0dIQl9PBHsOK6evtmdMzy2qD9Mlzq3+JiIhIN/Too48C4Ha7mTJlSoarkZ5IvyGK9HbGxAKTYE3qn6tgEOz9P7D4vqZjX7wBG1fAkD2T+lRejxN/yEkwHEnqdbuqIMfJP2YO5VcvbODTrU2ByZbqANe++EkGK2tZQY6Lvxw3kb1HlmS6lKRr2B0nHLEU56dv+2kRERHZsdLSUlwuV6u7wrz22mvcc889AMyaNavVcSJdoRkfIhJr9JouU86A3GbrSt+7GVKwZKY415WV3dELc5zcMnMoY/tnfwfymkCYS59awUfr0tAIOEOqAyFKawJEo9m1bEtERKS3WrVqFaNGjeKss87iscceY/HixSxdupRnnnmG008/nRkzZhCJRMjLy+P666/PdLnSQyV1Zokx5v76m9Zae2YLxzsj4VoikgKuHHC4IBpO/XPlFsG+Z8M7NzYdW78EPn4GBozr+vX77RJ7PWTvchyA4lwntx41lAtf2MiXpf62T8ggfyjKJU+u4Kaf7smew3vmJzf+UIStNQH6eT24nPocQUREJNOqqqr45z//yT//+c8WHy8qKuLJJ59k7Nixaa5MeoukNniNa+SKtdbZ0vGOXjJ2KasOfF2gBq/SLv7K2Fc6hAPwwFFQvTH51/YUwMybYeT+jYfKaoNZtxynQWUAbl9Syycbq8imiQ11wTCbqxIb0eZ5nPz9hL3YY3jP6DjfEocx9PV61PhVRKSbUIPXnqmmpoann36aV199lY8++oitW7dSUVFBUVERu+yyCz/60Y+48MILGTBgQKZL7TV6Y4PXZIcl39AUloxp6XhnxF9LOk5hibRLJAzVG9L3fKvnwet/SM21S8bAafMa72br7jgNIvkDwJXb9sA0Ckei/PH5j3n3i9KE4/keJ3//6V5MHNZzAxNjjBq/ioh0EwpLRNKjN4YlSZ1rbK0dba0d0zzciD/ema9k1igirXC60vuGfdwM6J+iaZPla6Cy6Wdxw3KcbGXCvkyXsB2X08E1R09g6i79E47XBSP89omPWL2hKkOVpV5D49eKuuxbviUiIiIi6aGF2SLSxJ2fvudyOOGoW2Do5FhI48zp2ldz3y5MuOv1OPG4snNphSOUfWEJgLs+MPn+zv0SjtcGI/zmiY/4dGPPDUwg1tx2S7WfbbXBNr+C4TRsvS0iIiIiaaM5xiLSxJ0PvnK6sGquY4pHwE8fSM61XvkdfPZK0/1vF8IeJyQ+Xa6L0tpo9i3HsREI+8CVl+lKtuNxObjumIlc8exKPvh6W+PxmkCY/338I/7xs0nsNrgwgxWmVjAcJUjbQYgvFKGfep2IiIiI9BiaWSIiTRyO9M4uSaaRByTe//a/EE1s6prNy3Ec6Wqu2wkel4M/HzuRfcf0TTgeC0yW88Xm6gxVlj2stZTWBKj2hzJdioiIiIgkgcISEUnk8Wa6gs5pHpYEqmDLJ9sN83qc5GThchwTDWEC2Rs65Lic/OXYiewzuiTheLU/zMWPLeetT7cQzbYZOxlQ6QtRXqteJyIiItKzZN3M7DRI6jIcY8zXybxePWut3TkF1xWRlrhzwThjS0O6k8LBsV1wytc0Hfv2fRg8cbuhxXluSmuiWffm3hGoJOLOA0d2rpDMcTv5y3F7cNnTK1i6tqLxeJU/zB+f/5idB3j5xdQxHLxrf4wxGaw0s2qDYcJRSz+vB4ej9/45iIikg9PpJBwOE4lEiEajOBz6LFgk2SKRCJFI7L2B05l9HzqmSrJ/Ix+d5OtB2poniEgjjzc2M6O7GXVAYliydiHse852w5wOQ3Geh/K6QBqLaw+Lw19BNL9/20MzJNft5K/H78mlT61g2bcVCY99tbWWPzy7il0HFnDm1DEcuEu/XhuaBMIRttYE6Of14HLqF3cRkVTJzc0lEAhgraWmpoaioqJMlyTS41RUNP3Ol5/fTZfsd0Kyw5IkdWoUkYzqrmHJyANg+SNN9zcuh2AdeLb/oZ7rdpDnduELhdNYYNtM2IcJ1WGzuHdMrtvJ/x2/J394diWLvinf7vEvttTw+2dWstvgQs6cOpoDduqdoUkoEmVLdYB+BZ6sXPolItITFBUVUVkZ6/u1adMmAAoKCjTDRKSLrLUEAgGqqqooKytrPF5SUrKDs3oW0xvXHvU2xpjhwDqAdevWMXz48AxXJN1C9WaIZNvMizYEa+HuqRCNC0COvgPGHNzi8GjUUlobJBLNsm1fjZNIwWAw2f2LXtRaFny2lfvfW8M3ZXWtjhs/pJAzp45hvzF9e2VoYoyhT54bb052Lq8SEenOrLWsXbsWn8/XeMwY06uWCoikQiQS2a5PSXFxMUOHDm33Nb777jtGjBjRcHeEtfa75FWYegpLegGFJdIpger6bYS7mSdOgw0fNt3f+39g2mWtDveHo5TXZl8oFPUUYHO7R3IfiVre+nQLc/7zDWu3tR6aTBhaxJlTx7DP6JJeGZoU5ropzsvO3ZhERLqzaDTKt99+mxCYiEhyDRgwgH79OjZbuLuHJfqYS0Ra5vaCr4Ju1zZo5P6JYcm3H+xweK7LgdfjpjaYXVu+OoI1RNxecHoyXUqbnA7DYbsP4gfjBjL/k83Mef8b1m3b/hfWjzdU8ZsnPmKPYcWcOXU0U0b1rtCk2h8iErWU5Lt71esWEUk1h8PBqFGjqK2tpbq6Gp/P19iMUkQ6x+Fw4PF48Hq9FBQU4PFk/++kyaaZJb2AZpZIp9WWQqj1mQJZacNyeOLnicfOmg8FA1s9xVpLWW2QUCS7luNYp4eod1Cmy+iwcDTKG6u3MPc/37C+ovVP+SaNKObMqWPYe2T3mEGTLB6Xg/7eHO2UIyIiIj1ad59ZktSwxBgzsuG2tfbblo53Rvy1pOMUlkinhXxQuzXTVXRMNAx3HwzB6qZjh/8Zdp+1w9NCkShltcGs20M+mtMHm1OY6TI6JRyN8tqqzcx9/xs2VvpbHTd5ZB/OnDqGvUb0SWN1meVyOOhX4MGtnXJERESkh+ruYUmyl+E07Nlpm117TQtj26v5tUQkXdx5YJxgu9FUVocLRuwDX/276di3C9sMS9xOBwU5Lqr9WbYcJ1BJxJ0Xe13djMvhYMaeQzhiwiBeWbWJB95fy6aq7UOTD7+t4MNHljFlVAnnTd+ZcYO7ZzjUEeFolK3VAfp6PeS61YRQREREJNsk+yMtE/fV2vHOfIlIprSw7W7WG3lA4v1vP4B2zBgpyHHhybotXi0Of0Xbw7KYy+ngqL2G8ug5+3HpEbsxsDCnxXFL15Zz7r+W8s7n3Ww2UydF65d/1QWza/tqEREREUn+jI0zOnhcRLKd2xvbGac7aR6W1JVC2RfQf2ybp/bJc1NaEyWaRctxTNiHCdVh3d0wuIrjdjo4etJQfjxxMC+t3MiD769la03iTkSRqOX/Pf8x1x07kam79M9QpeljrWVbbZBQxGqnHBEREZEsogavvYB6lkiXVW+CSDDTVbSftXD/j6B6Q9Oxgy+Byae163RfKEJFXXa9XutwEfUOhh60i0ogHOGFjzbyrw/WUlaT+OftchiuP24i39+55wcmDfI9Lu2UIyIiIj1Gd+9Zos5yItK27jajwRgY1Wx2ydqF7T49z+0kz51dPUJMNIwJVGa6jKTKcTn5yZThPHHO/szcc0jCY+Go5Q/PrmLhV2UZqi796oJhtlQHqPKHCIaza2cmERERkd5GYYmItM3jzXQFHTdy/8T765dCuP2zRYpyXTgd2fUj0hGs7l4zfNopx+3kdz/ajRl7JAYmoUgsMPnv170nMAlFolT5Qmyp9rOx0kd5bRBfMEI0qlmgIiIiIumUkY9OjTEuYDKwB9C3/vA2YBXwobU2u7ajEOntHE5w5UHYl+lK2m/E/sT6Q9e/yQz7YeNyGLFvu053OAzFeW7K67JrO2GHv5yod1Cmy0g6hzFc9uPdsNby8qpNjceDkSiXP7uKvx63B/uM6buDK/Q8kailNhimtr4BbI7LSa7bQa7bqS2HRURERFIsrb9tGWO8xpgbgI3AQuBe4Ib6r3uB94GNxpi/GmN6/t6RIt1Jd5tdktcHBo5PPPZt+5fiAOS4HHhzsmw5TiSICdZkuoyUiAUm4zhiQmIYFAxHueyZlSz5ZluGKssOgXCESl+IzVV+NlX6qagL4g9FsirMExEREekp0haWGGN2IzZz5FKgH61vE9wXuARYWX+OiGQDdx6YbvZp9nZbCHcsLAEozMLthB2BSohGMl1GSjgdhiuOHM/hu7cQmDy9kg/XlmeosuwSjkapCYQprQmwodJPaU2AmkCYcES9TkRERESSIS3vfIwxxcB8YCSxQKQhNJkGjKv/mkZ9SFI/ZiTwZv25IpJpxnS/Rq/Nm7xuXg2+ig5fpk+eG0c27VBiozj8PTc0cDoMV8wYx6HjByYcD4Sj/O7pFSz7tue+9s6w1uKv38Fpk2adiIiIiCRFuj4mvgwYWn/7j8Be1tqbrLXvWms/r/9611r7d2AScGX92KH154pINuhuS3GG7A2u3LgDFtb9t8OXcToMxfme5NWVBCbs6149ZDrI5XDwx5njOWRcYmDiD0X53VMr+Whdx0OvpVxvlgAAIABJREFU3kKzTkRERES6Ll1hybHEuiw+Ya39s93BR1025nrgcWIzTI5NU40i0hZXDjjcma6i/VweGDYl8VgnluIA5Loc5Huyq3+Jw18BPXjmgMvh4P/NHM/0sQMSjvtCES55agUrvlNg0pbms042V/mprAvhD/XMZVwiIiIiyZKusGRU/fe5HTinYeyoHQ0SkTTzdLOlONv1Lfmg0wFDUa4rq3YhMdEwJlCZ6TJSyuV0cNWs3Tl4bP+E475ghEueXMGq9T379SdbKBKlOhCKzTqp8LGtNkgwrBknIiIiIs2l67f+6vrvWzpwTsPYnrntg0h35SnIdAUdM3L/xPtV66FyXacuZUxsO2GTRf1LHMFqiPTs3dZdTgdXz5rAQbsmBiZ1wQi/feIjVm+oylBl3VvUWuqCYbZU+9lS7ccX1GwTERERkQbpCktW1n/ftQPnNIxducNRIpJeDmezPiBZrv9YyO+XeGxt55biALidDopys2spUk9u9trA7XRwzdET+P7Oif8ta4MRfvPER3yyUYFJVwTDUcpqA2yq9FPtDxGN9tzlXSIiIiLtka6w5B5i/Uf+15i29x6tH/NrYn1O7k1xbSLSUd2p0asx288u6WTfkgb5Hie5WbSdsIkEMMGePwnP7XRw3TETOWCnvgnHawJhfv34R3y6qbqVM6W9wtEolb4Qm6piO+qoKayIiIj0VmkJS6y1TwJzgP2B54wxg1sba4wZBDwD7AfMtdY+no4aRaQD3PnQdu6ZPZr3LVm3CKLhLl2yOM+N05E9fwaOQCVEe/4yCo/LwXXHTmS/MS0FJsv5fLMCk2SIWktNIMymKj9lNQEC4Z7/d0tEREQkXlK3djDGnLqDh98GJgIzga+NMa8Di4n1JrHAIGAf4HAgp/6xt40xp1prH0xmnSLSRcbEApPuMpuh+cySYDVs/hiG7NXpSzochpJ8N6FI28sVagJhItEUf0JvozgCFUTz+rU9tpvLcTm5/riJXP70ShZ907QEqdof5n8fW84/TtqbXQd2s946WcwXiuALRfA4HRTkushzO7Oqb4+IiIhIKpgd7OLb8YsZEyUWfLQ5dAfjmj9mrbXZtV9nN2P+P3t3Hh7XWd/9/32f2TTaLMm7Lctx9n1PHCeEhFBSlpCEQEoLZSsF2j5tKbSFPn1o+7S0tDSlv/KUtlCukIVAyxJICGshYcliZ49D9s22JFu2ZGsfzXbO3L8/zkij0WJJ9sycmdHndV26RnN0Rueb2LJmPnPf368xnUAPQE9PD52dnQFXJHUhm4LEUno2B+zWa2Hw5cL9i34PLvrdilw64+YYnMhQyn9v5+M1rq6tnjJHIZ31+Pjtv+SRPcU9W1bEI3z218/meAUmZRFyDE2xMM3RMI6j0ERERETm1tvby6ZNmybvbrLW9gZZz1KVIywpNWutrZ7mADVIYYmUzUgv2BrpafCzT8MTtxXuN66ENafMf360BU65Cra8uiSXT2Q8RpOZknyvw7FOGBtZuKeMjTSCU/s5dCrr8fHbn+TRPcNFx9viEf7fb5zNsasVmJSLMYamaIimWHWN1BYREZHqoLBk+jczZnPJvtk01to95fi+y4XCEimbxCHIJoKuYnF2/QLu/F9Le4xx4O1fgXWnl6SEoUSGVJX0fsjFVmBjrUGXURLJjMfHbn+Sx7uLA5ONbXFu++0L9UK+AhoiIdriEcL6fy0iIiJ5tR6WlPRtRYUaIstMJF47YcnG8/2VFEtp7Gpz8NTtJQtLVsQjZBO2/P1LFsG4qboJS+LREP/41jP5k2/sZGfvyNTxvcNJfvDL/Vx99oYAq1seUlmPAS/HyqYY0bACExEREal9ekYjIkcuEsdvM1QDoo1w/vuW/rijHDM8neMYVsQjVdEc03jpupqeE4+GuOH6MzlxbfG2my/v2KPxtxXi5SwD42lS2fr5eyUiIiLLV+1vWBeR4BiTX10yEXQli3PR//LHCB94ev5zUqPw8BcL90f3wnAPtG2a/zFLEAs7NMfCjKWyJfl+R8N4aazTGHQZJdMYDfO7lx3HR76+c+pY30iKHz59gKvOXB9gZcuHtZaD42naG6M0xfQUQ0RERGqXnsmIyNEJN9ROWOKEoPMC/2M+NgdP3w4Tg4Vj3dtLFpYANMfCZNwc6YD7l5jshN/otY6cf0w7p29o5al9o1PHbt2+m9efvpawo8WUlTI0kcGzltaGSNCliIiIiByRij9zNMa8xhjzWWPMz4wxTxljXjbGvHKYj5cX/q4iEpg6e7GNcWDTRcXHSrgVZ1JbPEIo4BfvxksHev1yMMbw3kuOKTq2bzjFj58+EExBy9hoMsvwRPknQImIiIiUQ8VWlhhj1gD/DVw2eWieU+2Mr5VuXI+IlJ7j+KtL3FTQlZRO1zZ4/vuF+90P+o1hSzhqd7J/yWAiwMDC5vw/t3BDcDWUwdYtHZyyvoVn+8amjt2yfQ+vO02rSyptPO3i5SwdTdGq6NUjIiIislgVedZojIkAP8APSgywE/he/ssW+HL+fl/+6xZ4FLgFuLUSNYrIUYjEg66gtDZvK76fGTt8n5MjFAs7tAS8TcHUU8iVZ4zhty7ZUnSsdyjJ3c/2B1TR8pbMegyMp8nl9N6HiIiI1I5KvcX2XuCc/Ofvs9aeC/zZ5Bette+x1r7ZWrsRuA4/NDkV+K619gjGV4hIRdXbVpzmtdBxbPGxMmzFAb9/SSwcKsv3Xox6DEsALjq2g5PXtRQdu+WBPXh6wR6IjJtjYDytyUQiIiJSMyoVlrw1f/tDa+0thzvRWnsH/gqUDHCzMeaEchcnIkfJCUEoGnQVpdV1cfH9MoUl4PcviYQcQk7lP8J4hMkRdpxZH04Nb5uYq3dJ9+AE9zyn1SVByXo59o+mGExkyLgKTURERKS6VapnyVn4W2tum+uLxhhjrZ16u89a+7Ix5rPAXwIfBn6/IlWKyJGLxMGro2aOm7fBE9P+yep7EjIJiDaV/FKOY1jVHCv59120uIXY7L4lXs7SP5aq2dUYlxy3khPXNvPCgfGpY7c8sJsrTl5DyKndIKjWTWRcJjIusXCIloYwDZHgVlaJiIiIzKdSK0s68re7ph2b/qpqrjX8d+dvX1eWikSktOptK87G84sbuuZc6H0kuHrKKTv3VpyQY2hvrN0VQ8YY3nvxMUXHdh+a4GfPDwRTkBRJux4Hx9McGE2RSLtMe89EREREJHCVCksyM24BRqd9vnGOx6QO8zURqTahCDjBNistqWgjrD+r+FgZt+IEyk3BPC9UGyIhWuO1++f6qhNWcdzq4tVANz+wm5xemFeNrJdjaCLD/tEUI8lsza5kEhERkfpSqbCkO3+7dvKAtfYAMDnXcescjzl98tQy1gWAMWazMeYzxpjnjDEJY8ygMeZhY8yfGmNK8na5MeYYY8ynjTGPGmOGjTHZ/HUeMMb8ZX60skhti9TXCFq6ZkzFqdewBHvY0c+tDZGa3SrhGMP7ZvQu2XUwwS9e0OqSauPlLGOpLPtHUwwlMmTVDFZEREQCVKmw5LH87Tkzjv8Cf1Twh40xUxv2jTFtwMfxg5JnylmYMebNwJPAR4GT8LcEtQPnA/8IPG6MOf4or/Eu/P+OjwHnAivw+8W0A9uAvwaeNcZoy5HUtnrbijMzLBl8Bcb2B1NLuWWTh/1yR2OUsFOpXxml9eoTV3PsquLVJTfdr9Ul1cpaSyLjcmA0xcHxNKmsF3RJIiIisgxV6pnv3fihyJtmHP98/vYc4EljzA3GmH8HfgmcmP/areUqyhhzDvA1oBUYB/4PcDHwWuCL+dNOBL5njGmZ85ssfI1LgJuBOJADbgKuBS4E3gbclT+1A7jTGHPsHN9GpDaEY2BqcwXCnNaeBrEZP/rdO4KppdwWGCHsOIb2pgimBifkOMbwnhm9S14eSHDfiweDKUgWLZX1+5r0j6aYyLhBlyMiIiLLSKXCkjvwt+J0GmOOmzxorf0e8CX8IOUE/NUdH6LQp+R/gP8oY12fxQ8xXOBKa+2nrLXbrbX3WGs/iL8SBPzA5I+P8Br/m8L/5z+w1v6WtfZOa+3D1trbrbVXA/+c/3oc//+BSO2KxIOuoHScEGyasUuwXrfi5Fzwsoc9JRYOsaJG+5dcftJqjllZvPLp5gd2q6lojch4OQYTGfaPpBhLZfXnJiIiImVXkbDEWjtsrT3GWrvZWvvyjK/9NvAB4EEgAaTxV5b8KfBma21ZNi0bYy4ELs3fvdFaO9croM8Az+Y//7Ax5kheJVycvz1krf33ec75m2mfb5vnHJHaUO9bcXp2QHn+WQreAltxAJpjYeI12L8k5MxeXfLCgXHuf/lQMAXJEXFzOUaSWfpGUgyMpRlMZBiZyDKWyjKRcUm7Hq6XU5giIiIiRy288CnlZ629Ebixwpe9dtrnN811grU2Z4y5Ffh7oA14Df5ql6WYnLu5a74TrLUjxpiDwKpp54vUpkgDGKd+AoWZYcnEIBx8EVafFEw95eSm8HclHl57YxR3PF1zDTivOHkNN92/m+7BialjN92/m0uOW1mT24uWs5y1pN3D9zJxjCHkmKnbkDGEQv6t4+Dfd4z+7EVERGROtdmtrzRelb9NAI8e5ryfT/v8kiO4zvP52y3znWCMacUPSqafL1K7wnW0FadtE7TOmGBer1tx3BTkFg5AHMfQ0RStuReZ/uqSzUXHnt8/xr/e85JWItShnLVkvRxp12Mi4zKWzjI8keFQIs3AWJr9oyn2DifZN5ycaiY7lMgwkswynnZJZryplSoiIiKy/CznsOSU/O1L1trDdY17bo7HLMVkE9uVxpjfmeecv5jj/EUzxnQe7gNYt9TvKXJU6qlvCcxeXbKnTsMSAHfhrTgAkZBDe2Pt9S957Slr6Gwv/vv59Ud6+dxPX1ZgskxNhiqprEci4zKWmh2q9A5N0DeSpH+OUCWV9ci4Obyc/v6IiIjUk4pvwzHGhIBrgF8BzsCfAgMwCDwF/AS4c4EA42hraKCwkqP3cOdaa4eMMQmgCdh0BJf7Ev4qlncD/2aMOQ/4DtAHdAHvorAl6O+stT85gmv0HMFjRMonEsfv21wnLx42b4Onvlm4v/dRcNP+9J96k01BtGnh84DGaJh0NkeihqaUhB2HP/qVE/jYN59k+mvbrz3cQ8jA715+XM2tmJHK8HIWDwsLTDKe3PLjOIaw49+GZm4JcvR3TEREpNpVNCwxxlwNfI7CtBvwX1GB/6rqYuCDQJ8x5vettXeUqZTps0DHF3H+ZFjSvNQLWWs94D3GmLuAPwd+O/8x3U+BTx1hUCJSfYzxA5PsxMLn1oJNWykKf7w07Hscui4KsqryWOTKkkltjRFCIcNYyq2ZlRkXHbuST1x1Kn/73WeKApOvPtSD4xg+9OpjFZjIEVtMqGKMwTGFYCU0I1SZHriIiIhIMCoWlhhjPkxhRO7kq47dwIH8sbXAMfmvbQBuN8b8sbX2X8pQTsO0zzOLOD+dvz2ivQXGmFPwV5acMc8p24D3G2OetdbuPYJLLLTiZR3w8BF8X5EjF26on7CkYQWsPQ0OPFU41r29PsMSm1vSqhljDK0NEeKREMMT2QWbblaLK09di7WWv/3us0Xrn27b0Y1jDB+4dIsCEykbay2eZcGtO8bMbkg7tWLFKFQREREpp4qEJcaYrfhjeA0wCvwdcJO19uCM81YB78NfgbECuMEYs91a+2CJS0pN+3wx02cmXzUs7S1XwBhzKXAX/n/PHuATwI/xtx2tBa4GPgn8OvBqY8yV1tqnl3INa+1htxLpCb8EItIIycGgqyidrm2zwxI+Elg5ZZVNLnmLUSTksLolxnjaZTSZJVcDq0x+9bR15Cx86nvFgcmt2/cQMob3XzpvX26RirDW4loLC/SYnR6qhB2nELBMC1XCmvwjIiKyJJVaWfJR/GayI8Al1tpn5jopH57cYIz5LvAA/gzLjwJvL3E9Y9M+X8zWmskN/IvZsjPFGBMD/gs/KNkPXGSt3T/tlF7g340xPwcewV9Rcwtw/lKuI1KVHMdfXeKmFj63FnRtg4e/WLjf/xwkhyDeHlxN5XIUf2bNsXB+lUmGZLb6V5m84fR15HKWf/jBc0WByU0P7MZx4H2XKDCR6jc9VMkcJlkxZq5VKfmAxTFEQgpUREREJlVqGs6l+NtuPj1fUDKdtfZZ4NP4K1FeXepirLUp4FD+bufhzjXGtFMIS5baSPX1FPqz/OuMoGR6PU8Dt+XvnmeMOWuJ1xGpTvU0FWf9WTNGIlvoLvWityrhZSB35EFHyDGsbI6xsilWE40s33Tmej7++pNmHb/xvt3c8sDuyhckUiZ2jnHKI8kshxJp+sf8Ucr7R1IMjKUZnshMTfvR+GQREVmOKrWyZPKt158u4TGT57aVuJZJz+CHOMcbY8KHmb5z8rTPn13iNaaPGn5sgXMfpdD49WRg5xKvJVJ9wnFgKOgqSiMchc7zYPd9hWPd2+Gk1wdXUzllkxBbck/rIvFoiFi4gZFktuon5lx11gY8Czf86Pmi41+8dxd9IynWth5+W9LGtjhXnLKGsFOp9yBEysPN5XBzkJ7xI2uMIeIYwqHCKpSw42g1ioiI1K1KhSV9wOajeGw53IcfljQB5wHzvUV82bTP71/iNaY/1Vjo/3VknseJ1K5QGEJRf6VCPejaNjsssdaf/lNv3NRRhyUAjmNob4oSj/oNYN1c9b5Dfc3ZG8hZy2f+54Wi4999cnG/hn741H7+/roziEVC5ShPJFDWWjKeJTPHKhO/J4ofnIRDDuF8j5RwSOGhiIjUrkr9FpsciXvZYc8qdnn+9p7SljJl+lji9811gjHGwZ9iAzDM0lbGAOya9vmlC5w7/f/NrnnPEqk19bQVp2tb8f2xPhjeE0wt5ZZN+kFQiTREQqxtjdESiyx8coDecs5GPvK6E47osQ/tHuJ/f/upmpkIJFIqXs6Sdj3G0y7DExkOjqfZP+pv6+kfTXFoPM1IMstExiXj5mpmzLiIiCxvlQpLPoM/SebPjDEnLnRy/pyPAwnghnIUZK19CLg3f/f9xphtc5z2xxS20nzWWpudUeflxhib/7h5jsffDUzOTv1dY8yco4ONMW8A3pK/uxd4YvH/JSJVLtIYdAWls/J4aFpdfKx7ezC1lJ31RwiXkDGGFY0R1rQ0EK3id5zfem4nf/QrRxiY7BrkE99+ioxbvStoRCrFX42SI5n1GEtlGUxkpnqj9I0k1RtFRESqWkW24VhrnzfGvA34KrDDGPM3wK3W2qK5ovlmqu8G/iJ/6NestcUbyEvrw/hba+LA/xhjPoW/eiSOP8r3g/nzXsAPfJbEWjtsjPkH4G+AFuABY8y/4o8OHsIfHXwN8AEKwdWfWWv1bEHqRygCTgRy2YXPrXbG+KtLnv1O4die7XDWbwRXUzklhyBd+l8TUWCNA+PZLGNpd2oBiw03YKNHv/WnFN52XifrVjRwz7P9pBcIPh7dM8T4tAYP218Z5BN3PMXfXns60XD1hkIiQfJyFi/nzdkbZfo2nsneKGHH4NRAw2gREakfppRLIY0xC22Z2QicgD8Zx+JvN+nPf74W2II/AQfgJfxVFtZa+9qSFTmDMebN+JNoWuc55QXgTdbal+Z47OUUtubcYq197xznGOCf8YOZw/2WzwJ/bq39p0UXv0jGmE7yk3x6enro7DzsACCR0ksOQXps4fNqwbN3wY/+vHA/2gy/cy84lWoBVV9cL8dIyiXjeoDBa14PTm31/Hhm3ygf+doTJDLF229edfwqPnntaUSqeBWNSC2Z3hvFbzLrqDeKiEgV6+3tZdOmTZN3N1lre4OsZ6lKHZbk8IOPuUKByQst9m2Bye9jrbVlfeZsjNmMH2a8CX+UcAY/rPkG8Dlr7cQ8j7ucBcKSaeeehz/t5lX4zW4bgfH8dX4OfMFa+8J8jz8aCkskcG4axg8EXUVpJA7CF19TfOzXvgwbzg6mnjoxkfGX6XvhRnLxjqDLWbKn9o7w0a/vZGJGYHLpCav45DWn6cWcSBnNtRol5BgijqPVKCIiAVJYMv2bGfMzCqFIyVhrX7PwWTIfhSVSFUb2gq2Txpe3XQcHXyzcv+j34KLfDa6eOpFxcwxOZHAb1/hTlGrML3tH+Og3dpKcEZhcduJq/vrqUxWYiARgcjVK2DGEQn6gMnkspCBFRKSsaj0sKem6cWvt5aX8fiJSRyJxyIwHXUVpdG0rDku6tyssKYFo2GFFPMJQepRc46qgy1myMzpX8E/Xn8mffP1JktlCYPLzFwb467ue4a+uPpWwo8BEpJKmeqPM8bXJFSmTq1CKwxSDqcex8CIismh61iYilVFPU3FmjhDuexLSdRIEBSweCdHsuOAmgy7liJzV2cYN159JQ6T41+tPnx/gk3c9i5tT/26RamGtJevlSGU9xtLZqbHHB0YLE3v6x1IMJjKMpvzRx2nXw8tp9LGIyHKgsEREKiMcA1Mn/+RsPM+f8jPJetD7cHD11JnWeJi4W7vh09mb2vjHt51JbMYknLuf6+fvvvecXmiJ1AgvZ8m4OSYyLqNJf/TxwFiavpEke4eTHBhNcXC8ePxx1stRyi3uIiISnMBeuRjfccaYC/IfxxmtdxSpX8ZAOB50FaURicP6c4qPdW8PppY61R6DSI2uLgE4t6udf3zbmbNGB//4mQN86vvPKjARqXHTV6WMp93DrkoZSWZJpLUqRUSk1lQ8LDHG/Kox5i5gFH8s7478xwvAqDHmO8aYKytdl4hUQKROwhKYvRVHYUlJOY6hPTSx6PFp1ei8ze18+q1nzApMfvT0Af7hB1phIlLPpq9KGUtlGZqYf1XKWCpLMuORcbUqRUSkmlQsLDHGRI0xXwW+D7wRaMIfDTz9owl/fO8PjDFfNcbU3jgEEZlfJM7ip4dXuc0zwpKh3TC2P5BS6lXUsbSHUkGXcVQuOKaDf7juDKIzJuH84Kn9fPqHz5HTCyORZWfmqpSRZJZDiTT9Y/OvSkllPVxPPY9ERCqppNNwFvBV4C34r5Rc4MfAg8Dkq4t1wIXA64AI8PZ8fb9WwRpFpJyMgXBDzTbvLLL6ZGhYAamRwrHu7XDaW4KrqQ415hJkI42MZWv3RcKFWzr41HWn87+/9UuyXiEc+f4v9+MYw8defxKOdqGKSJ4/wceSYfa/e9Mn+Mwcgxx2DI7GIYuIlExFwhJjzJuA6wAL/BT4LWvtnnnO7QK+BFwBvNUY80Zr7fcrUaeIVEAkXh9hiROCTVvhxf8pHNujsKT0LCucCTLhJtKut/DpVeqiY1fyd285nT//1lO407bffPfJPhxj+JNfPVGBiYgsyF+VYsnO88+hkw9TwiGnKFCJ5O+LiMjiVWobznvztzuB188XlABYa7uBNwBP5A+9r7yliUhF1fMI4Z4dYGt3BUTVyoyzssF/97SWXXzcKv72LacTnvGC5Ts79/HPP35BvQpE5KjlrCXjFfdKOTju90oZTGTIuPodJSKyWJV65nkR/qqSz1hrswudnD/nn/C37FxU5tpEpJIcx9+KUw9mhiXJIRh4Ppha6pyTHqGjKUqtD0171fGr+OS1p816h/eOx/fx//3kRQUmIlI2ExmX/jG/sWxqvqUpIiIypVJhyer87TNLeMxz+dtVJa5FRIJWL1NxVmyEtq7iY5qKUx5ukqjN0N4YCbqSo3bpCav5m2tmBybfemwvn737JQUmIlJWqazHwXG/oWwyo9BERGQ+lQpLEvnblUt4THv+dqLEtYhI0MJ1EpaARghXUmqYxmiYlljtByaXnbiav776VEIzVsp889FebvjRC+wbroO+PiJS1TJujkOJNAdGUyTSbtDliIhUnUqFJZPr0t++hMdMnqs17SL1JhSGUJ1MBp8Zlux9DNzaHndbtbwMZBKsaIwQC4eCruaoXX7SGv7yzbMDk+/s3MevfWEHH7j1Eb76YDf7R/X3SUTKJ+vlGJrIsH8kxXja1eo2EZG8SoUl38HvP/I+Y8x7FzrZGPMu4Lfw+5zcUd7SRCQQ9bIVp/MCMNP+KfUyfmAi5ZEaAWtZ2RSt+YavAK89ZQ1/cdUpzDWk4tm+Mf79Zy/ztv/Yzoe+/Chfe7iHfgUnIlImbi7H8ESGvpEUo6ksuZxCExFZ3ir1TPNfgT78wORGY8x3jTHXGWM2GmMixphw/vPrjDHfBW7O17YP+FyFahSRSqqXqTgNrbD29OJj2opTPjkX0qM4jqmLhq8Av3LqWj5x1ewVJtM9vW+Uf73nJa77j+387m2P8Y1Hejk4lq5glSKyXOSsZTSZpW80xchEFk+hiYgsU6ZSS+2MMecAP8HvRbLQRQ0wBFxhrd1Z7trqnTGmE+gB6OnpobOzM+CKRPJG+yC34ICs6rf9c/DgFwr3V50Ev/nN4Oqpd8aBlvXghJjIuAwmMkFXVBIv9Y9z+2O9/OKFg4wkF/65MMBZm1bwmpPX8JqT1tDRVCdb20SkqhhjaIyEaG4IEwnV/oo+Eamc3t5eNm3aNHl3k7W2N8h6lqpiYQmAMWYD8FngWmC+Dece8G3gI9bavZWqrZ4pLJGqlRyC9FjQVRy9vY/CN95bfOwDP4UmDfMqm2gzNHYAMDKRZSxdB6FbnuvleHTPEPc8N8AvXhxgLLVw40XHwNmb2rji5DVcdtJq2hsVnIhI6cUjIRoipesZFQk5RMMKYETqlcKSI7moMeuBy4HTgY784UHgKeBn1tq+ihdVxxSWSNVy0zB+IOgqjp6Xhc+/CrLThne9/h/g5DcFV9Ny0LIeQv5knIGxNGm3/kZgZr0cj+we4p7n+rn3xYOML2JihWPg3K52rjh5Da8+cRVtCk5EpIoZY4iGHGIRx78NO3WxxVJEFJZIDVBYIlVtZC/YOniRe+fvw66fF+6feg1c+bfB1bMcRBqnVu/kcpb+sTRuLhdwUeWTcXM8vHtwKjiZyCw6eDtLAAAgAElEQVT8cxMyhvOOKQQnrQ21P3ZZROqfH5qEiIb9lSehubpgi0jVq/WwJFyJixhj7sl/+mVr7U2VuKaI1IhIHDLjQVdx9Lq2FYcl3dvBWtC7Y+WTnfBXJ4VjUw1fB8bTdTv2Mhp2uOT4VVxy/CrSrsdDuwa5+9l+7n/pEMns3MGJZy0P7RrkoV2D/NOPDBfkg5NXnbCKFgUnIlKlMl6OjJeDfB/rSMgpWn0SVu8UEamAioQlwKX4020+WaHriUitqJewZPO24vvj/TC0CzqODaae5SI5DC1rAT9MaG+M1E3D18OJhUNcesJqLj1hNemsx45XBrn7uX4eePkgqezcq2vcnGX7K4Nsf2WQSMhw4ZYOrjh5DZeesIrGaKWeDoiILF3Wy5H1ckz+8x5yJrfuhIiq74mIlEmlnh31A+uA4QpdT0RqRbjBn25ia3z7RPsWaF7jhyST9mxXWFJuXhoyCYg2AdAYDZN1bV01fF1ILBLispNWc9lJq0lmPLa/coh7nu3ngVcOkXHn/rnKepb7XzrE/S8dorUhzG9s7eKt525UaCIiNcHLWZI5b2pVnWPM1JadWNhffaK+JyJytCr1rGgnflhyIvB4ha4pIrXAGFhRoj46ngtj+0rzvZbKGH8rzjN3Fo51b4dz3hlMPctJasTvX5J/YryiMUIy69V1/5L5xKMhrjh5DVecvIaJjMsDLx3inuf72fHyoL+kfQ6jKZcv/PwVvvZQD+/Y2sVbztlIPFq6aRciIuWWs5ZU1iOVD0+MMURChlgoNLV1x1HfExFZooo0eDXGXAd8E/i5tfY1Zb+gFFGDV1lWRnqDW6Xy3Pfgh39WuB9phN+5b2pii5RRQxs0tE7dHUtlGUkun9UlC0mkXe5/6SD3PDfAg7sOkfXm/93f3hjhnVu7uPacjSUdESoiEqRIftKOv/okpKaxIhVQ6w1eKzYNxxhzK/CbwM3AH1hrExW5sCgskeVlvB/cVDDXnjgE/3l58bHrb4aN5wVRzfJiHGjZAI6/bz2Xs/SNpuq22evRGEtlue+lQ/z4mQM8tGtw3vNWNkV550VdXHPWBmIKTUSkzoSdadt2wg4RNY0VKTmFJYu5iDHvBgzwEeAM/N4ldwFPAkPAYecfWmtvLXeN9UxhiSwrE4PBNoy97W1w8PnC/a0fgm2/H1w9y0msBeLtU3cHExkmMm6ABVW/5/aP8aX7dvHAy4fmPWdlc5R3X7SZq85aTyys0ERE6pNjDLGwP2kn7BjCIUPY0dhikaOhsGQxFzEmB0y/kJlx/3CstVYd546CwhJZVtLjkJz/3fKyu/cz8OjNhfvrzoRf/0pg5SwvBlrWQ8j/lZF2PQbG0gHXVBue2TfKl+7fxY5X5v/ZWdMS413bNvOmM9Zr8oSILBvGGMKOIeQYIo5DKFS4H3aMGsmKHIbCksVcxA9LjpS11uqtrKOgsESWFTcD4/uDu/6eB+DbHyrcNw586N6ifhpSRpFGaFo1dbd/NDVvY1OZ7am9I3zpvl08tHto3nPWtsZ497ZjeOMZ67RsXUSWvcnVJ2HHEArlA5X8fTWVleVOYcliLmLM5qN5vLV2T6lqWY4UlsiyYi2M9AR3fTcF/3EJeJnCsav+BY5/bXA1LTfNayEcA/zGpkMTmQUeIDM92TvMjfft5tE984cm61c08J5tm3n96esIKzQREZnFMcXbeaZWqIS0vUeWB4UlUvUUlsiyM9oHuQAnodz+29DzYOH+mW+HKz4RXD3LTSg2tbrEWkvfSIrcXL/rjDM1bljm9kTPMDfet4vHu4fnPWdDWwPvvfgYrjxtLWFHoYmIyGJoe48sBwpLpOopLJFlJ3EIsgEO3Hr4Rrj/Xwr327rgvd8Lrp5lbiSZnbPRay7Who21BFBR7XlszxA33reLnb0j857T2R7nz95wMmdvaqtgZSIi9Unbe6Qe1HpYoreARKT+hALuCb15W/H94W4Y2RtMLUJjdO62V8ZT89fFOndzO597xzn8y9vP4oyNc/ff6R1K8tGv7+Th3QE2WBYRqRNuLkfa9UhkXEaTWQ4l0vSPpdg3kmTfcJL+sRSDiQwjySyJtEsq6+Hl9Ca4SClV/BWFMSYEXAP8Cv4Y4Y78lwaBp4CfAHdaazXvUUSOTCga7PVXn+yPsE1O6/fQvR3OeFtwNS1jkZBDNBwi4xZPqTduyu9xo6XOi2KM4fxjOjhvczsP7/ZXmjy9b7TonIyb4+O3/5Ib3nYm521un+c7iYjI0chZS8a1ZJjdwFzbe0RKp6JhiTHmauBzwMbph/O3FrgY+CDQZ4z5fWvtHZWsT0TqhBMJ9vrGgU1b4YUfFo4pLAlUUzQ8KywBC14awg2B1FSrjDFcuKWDC45pZ8crg9x43y6e2z829fWMm+Nj33ySG64/k3O7FJiIiFSStZasZ8l6kGLm7z1t7xFZioptwzHGfBj4Nn5QMvmTuBvYkf/YPXkqsAG43RjzR5WqT0TqSCjsBxZB6pqxFafnQcjNftIilRELmzknD2grzpEzxrDtuJV8/l3n8tqT1xR9LZ0PTJ7omb8xrIiIVN6C23tGUxwaTzMykWU8v70n4+bIaYuPLEMVeTVhjNkKfAY/CBkDPg6stdYeZ629OP9xHLA2/7WR/Lk35B8rIrI0QW/FmRmWpEZg4LlgahGMMTREZi+mNK7CkqMVdhz+4s2ncPlJq4uOp7I5/vQbT/JkrwITEZFakLOWjJcjmfUYS2cZnshwcHx2mHJwPM3wRIaxVJZkxiPtql+K1KdKvfX60fy1RoCLrbU3WGsPzjzJWnvQWnsD/nackfxjPlqhGkWknjgBN3ltXQ/txxQf27M9kFLE1zRHo1fjpcHO3vMtSxN2HP7vm0/lshOLA5Nk1uOPv/EkT+2df4qOiIjUhskwJZX1GE+7jORXpgyMpekbSbJ3OMn+kRQDY2mGEhlGU4Xms66XQ1NYpdZUKiy5FL8nyaettc8sdLK19lng0/irS15d5tpEpB4FvbIEoOui4vvdCkuCFHIMDeE5JuNoK05JhEMO//fqU7n0hFVFx5MZj49+fSdP71NgIiJSz6y1s7b5DOVXp+wfTbF3OEnfyLRJPtO2+mQVpkgVqlRYMtnh7adLeMzkuW0lrkVEloOqCEtmbMXpexyyyWBqEQDiMW3FKadIyOFvrjmNS45fWXR8IuPx0a/t5Nm+0XkeKSIiy4GXs2TcHBMZt2irz4F8mDK9b8r0rT4ZN6etPlJxlQpL+gJ6rIgsV6GAJ+IAdF4AZtpKBi8Lex8Nrh6hIewQcop/9Rk3FVA19SkScvjkNadz8XHFgUki4/GRr+3kOQUmIiIyj+l9U6Zv9ekfS01t9TkwWrzVZyJT2OojUkqVCkt+kr+9bAmPuTx/e09pSxGRZcGY4EcIx1pg3RnFx7QVJ3CNM3qXmFxWk4pKLBp2+NtrT+eiYzuKjo+nXT5022N8+ofPsX9EIZWIiCyNPxq5eKvPYKKw1ad3aIL9I6nCVp+ktvrIkatUWPIZIAn8mTHmxIVOzp/zcSAB3FDm2kSkXlXD6pKZW3EUlgSuMRLCmOIxwhohXHrRsMPfveV0LtxSHJh4OctdO/v49f/cwT/96HkOjCo0ERGR0nFzucJWn9Tht/qMTGSLtvpoRLJMV5GwxFr7PPC2/N0dxpg/MsZ0zDzPGNNujPkw8ED+0K/lHysisnTVEJZsnhGWHHwRErOGgUkFOY4hPqPRq7bilEcsHOLv33I6FxzTPutrbs5yxxP7+PX/3ME///gFBsYUWImISPnNHJE8favPvmlbfQ6OF2/1Sbva6rPcmEosRTLGTG6l2QicgD8ZxwK7gP7852uBLfgTcABeAvYe5ttaa+1ry1JwnTHGdAI9AD09PXR2dgZckUiFZJOQGAi2Bi8LX7gUMonCsV/9FJzy5uBqEtJujsFE4cW5dcLkmtcHWFF9S7seN963m28+2kvGnfuJZjTkcPXZ6/nNrZtZ1RKrcIUiIiKLF3YcQo4hGnaI5T9mrloV6O3tZdOmTZN3N1lre4OsZ6kqFZbk8AMRKIQhC5nvfJs/Zq21c8yAlJkUlsiy5bkwti/oKuA7fwCv/Kxw/5Sr4Vf/LrByxHcwkSY77YW717wenNnTcqR0Do2n+cqD3dzx+D4y87w7Fw07XHv2Bt65tYuVzQpNRESk+hljiIQMsVCIWMQhGnJwHIUntR6WVOpZ4S8ohB8iIpURCoNxwAa8ZLJrW3FY0r0drPWb0Epg2hoiHEpkyOXfNDBuGhtVWFJOK5tj/OFrT+AdF3Zx24N7uPOJfWS94qcHGTfH1x/p5c4n9vGWczbyzq1dtDdVwShwERGReVhrybj+WOTJXaXRkJNfeRIiFlZ4UosqsrJEgqWVJbKsjfdD0P0oBnfBrVcXH3vXt2Hl8cHUI1NSbo7hiQzWWmw4Tq5xVdAlLSv9oym+vKObu3buw52nqV5DxOG6czt5x4WbaGtUaCIiIrUpEvK360wGKKFlEJ7U+sqSSk3DEREJRjVsq2g/BlrWFR/bo6k41aAh7NDa4DcC1kScylvT2sAfX3ki//2hi7j6rA1zPnFMZXN89cFurv/8Dr7w85cZSWYDqFREROToZL0c42mXwUSGvpEk+0dSDCUyJNKuGsdWKYUlIlLfQlXwTrQxGiFcxRqjIZqiEX+7lpcJupxlaV1rAx97/Un89we3ctWZ6wnNsUUtmfX48o5urv/8dv7zF68wqtBERERqmJvLkci4DE1k2D+aom8kyWAiw3jaJavwpCpoG84yoG04sqy5GRjfH3QV8PwP4AcfK9yPxOF37q+O8cYCwGAiQzLUgo21BF3Ksrd3KMktD+zmR08fwJvneYpjYGVTjNUtMda0xljbEmNNa4N/vyXG2tYGOpqiy2KZs4iI1J+QY4r6nkTDtbfOoda34VTB+nQRkTKqljBi09bi+9kk9D0BnRcEU4/M0t4YwUtn0Gac4G1sj/PnbzqFd23bzM0P7ObHzxxgZkuTnIWB8TQD42me6Zv7+4Qcw6rmKGtaYqxpaWBNa/42H7CsaYnR3hTFUbNlERGpMl7Oksx5JLMekMUx/qjiyXHF0ZDGFZebwhIRqW/GgBOBXMBL9hs7YPUpMPBs4Vj3doUlVcQYQ3s0x4ABT4suq8Kmjkb+4qpTec+2Y7jpgd385JkDSxqt5+UsB0bTHBhNA6NznhN2zNRqlDWtxUHKZMDSFo/oCamIiAQqZy2prEcq6wH+85ZoyJkaVRwLKzwpNYUlIlL/QlUQlgB0XVQcluzZARf/YXD1yCxhx9DRAAdTBm1TrR5dKxv5qzefyru3bebm+3fzs+cH5t2es1RuztI3kqJvJAWMzHlONORMbfeZDFXWtkxuAfI/b2kI60mqiIhUjLWWtOuRdgvhSSRkCDsOIWMIhQwhY3Ac/GPalrpkCktEpP6FIlAFWQmbt8GjNxXu9z8NqRFoWBFcTTJLzGZob2xmMKFmr9Vmy6om/vqa0xhPu+wdSjIwlubAWIr+0TT9Y2n6R1P0j6UZGEvPO4r4SGS8HHuHk+wdTs57TkMkH6i0NOT7p8RYnd/ys7bVD1WaY3raJSIi5WGtJeNaMszfHDbkGP/D+KGK4xQfCzlGwf80+q0tIvWvGibiAGw4F0IxmBxRa3PQ8xCc8Lpg65JibprGeBtZzzKWqoaUTWZqjoU5aV0LJ62buxlvzlqGEhk/QBlL58OUaaHKWIqDY5mSrU4Bf8Rxz2CSnsH5A5XGaCi/vWfalp8Z238ao3pqJiIi5eHlLN7UmwnenOdMBieOYwg7027zYUp4GQUq+o0sIvXPqZImr+EYbDy3eGxw93aFJdXGy4C1rIhHyOUsmUWM79OIv+riGMPK5hgrm2Ocsn7uc7ycZTCR4cBoioGxwsqUA/mVKf2jaQ4l0rMayx6NiYzH7kMT7D40Me85zbHwtL4pDdP6pxRClYZIqHRFiYiITOPlLB52viwFYCo4mVqREiqsTJkettQ6hSUiUv9CYTCOv5IjaF3bZoclUmUsuCmIxGlvWtyqpJFkVqtQakwo39h1dUts3nNcL8fBRIaB/MqUA/mVKQNjhZUqg4nMkprOLmQ87TKednnlYGLec1obwkWrUda2NEwboex/XosjJkVEpDbkrCXnWbKHCVSMMQyMpSpXVBkoLBGR5SEU9V8AB61rW/H9kV4Y7oG2TXOfL8HIhyWLtSIewfVy+fF+Ui/CIYd1rQ2sa20A5u4tlPVyHBz3V6IcmNE35UD+8+GJ0gZpoymX0dQ4L/WPz3tOW2Mk3y/FD1WmN6Nd0xpjVXOMSEiBioiIlIe1FrfGxwsGEpYYY+LAecA6oBG4w1o790w/EZFScKokG159IsQ7IDlYONa9XWFJtXHTS35IR1OUgfE0GbcKVjBJxURCDutXxFm/Yv5wLe16HBzLTGtGm5rWS8UPWEZTbknrGp7IMjyR5YUDcwcqBv/v7OR2n872OFtWNXHs6iY2dzQS01YfERFZ5ir66sEYswn4FHA9ML2JwCPAM9POez/wIfwZfldazW8UkaNVLU1ejeOPEH7++4Vj3dvhzF8LriaZzctAzgNn8S8YjTGsbIrlJ7EoMJGCWDjExvY4G9vnD1SSGY+B8cLKlOnNaCc/H0+XLlCxwKFEhkOJDM/2jRV9zTGwoc0PT45Z1eSHKKua6Opo1PYeERFZNioWlhhjtgLfA9rx39CYNFcQchfwb/iBypXAj8peoIjUt1CVNHkFfyvO9LCk58ElvzCXCnBTEG1a0kNCjmFlc5SBsTQ55fyyBPFoiK6ORro6Guc9ZyLtTpvwk5r1+YGxNMnM0W8Fy1noHUrSO5Tk3hcPTh0PGcPG/AqULasa87fNbOqIa0uPiIjUnYqEJcaYNuBOoAPoAz4J3Av8cq7zrbX9xpgfAFcDb0JhiYgcrWpZWQKweUbfkvQYHHga1p8ZTD0yNze95LAE/G0ZHU1RDo4vfSuPyOE0xsIcEwtzzKq5/15aa0lkPH+qz1Qz2lShn0r+8/QRbhXzrKV7cILuwQl+/kLheMgxbJoKUZqmtvNsbI8TdhSiiIhIbarUypI/BNYAB4Ft1tpuYKH5zD8BrgEuLHt1IlL/jPFHCOeqYGJJ81roOBYGXykc696usKTaHEVD4IZIiLbGKMMTmRIWJHJ4xhiaY2GaVzdz7OrmOc+x1jKWcqea0Q6Mpdk3kmL3wQS7DiboG1n633svZ6dGIv/0+YGp45GQoaujcWorz+R2ng1tcUJ1MFJSRETqW6XCkjfjb7f558mgZBGezt8eV56SRGTZCVVJWAL+VpyZYcnWDwVXj8yWc8Fz/dHTR6A5Fsb1ciXtMyFytIwxtMYjtMYjnLBmdqAykXHZc2iCXfnwZPLjwOjSV0plPcvLAwleHigegxwNO2zuaCxaibJldRPrVzTgHP6NNBERkYqpVFhyfP72F0t4zFD+trXEtYjIchWKQJVkJXRtgye+UrjftxMyExCdv1+BBMBNQWjud+gXo60xipuzpDRSWGpEYzTMKetbOWV98dOvRNpl18HE1AoU/2OCgSPYbpZxc7zYP86LM0YfN0QcNq9sKuqJcuyqZta2xhZajSwiIlJylQpLGvK3S3mZMrkhN1niWkRkuaqmviWd5/vjjHP5VQc5F/Y+AlteHWxdUsxNQ+zIwxKAjka/f0nG04QcqV1NsTCnb1zB6RtXFB0fS2WngpPJEGX3wQSHEkvfgpbK5nh+/xjP7y+ezhOPhjhmZfFKlGNXNbG6RSGKiIiUT6XCkn6gE9gCPLzIx5ydv91XlopEZPlxqmgiTrTJ71Gy97HCsT3bFZZUm6PoWzLJcQwdTVEGxtN4OU3IkfrS0hDhzM42zuxsKzo+ksyy+2CCV2Zs5xmeWPryvmTG49m+sVkjjpuioeKtPPntPCubogpRRETkqFUqLHkQPyx5A/D1hU42/m+4D+D3Obm3vKWJyLIRCoNxwFbJO/xd24rDku7twdUic7MeeNmjHj0dDjmsbIoxMJ7GaqSwLAMr4hHO2tTGWZuKQ5ShRGZWP5RdBxOMppbe2yeR8Xhq3yhP7RstOt7SEJ4VonR1NLKqWSGKiIgsXqXCkq8AbwPeaYz5rLX2iQXO/wxwFn5Ycku5ixORZcSJgFclI127tsH2fyvcH3wZxg/403Kkeripow5LwG9q2dEY5VCiSv7+iQSgvSlKe1OUcze3Tx2z1jKYyBStQtmd39pzJA2Sx1IuT/aO8GTvSNHxhojDxrY4m9ob6eyI09neyKb2OJ3tcTq0GkVERGaoSFhirb3TGPNT4DXA3caYTwC3T6/DGLMBuAR/zPDF+EHJt6y1D1SiRhFZJkJVFJasPQ2iLZCZtrT86W/D1t8JriaZzc1ArDTfKh4NsSIXYSRZLZ2GRYJnjGFlc4yVzTEuOKZj6ri1loPj/kqUVwbGC31RDiVIZpbeNDmVzc05nQf8n00/OGmksz1e9HlbY0RBiojIMmQqtRzYGNMG3A2cgx+EHPZ0YAfwOmvt7N9osiTGmE6gB6Cnp4fOzs6AKxIJUHockoNBV1Hw/Y/BCz8o3I82wXu/D40d8z9GKsuEYMXGkn7L4YmMRgqLHCFrLQfG0uwaKN7Ks/tQglS29Nssm2NhNuZXoBQFKh2NrIhXUS8sEZEq07d3LxeeceLk3U3W2t4g61mqSm3DwVo7bIzZBvwV8HvAinlOnQA+B/yltXbprdRFRA6nBNspSuqC98MLP2QqQ84k4KEvwuUfD7QsmaZEfUum00hhkSNnjGFdawPrWhvYdtzKqeM5a9k/kvJXokwbc7zn0ARp98hDlPG0O+eUHvD7o/ghih+gdHYUtva0NFTZ7xsREVmSiq0sKbqoMU3AZcD5wBogBBwCHgd+Yq0dOczDZYm0skRkGmthpCfoKor96P/As98p3HfC8J7vwIpNwdUkxeLtEGsp6bfM5axGCotUwOR2np6hCXoHk/QOTdAzlKR3KMneoWTZfgbb4pGpAGX6qpRN7XEaYxV7v1JEJDC1vrIkkLBEKkthicgMbtoPTQ4nk4BshXYBju6DW67yVy9MOumN8IZPV+b6srBIEzStXPi8JfJylv6xlEYKiwQkZy39Y2l6ByfoHUrmQxQ/VNk7nMQt089mR1PUD1JmrErpbIsTj4bKck0RkUqr9bBEsbaILD/hRXTrtF7lwpLWDXDWb8BjtxaOPf99OO+9sOaUytQgh+emyvJtQ47RSGGRADnTtvScf0zx17yc5cBoKh+iFK9K6Rs5upBzMJFhMJGZNbEHYFVztDCpZ9rUno1tcWIRBSkiIpUS1DacOHAesA5oBO6w1o5WvJBlQitLRI6Al4WxvspdLzkMN70BMuOFY10Xw3VfqFwNcngt68vW8yaV9Tg4XiVTmkRkQa6XY/9oip5BfztPYWvPBPtHUpRjQYoBVrfE2NQxfWqPf7uhLU407JT+oiIiR0ErS5bAGLMJ+BRwPTD9GecjwDPTzns/8CFgBLjS6u02Eam0UASMA7ZC/STibXD+++GBzxaOdT8A3duha1tlapDDc1NlC0saIiFWxDVSWKRWhENOPrBonPW1rJejbzjlr0YpWpWS5MBoasGRkPOxQP9Ymv6xNI/uGS76mmNgbWtDfmtP8aqUDSsaCIcUpIiILFXFwhJjzFbge0A7fjg+aa7fGXcB/4YfqFwJ/KjsBYqIzBSKlm37xZzOeSfs/CokBgrH7vsX+I2tfnAjwXIzsIgdXEeqpSGCBcZTLjm9RyBSsyIhh66VjXStnB2kpF2PfcMpfyXKtFUpvUNJ+seOfHVZzkLfSIq+kRQP7x4q+lrIGNa3NXDRsSt5x4WbWNPacMTXERFZTioSlhhj2oA7gQ6gD/gkcC/wy7nOt9b2G2N+AFwNvAmFJSIShFCksmFJJA4X/R7c/deFY/3PwAv/Aye9vnJ1yNwq8HehtSFCSyxMMuuRSHukXY0WFqknsXCILaua2LKqadbXUlmPvcNJegeTU6tSJrf3HBrPHPE1PWvpHUryzUd7ufOJvVxz9gZ+c+tmVrWUMf0VEakDlVpZ8of4I4IPAtustd0AxpjDPeYnwDXAhWWvTkRkLqFo5a952rXw2C0wtLtw7IH/B8e/tmxbQGSRrOf3sinzn4MxhsZomMZoGNfLkch4JDMebk4jhkXqWUMkxHGrmzludfOsr01kXPbOmNbTO+yvTBlMLD5IyXqWbz66l+/s7OPaszfwzq1drGxWaCIiMpdKhSVvxt9u88+TQckiPJ2/Pa48JYmILCCIsMQJwyV/BN/9o8KxkR546pv+xBwJVhn7lswlHHJYEXdYEY+Qynok0i4pN6fJOSLLTGM0zAlrWzhhbcusryXS7owms8mpUcjD8/RByrg5vv5IL3c+sY+3nLORd27tor0pgN95IiJVrFJhyfH5218s4TGTGy5bS1yLiMjihCL4LZYq/ML0uCtg3Zmw/8nCsQc/D6dcDdHZS7elgsrct+RwGiIhGiIhcjnLRNZjIu2S8bTaRGS5a4qFOWldCyetmx2kjKay9A4m+eHT+7lr5z6yXvHvs7Sb478f7uGOJ/Zy3bmdvOPCTbQ1KjQREQGoVMfAyU5SS2nzP/mKIFniWkREFi+I1SXGwKs+UnxsYhAeu7XytUixSvawmYfjGJpjYda0NrCmpYHmWBjn8NtaRWSZam2IcOqGVj76uhP5rw9exDVnbyDszP73IpXN8dUHu7n+8zv4/M9f1mQuEREqF5b052+3LOExZ+dv95W4FhGRxQsH9A5b5/mw5bLiY4/eDImDgZQjeZN9S6pENOzQ1hhl/YoGOpqixMKhoEsSkSq1rrWBP/3Vk/ivD27lzWeuJzRHaJLMety2o5u3fX47//mLVxhVaCIiy1ilwpIH87dvWMzJxu/8+gH8te/3lqsoEZEFBbGyZNIlH6Zo0np2Ah76z8DKkbwqWF0y02RT2Dg+Jn8AACAASURBVNUtMda1NtDSECHsaNy0iMy2fkWcj7/hZL76ga288Yx1hOZYmZbMeNy6fQ/Xf347N967i7GUQhMRWX4q9UzqK/jP+N9pjDl7oZOBzwBn5T+/pWxViYgsJMiwZNUJcOrVxcd++Q0Y7gmmHvG56aArOCy/KWyEdSsaWNUcozEaXmj6nIgsQxvb4vz5G0/hKx+4kNefvo45FpqQyHjc9MBurv/8Dm66fxfjabfyhYqIBMRUqqO+MeZu4DX4jVs/AdwO7MdfPXIO/ljhS/DHDF+cf9i3rLXXV6TAOmaM6QR6AHp6eujs7Ay4IpEaM9xDxZu8Thrtg1uuAm/aaMgT3wBv/Mdg6hEwIVixMegqlkRNYUVkId2DE9x8/25+/MyBeX/jtTSEufacjawsweQcA6xva+CszjaaYpWaOSEildS3dy8XnnHi5N1N1treIOtZqkqGJW3A3fjByEIXNcAO4HXW2kS5a6t3CktEjtLYAfACXE1w72f8fiXT/cZ/w9rTAilHgJb1FR0hXEoZN8dExmUi45HTCGIRmWH3wQQ3PbCbe57tr8jbBI6Bk9a1cE5XO+d2tXHmxhU0KjwRqQsKS5ZyMWOiwF8BvwesmOe0CeBzwF9aazPznCNLoLBE5ChNDEJmPLjrp0bgS2+AzFjhWNdFcN0Xg6tpuYu3Q2z2mM5aYq1lIuMxmsri5RSaiEixVwYS3HT/Ln76/EBFrxsyhpPXt3BuVxvndLVzxsYVxKNqXi1SixSWHMlFjWkCLgPOB9YAIeAQ8DjwE2vtSMWLqmMKS0SOUnockoPB1vDwjXD/vxQfe8sXYPPFc58v5RVphKZVQVdREtZaRlMu42mXIJ4TiEh1e3lgnJvu283PXqhsaDIp7BhOWd+aD0/aOGPjCmIRhScitUBhiVQ9hSUiR8nLwlhfsDW4Kbj5TTDeXzi2+hR4x3+D0dSTiqvBviULcb0coymXiYwaOIrIbC8eGOOOJ/bROzRRku+XyuZ44cAYWW9pr0UiIcNpG1o5p6udc7raOG1Dq8ami1QphSWLuYgx9+Q//bK19qayX1CKKCwRKYEgm7xOeupb8JO/Kj72+k/DyW8Mpp7lrob7lhxO2vUYSWbJuGoEKyLllc56PLVvlMf2DPF4zzDP7BvFXeK2wGjI4fSNrZzT1ca5Xe2cuqGVSEhvIohUA4Uli7mIMVn8McW/Yq39adkvKEUUloiUQNBNXgFyLtz2Vhh8pXCsdSO8+zsQDnDE8XJVB31LDmci4zKSVD8TEamcZMbjqb0jPNY9xOPdwzy7f2zJ/wbFwg5nbFwxFZ6csr6FsMITkUDUelhSqVbT/cA6YLhC1xMRKa1QJPiwxAnDJR+Guz5cODa6F375DTjnncHVtVy56boOSxqjYeKREGNpl7GU+pmISPnFoyEu2NLBBVs6AD+0fbJ3hMe6h3m8e4jn94+xUHaSdnM8smeIR/YMAbuIR0KcsbGVczb703ZOWtdC2FF4IiILq1RYshM/LDkRv4mriEhtCVXJyo1jXwPrz4a+JwrHHvoCnHoNxJqDq2s5cgMOzyrAGENrQ4SmaJiRZFb9TESkohqjYS46diUXHbsSgETaZWfvMI/tGebxnmFe2D+24AbZZNbjod1DPLR7CPADmbM6V3BuflTxCWtbCDmmzP8lIlKLKrUN5zrgm8DPrbWvKfsFpYi24YiUgJuB8f1BV+Hb+xh84z3Fx7Z+CLb9fjD1LGd12rdkPupnIiLVZCyVZWdPYdvOS/3jS+4u1hQNcdamNs7tauPcze0ct7pZ4YlIidT6NpyKTcMxxtwK/CZwM/AH1tpERS4sCktESqUamrxO+s4fwCs/K9wPx+F936+bcbY1o877lsxnIuMymnRxcwpNRKR6jCazPN7jb9l5vHuYlweW/nKjIeKwsS3OpvZGOjvidLY3sqk9Tmd7nI6mKMYoSBFZLIUli7mIMe8GDPAR4Az83iV3AU8CQ4B3uMdba28td431TGGJSIlUQ5PXSYdehtuuAzvtxeqZb4crPhFcTctRpHHZBlTWWvUzEZGqNjSR4Yluf8vOY3uG2H3o6MYeN0ZDdLb7AUpnezwfovihSls8oiBFZAaFJYu5iDE5it+ONSz+7Vlrra1Ub5W6pLBEpEQmBiEzHnQVBT/+K3j6W4X7JgTvvgPajwmspGXHhGDFxqCrCJSXs+pnIiI1YTCRmVp18lj3MN2DRxeeTNccC+eDlOmrUvzPW+PLZ7umyHQKSxZzET8sOVLWWhsqWTHLkMISkRJJj0NyMOgqCsb2w81XFa92OeFKeNNngqtpOVpmfUvmM5rKMprMBl2GiMiiHRxL89i0bTu9Q8myXKe1Iexv58kHKFNbezoaaY7pPWGpX7UellTqp3NLha4jIlI+1TIRZ1LLOn9k8CNfKhx78X9g/y9h3RnB1bXcuCmFJUBrQwTPsyS0wkREasSqlhhXnrqWK09dC8DB8TTdhyboGUrSOzTx/7N352FyndWB/7+n9l61WIvlRTbYGBuDjRfANmYLkCEQBhJIgLAEmF9YMpCEZCaZZH6BJDOBBCYhBDKZzISdDCGBsIWEsC82whjbLGbzApZkW5YXba2ll6p6549bre6WWmq1uqpuVff38zz1VNVbt+49eiR1V58+7zncufsQ23cd5O4940w2Tv53v/vG63x/xz6+v2PfUa+tHizPbOeZTqS0kiqDFRMpUp668j8wpbS1G9eRpI4qVVjcLsIuuPzl8N0Pw8SsD2DXvBWe805w73R31CdWZJPX+awZqtBIifGp47Yik6SetG64yrrhKpeetWbOeqOZuG9sgu2tBMqdu6YTKoe4e88h6s2T/1yw5+AUew5O8d27jk6knDJUmemRsnZgTlKlVrbwXuq0tm7DiYjdQBO4KqX0o1nrj289vD6l1Jn6tiWIiLOAXwOeAZwJTAC3A/8A/FVKqW0bGiPiKWRTga4GNgF1YCdZs9vPA+9PKbW1KYLbcKQ2GrsHGpN5RzHXDe+Brx6x9WbTxVA4TrXD8Hq4+JfgtEd2NLQVIQpQGc47ip6RSNw/Nsmkk3KkZSmVh6BgxcO0erPJzn0T3LmrVYkyqyplx55xGh1qebB+uDqnL8p0UuX0NTWqJRMp6g39vg2n3cmS6Uauj0gpff+I9SZw0ez1XhARzwQ+AIwe45BbgGeklG5b4nXWAO8GnrXAoZeklL61lGvNc22TJVK79FqTV8gqG977s1kiZzGqo/CSj6/YaS7qnEYz8cCBSRomTKRlp1kZJtXWLHygqDea7Ng73kqizK1K2blvnCUUpBxTABtGq3NGHp+xNnt82uoBysVC+y8qHUO/J0vanRZukv0fne+8PVcPHhGXAB8CBoD9wJuAL7aePx/4FeA84FMRcXlKaewkr7MK+CxwWWvpo8CHyapXGmTVLE8AnnPSfxhJ3dFrfUsASlW44j/CZ39/ce+b2Ae3fR4ufl5n4tKKVSwEawfLPHBgkqZjhaVlpTB5gEZlFApWLyykVCxw5tpBzlw7yJWcMue1yXqTHXtblShHVKXcu2/ipDf8JmDnvgl27pvghq2757xWCNg4WjvcXHZ2VcqmVTVKJlKkOdqdLNkNrAUeTLatpNe9jSwxUgd+OqW0ZdZrX4iIW4E3kyVMfgv4g5O8ztvJEiUTwC+mlD5xxOvfBD4aEa8D/M4j9bJeTJYAXPBM+NGnYNvXF/e+bVtMlqgjSsUCqwcr7D44STcm70nqlkRMjpFqq/MOpK9VSgXOOmWIs04ZOuq1iXqDu3aPzzSZPVyVcoj79k/Mc7YT00ywY+84O/aO84075iZSioVg06ra4fHHm1YNcOqqGptat5Gajcy18rR7G86ngacCPwT+E9kWlingDrJE508Dty72vCmlbW0LsiUiHg1c13r6NymlV81zTAG4GbgA2ANsSCktai5iRFwNfLX19D+nlP7HyUd9ctyGI7VRSrD3Tnqqyeu0+gRs/RrsP852nPt+BDd/ZOZ5ZQRe9RX3n6tjxutNdh84+Q/3knpR0Bg5LevZpK4an2pkiZPdrSazu2Z6pDxwoHM91YarpTnJk02rsmqUU1fVOG1VjUFHIGsebsOZ6+1kCZHzgX8+4rUAPnMS50x0ZmrPs2c9fve8F06pGRHvI9uesxp4Eov/M7ymdb8XeMdig5TUYyKyMbG91uQVsu045zzp+Mfs3zk3WTI5Bju/lzWElTqgViowOlBh36Ee/D8j6SQlYnI/qXqsln/qlFq5yLkbhjl3w9GNxQ9O1LlzzyG2z0qgTCdV9hxc1O97j7J/os5t9+7ntnvn79s2Wiu1EiezKlJW1zh1NEuqDFQsnlf/aWsSIqX0qYh4DfDHwKp5DumlviVXt+4PADcc57gvz3r8WBaRLImICjMNXT+bUhpvrReB08i23NwzvS6pTxQrvZksORHDG2HtObDr9pm1bVtMlqijhipFGs0yByaW9mFdUu8oTI7RqIw4pr6HDFZLnLdxhPM2Hj3Ofv9EfdbI49b2nlZSZd94fcnX3jdeZ9/4fm7ZOX8yZfVg+XBFytwKlRqnjtaoOgpZPajtFRsppf8ZEe8GLgdOB6pklRsJ+H3grnZf8yRd0Lq/LaV0vK8QP5znPSfqYqDWevzdiBgF/gj4ZbJKFYDJiPgK8McppS8t8vzA4W02x3PqyZxX0jH0at+SE7X5yqOTJY85aiei1Fajtewjx8HJuj1MpOUgNVvVJUf/YK7eM1wtcf6mUc7fdHQ10L5DU3P6oty99xD3tHqb3Dd28s1mZ9tzcIo9B6f4wY7552WcMlTh1Fnbek5dNdC6r7FxtEal5JYvdV9HNpellA4x06eDVvIE4GO9MDo4ImrA9KzM4+6bSintjogDwBDZ1JrFeNisxwWyRq4POeKYCvAU4MkR8bsppT9d5DWg1Y9EUpf0e7LkrCvhWx+Yeb7jOzB5ACpHN5mT2mm0VmKwXGBsvM54vZF3OJKWKKsuGba6pM+NDpS5cGAVF5529MaAqUaTe/dNzEmg7Ng7zj17D7Fj7zj3729Ppe0DByZ54MAk37t731GvBbBuuHp0RcqqGptWD7BxpOokH3VEtzrxfIWssuRAl663kNkp8PlrxeaaTpYcvTnw+NbOevw7ZFUmnwZeTzYtaJRsXPCfkG1b+pOI+GFK6eOLvI6kbiqWyb519+lvx0+/PGvo2mwV1TXrcOc34cFPyDcurQilYoE1QxUm6k3GJqaYqjfzDknSyUoNYuogyWT7slUuFjh9zQCnrxmY9/WJeoOd+ya4Z+/43ITKnnHu2TfOrjY0nU3AffsnuG//BN+9a+9RrxcC1o9UWwmUgTnJlNNWDbBupEKpYDJFi9eVZElK6YnduM4i1GY9PpH/wdNt/Of/KnFss79z1IDPAj+bUpr+ddp9wP+KiJvJeqMUgDdFxCfS4mqUF6p4ORW4fhHnk3Q8vdzk9URUBrMeJXfNate0bYvJEnVVtVSgWqpyaKrB2HidRtOkidSPYnKfyZIVrFoqsnntIJvXDs77+vhUY96KlOzxOHsOLb2XVTPBzn0T7Nw3AduPTqYUI9gwWp2pRpk1zWfTqhqnDFcpFqyO0tFynfEUEYNkvU1IKX2li5ee3VD1ROrpq637Q0u4DsDvzEqUHJZSuiYi/gl4LllflEeQVZ6ckIVGMIWlkVL79XOTV8j6lhyZLJFyMFAuUisV2D/Z4OBEnab9TKS+Es16Vl1Snv+HZa1stXKRs9cNcfa6+RNqByfrc5Ip00mUHa2kylgbms82Ujp87vmUCsHG0aO392xqra0drlDw56kVKe+B2A8CvgQ06W4sszsLncjWmun/3SeyZedY17kvpXTTcY79N7JkCcCjWESyRFIOiuW8I1iazVfCllnTzHf9GMbugRH7Qav7IoKRaonBcpH9E3UOTi79w7Gk7omJfSZLdFIGKyUevH6YB6+f/0ey/RP1uRUpre092eNDHJhcev+rejNx155D3LVn/t+LV4oFNq6qZsmT1QOHm9BuWjXAORuGqJac5LNc5Z0smdbVVF1KaTwiHgBOAY47SSYi1jCTLFlsI9XZxx+3+uOIY9cv8jqSuq1YXfiYXrbxQqiOwMSsnO62r8OFz84vJq14xUKwaqDMYKXI2HidCZvASn0hmlNQPwSlxe5Yl45vuFriIRuGeciGo5MpKSXGJlqVKXtmqlFmqlPGOTS19O8jk40m23dlo5Zh95zXKsUCF54+yiVnrubSs9bwsE2jTu5ZRnolWZKH7wOPA86NiNJxxgefP+vxDxZ5je/NerxQynH26/5KTep1/d7ktVCEMx8Dt31uZm3bFpMl6gnlYoG1QxXG603GxqeoN+xnIvW6wsQYTZMl6qKIYLRWZrRW5ryNR4+wTimx99BUq/ns+KztPjONaCeW2GR8stHkpm17uGnbHt517R1USwUefvoqLtm8mks3r+aCTaOUndTTt1ZysuQasmTJEHAZcN0xjpvd8fDaxVwgpbQ1IrYBm4GzIyKO07j1nFmP71rMdSTloN+bvEK2FWd2smT71yE1Ifymrt5QKxWoDVc5ONlg/8QUjWafJielFSAaE1Afh1Jt4YOlLogIVg9WWD1Y4fxNo0e9nlJi98GprCJlzzg79rUSKnsOHX481Vjc952JepMbtu7mhq1ZBUqtXOARp6/i0s1ruGTzas4/dcQxx31kJSdLPgb8buvxy5gnWRIRBeAlrad7gC+exHU+AryObEzwk4HPHeO4n5/1+JqTuI6kblsOTV5nO7gL7r8V1j80n3ikYxisFBkoFxibaHBwss7iBsZJ6pasusRkifpDRLB2qMLaoQoXnrbqqNebKbFr/+ThapTp7T13z2pCu1AOf3yqyfV37Ob6O7LkyUClyEWnr+LSs1Zz6eY1PGTjsGONe9iKTZaklL4REV8lqy75DxHx3pTSkeMgfotsOg3A21JKc2ZbRcQTmUmgvDel9NJ5LvUXwKvJRgf/eURcnVLad8R5XgQ8sfX0UymlxfZGkZSHfm/yuvpMGD0d9s0qZtu2xWSJelJWbl1iaFY/EyfnSL0lGuPZLxGKJzJsUupthQjWjVRZN1LlEWccnUwZG5/i23fu5aatu7lp+x5u3bl/wc3ZhyYbXPeTXVz3k10ADFWKXHzm6ta2nTWcu2HYMcY9ZMUmS1p+nWxrzQDwmYh4I1nyYwB4PvCK1nG3AH92MhdIKW2LiNcDbyYbCfyNiPhTsmk3o2QVJa9uHb6PrApFUj/o9yavkFWX3Pzhmedbt8BlL80tHGkhxUKwerAMlGk2E/Vmogk0molGI9FoNmmkRKOZTKZIOShM7KM5uC7vMKSOG6mVufrcdVx9bvbvfd+hKb61fQ83btvDTdt2c/t9BxY8x4HJBl+7/QG+dvsDQNbQ9pFnZv1OLjlrDeesH3JscY5yTZaklL4H5FZ3lFK6KSKeB3yALHHxxnkOuwV4RkppbJ7XTvQ6b4mItcDvAA8F3jXPYfcCz04p3Xqy15HUZf3e5BXgrCOSJXfdAPUJKC2DRJCWvUIhqBznN3ApZcmURjoimUKi2Uz2QJE6IOqHoDHV/9WX0iKNDpR5/Hnrefx52WDTPQcn+db2rPnrjdv28JP7F06e7J+oc81t93PNbfdn56yVeGSr6uTSzas5e53Jk25a6ZUlpJQ+GREXkVWZPINslPAkcBvwj8A7UkoH23Cd342IT5BVkTwO2ASMkyVjPgG8PaW0d6nXkdRFEa2+JRN5R3LyznwMcxI+jQm4+ybYfEWeUUltERGUi8GxfmQ7KpnSzJIo9dQ0mSItQWFyH82BU/IOQ8rV6sEKT3zoBp740A0A7D4wmVWdbN/NTVv3sHXXwj9i7huv85Vb7ucrt2TJk9UD5cPJk0s2r+bsUwYJkycdEzZJW/4i4gxgO8D27ds544wzco5IWkYO7oLJ/XlHsTQffAHsvHnm+eUvh6vdESil1naeemJmy4/JFOmENIY3QWHF/15WOqb7908cHjt847bd3Ln70KLPsXaowiVnruaSs1Zz6ZlrOHPtQE8lT3bcdRePfsR500/PTCndmWc8i9WVr2ARcQHwLLKKivOANcAIWY+OXcCPyCbAfDyl9KNuxCRJbVGq9n+yZPOVc5Ml27Zg+yQpq0wpFeOYH5bmS6akZqLeWm80m12NV+olMTlGqq3JOwypZ60brvLUh23kqQ/bCMB9YxPctG03N7aSJ3fvGV/wHLsOTPL5H97L5394b+ucFR68fpiNI1U2jFZZP1I7/HjDSI2BSrGjf6blpqOVJRGxGXgb8EyyOu/DL816nI54/FHgdf2WdeplVpZIHdSow9jdeUexNNuvh4+8fNZCwCu/DAN+yJWWqt5oUk8zW36ajZlkSjMlxyBrGYtWdYk/nEkn455941nlydYsgXLPvoWTJwsZqZXYMFLNbqO1eR9Xy+37P2tlyTFExGOAjwPrmZscaZJVlOwnqy4ZmfV6kE2HuSoinplSurFT8UlSWxRLEAVIffwb5E0XQ2kA6tPlnwm2XQcPfVquYUnLQalYOO6Hrcb09h6TKVp2Uqu6ZHXegUh96dTRGj/z8FP5mYefCsDdew4d3rJz07Y93Du2+J55Y+N1xsbrx53Us2qg3EqgZNUoM4+zpMr64SqVUm4zWrqqI8mSiDiFrEJkOlGyHfhr4HPAt1NKU7OOrQAXA08FXkXWYHUT8LGIuDiltLsTMUpS2xSrsxINfahUgTMugzuumVnbtsVkidQFxUJQPM5En6OSKa1eKdPjkU2mqJcVpg7QqI5mv1SQtCSnrR7gtNUDPOOiTaSUuOtw8iRLoDywf7It19l7aIq9h6a49d5jbzNfM1g+XI2ycbTK+pFWYmW0ysaRGuuGK5SK/f//vlOVJW8BTiXbVvO/gN9IKc37t9davx64PiL+DPgL4JXA6cCfAq/oUIyS1B7Fcn8nSyDrW3JksiSlbOKPpNycSDIlq0KBerN5+LnJFPWE1CQm95Oqo3lHIi0rEcEZawY5Y80gz7z4NFJKbN99iO/fvY97x8a5d98E945NsHPfOPeOTTA2Xm/r9XcfnGL3wSl+dM/Y/PEBa4crjDb6e9hr25MlEbEWeD5ZouTvUkq/eqLvTSlNAK+OiBHgl4AXRsRvp5T2tDtOSWqbUhX6eHowkCVLZhvbAXu2wpqzcwlH0omZm0w5+rd4h6f4HJFMac7a6iN1UmFyP43KiMl3qYMigs1rB9m8dnDe1w9NNrhvbIKdrUTK7Mf3jk1w775xDkw22hZPAh7YP8nOfcfe7tMPOlFZ8hygBhwEfuMkz/HrwM+1zvMc4J3tCU2SOqBYyTuCpTvlXBhaDwfum1nbtsVkidTnCoWgcgLJlEZKTNUTU80mjVZSRWqL1CCmDpAqw3lHIq1YA5Uim08ZZPMp8ydTAA5M1A8nTrL7ViJlVlLl0FT7Eir9oBPJkke37j+aUtp1MidIKT0QEf9EVl3yGEyWSOplhSIUStBsb4ljV0XA5ivgB5+cWdu6BS5+QX4xSeq42cmUgfLMeqOZmGqmbJpPI0ui1Bt93MhauSpM7KNRHrK6ROphQ9USD6qWeNC6oXlfTymx/3BCZW6Vyr1j4+xsJVQm68vne0UnkiWXkFXefHWJ57kGeCFw6ZIjkqROK1b7O1kC2Vac2cmSO6/P/kyFjg1Ok9SjDm/vmTXxIKXEVCOrRJlqNKm3kilu5dGCUoOYOkiqzP9DmKTeFxGM1MqM1Mqcs37+SrGUEvvG69y7b5ydYxPccvtW3vDXXQ60jTrxCXhD6/62JZ7n1tb9xiWeR5I6r1iGqYUP62mbr5j7fHI/3HMznPbIfOKR1FMigkopyDYeFg+v1xtN6oksgVJvMtVMNJrL5zeLao+YHDNZIi1zEcGqgTKrBso8ZOMI5wxM8Ia8g1qCTiRLVrXulzryd7qpq+2zJfW+UjXvCJZuaH3Wu+SBWbnubVtMlkg6rlKxQAmolQrQ+lKYUmKyVYVSbzRb23iczrOSRXMqqy4pH7tngiT1kk4MP56uyVnqbIjp99sNSlLvWw5NXuHoqTjbtuQTh6S+FhFUSwWGKkVWDZRZN1Tl1NEa64errBmsMlQtUysVKRY68VFUvSom5x8zKkm9qBOVJUHWs0SSVo6ILGHSmMw7kqXZfCXc9P6Z5zu+A3dcC8Uu9C0pD8L687MtTZKWpVKxQKkItfJMkqQ53Uy2mVrbeLJ+KFahLD/RmIT6ISgN5B2KJC3Irn2S1C7LIVlyxmVZsqLRasCSGvCxV3Xv+msfDL/wHhhY071rSspVoRBUC5Ht4KnM9EKZbiI71WhN5XGk8bJQmBijabJEUh/oZLLk3RFxYAnvtwOUpP6yHLbilAdh0yOzSTh52PVj+Nrb4cmvz+f6knpGuVigXJw70rjZTEy2+qA0pkcaW4XSV6IxAfWJ5dHrS9Ky1slkyeUdPLck9Z7l8sHvoU/PL1kCcPM/wSUvhrUPyi8GST2pUAhq84w0rre28UzVswRKwyqUnlaYHKO5XL5nSlq2OpUsiQ6dV5J6V7EMUYDU5yMzH/7zsGcb3PZZmDrUnWse2pNt+YHs/mtvh5/98+5cW1JfiwjKxTiqCqUx3QtlugolZfdNq1ByF/VD2bbV5VCRKWnZanuyJKVkW3NJK1exAvXxvKNYmijA434zu3XLtW+D6/925vltn4Ud34ZNF3cvBknLSrEQFI+oQoGZJEqzmag3EvXWVp5Gs88T3X2mML6XVLZ3ibSsTS2lK0f+bPAqSe1ULPd/siQPl78cvvuPML53Zu2at8Jz351NGpKkNjmcRDlCSlkz2WYi28ozK5FiT5T2i8Y40fD7pbScFSb2LnxQD7MKRJLaqege7JNSHYFHv2Lu2l03wB1fzSceSStORFApFaiVC4xUS6weLLNuuMqpozXWD1dZM1RldKDCYKVEpVScN+EiSVo+rCyRpHayYd3JS7w0VwAAIABJREFUu+j5cNPfwdjdM2vXvBXOeiwUisd+nyR1WKlYmPWheebrUXN6S0+rKqXRaFJPiYbVKJLU96wskaR2KhQh/MH+pJQqcNVr5q49cBv88J/ziUeSFlAoBNVSgYFykdFaiTVDFda3qlHWtapRRmplBsslyqUCBbcVSlLfaHtlSUS8vt3nTCn9UbvPKUkdU6rC1MG8o+hPD3063PAeuP+WmbUt74DznmbVjqS+Ui4WKIMNZiWpT3ViG84fAO2uOzRZIql/FMswlXcQfapQhMf+Bnz8V2fWxu6Bb/89XPbL+cUlSW1ig1lJ6g+d6lnSzhpDvztI6i82eV2as6+GMx4Fd14/s/aN/w0X/hzURvOLS5I6KGswm32Erh2xU77eaFJPWVVKvTFTidJo+jFZkjqlE8mSJy3w+oOAd5ElQX6qA9eXpHwVK3lH0N8i4OrXwd//0szaxD745rvg6t/ILy5JyokNZiWp+9qeLEkpffl4r0fE/Sd6rCT1pUIBCmVouhfnpJ36CHjIU+HWz86s3fQBeOQLYHhjfnFJUg8pFIJqa0vPQHnua9PVKPVGk6l6k/F6I4cIJal/OQ1HkjrBZqRLd9WvzZ0s1JiAr/91fvFIUh8pFQvUSgWGq9mUnnXDVaolp7VJ0okyWSJJnVAsL3yMjm/N2fDw58xd+95HYdePcwlHkvpZuVhg7VCFNUNVyiV/BJCkhfiVUpI6wSav7XHFq6A0MPM8NeHat+UXjyT1uVqpwLqhKmsGq5SK/iggScfiV0hJ6oRShfYOBluhhtbDpS+eu3b7F+Dub+UTjyQtE7VygfXDVUYHKvOOMpaklc5kiSR1ilNx2uOyl0Ft9dy1a/4cnPQgSUs2VCmyfrjKcK1MhEkTSZpmskSSOqVksqQtqsPwmFfOXbv7Jvjxl3IJR5KWm4hgpFpi/XCVwUrJpIkkYbJEkjrHypL2ecQvwujpc9eufRs06/nEI0nLULEQrBoos26oQs3JOZJWOJMlktQpNnltn1IFrnrN3LVdt8MPPplPPJK0jJWKBdYMVVg7VKVi0kTSClVq9wkjYqGZjofnaZ7AsQAppXTO0qKSpBwUSxBFSI28I1keHvp0uOG9cN8PZ9a2vAMe+jNQquUXlyQtU9VSgWqpwni9ydj4FPVGM++QJKlr2p4sAc4GEscfAzHdle/sEzifHfwk9a9iBeqH8o5ieYgCXP06+Ois/iX774Vv/V+4/OX5xSVJy1ytVKA2XOXgZIPxqfb9AqDebNJo+lFfUm/qRLJkGyY4JClTMlnSVpuvhDMfA9uvm1m7/m/h4c+B2qr84pKkFWCwUmSw0t5tOZP1JpONJhP1JlONJslJZ5J6RNuTJSmls9t9TknqWzZ5ba+IrLrkg8+fWZsYg+vfCY/7zfzikiSdlEqpQKVUYLgKKSUmGonJqSaTjQZTbvuRlCMbvEpSJ9nktf02XgjnPW3u2rf+DsbuySceSVJbRAS1UoHRgRLrhqtsHKmxerDCYLlEseCPLZK6q+1fdSLCltmSNK1QgEJ54eO0OFe9FgqziiMbk7Dlr/KLR5LUdoVCMFAusmqwzIaRKuuGq4wOZGONC3G89oiStHSdSNHeHRF/ERGXdeDcktR/SlaXtN3qzfCI585d+8En4P5b84lHktRx5WKBoUqRNUMVNo7WWDtUZbhWplyy6kRS+3XiK8t64LXANyLi5oj47Yg4vQPXkaT+YN+Sznj0K6E8MPM8NeFrf5lfPJKkrqqWCoxUS6wbyrbsrBmqMlgpUSqaPJG0dB2pLCEbGxzABcCbgDsi4rMR8aKIGOzANSWpd1lZ0hlD6+DSl85d+/GX4K4b8ohGkpSjQiHrd7JqoMz64SobRmqsGqgwUC5RLLhlR9LidSJZcibwFOC9wAGypEkR+KnW2j0R8Z6IeHIHri1JvadYhvC3XB1x2S/DwNq5a1/9c3D0pCStaMVCMFgpsnqwzIaRGqcMVRmplamWioT9TiSdgLZ/ek+ZL6SUXgZsBF4IfBpokiVOhoEXA5+JiO0R8aaIeFi745CknuJUnM6oDMFjXjl37Z7vwO1fyCceSVJPysYTl1g7VGHjSJU1Q1WGKmXKbtmRdAwd/eqQUjqUUvpgSunpwBnAbwE3MbNN53Tgt4HvRsQ3I+K1EbGukzFJUi5K9i3pmEf8Aqw6Y+7atX8BzXo+8UiSetp8I4rXDFYZLJcoFwtWnkgCIFIOpcqtSpKXAL9ElkQBmA6kDvwb8D7gEymlya4HuMxExBnAdoDt27dzxhlnLPAOSW03NQ4H7s07iuXrR/8K//rbc9fWnQfl47TJGlidJVoe9PjOxiZJ6jv1RpN6gkYzUW80s/tmotFs5h2a1Dfu3nEPl1/5xOmnZ6aU7swxnEXLJVly+OJZ2vaJZNtyngOMtF6aDmoP8A8ppVd3P7rlw2SJ1AOaTdjXV98f+ktqwgefD/f+YHHvK5bhhR+GtQ/uTFySpGUlpcRUI9FMMNVs0mgk6s0smdK0X5Y0R78nS3LdpNfqb/LFlNLLmelv8q9Ag2ybzhrgFTmGKEntUSg4QriTogBXv27x72tMwQ8/1f54JEnLUkRQKRWolbOxxasHy9lWntEaG1rji0cHKgxVsmayxYI9UaR+1TP/e1NK48BnyJIltzNTXSJJy4PJks7afCVc8O8X/75tX29/LJKkFafYGl88VCkyOpA1k90wUuXU0RrrhqusGawyXCtnvVFKBQr2RpF6WinvACKiAjyLbCvOv2MmpumvHj/JIy5JartSFSb35x3F8vbUP4SH/XvYs+3Yx+y9C775zpnnO2+G8b1QW9X5+CRJK05EUC4G5SLUjvhd9UwvlER9ektPyvqkSMpXbsmSiHgC8CLgucDo9HLrfh/wj8D7UkpfzSE8SWo/xwd3XqEEZz4mux1LfQJu+gA0JrLnqQl3Xg/nPqU7MUqS1FIsBMXC/BUmU40mjZQ1m200ElOpSbOVWJHUeV1NlkTE+WQVJC8Ezpxebt03yLbhvA/4WEppopuxSVLHFUsQRUiNvCNZ2UpVOP1S2LZlZm3rFpMlkqSeUi4WKAOU5lajNJuJqelqlGai0WhST9nzPId3SMtNx5MlEbEBeAFZkuSS6eVZh3ybLEHydykl52pKWt5KVZg6mHcU2nzl3GTJ7MeSJPWwQiGoHqMaZXrk8ZHjjq1GkRavI8mSiKgBP0eWIHkKUJx+qXV/D/B3ZNtsvtuJGCSpJxUrJkt6weYr5z7fux323gmrHK0uSepfpWIh+wFvnmqUejPRaI0+bjRavVGsRpGOqe3Jkoh4D1miZHh6qXV/CPg4WRXJZ1JKdi2StPKU7FvSE9afBwNr4dCumbVtW+ARv5BfTJIkdUihEFRa1SgD5bmvTVejZE1mZypSmslEila2TlSWvIRs7G+07r9CliD5x5TSWAeuJ0n9o1hh5sujchMF2PwY+NG/zqyZLJEkrUCHq1GAmQ0BmelEynRlSrOZqNtoVitEp3qW3Aa8H3h/Smlrh64hSf0nIkuYNOxhnbvNVx6RLLkOmg0oFI/9HkmSVpC5iZS5UmtLTzORjTxuJVAaNpvVMtGJZMlVKaWvd+C8krQ8lEyW9IQj+5ZM7IN7vw+nPiKfeCRJ6iMRQaU03XGhcNTrMw1mrUpRf2p7ssREiSQtoFgF3JWYu5FTYc2DYPdPZta2bTFZIklSGxQLQfEYU3tSmm44O7dXilUp6iUdHx08n4goAqcvcNhkSumebsQjSV1lk9fecdaVc5MlW7fAo1+RXzySJK0AEUG5GMz0mp27BXZ2k9l6M9FsJKasSlGXdWp08MOA17Sefiql9KkjDjkf+M4Cp6lHxCNTSj9oe4CSlKdCEQolaNbzjkSbr4Rv/d+Z5zu+BZMHoTKYX0ySJK1wi6lKaTQSjaajkNV+naos+VPg6cA24L8c45j5//XPKANvAX62jXFJUm8oVk2W9IIzHjU3cdWsw13fhAc9Pt+4JEnSvI6uSplrvqqUemt7T6PZ7Gqs6m9tT5ZExNnAM8jmYv5eSmnfcQ5PZGOFj7QaeBbwtIg4y4k6kpadUgWmDuQdhSpDcOpFcPeNM2vbtpgskSSpTy1UldJoJurzVKU0WgkWaVonKkue27q/A/j7hQ5OKb1svvWI+C7wMOB5wJvbFZwk9YSifUt6xuYrjkiW2KdckqTlKCIoFeOYPwQ3D1elwFSzaVXKCnf0jKelu4qsYuSf09I2jP0D2VadKxc6UJL6TqnCwrsR1RVHjhB+4DbYf28+sUiSpNwUCkGlVKBWLjBSLbFqsMwpQxU2jFTZtGqA9cNV1gxVWTVQYahSplzsxI/T6hWd+Nudnrn4lSWeZ/rXfM5wlLQ8ORWnN5z6cKiMzF2zukSSJB2hVCxQKxUYrBQZHSixbrjKxpEaawarDFZKFAsmT5aTTvxtrm/d71jieabHBp+yxPNIUm8qVvKOQJA1eD3zUXPXtm3JJxZJktRXCoWgVi6waqDMhpEq64ezypOBcumYvVPUHzrRs2R63uLB4xzzfWDNAudpHHE+SVpeSlWYyDsIAdlWnNu/MPN829chJQg/5EiSpBNXKhYoFWGwUgTKTDWaTNSbTNabTDWaNpHtI51IluwG1nGcipBWL5O9C5xnbet+T5vikqTeYpPX3nFk35KD98MDt8K68/KJR5IkLQvlYiHrbdL62DdRbzLZmEmeLK3NpzqpE9twdrbuL1rieaZ7ldhlT9LyVChkW0CUv9WbYeS0uWtuxZEkSW1WLWXNY08ZqrBxJGsYa7PY3tSJv5EtZCMefnaJ53km2VQdP61KWr5KtbwjEGTbbc46orpkq99+JElS50QEtVLBZrE9qhN/A//Wun9iRDzuZE4QEY8FfuqI80nS8mOT196x+Yq5z++6AeqT+cQiSZJWHJvF9pZOJEs+DtxGVl3yoYh40GLeHBFnAR8iqyr5MfDRtkcoSb3C8cG948wryL51tdTHYce3cgtHkiStbKViNqZ49WCZDSM11g1XGamVqZaKFGxC33FtT5aklBrAfyJLdmwEboyIV0fEwPHeFxG1iHglcBMwvXH8P6WUmu2OUZJ6RrEMYZllTxhYDRsumLtm3xJJktQjysUCw9USa4cqbBytsXaoynCtTKVUJEyetF1HOgumlD4REW8A/ggYBd4BvCkivgrcCNwHHACGgPXAJcDjWsdO/y3/YUrp452IT5J6SrEK9UN5RyHIpuLc+/2Z59u2wGN/Pb94JEmSjqFaKlAtZZN2UkpMNBKNZnZrNhP11KTZhEbT+oOT0bExDCml/x4Rd5MlSmpkiZCnt27zmU6SjAO/llL6207FJkk9pVQxWdIrzroSvvnOmec7vw+H9mRVJ5IkST0qaxZ77OqSRjNRbyaaaW5CpdF63nSE8VE6OrMypfSuiPgM8FvAi4BTjnP4A8AHgD9PKW3vZFyS1FOK9i3pGZsuySYU1cdbCwm2Xwfn/btcw5IkSVqKYiGO2yQ2pSyZ0khkVSnNRGom6mkmwZJWWEKlo8kSgJTSncDrgNdFxMOBi4B1wAgwRpYk+XZK6eZOxyJJPcmJOL2jVIHTL4Ot186sbdtiskSSJC1rEUG5GJSPc0zzcHUKWUVKI9FoNmnQqlJpLq9kSseTJbO1EiImRSRptkIBCmVoTuUdiSDrWzInWfJ1SAlsnCZJklawQiGoLFCd0piuTkmJvdWuphvazhEMktQLKoN5R6Bpm6+Y+3zfXbDX3aGSJEnHExGUilnT2YFykeGKyRJJ0lJVRhwh3CvWnQeDR7TY2uoIYUmSpJWk66meyAZAPxK4mKx3yQAzk3DmlVL6oy6EJkn5KRSgMgQTY3lHoohsK84P/3lmbdsWuPh5+cUkSZKkrupqsiQifhl4A3DWIt9qskTS8lcdhYn9wPJqjtWXjkyWbP8GNOtQ6O9yUkmSJJ2YrtV8R8QfA+8CziarJDnejXmeS9LyVihm1SXK35F9SybHYOf38olFkiRJXdeVZElEPAb43dbTz5Jtw7m09TwBRWA98DPAJ8gSJNcAm1JKbuKXtHJUR/OOQADDG+CUc+eubbNviSRJ0krRrUTEq1v3W4FnpJS+AxyekZkyD6SU/i2l9GzgPwJXA5+OiEqXYpSk/BVLULa6pCccWV1iskSSJGnF6Fay5CqyCpK/TCnVFzo4pfTXwEeAi4Bf7XBsktRbalaX9ITNV859vuM7MHkgn1gkSZLUVd1Klmxq3c/e8N2cfhAR5Xne836y7TiOH5C0shTLUB7MOwqdcfnchq7NOtx5fX7xSJIkqWu6lSyZTobcO2tt/6zH6+d5z52t+3PneU2Sljd7l+SvPAibHjl3za04kiRJK0K3kiX3te5nf/rfCTRajy+Y5z3T1SgjnQpKknpWqQKlgbyj0FlHbMXZarJEkiRpJehWsmR6+8350wsppclZ6/NttXlx6/7uDsYlSb2raq44d0f2Ldn9Exi7J59YJEmS1DXdSpZ8laz/yJOOWP9Qa/3lEfGHEXFhRDw6Iv4n8ItkTWH/tUsxSlJvKdegWM07ipVtw8OO3hLlVhxJkqRlr1vJko+17n82ImZ/6nwbcEcrjv8f+A6wBXhl6/XdwJu6FKMk9R4n4+SrUIQzHzN3zWSJJEnSsteVZElK6XtkVSU/B5RmrR9srV9LVmEy+3Yz8OSU0p1HnVCSVoryABQreUexsm2+Yu7zbddBas5/rCRJkpaF0sKHtEdK6cvHWN8KPC4iHgpc2Irp1pTSTd2KTZJ6WnUEDj6QdxQr15FNXg/tgvtugQ3nz3+8JEmS+l7XkiULSSn9CPhR3nFIUs+pDMH4XmjW845kZVp1Jqw6A/bOKnTctsVkiSRJ0jLWrZ4lkqSlOLLJqLrryKk49i2RJEla1kyWSFI/qAxBFPOOYuU6Mlly141Qn8gnFkmSJHWcyRJJ6gcRWe8S5ePMR0PM+pbZmIC7b8wvHkmSJHWUyRJJ6hfVkbk/sKt7aqtgw4Vz17a6FUeSJGm58lM3EBFnRcSfRcQPI+JAROyKiOsj4j9HxGCHrjkYET+OiNS63dGJ60haRqwuyddZR44Q/no+cUiSJKnjVnyyJCKeCXwH+E3gocAgsAa4HHgzcFNEnNuBS/8R8KAOnFfSclaxuiQ3R/Ytue8HcHBXPrFIkiSpo1b0J+6IuAT4EDAK7Af+K3AV8GTg/7QOOw/4VES07de5rev+BjAOjLXrvJJWgEIha/aq7tv0SCgPzF3bfl0+sUiSJKmjVnSyBHgbMADUgZ9OKb0xpbQlpfSFlNIrgN9uHXce8FvtuGBEFMkSMUXgjYC/lpS0ONVRIPKOYuUpluH0y+euOUJYkiRpWVqxyZKIeDTwuNbTd6aU5vvE+2fAD1qPfz0iym249K8DlwE/Av60DeeTtNIUilaX5OXIrTjbtkBK+cQiSZKkjml7siQiPhoRz46IUrvP3WbPnvX43fMdkFJqAu9rPV0NPGkpF4yIs8h6lQC8KqU0uZTzSVrBqqN5R7AynXVEsmTsHth9Ry6hSJIkqXM6UVnyLOAjwD0R8Y6IeEwHrtEOV7fuDwA3HOe4L896/NglXvN/AkPA+1NKX1riuSStZMUSlK0u6bq158DQhrlrbsWRJEladjq1DSeAtcCrga+1RvL+XkRs7tD1TsYFrfvbUkr14xz3w3nes2gR8Xzg6cBu2tT/ZNa5zzjeDTi1ndeT1CNqVpd0XQRsPnKEsMkSSZKk5aYTyZKHAn8M3EGWNAngIcB/A34cEV+MiJdGxHAHrn1CIqIGrGs9vfN4x6aUdpNVnwCceZLXWwP8Revpf0kp3Xcy5zmO7Qvcrm/z9ST1gmIZyoN5R7HyHJksufN6aEzlE4skSZI6ou3JkpTSrSml308pPRh4PNnkl71kSZNCa+2dwM6I+L8R8bSI6PZYh9ljgPefwPHTyZKTTfC8BdgIbGFmJLEkLV21bVPNdaKObPI6eQB23pxPLJIkSeqIjk7DSSldk1J6Jdk2kF8APkE2pjfIRvY+D/gUcFdEvCUiLupkPLPUZj0+kSarE637gcVeKCIeD7yc7M/9qpQ6MjbhzAVuj+rANSX1glIVSrWFj1P7DK2DdQ+Zu7bVrTiSJEnLSVdGB6eUJlNKH0kpPRvYBLwWuI6ZbTqnAr8J3BQR34qI10XExg6GND7rceUEjq+27g8t5iIRUQX+N9mf8W0ppe8s5v0nKqV05/FuwD2duK6kHuFknO6bb4SwJEmSlo2uJEtmSyntSin9VUrpSuA84L8DP2EmcfII4H8A2yPiXyLieR0IY2zW4xPZWjM9cuJEtuzM9l/JerhsB96wyPdK0okp16BYXfg4tc+RyZJ7vgsTY/MfK0mSpL5TyvPiKaXbgNcDr4+IxwIvIduus7oV29OAfwd8qM3XHY+IB4BTgDOOd2yrOet0smT7Ii/1O637zwHPPEZrlulzD7Um5gDcm1L6wiKvJWklq47AwYmFj1N7nH5Z1mB3urFramSNXs/5qXzjkiRJUlvkmiyZLaV0LXBtRPxv4D3Aw8gqTTrl+8DjgHMjonSc8cHnz3r8g0VeY3qLz8tat+NZB3yw9fjLgMkSSSeuMgjjZWg6laUrygOw6RK48xsza1/8Y/iGPbwlLXPDG+FR/x+c+vC8I5GkjuqJZElEnAr8EvAi4OIjXu5EQ1SAa8iSJUPAZWQ9VObzhFmPr+1QLJK0dLVROPhA3lGsHGddOTdZsv/e7CZJy9nOm7OvfS/5RNbwWpKWqa73LJkWEQMR8cKI+DTZ9pa3kCVKpnuX3E7W5+OcDoXwsVmP5636iIgC2dYggD3AFxdzgZRSLHQDtrYO3zpr/YmL/LNIElSGoNATOfCV4ayr8o5AkvIxMQbf+Ju8o5CkjupqsiQyT42I9wE7gfcBTwWKZAmSPcDfAI9NKZ2XUvpvKaWtxz7jyUspfQP4auvpf4iIK+c57LeAC1qP35ZSmlPfHhFPjIjUur2nE3FK0qJUR/KOYOXY8DB4yE/nHYUk5eO7H4Y92/KOQpI6piu/goyIi4EXAy8gGxMMM/1IpoBPkyVOPplSmuxGTC2/Tra1ZgD4TES8kax6ZAB4PvCK1nG3AH/Wxbgk6eRUhqFUW/i4Q7uhPr7wcTq+p78F7noB7F1s/29J6jPNOnzpT6ExMfP8a2/Pvg5K0jLUsWRJRJwOvJCsD8mF08uzDrmBLEHywZTS/Z2K43hSSje1RhN/ABgF3jjPYbcAz0gpORNSUu+LyKa0LKRUM1nSDlGAMy7PbpK03O3ZDje8e+b5LZ+Gy14KGy885lskqV+1fRtORLw0Ij5H1ovjTWSJkuk+JHcBbwYenlJ6VErp7XklSqallD4JXAS8lSwxcpBsO9A3yUb/XtIacSxJy8eJVJ9IkjTbo/7D0ds9r3krpE7NY5Ck/HSisuRdZBNspqtIDgAfJasi+XxKvffVtNUX5Tdbt8W870sscbxxSunspbxfkk5KqZJVRaRm3pFIkvpFbRU86lfgmj+fWdt+HWzbYtNrSctOpxq8JuALwEuBU1NKL0kpfa4XEyWStGIVq3lHIEnqN498AQxvnLt2zVtNvktadjqRLPk94OyU0lNSSu9LKR3owDUkSUtVMlkiSVqkUg2u/I9z1+77IfzoX/KJR5I6pO3JkpTSn6SU7mz3eSVJbWbfEknSybjg38Mp585d+9o7oN7NoZaS1Fmd2oYjSep1031LJElajEIRHvvrc9f23QXf/Yd84pGkDmh7g9eIeEm7z5lSel+7zylJIutbUj+UdxSSpH7zoCfAaZfC3TfOrF33N/CwZx09MUeS+lAnpuG8h6zBa7skskk6kqR2K5kskSSdhAi4+nXwDy+eWRvfAze8B656bW5hSVK7dKr+Otp8kyR1gn1LJEkn67RHwjlPnrt24/vhwH35xCNJbdSJypKXdeCckqROmO5b4shHSdLJeOyvwY+/OPN9pH4Ivv6/4Mm/n29ckrREbU+WpJTe2+5zSpI6yL4lkqSTtfbBcOHPwc0fmVm7+SNw6Ythzdm5hSVJS+UYBEla6UrVvCOQJPWzK149d1tnasDX/jK/eCSpDUyWSNJKZ98SSdJSDG+ES140d+3Wz8KO7+QTjyS1Qa7JkohYHxGvj4jX5xmHJK1o031LJEk6WZe9DGqr5q5d81ZI7RySKUndk/en4w3AHwBvyDkOSVrZim7FkSQtQW0UHv0rc9fu+ibccU0+8UjSEuWdLJEk9QL7lkiSluqi58PIprlr174Vmo184pGkJTBZIkmyb4kkaelKVbjyNXPX7r8VfvipfOKRpCUwWSJJsm+JJKk9zn8GrHvI3LUt74D6RD7xSNJJ8pOxJClj3xJJ0lIVivDY35i7NrYDvvP3+cQjSSfJZIkkKWPfEklSO5z9ODj98rlr3/g/ML4vn3gk6STknSw5AHyldZMk5cm+JZKkdoiAq183d218L9zw7nzikaSTkGuyJKV0R0rpiSmlJ+UZhyQJ+5ZIktpn00Vw7lPnrt30Adi/M594JGmR/FQsSZph3xJJUrtc9VqI4szz+jh8/a/zi0eSFsFkiSRphn1LJEntsvZB8PCfn7v2vY/Crh/nE48kLUKp3SeMiM3tPmdKaVu7zylJmod9SyRJ7XTFq+EH/wz1Q9nz1IRr/xKe+Rf5xiVJC2h7sgS4A0htPF+iM3FKko403bckNfOORJK0HAyth0tflE3DmXb75+Hub8Fpj8wvLklaQKe24USbb5KkbrFviSSpnS57GdRWz1279q2Q2vn7VUlqr05UbLy3A+eUJHVLqTpTLi1J0lJVR+DRr4CvvHlm7a4b4SdfgQc/Ib+4JOk42p4sSSm9rN3nlCR1kX1LJEntdtHzstHBY3fPrF3z1vzikdR5O3flHcGS2AtEkjSXfUskSe1WqsBVr4F/+72ZtV23wydek19MkjprX39/lnR0sCTpaPYtkSQcw2voAAAgAElEQVS12/nPgHUPzTsKSTohJkskSUcrmSyRJLVZFOBxv5l3FJJ0QtyGI0k6mn1LJEmdcNZV8JQ/hO/8PYzvyzsaSZ3UnAJuyzuKk9b2ZElE/LjNp0wppXPafE5J0vHYt0SS1CkP//nsJml5u2sH/Lcr8o7ipHWisuRsIAHRpvM5gF2S8lB0hLAkSZJWpk4kS7ZhgkOS+l9tFTQHu3e9+gRM7u/e9SRJkqRjaHuyJKV0drvPKUnKQakCVLp4vQGYOujWH0mSJOXOaTiSpN5QKEB1NO8oJEmSJJMlkqQeUh2BKOYdhSRJklY4kyWSpN4RATWrSyRJkpQvkyWSpN5SGYZCJ/qPS5IkSSfGZIkkqbdEZJN4JEmSpJyYLJEk9Z7KEBTKeUchSZKkFcpkiSSpNw2szjsCSZIkrVAmSyRJvak8AMVq3lFIkiRpBTJZIknqXfYukSRJUg5MlkiSele5BqVa3lFIkiRphTFZIknqbTV7l0iSJKm7TJZIknpbqQLlwbyjkCRJ0grS9WRJRDw5It4fEbdFxP6IqEfEw4445vER8asR8aJuxydJ6kH2LpEkSVIXlbp1oYgYBN4L/Pz0Uus+zXN4A3gHkCLiupTSrV0IUZLUq4plqAzD5P68I5EkSdIK0M3Kkn8gS5QEcD3wP451YErpWuDm1tPndD40SVLPq44yk2eXJEmSOqcryZKIeA7w9NbTV6SUrkgp/fYCb/snsk/FT+hocJKk/lAsQWUo7ygkSZK0AnSrsuSXW/cfSCn97Qm+54bW/QUdiEeS1I9qq7C6RJIkSZ3WrWTJ5WS9ST60iPfsaN2vb384kqS+VChCdSTvKCRJkrTMdStZckrr/u5FvKfZune8sSRpRnUUwm8NkiRJ6pxufdrc27o/bRHveVDr/v42xyJJ6meFgtUlkiRJ6qhuJUtuad1fvIj3PLt1f1ObY5Ek9bvqKEQx7ygkSZK0THUrWfIpso58r42I2kIHR8TjgOeT9Tn5ZIdjkyT1mwiojeYdhSRJkpapbiVL/grYBWwEPhwRa+c7KCJKEfErwD+3YtsOvKdLMUqS+kllGAqlvKOQJEnSMtSVT5kppX0R8TzgX4CfAbZHxJdnHfLmiKiQTc2Zngs5DvxiSmmqGzFKkvpMRDZK+OADeUciSZKkZaZr4wRSSp8HfgrYBgwATyPbZgNZAuXJwGqyRMl24EkppW90Kz5JUh+qDEGhnHcUkiRJWma6OnsxpXQt8BDgJcCHga3AIWAS2EHW2+SVwENSStd1MzZJUp+qrco7AkmSJC0zXd/snVKqAx9o3SRJWprKIExUoDGZdySSJElaJrpaWSJJUkfUVucdgSRJkpYRkyWSpP5XrkFpwcn0kiRJ0gkxWSJJWh7sXSJJkqQ2aWvPkohotPN8LSml1PXeKpKkPlOqQnkQpg7mHYkkSZL6XLuTENHm80mSdOJqq0yWSJIkacnanSz5wwVefwZweevx94BvADtbzzcCjwIeDiTgm8C/tDk+SdJyVixDeQimDuQdiSRJkvpYW5MlKaVjJksi4vVkiZJvA69IKV1/jOMeBfxN69hPpZT+qJ0xSpKWudoqSM2Fj2tMQurE7lFJkiT1u670AomIJwN/ANwCXJ1SOuav/FJK10fE44AbgTdExNdSSp/rRpySpGWgWILh9QsfN743u0mSJElH6NY0nF8j21rzJ8dLlExrHfMnZD1QXtvh2CRJK1FpIO8IJEmS1KO6lSyZ7lPynUW859ut+0e1ORZJkqBUgejWt0FJkiT1k259Slzbul+1iPeMtu7XtDkWSZIyVpdIkiRpHt1Kltzdun/OIt7z3Nb9jjbHIklSplTNOwJJkiT1oG4lSz5N1n/klRHxiwsdHBHPBV5J1ufE8cGSpM4oW1kiSZKko3UrWfJGYF/reh+MiI9FxLMj4vSIKEdEqfX42RHxUeBDQBEYA97UpRglSStNoQiFct5RSJIkqcd0ZXRwSumuiHgm8EmyXiTPbN2OJcgSJc9KKd3VhRAlSStVuQYTU3lHIUmSpB7StTEAKaWvAo8APgI0yRIi892awD8BF6WUvtyt+CRJK5RNXiVJknSErlSWTEspbQd+ISI2Ak8iS55MT8rZDXwX+GJK6Z5uxiVJWsFKVbJcfco7EkmSJPWIriZLpqWUdgJ/37pJkpSfCCjVoH4o70gkSZLUI7q2DUeSpJ5VruUdgSRJknqIyRJJkkomSyRJkjQjl204EbEGuBhYBwyQbRY/ppTS+7oRlyRphSqWoVCCZj3vSCRJktQDuposiYgnAn8IXL2ItyXAZIkkqbNKNZjcn3cUkiRJ6gFdS5ZExKuBtzMzIliSpN5hskSSJEktXelZEhEXAH9JliT5LvBs4BmtlxNwDvAo4NXAja31a4ALgQd3I0ZJ0gpn3xJJkiS1dKvB62uB/9fefYdLVpWJGn+/7tORjIAM4oiKDAIGBBxEGRpQHAVHGbPX0GDOCS/GKzoqYhhlRB0VFDDM6KiogA6MkhlUkglEQEEbbCSnJjQN3/1j7fLsLiqdcyqc8P6eZz+1w9qrVlWtOqf2t1eYD1wP7J6ZPwD+1DiYmVdk5vmZ+QVK0OTjlK46n8nMPw6pjJKkuWzePJi/aNSlkCRJ0jQwrGDJHpQWJP+Wmbd1SpjFwcApwJ4RceAwCihJklMIS5IkCYYXLNmyerygti8bKxGxoMU5X6R023nxAMslSdI4u+JIkiSJ4QVLGr8+/1zbt6q2vlGLcy6vHrcbSIkkSWo2tghiWP8aJUmSNF0N6xfhjdXjOrV91zHeumSbFudsUj1uOKhCSZJ0P7YukSRJmvOGFSy5pHp8RGNHZt4BXFZt/lOLc/avHq8bYLkkSVqbwRJJkqQ5b1jBkrMo44/s3rT/u9X+N0XEARGxTkRsFhH/F3gFpeXJKUMqoyRJBkskSZI0tGDJCdXjsyKi/iv0k5QuOguAI4FbgZXAoZSphu8CPjqkMkqSBPPHYF6rccclSZI0VwwlWJKZPwMOAA6mNphrZt4APBW4ktLCpL5cC+yfmb8dRhklSforpxCWJEma08aG9USZeUyb/edHxLbAXsD2VZkuA06qxjWRJGm4xhbD3beNuhSSJEkakaEFSzrJzHuAk6pFkqTRGltMaeSY3VJKkiRpFhpKN5yIOKVaDhjG80mSNCURMLZo1KWQJEnSiAxrgNfdgT0oY5NIkjT9OSuOJEnSnDWsYMm11ePNQ3o+SZKmZsGSUZdAkiRJIzKsYMkvq8dthvR8kiRNzfwFEPNHXQpJkiSNwLCCJUdSRsp7zZCeT5KkqbN1iSRJ0pw0lGBJZn4X+BqwR0R8OSLWGcbz9ioiHhIRn4yISyJiVUTcGBHnRsQ7ImLpFPNeGhH/HBGfr/K8KSLuiYgbIuKciDgkIjbv12uRJPWRg7xKkiTNSUOZOjgiXgr8BHg08DLgmRFxPPAr4Cbg3k7nZ+axAyzbMyiBnPVru5cCO1fLKyJi38y8fBJ5Pxo4G1i3xeGNgV2r5a0R8arM/OZEn0OSNEBjtiyRJEmai4YSLAGOBrK2vRHwkh7PTWAgwZKI2BH4JrAEuB04FDi12n4B8ErKOCsnRsTOmXnbBJ9ifcYDJWcDJwDnATcAmwL/XD3H+sDXI+LWzPzRlF6UJKl/5s2D+Yvg3rtHXRJJkiQN0bCCJVDGLOm0PQqHUwIja4B9MvOc2rFTIuIy4GOUgMnbgUMmmP99wLeAD2TmxS2OnxwRPwKOA+YDn4mIR2RmtkgrSRqFBUsMlkiSJM0xMYzr8oh4yFTOz8w/9qssDRHxeOBn1eYXMvN+g89GxDzgN8AjKdMeb5aZ9wygLN8Gnl1t7pSZF/Q5/y2BFQArVqxgyy237Gf2kjS73XsP3LZy1KWQJEmaUa66eiUP3mHXxuaDM/OqUZZnoobSsmQQwY4+eFZt/SutEmTmfRFxLKV7zobAnsDJAyjLqYwHSx4O9DVYIkmagvkLYN4Y3Ldm1CWRJEnSkAxr6uDp6EnV4yrg/A7pTq+tP3FAZalPt9BxsFtJ0giMLR51CSRJkjREczlY8sjq8fLM7HS78JIW5/TbHrX13w7oOSRJk7XAWXEkSZLmkmEO8PpXETEfeFCXZKsz85oBPf9iYJNqs2O/qcy8KSJWAesADx5AWR4D7Ftt/jozJxwsqcYk6WTzCRdMkjRubDFlXHLH35YkSZoLBhIsiYjtgDdUmydm5olNSbYFftUlmzUR8djJBA96sF5t/fYe0jeCJet2SzgREbEIOJIyEw7AeyaZ1Yr+lEiS1FJECZisuXPUJZEkSdIQDKobzmHAq4GnAWe2SRNdlgXAxwdUvnrn89U9pG/MGdnvdthHADtX68dk5vF9zl+S1C8LHLdEkiRpruh7y5KI2IrSrSSBd2fmrR2SJ3Bsi/0bAs8E/jEiHjKA2XTuqq0v7CF9YwDWvt1SjIh3Aa+oNs8FXj+F7Lp1D9q8eg5J0mSNLQFuGnUpJEmSNASD6IbznOrxSuA/uyXOzANa7Y+IXwPbAc8HPtavwlVuq6330rVmneqxly47XUXEq4GPVJuXAE/PzFWTza/bfNURMdmsJUkN88dg3gK4755Rl0SSJEkDNohuOLtRWoyckJlTGQnvW5TuOE/oS6lqMvMu4IZqs+PgqBGxEePBkimPDRIRLwQ+V23+EXhKZl4/1XwlSUNgVxxJkqQ5YRDBkkdVj2dMMZ8LmvLrt4urx60jolMLm21r61MabDYi/onS7WgesBLYu1urEEnSNDLmFMKSJElzwSCCJZtWjyunmE9j2uAHTDGfds6qHtcBduqQbo/a+tmTfbKI2JvSWmaM0qrlKZn5+8nmJ0kagQWLIQY1NrokSZKmi0H84ltaPd7RIc3FwEbAxh3S3NuUX799r7bebtyUecBLq82bgVMn80QRsRvwfcpAsbcAT83MiyaTlyRpxMbsiiNJkjTbDSJY0pgqoG2LkCxuycxbOuTTCKTc3LeSrV2GnzM+rfHLI6LV2ChvBx5ZrR+emWuN6hcRyyIiq+XoVs8TEY8FTqS0YFkF7JuZ5/fjNUiSRmCBXXEkSZJmu0HMhvMXYBPg0cBPppBPY6ySa6dcovbeTOlaswQ4OSI+Qmk9sgR4AfCqKt2lwCcnmnlEPBw4iTIVMsB7gVsiYocOp12bmYN8zZKkqbBliSRJ0qw3iGDJOcAOwH7Ap6aQzzMos+qc049CtZKZF0bE84GvAeszPp1v3aWU1iC3tTjWze7AZrXtXt6PDwCHTOK5JEnDMG8+zF8E99496pJIkiRpQAbRDeek6nFZROw+mQwi4onAXk35DURmHk9pBfMpSmDkDkrXn/OAg4EdM/PyQZZBkjTDOIWwJEnSrBaZ2d8MI+ZTptjdmjKjzRMz84oJnP8QSteYvwH+APxdZt7X10LOMRGxJbACYMWKFWy55ZYjLpEkzXBrVsPt13RPJ0mSNEdddfVKHrzDro3NB2fmVaMsz0T1vWVJZt4LHETpQvNA4IKIeG1EdBwRLyIWR8SrgQuBLardBxkokSRNO2MLIeaPuhSSJEkakEGMWUJm/iAi3g98kDIWyBHAoRFxJnABcB1lZph1gE2BHSnje6wPRJXNBzLz+4MonyRJU7ZgCay+fdSlkCRJ0gAMJFgCkJkfiog/UwIliymBkKdXSyuNIMldwJsy88hBlU2SpCkbW2ywRJIkaZYaxACvf5WZXwa2AQ4HbqAERNotN1Tp/s5AiSRp2htbzHicX5IkSbPJwFqWNFSDuLwVeGtE7ECZeWYTYD3gNkqQ5JeZ+ZtBl0WSpL6ZNw/GFsGau0ZdEkmSJPXZwIMldVVAxKCIJGl2GFtssESSJGkWGmg3HEmSZrUFHSd6kyRJ0gxlsESSpMmavwDmDbWRpiRJkobAYIkkSVMxtnjUJZAkSVKfGSyRJGkq7IojSZI069h2WJKkqViwBNbbYtSlkKThuOtmuOeOUZdCkgbOYIkkSVM133+nkuaIJRuVWcDyvlGXRJIGym44kiRJknozbz4s3mDUpZCkgTNYIkmSJKl3i9aD+YtGXQpJGiiDJZIkSZImZslGoy6BJA2UwRJJkiRJEzO2sLQwkaRZymCJJEmSpIlbvCHMc4BrSbOTwRJJkiRJExdhdxxJs5bBEkmSJEmTs2AJLFg66lJIUt8ZLJEkSZI0eUs2gvCyQtLs4l81SZIkSZM3bz4s3mDUpZCkvjJYIkmSJGlqFq0H8xeOuhSS1DcGSyRJkiRN3ZKNR10CSeobgyWSJEmSpm5sYWlhIkmzgMESSZIkSf2xeEOI+aMuhSRNmcESSZIkSf0RUWbHkaQZzmCJJEmSpP5ZuBTGloy6FJI0JQZLJEmSJPXXko2AGHUpJGnSDJZIkiRJ6q/5Y7B4g1GXQpImzWCJJEmSpP5bvD7MXzjqUkjSpBgskSRJkjQYDvYqaYYyWCJJkiRpMMYWwcJ1R10KSZowgyWSJEmSBmfxhhDzR10KSZoQgyWSJEmSBmfePLvjSJpxDJZIkiRJGqyFS2FsyahLIUk9M1giSZIkafCWbATEqEshST0xWCJJkiRp8OaPweINRl0KSeqJwRJJkiRJw7FoPZi3YNSlkKSuDJZIkiRJGo4IWLrxqEshSV0ZLJEkSZI0PGOLYOG6oy6FJHU0NuoCSJIkSZpjlm5sCxNptrt9ZrfNmNmllyRJkiRJ6jODJZIkSZIkSTUGSyRJkiRJkmoMlkiSJEmSJNUYLJEkSZIkSaoxWCJJkiRJklRjsESSJEmSJKnGYIkkSZIkSVKNwRJJkiRJkqQagyWSJEmSJEk1BkskSZIkSZJqDJZIkiRJkiTVGCyRJEmSJEmqMVgiSZIkSZJUY7BEkiRJkiSpxmCJJEmSJElSjcESSZIkSZKkGoMlkiRJkiRJNQZLJEmSJEmSagyWSJIkSZIk1RgskSRJkiRJqjFYIkmSJEmSVGOwRJIkSZIkqcZgiSRJkiRJUs3YqAugoZjfWFm5cuUoyyFJkiRJmgOarj3nt0s3XUVmjroMGrCI2Bk4d9TlkCRJkiTNSbtk5nmjLsRE2A1nbths1AWQJEmSJM1ZM+6a1G44c8MltfVdgatHVRBpgDZnvAXVLsA1IyyLNCjWc80F1nPNBdZzzQUPAn5arV/SKeF0ZLBkblhdW786M68aWUmkAYmI+uY11nPNRtZzzQXWc80F1nPNBU31fHW7dNOV3XAkSZIkSZJqDJZIkiRJkiTVGCyRJEmSJEmqMVgiSZIkSZJUY7BEkiRJkiSpxmCJJEmSJElSjcESSZIkSZKkmsjMUZdBkiRJkiRp2rBliSRJkiRJUo3BEkmSJEmSpBqDJZIkSZIkSTUGSyRJkiRJkmoMlkiSJEmSJNUYLJEkSZIkSaoxWCJJkiRJklRjsESSJEmSJKnGYIkkSZIkSVKNwRJJkiRJkqQagyWzXEQ8JCI+GRGXRMSqiLgxIs6NiHdExNJRl09qJSJ2joj/FxEnR8RVEXF3RNweEZdGxFci4kkTzO9pEXFcLa+rqu2nDeo1SJMVEYdFRNaWZT2cYx3XjBARfxsRH4iI8yLiuoi4KyJWRMSZEfHBiNihy/nWdU1bEbEwIl4RESdFxMra75ffVb9fdusxH+u5hioiNouI/aq/wz+KiOtrv0OOnkR+U67DETEWEa+p/j9cFxF3RsTvI+ILEbH9RMs0GZGZw3gejUBEPAP4GrB+mySXAvtm5uXDK5XUWUScAezeQ9JjgVdm5uoOec0Dvgi8vEM+RwKvzsz7JlRQaQAi4rHAucBYbfeemXlam/TWcc0YEfFG4FBgnQ7JDs/Mt7Q417quaS0iHgKcCHS7iPsM8OZscRFmPdeoRESnoMAxmbm8x3z6UocjYhPgh8AubZLcDbwhM4/spVyTZcuSWSoidgS+SQmU3A68B9gN2Bv4UpVsG+DEiFhvJIWUWtuievwzcDjwHODxwBOAtwFXV8dfChzdJa8PM/7H+kLghVVeL6y2AV4BfKgP5ZampPYDYwy4tsfTrOOaESLivcC/UQIllwLvAJYBOwJPrrb/F2j349m6rmkrIhawdqDkV8Byym+XfYAPAquqY28EDm6TlfVc08GfgJMnee6U63BEzAeOYzxQ8l3gacDfA2+i/EZaBHxh0K2tbFkyS9Xuzq8B/iEzz2k6/g7gY9XmBzLzkOGWUGotIk6gtBr5Tmbe2+L4JsDZlGAfwB6ZeUaLdNsAF1EuPM+jfA/urB1fCpwO7Ez5njzSVlYapYh4C/Ap4BLKj4R3VYdatiyxjmumiIi9gR9Xm8cCr8jMe9qkXdjcYtC6rukuIp4D/Fe1eQ6we/NvmIjYqTq2ALgZ2DQz19SOW881MhHxAUrL1nMz8y8RsRVwRXW4p5Yl/arDEXEgcFS1+bnMfH3T8a2B8ymNAi6v8lnDANiyZBaKiMcz3o3hqOZASeWTwG+r9TdXEXFp5DJzv8z8VqtASXX8euDttV3PaZPVWxjvyvDG+h/rKp87KHd3qNK9dfKllqYmIv4W+Jdq8zVA2+5lNdZxTXtVi6nPV5u/BF7eLlAC0KZrpXVd0119LJJDW/2GyczzgROqzQ2BRzYlsZ5rZDLz/Zl5Qmb+ZQrZ9KsOH1Q93khpddhc1sspXToBtgb2n0KZOzJYMjs9q7b+lVYJqj5ix1abGwJ7DrpQUh+dWlt/ePPBiAjgmdXmJZn501aZVPt/V20+szpPGoXPAutS7t6c3i2xdVwzyD7AI6r1wyZ698+6rhliYW39Dx3S/b7VOdZzzXT9qsNV65RGIPFbVYCllaNr6wZLNCGNmUJWUZootVP/Qf7EwRVH6rtFtfVWLVAeyvjYJ90uPBvHHwRsNbViSRMXEc8D9qPcQTmoS/IG67hmiudWj8n4XXUiYuOIeEREbNzlfOu6ZoLf1dYf1iFd4wZPApfV9lvPNdP1qw4/qUW6+8nMayjjX8EAr2MNlsxOjWjc5V3u4FzS4hxpJtijtv7bFse3q61f0uI4bY77PdBQRcSGlIGMAQ6uupn1wjqumWLX6vHKzLwtIl4UEb8GbqD80L2hmlb1oIhY1OJ867pmgv8Abq3WD64GqFxLNfnCvtXmNzLz1tph67lmun7V4cnk8+CI6DTL2qQZLJllImIxsEm1eVWntJl5E+Mjcz94kOWS+qXq//7O2q5vtUi2ZW294/cAWFFb93ugYfsYsDll0OKjuqSts45r2qv+Xm9bbV4fEYcDXwd2aEq6DfBx4JQqgFhnXde0VwW6XwLcQbnLfW5EvDQido2IJ0fE+yl3yRcCF7D22GtgPdfM1686PJl8oum8vjFYMvvUpwG+vYf0jWDJugMoizQIb6VMQQbw3WrAtGYT+R6sqq37PdDQRMTulOnz1gCvyYlNT2cd10ywAeO/NR9FmfJxJfBiYGNgKaWlYKNv+27Al5vysK5rRsjMHwA7AUcCjwWOocx+8z/AIZRAylsoM+U0D6JpPddM1686PK2+CwZLZp/FtfVeZlO4u3pcMoCySH0VEXsAH602rwVe2ybpRL4Hd9fW/R5oKCJiIfBFyt2QT2XmbyaYhXVcM0G9WfRiysXinpn59cy8KTPvrKZ+34syUw7A/hHx903nNVjXNW1Vf9dfShnkstXAqw+kBAqf3OKY9VwzXb/q8LT6LhgsmX3uqq0vbJtqXKN/8J0dU0kjFhHbA8dRphq7C3huZl7bJvlEvgf1PvJ+DzQs76Z0T/gT8IFJnG8d10xwV9P2kZn5u+ZE1fSS76nten6bPKzrmpaq8RJ+DLyL0mrqY5SxGBZRWljtA5wF7Ax8LyLe1pSF9VwzXb/q8LT6LhgsmX1uq6330hypcdenly470khExEOBk4GNKLPfvKC6G9nORL4H9Tuffg80cBGxLeUHNcAbM3NVp/RtWMc1E9zWtH1yh7Q/oXRJA9ilTR7WdU1XhwC7V+svz8yDM/OSzFydmbdm5v8AewKnUlqdfDwiHlM733quma5fdXhafRfGBpGpRicz74qIG4AH0GWgm4jYiPFKtqJTWmlUImILyt2aLShT7R2Ymd/vclp9QKhuAz7VB5bye6BheCvlbskfgKUR8YIWaeoDYO4VEZtX68dXwRXruKa9zLw7Iq4DNq12ta1/1e+X6ykDHm9aO2Rd17QWEQEcWG1empnHtEqXmWsi4n2UFibzgOWU/wdgPdfM16863JxPp1kCG/kk3QeDnRSDJbPTxZTo9tYRMdZh+uBta+utpl+VRioiNqEMjPawatcbM/PYHk69uLa+bdtU9z/u90DD0Gg2+jDKdJPdvK+2/lDKgGbWcc0UFwHLqvX7TafapHG8/rvFuq7p7oGUrjcAF3ZJWx+Uvl5freea6fpVh5vz+UUP+ayYZCvdruyGMzudVT2uQxmVu509autnD6440sRFxAbASYzPt/7OzPxsj6dfAfy5Wt+jU0LgH6rHq4ErJ1JGaYSs45op6l0mH9YuUUSsD2xSbV5dO2Rd13RXD+51uxG9oM151nPNdP2qw2fV1tvmU7W43abaHNh1rMGS2el7tfUDWiWIiHmUEbsBbqb0oZSmhYhYCpwIPK7a9eHMPKzX86spWBtddbaNiF3bPM+ujEelvz/BqVulScnM5ZkZnRbWHvR1z9qxK6s8rOOaKb5TW9+/Q7r9GZ9B5MzGTuu6ZoAbgVur9SdERKeASf3i74rGivVcM12/6nBmXsp4a5PnVdcErSyvrR83qUL3wGDJLJSZP2f8h8bLI+IJLZK9nTJKN8DhmXnPUAondVFNvXcc8MRq1+GZ+d5JZPVpymCwAJ+JiLWmFKu2P1NtrqnSSzOJdVzTXmb+CvhRtfnCiNi7OU11h/BD1eZq4CtNSazrmrYy8z7KDR4o46u9p1W6aqzA+o2fE5qSWM810/WrDn+iemzMLLWWiHg44wPlX84AgyVhQHJ2iogdKU2SllBGB/4IpfXIEuAFwKuqpK+BnpkAABMZSURBVJcCO2dm84j10khExHeAf642TwHeQhm4qZ3VVRS6VV6HAu+sNi+k/Ej5PfBw4GBgx+rYoZn57ikWXeqbiDgEeH+1uWdmntYmnXVc015EbAP8DNiQMi3kp4EfUqZ6fDzlR29jQMCDM7PVj2Pruqatapaz84HGXfDjgWMoA3kvBnal/J752+r4TzLzyS3ysZ5rJCLiScDWtV2bAB+v1s8Gjqynz8yj2+Qz5TocEfOB0xm/cfod4EvATZT/Ge8DNgPuA/bLzB+1yqcfDJbMYhHxDOBrwPptklwK7JuZlw+vVFJnETHRP0p/zMyt2uQ1j/LH9cBWxytHAa+q7gxJ08IEgiXWcc0I1Q/xb1MGw2wlKV0u39fqoHVd011EPJkyaPcmXZKeAjwnM29qkYf1XCMREUcDL+s1fdVluFU+fanD1SQPP2TtqeTr7gbekJlHtjneFwZLZrmIeAjwZmBfyl2b1ZTmSv8FHJGZd4yweNL99DNYUsvz6ZTWVLtQfsRcD5wLfGGQ0WhpsnoNltTSW8c17UXEA4A3As+izOy0EFgJnAZ8JjO7zSRiXde0VtXxlwNPA7antKZaA1xDqaffAH7QbawR67mGrV/Bklp+U67D1fg/rwReRBk+Yh3KILI/oXTTv6jX8k6WwRJJkiRJkqQaB3iVJEmSJEmqMVgiSZIkSZJUY7BEkiRJkiSpxmCJJEmSJElSjcESSZIkSZKkGoMlkiRJkiRJNQZLJEmSJEmSagyWSJIkSZIk1RgskSRJkiRJqjFYIkmSJEmSVGOwRJIkSZIkqcZgiSRJkiRJUo3BEkmSJEmSpBqDJZIkSZIkSTUGSyRJkiRJkmoMlkiSJEmSJNUYLJEkSZIkSaoxWCJJkqRpKSKWRURWy7JRl0eSNHeMjboAkiQNS3WxdWqLQ/cCtwK3ACuA84GzgOMzc/XQCihJkqRpwZYlkiTBfGAjYCtgd+AtwLeBqyLivRHhzYUZbhAtFCJieS3PrfqRp2auiLiyqgtHj7oskqSp88efJGmu+jzwudr2upSAyaOBvYEnA5sC/wI8IyL2y8zrhl5KSZIkDZ3BEknSXHVtZv6mxf4fAYdFxHbA14AdgccDx0XEXnbLkSRJmv3shiNJUguZeTHwRODCatcTgdePrkSSJEkaFoMlkiS1kZl3Ai8Bstp1UEQsaE4XERtFxAER8bWIuDgibo+I1RFxTUScFBGvioiFrZ4jIv61Gufg3oh4ULcyRcT5VfqLWxzbKSKOiohLI2JVRNwVESuqcz4bEf8UETHBt+F+Y3NExKKIOCgiLoiIWyLi1oj4WUS8LiLm95DfphHxoYi4MCJursp5ZUR8NSKe1MP5e0XEf0TEFRFxZ0TcERF/jIifRsQnImKvWtqtIiJZe2DfU2uvp7Esn8D7sazK8yu13Ve0yHNZ7Zyjq31XVtt/ExGHRcRFEXFbi/STrlP1111/bRHxlIg4vsrj7ur9+3xEbNnl9W4RER+tfd73RMRfIuLX1eewPCLWb3Fe4/kPqbafHBE/iIiV1Wf+h4g4opd636V8u1b16bTqta2u6uTF1evbrsv5zZ/NhhHxweqzWVXV0TMi4v+0Of+0qj48pNr1shZ14bSpvEZJ0ghkpouLi4uLy5xYgGWUwEcCh0zgvJNq5+3W4viVtePtlguAzVucu10tzTu7lOPRtbQHNR17K2VWn27lWHcS79vy2vk7Aud1yP/0Ts8B7EOZdahTGY8A5rU5/1M9vMbra+m36iF9AssnWY86Lctq5xxd7bsS2BW4rkv6SdepFq97OXBoh3yuBR7ZJp/de/i8Etivxbl//a4B7+9w7s3A7j2818taHF/eQ9nWAK/r8HnWP5u/A67okNcRLc4/rYcynDbsv3cuLi4uLlNbHLNEkqTufky5yIdy8fi/TcfnAz8DTqB02/kLsBB4KPBi4B8pQYb/pFz8/VVmXhwR5wBPoFz4fbRDOQ6oHtcAX23sjIhHA5+gtBi9ghJs+AVwI7Ae5QJwT+CZPb3azr4A7AR8EziGcqG9DSVYswvwD1XZ9m8+MSIeCxxPeW/uqcr5A2AV5f15J+U9e3217+Cm8/ejzFQE8CvKIL2/pVzMbwhsTxmY9/G1064GHlWV7cvVvgOBc5uKd1Wvb0B17qMo7+eHqn1PBf7clO6KFueuC3wHWAx8GPgf4I4qv5W1dJOuUy28EtiNEsj6AnAp5f16abVsSnlvnlA/KSIWVfmvD9xGeb9PpXzmjbLsRovPusm+wM7A74CPUT67DYDnVmXbADghInbIzBVd8mo2BtwEfB84A7iMUne2AB4HvAnYBDgiIi7JzFM65LWUUj8fQPlcfwzcTnmf3w9sCbw+Io7PzJNq5x0ArEMJqm5RleW9TXmvmuDrkiSN2qijNS4uLi4uLsNamHzLkr1r5x3V4vgjupx/QO38vVscP7B2/H4tV6o0CxhvjfC9pmMfrPbfDjywQzk2oE2LjS7lX87ad8nf1SLNGPDftTRPb5Hm54zf6d+nxfGNgIuqNPcC2zcdP5bxFgCdWq9s3OWzX9an+lR/X7bqkvboWtrbgMd0ST/VOrVV02f2RSBapPtSLc2OTcf2qh27X8uRps9+/Rb7689/fqvPjPFubgl8a6KfG/AgYGmXOv/L6vwze/hsbm6ud1WarYE7qzTfb5PPldXxo/tRv1xcXFxcRrs4ZokkSd3dUFvfqPlgZl7W6eTM/AqlpQfAs1ok+SblAhrGW480ewblDjmMt5Bo2Lx6vDQz/9KhHLdk5n2dytqDX9Gi9UtmrgFeQWkxAvC6+vGIeDyldQfAlzLz5BZ53AS8qtqc15wH46/zgsy8vV0BM/PGLq9h1D6Wmb/slKAPdapuJfDGzMwWxz5RW9+96djmtfUzOpRlTWbe2qUMr2r1mWXmVykzUAHsHxGbN6fpJDOvzsw7Ohy/Bfh/1eaTIuIBXbJ8X2Ze1CKfy4HvNfKZSBklSTOTwRJJkrqrX+St1ylhFJtHxDYRsUNjoXQHAXhM8zmZuYrS3QHgeRGxtEXWjSDKNcAPm441um9sVwUlBumYNhfdZOZVQCMIsizWHuz1ybX1o9plnplnU7rWNJ8D46/zHyLi4b0Xedr5+kQST6ZONfl2Zt7d6kBm/o7x+v2wpsP1bkHtgni9+HVmnt/heCP4N0b3LkUdRcQ61eC229fep3tqSTq9Vwl8o8PxxmvYOCI2nEo5JUnTn2OWSJLUXT1A0vIOekTsC7yWMmZHp4DKJm32H0kZv2F94NmsPSbJ5pQxKgC+WrXiqPsP4F3AIuDsiPhv4ETgLOCidsGNSWoe66PZzyljVKxDufhutJDYoXpczXiLiHZ+BjwSeERELMzM1dX+YyljbDwA+E1EfJ8yTsSZ1Z3/KatmZrlf66HKTZl5dZtjvbo9M//QY1mmWqcaLuly/CbKWCrNz3EW8AfK5/jpajaY4yitTM6tfS7d9FJnGh7FeOCwJxGxCfA2yvfmEUCnGZ86vVfXZ+YNHY7XWyytR+myI0mapWxZIklSd/ULrLW6eFR3/Y+kDMS5L11angBLWu3MzJ8Dv642m+/iv5TxGxzNXXDIzEuAF1IueseA/SiDcf4auDbKlLzNXSwm69oux+vdgDZusX5ji2BPs2uqx6AWuMjMnwBvoIwdsRh4PuX9uCwiroqIf4+Ibq0suvkw5X1rtXx4inlDDxfY/apTNW27qVQaXbPWmvY5M++hdP9qtPTZBfgIJYhyc0T8d0S8KLpPFz3ZOtNVROxECQa9izLQcLepsTu9V72+T9D0XkmSZh+DJZIkdbdjbf13TccOBF5erf+CMujnIyktRMYyMzIzGG8p0uli7sjqcVlEbFXb3wienFMFRu4nM79DmZ3k1cB3KYPBQgn0vBg4IyKOjoip/u+faiuVKZ2fmZ+lDF76Vkp3pFuqQw+ivPYLI+JDrc+eFu7tIU0/69SUZObFlNYe+1MCU40WPEsoMwB9HfhZRGzWKZtBlC0iFgLforQ0ugf4V2AP4G+AxbX3qd5la2DvlSRpdjFYIklSd0+prZ/VdOyV1ePllJlsjsnMSzLztsysXxj3csf8a8DdlAu65QARsSuwbXX8fq1K6qoBXL+Ymc/OzM2A7Sh33BtT2r4MeGMP5ejkgRM4fmOL9QdERLduwI1BPpPSWmYtmXltZn46M/elvK87UaZ6vZny3r0nIiY1TXJmLm9cZLdYlk8mz0noZ52assy8NzO/l5kvz8xHUKbHPZDxMTx2okxJ3M5k60w3ezE+zsrrMvPtmXlGZl7TNEbLUN4nSdLsYrBEkqQOqgEi9642VwDnNSXZvnr8QWbe2SaPAB7X7bmqWVy+W22+rDrvwGp7FWXWnJ5l5m8z86PArtX5AM+bSB4t7NLj8Tso4100/KZ6XAg8tksejUFqL+s2LkZm3peZF2Tm+xj/nOD+r3MQrRsG0mKCPtapQcjMldVsPE8ALqh27xcR7bq49FpnYLye9GL72nqn78bOE8hzKgZVHyRJI2CwRJKkNqqLv2MZb7r/iRbjbTRaSazTIatnUroG9KLRFWcryngVz6+2v52Zt7U8o4vMXAFcWm12Gwy0m5dUF+r3Uw2Ouk+1eVpTK4gf19YPpI2IeAKlRUzzOV1l5gWMt0Rpfp131dYXTSTfDgaRJ/S/Tg1ENabJ6dXmGNBuhphHRcSObY7BeH24FzhtAkWot1Bq+V5V3c5e2erYADTqQz/rgiRpRAyWSJLUQkRsR+ly07jIO50yaGqzxmwvz4iI+zX3r6a4/ewEnvpU4PfV+pco41RAhy44EfGsTlOZRsSDGe/Kc8UEytLKY4F3tHiOMUp5F1a71nqvqgFsG61yXhkR9VYgjTw2YLw7x33NeUTE8zu0XiAidmZ8QNjm11mfBrdf0w4PIk/of52alIjYPSK27nB8IWWMECjTD1/XLi3wxYi4X0AjIl4EPL3a/F5mrmxO08FltfXlbdIcyvBa4DTKPpOntZYkVZw6WJI0V21WdbFpWIdyof1oSneOpzDeouSnwHOqO+nNjgU+ThnH4ZyIOIzSlWAxZUyFt1DuNF9Ab11xMiK+TJl5pTF2x+WZeUaH094CfD0iTgROocxeckv1enamjFPSCDL8e7cydHEecFhEPJby2q+lTNf6Nsa7zxyfmSe0OPeVlGmBFwI/jIjPAMdTugjtCLyT8TEoPpGZzV0yDgP+vZoy+AxKa5lVlAE+n8T4eCz3Mt5CB4DM/FNEXAVsCRxUrf+O8QFX/zKJljsXUloTLAb+JSLuAf7I+KwpV7frRtNFX+vUFOwNvC8izqRMRf0rSkBkCWXmmdfUnv+oDrMcnUeph+dVr+XXwAbAcyiD8gLcBhw0wfKdRKl/mwEfqgZFPg64HtiaUt/2Bs4GnjjBvCfjf4E9gV0i4p3Ajxjv/nZnH6adliQNU2a6uLi4uLjMiQVYRhlXoNflWuDdlBlI2uW5gHLR1i6PO4DnAkdX21f2UM4tgDW1PN7dJf1pPbyWe4H3TvJ9W17LZ0fKRXq75zkLWK9DXvtQAjmdynoEMK/FuVf28DrvApa3ee7Xdjiv5Tk9vDeHdchzWS3dRD7/KdcpSjeunl5b7X09umn/IT283wl8D1jSIt/G8UO65HULsEcP39llLY4/lTKVdLu8T6WMbdL2vej1s2Ht78FWLY4/CLihTTlOm0z9cnFxcXEZ3WI3HEmSSkuAW4A/AWcCnwaeDWyZmR/J9nfMydLaZF/gTZQ76HdQLt4up7TieFxm/tdECpOZfwZ+Um3eCxzT5ZQXAq8CvkGZavYaSrDlduAiSneWHTOzH1Pq3gTsRpll5xeUFgG3A+dSWnbskR1aaGTmyZS7/h+pzr+VMgPQnyjT0O6emW/IzPtanL4n8GbgO5TWCddRXuetlFYenwC2y8yj2zz35ymf68mUQFjbz3UC3klpwXAmZSaXXqYG7mgQdWqSPkF5vz5PaV31J0ow6i5KgOVbwH6Z+azs0oImMw8B/pHSQuUvwOoqj88B22fm6W1P7pzvSZRWK1+jzPp0D6VenE75TuzNeOuOgcrScuTxwFGUz+quzmdIkqazyMxRl0GSJNVUg1L+kdJl5EeZ+fQupwy6PMuBr1SbD83MK0dXGs0UEdH4kfmBKlgiSdKMYcsSSZKmn6dQAiVQ7lJLkiRpiAyWSJI0/RxcPa4Evj/KgkiSJM1FzoYjSdKIRcR6wAMp0wQfSBmbA+DjncZLkSRJ0mAYLJEkafSezfiYIA0XUmaFkSRJ0pDZDUeSpOnjPsrArkcAT6lmRZEkSdKQORuOJEmSJElSjS1LJEmSJEmSagyWSJIkSZIk1RgskSRJkiRJqjFYIkmSJEmSVGOwRJIkSZIkqcZgiSRJkiRJUo3BEkmSJEmSpBqDJZIkSZIkSTUGSyRJkiRJkmoMlkiSJEmSJNUYLJEkSZIkSaoxWCJJkiRJklRjsESSJEmSJKnGYIkkSZIkSVKNwRJJkiRJkqQagyWSJEmSJEk1BkskSZIkSZJqDJZIkiRJkiTV/H/lfBxIbmbloAAAAABJRU5ErkJggg==\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
      "text/plain": [
       "<Figure size 1200x800 with 1 Axes>"
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "times = onset.unique()\n",
    "times = times[times <= 105]\n",
    "times = sorted(times)\n",
    "\n",
    "for group in [0,1]:\n",
    "    m = (y_group == group)\n",
    "    o_m = onset[m]\n",
    "    surv_probs, stderrs = calculate_survival_curve_se(o_m, times)\n",
    "    CI = [\n",
    "        np.clip(surv_probs - 1.96 * stderrs, 0, 1), \n",
    "        np.clip(surv_probs + 1.96 * stderrs, 0, 1),\n",
    "    ]\n",
    "    plt.plot([0] + times, surv_probs)\n",
    "    plt.fill_between([0] + times, CI[0], CI[1], alpha=0.12)\n",
    "\n",
    "plt.xlim(0,100)\n",
    "plt.legend(labels=['low risk', 'high risk'])\n",
    "plt.xlabel('Days post-transplant')\n",
    "plt.ylabel('Grade II-IV aGVHD-free probability')\n",
    "plt.savefig('fig/kaplan_meier.svg')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Clustering results\n",
    "\n",
    "`'Temp-slope', 'Temp-abs(A1)', 'Temp-angle(A1)', 'SBP-abs(A1)'`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn import preprocessing\n",
    "from sklearn.cluster import KMeans, SpectralClustering\n",
    "from sklearn.decomposition import PCA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "extracted_features = pd.read_csv('data/ts_features.csv', index_col='id')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "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>DiaBP_dt=1_max__fft_coefficient__coeff_1__attr_\"abs\"</th>\n",
       "      <th>DiaBP_dt=1_max__fft_coefficient__coeff_1__attr_\"angle\"</th>\n",
       "      <th>DiaBP_dt=1_max__linear_trend__attr_\"slope\"</th>\n",
       "      <th>DiaBP_dt=1_max__mean</th>\n",
       "      <th>DiaBP_dt=1_max__sample_entropy</th>\n",
       "      <th>DiaBP_dt=1_mean__fft_coefficient__coeff_1__attr_\"abs\"</th>\n",
       "      <th>DiaBP_dt=1_mean__fft_coefficient__coeff_1__attr_\"angle\"</th>\n",
       "      <th>DiaBP_dt=1_mean__linear_trend__attr_\"slope\"</th>\n",
       "      <th>DiaBP_dt=1_mean__mean</th>\n",
       "      <th>DiaBP_dt=1_mean__sample_entropy</th>\n",
       "      <th>...</th>\n",
       "      <th>Temp_dt=1_min__fft_coefficient__coeff_1__attr_\"abs\"</th>\n",
       "      <th>Temp_dt=1_min__fft_coefficient__coeff_1__attr_\"angle\"</th>\n",
       "      <th>Temp_dt=1_min__linear_trend__attr_\"slope\"</th>\n",
       "      <th>Temp_dt=1_min__mean</th>\n",
       "      <th>Temp_dt=1_min__sample_entropy</th>\n",
       "      <th>Temp_dt=1_std__fft_coefficient__coeff_1__attr_\"abs\"</th>\n",
       "      <th>Temp_dt=1_std__fft_coefficient__coeff_1__attr_\"angle\"</th>\n",
       "      <th>Temp_dt=1_std__linear_trend__attr_\"slope\"</th>\n",
       "      <th>Temp_dt=1_std__mean</th>\n",
       "      <th>Temp_dt=1_std__sample_entropy</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>id</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>201406001</th>\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
       "      <td>13.711126</td>\n",
       "      <td>-39.840250</td>\n",
       "      <td>-1.151515</td>\n",
       "      <td>80.8</td>\n",
       "      <td>1.504077</td>\n",
       "      <td>12.511950</td>\n",
       "      <td>-60.302991</td>\n",
       "      <td>-0.771727</td>\n",
       "      <td>70.326825</td>\n",
       "      <td>2.420368</td>\n",
       "      <td>...</td>\n",
       "      <td>0.567878</td>\n",
       "      <td>73.555730</td>\n",
       "      <td>0.021481</td>\n",
       "      <td>36.518889</td>\n",
       "      <td>1.860752</td>\n",
       "      <td>0.263259</td>\n",
       "      <td>69.530757</td>\n",
       "      <td>0.018092</td>\n",
       "      <td>0.220617</td>\n",
       "      <td>2.420368</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>201406002</th>\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
       "      <td>3.452240</td>\n",
       "      <td>42.925589</td>\n",
       "      <td>-0.066667</td>\n",
       "      <td>77.5</td>\n",
       "      <td>2.420368</td>\n",
       "      <td>17.946614</td>\n",
       "      <td>-14.951144</td>\n",
       "      <td>-0.530707</td>\n",
       "      <td>69.379524</td>\n",
       "      <td>2.014903</td>\n",
       "      <td>...</td>\n",
       "      <td>0.164019</td>\n",
       "      <td>-59.464582</td>\n",
       "      <td>0.009091</td>\n",
       "      <td>36.316667</td>\n",
       "      <td>2.420368</td>\n",
       "      <td>0.265981</td>\n",
       "      <td>100.908363</td>\n",
       "      <td>0.004882</td>\n",
       "      <td>0.268865</td>\n",
       "      <td>2.708050</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>201406003</th>\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
       "      <td>14.437545</td>\n",
       "      <td>161.710499</td>\n",
       "      <td>-0.151515</td>\n",
       "      <td>86.9</td>\n",
       "      <td>2.708050</td>\n",
       "      <td>18.338949</td>\n",
       "      <td>-169.211341</td>\n",
       "      <td>0.150459</td>\n",
       "      <td>76.578379</td>\n",
       "      <td>1.860752</td>\n",
       "      <td>...</td>\n",
       "      <td>0.501112</td>\n",
       "      <td>-73.426276</td>\n",
       "      <td>-0.042088</td>\n",
       "      <td>36.172222</td>\n",
       "      <td>2.420368</td>\n",
       "      <td>0.431178</td>\n",
       "      <td>-149.344978</td>\n",
       "      <td>-0.000899</td>\n",
       "      <td>0.284152</td>\n",
       "      <td>2.197225</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>201406004</th>\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
       "      <td>39.672864</td>\n",
       "      <td>-56.532935</td>\n",
       "      <td>-0.939394</td>\n",
       "      <td>78.7</td>\n",
       "      <td>2.014903</td>\n",
       "      <td>21.591328</td>\n",
       "      <td>-62.275730</td>\n",
       "      <td>-0.655020</td>\n",
       "      <td>67.781822</td>\n",
       "      <td>1.504077</td>\n",
       "      <td>...</td>\n",
       "      <td>1.444653</td>\n",
       "      <td>145.906924</td>\n",
       "      <td>0.045118</td>\n",
       "      <td>35.911111</td>\n",
       "      <td>2.197225</td>\n",
       "      <td>0.420941</td>\n",
       "      <td>-3.505990</td>\n",
       "      <td>-0.006831</td>\n",
       "      <td>0.225669</td>\n",
       "      <td>1.727221</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>201406005</th>\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
       "      <td>46.236218</td>\n",
       "      <td>-83.519009</td>\n",
       "      <td>-2.454545</td>\n",
       "      <td>77.7</td>\n",
       "      <td>2.014903</td>\n",
       "      <td>45.041080</td>\n",
       "      <td>-100.861026</td>\n",
       "      <td>-1.821655</td>\n",
       "      <td>69.535720</td>\n",
       "      <td>2.708050</td>\n",
       "      <td>...</td>\n",
       "      <td>2.181057</td>\n",
       "      <td>78.501122</td>\n",
       "      <td>0.113805</td>\n",
       "      <td>36.288889</td>\n",
       "      <td>2.420368</td>\n",
       "      <td>0.512131</td>\n",
       "      <td>118.454862</td>\n",
       "      <td>0.030110</td>\n",
       "      <td>0.271239</td>\n",
       "      <td>2.014903</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 120 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           DiaBP_dt=1_max__fft_coefficient__coeff_1__attr_\"abs\"  \\\n",
       "id                                                                \n",
       "201406001                                          13.711126      \n",
       "201406002                                           3.452240      \n",
       "201406003                                          14.437545      \n",
       "201406004                                          39.672864      \n",
       "201406005                                          46.236218      \n",
       "\n",
       "           DiaBP_dt=1_max__fft_coefficient__coeff_1__attr_\"angle\"  \\\n",
       "id                                                                  \n",
       "201406001                                         -39.840250        \n",
       "201406002                                          42.925589        \n",
       "201406003                                         161.710499        \n",
       "201406004                                         -56.532935        \n",
       "201406005                                         -83.519009        \n",
       "\n",
       "           DiaBP_dt=1_max__linear_trend__attr_\"slope\"  DiaBP_dt=1_max__mean  \\\n",
       "id                                                                            \n",
       "201406001                                   -1.151515                  80.8   \n",
       "201406002                                   -0.066667                  77.5   \n",
       "201406003                                   -0.151515                  86.9   \n",
       "201406004                                   -0.939394                  78.7   \n",
       "201406005                                   -2.454545                  77.7   \n",
       "\n",
       "           DiaBP_dt=1_max__sample_entropy  \\\n",
       "id                                          \n",
       "201406001                        1.504077   \n",
       "201406002                        2.420368   \n",
       "201406003                        2.708050   \n",
       "201406004                        2.014903   \n",
       "201406005                        2.014903   \n",
       "\n",
       "           DiaBP_dt=1_mean__fft_coefficient__coeff_1__attr_\"abs\"  \\\n",
       "id                                                                 \n",
       "201406001                                          12.511950       \n",
       "201406002                                          17.946614       \n",
       "201406003                                          18.338949       \n",
       "201406004                                          21.591328       \n",
       "201406005                                          45.041080       \n",
       "\n",
       "           DiaBP_dt=1_mean__fft_coefficient__coeff_1__attr_\"angle\"  \\\n",
       "id                                                                   \n",
       "201406001                                         -60.302991         \n",
       "201406002                                         -14.951144         \n",
       "201406003                                        -169.211341         \n",
       "201406004                                         -62.275730         \n",
       "201406005                                        -100.861026         \n",
       "\n",
       "           DiaBP_dt=1_mean__linear_trend__attr_\"slope\"  DiaBP_dt=1_mean__mean  \\\n",
       "id                                                                              \n",
       "201406001                                    -0.771727              70.326825   \n",
       "201406002                                    -0.530707              69.379524   \n",
       "201406003                                     0.150459              76.578379   \n",
       "201406004                                    -0.655020              67.781822   \n",
       "201406005                                    -1.821655              69.535720   \n",
       "\n",
       "           DiaBP_dt=1_mean__sample_entropy  ...  \\\n",
       "id                                          ...   \n",
       "201406001                         2.420368  ...   \n",
       "201406002                         2.014903  ...   \n",
       "201406003                         1.860752  ...   \n",
       "201406004                         1.504077  ...   \n",
       "201406005                         2.708050  ...   \n",
       "\n",
       "           Temp_dt=1_min__fft_coefficient__coeff_1__attr_\"abs\"  \\\n",
       "id                                                               \n",
       "201406001                                           0.567878     \n",
       "201406002                                           0.164019     \n",
       "201406003                                           0.501112     \n",
       "201406004                                           1.444653     \n",
       "201406005                                           2.181057     \n",
       "\n",
       "           Temp_dt=1_min__fft_coefficient__coeff_1__attr_\"angle\"  \\\n",
       "id                                                                 \n",
       "201406001                                          73.555730       \n",
       "201406002                                         -59.464582       \n",
       "201406003                                         -73.426276       \n",
       "201406004                                         145.906924       \n",
       "201406005                                          78.501122       \n",
       "\n",
       "           Temp_dt=1_min__linear_trend__attr_\"slope\"  Temp_dt=1_min__mean  \\\n",
       "id                                                                          \n",
       "201406001                                   0.021481            36.518889   \n",
       "201406002                                   0.009091            36.316667   \n",
       "201406003                                  -0.042088            36.172222   \n",
       "201406004                                   0.045118            35.911111   \n",
       "201406005                                   0.113805            36.288889   \n",
       "\n",
       "           Temp_dt=1_min__sample_entropy  \\\n",
       "id                                         \n",
       "201406001                       1.860752   \n",
       "201406002                       2.420368   \n",
       "201406003                       2.420368   \n",
       "201406004                       2.197225   \n",
       "201406005                       2.420368   \n",
       "\n",
       "           Temp_dt=1_std__fft_coefficient__coeff_1__attr_\"abs\"  \\\n",
       "id                                                               \n",
       "201406001                                           0.263259     \n",
       "201406002                                           0.265981     \n",
       "201406003                                           0.431178     \n",
       "201406004                                           0.420941     \n",
       "201406005                                           0.512131     \n",
       "\n",
       "           Temp_dt=1_std__fft_coefficient__coeff_1__attr_\"angle\"  \\\n",
       "id                                                                 \n",
       "201406001                                          69.530757       \n",
       "201406002                                         100.908363       \n",
       "201406003                                        -149.344978       \n",
       "201406004                                          -3.505990       \n",
       "201406005                                         118.454862       \n",
       "\n",
       "           Temp_dt=1_std__linear_trend__attr_\"slope\"  Temp_dt=1_std__mean  \\\n",
       "id                                                                          \n",
       "201406001                                   0.018092             0.220617   \n",
       "201406002                                   0.004882             0.268865   \n",
       "201406003                                  -0.000899             0.284152   \n",
       "201406004                                  -0.006831             0.225669   \n",
       "201406005                                   0.030110             0.271239   \n",
       "\n",
       "           Temp_dt=1_std__sample_entropy  \n",
       "id                                        \n",
       "201406001                       2.420368  \n",
       "201406002                       2.708050  \n",
       "201406003                       2.197225  \n",
       "201406004                       1.727221  \n",
       "201406005                       2.014903  \n",
       "\n",
       "[5 rows x 120 columns]"
      ]
     },
     "execution_count": 26,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "extracted_features.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "cols = [\n",
    "    c for c in extracted_features.columns\n",
    "    if c.startswith('Temp') or c.startswith('SysBP')\n",
    "]\n",
    "cols = [\n",
    "    c for c in cols\n",
    "    if \\\n",
    "    ('Temp' in c and 'slope' in c) or \\\n",
    "    ('Temp' in c and 'fft_coefficient__coeff_1__attr_\"abs\"' in c) or \\\n",
    "    ('Temp' in c and 'fft_coefficient__coeff_1__attr_\"angle\"' in c) or \\\n",
    "    ('SysBP' in c and 'fft_coefficient__coeff_1__attr_\"abs\"' in c)\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "XX = extracted_features[cols].values\n",
    "scaler = preprocessing.StandardScaler()\n",
    "XX = scaler.fit_transform(XX)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(324, 16)"
      ]
     },
     "execution_count": 29,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "XX.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "pca = PCA(2, random_state=0).fit(XX)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "clusterings = [np.nan, np.nan]\n",
    "scores = [np.nan, np.nan]\n",
    "for k in range(2,11):\n",
    "    cluster = KMeans(k, random_state=0, n_init=20, n_jobs=-1).fit(XX)\n",
    "    clusterings.append(cluster)\n",
    "    scores.append(cluster.inertia_)\n",
    "#     purities, sizes = [], []\n",
    "#     for c in range(k):\n",
    "#         m = (cluster.labels_ == c)\n",
    "#         yc = y[m].mean()\n",
    "#         purities.append(max(yc, 1-yc))\n",
    "#         sizes.append(sum(m) / len(y))\n",
    "#     purity = np.array(purities) @ np.array(sizes)\n",
    "#     scores.append(purity)\n",
    "\n",
    "# plt.plot(scores)"
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "k = 3\n",
    "cluster = clusterings[k]\n",
    "pred = cluster.fit_predict(XX)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "purities, majority = [], []\n",
    "for c in range(k):\n",
    "    m = (cluster.labels_ == c)\n",
    "    yc = y[m].mean()\n",
    "    purities.append(max(yc, 1-yc))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
      "text/plain": [
       "<Figure size 1200x800 with 1 Axes>"
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# plt.scatter(*pca.transform(XX).T, c=y, s=5, cmap='bwr')\n",
    "X_pca = pca.transform(XX)\n",
    "for i in range(k):\n",
    "    plt.scatter(*X_pca[pred == i].T, c=[plt.get_cmap(\"tab10\")(i)], s=5, \n",
    "                label='Cluster {}, negative cases: {:.1%}'.format(i+1, purities[i]))\n",
    "\n",
    "# plt.scatter(*X_pca.T, c=[plt.get_cmap(\"tab10\")(ci) for ci in pred], s=5)\n",
    "\n",
    "# Mark negative cases with lighter color\n",
    "plt.scatter(*X_pca.T, c=[{0: '#ffffff88', 1: '#00000000'}[yi] for yi in y], s=5)\n",
    "\n",
    "plt.xlabel('First principle component')\n",
    "plt.ylabel('Second principle component')\n",
    "plt.legend(fontsize=8)\n",
    "plt.axis('square')\n",
    "plt.savefig('fig/cluster.svg', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualize time series"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "Xtr, Xte = X[:split_idx], X[split_idx:]\n",
    "ytr, yte = y[:split_idx], y[split_idx:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "import pickle\n",
    "ts_vitals_by_bmt = pickle.load(open(data_dir + 'features/ts_vitals_by_bmt_2014_2017_MiChart.p', 'rb'))\n",
    "ts_vitals_by_bmt = {ID: ts_vitals_by_bmt[ID] for ID in list(pop.index)}\n",
    "split_idx = len(ts_vitals_by_bmt)-85\n",
    "\n",
    "clf = load('data/model_combined.joblib')\n",
    "y_prob = clf.predict_proba(Xte)[:,1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "imax, imin = y_prob.argmax(), y_prob.argmin()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [],
   "source": [
    "ID_max = pop.index[split_idx+imax]\n",
    "ts_imax = ts_vitals_by_bmt[ID_max]\n",
    "ID_min = pop.index[split_idx+imin]\n",
    "ts_imin = ts_vitals_by_bmt[ID_min]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(201708006, 201711007)"
      ]
     },
     "execution_count": 40,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ID_max, ID_min"
   ]
  },
  {
   "cell_type": "code",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(0.21920581756972551, 0.7284919042899778)"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_prob[imin], y_prob[imax]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy.interpolate import interp1d"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
      "text/plain": [
       "<Figure size 1600x1600 with 4 Axes>"
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "fig, axes = plt.subplots(2, 2, figsize=(8,8), sharex=True, gridspec_kw={'hspace': 0.1, 'wspace': 0.1})\n",
    "\n",
    "plt.sca(axes[0,0])\n",
    "ts_plot = ts_imax[(ts_imax['t'] >= -10) & (ts_imax['t'] < 15)][['t', 'Temp']].dropna()\n",
    "ts_plot = ts_plot.set_index('t')\n",
    "ts_plot['Temp_MA'] = np.nan\n",
    "wsize = 0.1\n",
    "for t in ts_plot.index:\n",
    "    ts_plot.loc[t, 'Temp_MA'] = np.mean(ts_plot.loc[\n",
    "        (t-wsize < ts_plot.index) & (ts_plot.index < t+wsize), 'Temp'\n",
    "    ])\n",
    "ts_plot = ts_plot.reset_index()\n",
    "x = ts_plot['t']\n",
    "y = ts_plot['Temp_MA']\n",
    "x_new = np.linspace(x.min(), x.max(), 1000)\n",
    "f = interp1d(x, y, kind='quadratic')\n",
    "y_smooth = f(x_new)\n",
    "plt.plot(x_new, y_smooth, '--', lw=0.75, label='   positive example\\npredicted risk: {:.3f}'.format(y_prob[imax]))\n",
    "# plt.plot(ts_plot['t'], ts_plot['Temp_MA'], '-', lw=1, label='positive example')\n",
    "plt.scatter(ts_plot['t'], ts_plot['Temp_MA'], s=5)\n",
    "\n",
    "plt.xlim(-10, 15)\n",
    "plt.ylim(36, 39)\n",
    "# plt.xlabel('Days relative to transplant')\n",
    "plt.ylabel('Temperature (Celsius)')\n",
    "plt.legend()\n",
    "\n",
    "plt.sca(axes[0,1])\n",
    "ts_plot = ts_imin[(ts_imin['t'] >= -10) & (ts_imin['t'] < 15)][['t', 'Temp']].dropna()\n",
    "ts_plot = ts_plot.set_index('t')\n",
    "ts_plot['Temp_MA'] = np.nan\n",
    "wsize = 0.1\n",
    "for t in ts_plot.index:\n",
    "    ts_plot.loc[t, 'Temp_MA'] = np.mean(ts_plot.loc[\n",
    "        (t-wsize < ts_plot.index) & (ts_plot.index < t+wsize), 'Temp'\n",
    "    ])\n",
    "ts_plot = ts_plot.reset_index()\n",
    "x = ts_plot['t']\n",
    "y = ts_plot['Temp_MA']\n",
    "x_new = np.linspace(x.min(), x.max(), 1000)\n",
    "f = interp1d(x, y, kind='quadratic')\n",
    "y_smooth = f(x_new)\n",
    "plt.plot(x_new, y_smooth, '--', lw=0.75, label='  negative example\\npredicted risk: {:.3f}'.format(y_prob[imin]), c='tab:orange')\n",
    "# plt.plot(ts_plot['t'], ts_plot['Temp_MA'], '-', lw=1, label='negative example')\n",
    "plt.scatter(ts_plot['t'], ts_plot['Temp_MA'], s=5, c='tab:orange')\n",
    "\n",
    "plt.xlim(-10, 15)\n",
    "plt.ylim(36, 39)\n",
    "# plt.xlabel('Days relative to transplant')\n",
    "# plt.ylabel('Temperature (Celsius)')\n",
    "plt.legend()\n",
    "\n",
    "plt.sca(axes[1,0])\n",
    "ts_plot = ts_imax[(ts_imax['t'] >= -10) & (ts_imax['t'] < 15)][['t', 'SysBP']].dropna()\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "ts_plot = ts_plot.set_index('t')\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "ts_plot['SysBP_MA'] = np.nan\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "wsize = 0.1\n",
    "for t in ts_plot.index:\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "    ts_plot.loc[t, 'SysBP_MA'] = np.mean(ts_plot.loc[\n",
    "        (t-wsize < ts_plot.index) & (ts_plot.index < t+wsize), 'SysBP'\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "    ])\n",
    "ts_plot = ts_plot.reset_index()\n",
    "ts_plot = ts_plot.sort_values(by=['t'])\n",
    "ts_plot = ts_plot.drop_duplicates(subset=['t'])\n",
    "x = ts_plot['t']\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "y = ts_plot['SysBP_MA']\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "x_new = np.linspace(x.min(), x.max(), 1000)\n",
    "f = interp1d(x, y, kind='quadratic')\n",
    "y_smooth = f(x_new)\n",
    "plt.plot(x_new, y_smooth, '--', lw=0.75, label='positive example')\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "plt.scatter(ts_plot['t'], ts_plot['SysBP_MA'], s=5)\n",
    "\n",
    "plt.xlim(-10, 15)\n",
    "# plt.ylim(85, 101)\n",
    "plt.xlabel('Days relative to transplant')\n",
    "plt.ylabel('SysBP (mmHg)')\n",
    "# plt.legend()\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "plt.sca(axes[1,1])\n",
    "ts_plot = ts_imin[(ts_imin['t'] >= -10) & (ts_imin['t'] < 15)][['t', 'SysBP']].dropna()\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "ts_plot = ts_plot.set_index('t')\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "ts_plot['SysBP_MA'] = np.nan\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "wsize = 0.1\n",
    "for t in ts_plot.index:\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "    ts_plot.loc[t, 'SysBP_MA'] = np.mean(ts_plot.loc[\n",
    "        (t-wsize < ts_plot.index) & (ts_plot.index < t+wsize), 'SysBP'\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "    ])\n",
    "ts_plot = ts_plot.reset_index()\n",
    "ts_plot = ts_plot.sort_values(by=['t'])\n",
    "ts_plot = ts_plot.drop_duplicates(subset=['t'])\n",
    "x = ts_plot['t']\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "y = ts_plot['SysBP_MA']\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "x_new = np.linspace(x.min(), x.max(), 1000)\n",
    "f = interp1d(x, y, kind='quadratic')\n",
    "y_smooth = f(x_new)\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "plt.plot(x_new, y_smooth, '--', lw=0.75, label='negative example', c='tab:orange')\n",
    "plt.scatter(ts_plot['t'], ts_plot['SysBP_MA'], s=5, c='tab:orange')\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "\n",
    "plt.xlim(-10, 15)\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "# plt.ylim(85, 101)\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "plt.xlabel('Days relative to transplant')\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "# plt.ylabel('SysBP (mmHg)')\n",
    "# plt.legend()\n",
    "\n",
    "for ax in axes.flat:\n",
    "    ax.label_outer()\n",
    "\n",
    "plt.savefig('fig/timeseries_Temp_SBP.svg')\n",
Shengpu Tang (tangsp)'s avatar
Shengpu Tang (tangsp) committed
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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": "3.7.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}