plasma_serum_raw_accuracy.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "OktzdLyrDm34"
   },
   "source": [
    "[Download DATASETS from here](https://drive.google.com/drive/folders/1cBv9fiBQE2PedVPvTu56tOMIOtJTjTj1?usp=sharing)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "id": "_2KKqfz-5Ioi"
   },
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "pd.options.display.precision\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 294
    },
    "id": "mbm_F-i_bhGw",
    "outputId": "b85d04af-5016-462f-b31f-9724615b3765"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>1_5-anhydroglucitol</th>\n",
       "      <th>1-monostearin</th>\n",
       "      <th>2_3-dihydroxybutanoic acid NIST</th>\n",
       "      <th>2_4-diaminobutyric acid</th>\n",
       "      <th>2-deoxyerythritol</th>\n",
       "      <th>2-deoxytetronic acid</th>\n",
       "      <th>2-hydroxybutanoic acid</th>\n",
       "      <th>2-hydroxyglutaric acid</th>\n",
       "      <th>2-hydroxyhippuric acid</th>\n",
       "      <th>2-hydroxyvaleric acid</th>\n",
       "      <th>...</th>\n",
       "      <th>tryptophan</th>\n",
       "      <th>tyrosine</th>\n",
       "      <th>UDP-glucuronic acid</th>\n",
       "      <th>urea</th>\n",
       "      <th>uric acid</th>\n",
       "      <th>uridine</th>\n",
       "      <th>valine</th>\n",
       "      <th>xylitol</th>\n",
       "      <th>xylose</th>\n",
       "      <th>Class</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>9582</td>\n",
       "      <td>279</td>\n",
       "      <td>82</td>\n",
       "      <td>61</td>\n",
       "      <td>357</td>\n",
       "      <td>122</td>\n",
       "      <td>24944</td>\n",
       "      <td>56</td>\n",
       "      <td>32</td>\n",
       "      <td>966</td>\n",
       "      <td>...</td>\n",
       "      <td>34239</td>\n",
       "      <td>54924</td>\n",
       "      <td>43</td>\n",
       "      <td>226295</td>\n",
       "      <td>11606</td>\n",
       "      <td>68</td>\n",
       "      <td>153849</td>\n",
       "      <td>194</td>\n",
       "      <td>811</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>28847</td>\n",
       "      <td>161</td>\n",
       "      <td>78</td>\n",
       "      <td>84</td>\n",
       "      <td>205</td>\n",
       "      <td>258</td>\n",
       "      <td>10680</td>\n",
       "      <td>104</td>\n",
       "      <td>49</td>\n",
       "      <td>1076</td>\n",
       "      <td>...</td>\n",
       "      <td>20080</td>\n",
       "      <td>37597</td>\n",
       "      <td>203</td>\n",
       "      <td>96226</td>\n",
       "      <td>10188</td>\n",
       "      <td>71</td>\n",
       "      <td>110735</td>\n",
       "      <td>294</td>\n",
       "      <td>910</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>13627</td>\n",
       "      <td>162</td>\n",
       "      <td>53</td>\n",
       "      <td>133</td>\n",
       "      <td>139</td>\n",
       "      <td>159</td>\n",
       "      <td>27201</td>\n",
       "      <td>160</td>\n",
       "      <td>80</td>\n",
       "      <td>1117</td>\n",
       "      <td>...</td>\n",
       "      <td>29191</td>\n",
       "      <td>28707</td>\n",
       "      <td>211</td>\n",
       "      <td>155596</td>\n",
       "      <td>16617</td>\n",
       "      <td>123</td>\n",
       "      <td>95509</td>\n",
       "      <td>253</td>\n",
       "      <td>804</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>20758</td>\n",
       "      <td>6671</td>\n",
       "      <td>93</td>\n",
       "      <td>78</td>\n",
       "      <td>335</td>\n",
       "      <td>225</td>\n",
       "      <td>32347</td>\n",
       "      <td>242</td>\n",
       "      <td>59</td>\n",
       "      <td>304</td>\n",
       "      <td>...</td>\n",
       "      <td>16637</td>\n",
       "      <td>27873</td>\n",
       "      <td>71</td>\n",
       "      <td>191671</td>\n",
       "      <td>15214</td>\n",
       "      <td>84</td>\n",
       "      <td>96219</td>\n",
       "      <td>157</td>\n",
       "      <td>806</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>15692</td>\n",
       "      <td>108</td>\n",
       "      <td>98</td>\n",
       "      <td>69</td>\n",
       "      <td>250</td>\n",
       "      <td>120</td>\n",
       "      <td>18357</td>\n",
       "      <td>60</td>\n",
       "      <td>25</td>\n",
       "      <td>1220</td>\n",
       "      <td>...</td>\n",
       "      <td>29820</td>\n",
       "      <td>30132</td>\n",
       "      <td>200</td>\n",
       "      <td>333019</td>\n",
       "      <td>20281</td>\n",
       "      <td>62</td>\n",
       "      <td>159853</td>\n",
       "      <td>188</td>\n",
       "      <td>1226</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 159 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   1_5-anhydroglucitol  1-monostearin  2_3-dihydroxybutanoic acid NIST  \\\n",
       "0                 9582            279                               82   \n",
       "1                28847            161                               78   \n",
       "2                13627            162                               53   \n",
       "3                20758           6671                               93   \n",
       "4                15692            108                               98   \n",
       "\n",
       "   2_4-diaminobutyric acid  2-deoxyerythritol  2-deoxytetronic acid  \\\n",
       "0                       61                357                   122   \n",
       "1                       84                205                   258   \n",
       "2                      133                139                   159   \n",
       "3                       78                335                   225   \n",
       "4                       69                250                   120   \n",
       "\n",
       "   2-hydroxybutanoic acid  2-hydroxyglutaric acid  2-hydroxyhippuric acid  \\\n",
       "0                   24944                      56                      32   \n",
       "1                   10680                     104                      49   \n",
       "2                   27201                     160                      80   \n",
       "3                   32347                     242                      59   \n",
       "4                   18357                      60                      25   \n",
       "\n",
       "   2-hydroxyvaleric acid  ...  tryptophan  tyrosine  UDP-glucuronic acid  \\\n",
       "0                    966  ...       34239     54924                   43   \n",
       "1                   1076  ...       20080     37597                  203   \n",
       "2                   1117  ...       29191     28707                  211   \n",
       "3                    304  ...       16637     27873                   71   \n",
       "4                   1220  ...       29820     30132                  200   \n",
       "\n",
       "     urea  uric acid  uridine  valine  xylitol  xylose    Class  \n",
       "0  226295      11606       68  153849      194     811  disease  \n",
       "1   96226      10188       71  110735      294     910  disease  \n",
       "2  155596      16617      123   95509      253     804  disease  \n",
       "3  191671      15214       84   96219      157     806  disease  \n",
       "4  333019      20281       62  159853      188    1226  disease  \n",
       "\n",
       "[5 rows x 159 columns]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plasma0 = pd.read_csv('dataset\\plasma_processed.csv')\n",
    "serum0 = pd.read_csv('dataset\\serum_processed.csv')\n",
    "# serum.head()\n",
    "plasma0 = plasma0.drop('Unnamed: 0', axis=1)\n",
    "serum0 = serum0.drop('Unnamed: 0', axis=1)\n",
    "serum0.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "labels = np.reshape(plasma0.Class.to_numpy(), (82,1))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Preprocessing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>1_5-anhydroglucitol</th>\n",
       "      <th>1-monostearin</th>\n",
       "      <th>2_3-dihydroxybutanoic acid NIST</th>\n",
       "      <th>2_4-diaminobutyric acid</th>\n",
       "      <th>2-deoxyerythritol</th>\n",
       "      <th>2-deoxytetronic acid</th>\n",
       "      <th>2-hydroxybutanoic acid</th>\n",
       "      <th>2-hydroxyglutaric acid</th>\n",
       "      <th>2-hydroxyhippuric acid</th>\n",
       "      <th>2-hydroxyvaleric acid</th>\n",
       "      <th>...</th>\n",
       "      <th>tryptophan</th>\n",
       "      <th>tyrosine</th>\n",
       "      <th>UDP-glucuronic acid</th>\n",
       "      <th>urea</th>\n",
       "      <th>uric acid</th>\n",
       "      <th>uridine</th>\n",
       "      <th>valine</th>\n",
       "      <th>xylitol</th>\n",
       "      <th>xylose</th>\n",
       "      <th>Class</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>-1.315982</td>\n",
       "      <td>-0.191139</td>\n",
       "      <td>-0.314134</td>\n",
       "      <td>0.900240</td>\n",
       "      <td>0.209300</td>\n",
       "      <td>-0.666017</td>\n",
       "      <td>0.727863</td>\n",
       "      <td>-0.138580</td>\n",
       "      <td>-0.400194</td>\n",
       "      <td>-0.055432</td>\n",
       "      <td>...</td>\n",
       "      <td>0.523924</td>\n",
       "      <td>1.937765</td>\n",
       "      <td>-0.418593</td>\n",
       "      <td>0.378001</td>\n",
       "      <td>-1.016102</td>\n",
       "      <td>-0.694224</td>\n",
       "      <td>1.877948</td>\n",
       "      <td>-0.534297</td>\n",
       "      <td>0.632746</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.702901</td>\n",
       "      <td>-0.166243</td>\n",
       "      <td>1.106687</td>\n",
       "      <td>-0.833770</td>\n",
       "      <td>-0.534704</td>\n",
       "      <td>-0.188475</td>\n",
       "      <td>-0.953771</td>\n",
       "      <td>-0.224592</td>\n",
       "      <td>-0.167457</td>\n",
       "      <td>-1.295085</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.898525</td>\n",
       "      <td>0.312181</td>\n",
       "      <td>-0.180562</td>\n",
       "      <td>-0.527748</td>\n",
       "      <td>-1.243045</td>\n",
       "      <td>0.992711</td>\n",
       "      <td>-0.343225</td>\n",
       "      <td>-0.079396</td>\n",
       "      <td>-0.254870</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>-0.811626</td>\n",
       "      <td>-0.195209</td>\n",
       "      <td>-0.919298</td>\n",
       "      <td>-1.272795</td>\n",
       "      <td>-0.879151</td>\n",
       "      <td>-1.013320</td>\n",
       "      <td>1.011716</td>\n",
       "      <td>-0.204851</td>\n",
       "      <td>-0.142067</td>\n",
       "      <td>0.024593</td>\n",
       "      <td>...</td>\n",
       "      <td>0.829649</td>\n",
       "      <td>-0.382834</td>\n",
       "      <td>-0.027542</td>\n",
       "      <td>-1.025622</td>\n",
       "      <td>-0.233142</td>\n",
       "      <td>1.023383</td>\n",
       "      <td>-0.795165</td>\n",
       "      <td>-0.269384</td>\n",
       "      <td>-0.882696</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>-0.197261</td>\n",
       "      <td>-0.173185</td>\n",
       "      <td>-0.235199</td>\n",
       "      <td>-0.469297</td>\n",
       "      <td>-0.337221</td>\n",
       "      <td>-0.370810</td>\n",
       "      <td>1.930079</td>\n",
       "      <td>-0.161140</td>\n",
       "      <td>-0.163225</td>\n",
       "      <td>-1.024456</td>\n",
       "      <td>...</td>\n",
       "      <td>-1.106561</td>\n",
       "      <td>-0.713525</td>\n",
       "      <td>-0.424260</td>\n",
       "      <td>-0.484832</td>\n",
       "      <td>-0.477333</td>\n",
       "      <td>0.501966</td>\n",
       "      <td>-0.577998</td>\n",
       "      <td>-0.349661</td>\n",
       "      <td>-0.615033</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>-0.448710</td>\n",
       "      <td>-0.154034</td>\n",
       "      <td>-0.261511</td>\n",
       "      <td>0.944419</td>\n",
       "      <td>-0.135146</td>\n",
       "      <td>0.098050</td>\n",
       "      <td>0.169166</td>\n",
       "      <td>-0.227412</td>\n",
       "      <td>-0.374804</td>\n",
       "      <td>0.193372</td>\n",
       "      <td>...</td>\n",
       "      <td>0.013588</td>\n",
       "      <td>-0.444125</td>\n",
       "      <td>0.003629</td>\n",
       "      <td>0.378170</td>\n",
       "      <td>0.762636</td>\n",
       "      <td>-0.847582</td>\n",
       "      <td>1.973716</td>\n",
       "      <td>-0.440641</td>\n",
       "      <td>1.896271</td>\n",
       "      <td>disease</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 159 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   1_5-anhydroglucitol  1-monostearin  2_3-dihydroxybutanoic acid NIST  \\\n",
       "0            -1.315982      -0.191139                        -0.314134   \n",
       "1             0.702901      -0.166243                         1.106687   \n",
       "2            -0.811626      -0.195209                        -0.919298   \n",
       "3            -0.197261      -0.173185                        -0.235199   \n",
       "4            -0.448710      -0.154034                        -0.261511   \n",
       "\n",
       "   2_4-diaminobutyric acid  2-deoxyerythritol  2-deoxytetronic acid  \\\n",
       "0                 0.900240           0.209300             -0.666017   \n",
       "1                -0.833770          -0.534704             -0.188475   \n",
       "2                -1.272795          -0.879151             -1.013320   \n",
       "3                -0.469297          -0.337221             -0.370810   \n",
       "4                 0.944419          -0.135146              0.098050   \n",
       "\n",
       "   2-hydroxybutanoic acid  2-hydroxyglutaric acid  2-hydroxyhippuric acid  \\\n",
       "0                0.727863               -0.138580               -0.400194   \n",
       "1               -0.953771               -0.224592               -0.167457   \n",
       "2                1.011716               -0.204851               -0.142067   \n",
       "3                1.930079               -0.161140               -0.163225   \n",
       "4                0.169166               -0.227412               -0.374804   \n",
       "\n",
       "   2-hydroxyvaleric acid  ...  tryptophan  tyrosine  UDP-glucuronic acid  \\\n",
       "0              -0.055432  ...    0.523924  1.937765            -0.418593   \n",
       "1              -1.295085  ...   -0.898525  0.312181            -0.180562   \n",
       "2               0.024593  ...    0.829649 -0.382834            -0.027542   \n",
       "3              -1.024456  ...   -1.106561 -0.713525            -0.424260   \n",
       "4               0.193372  ...    0.013588 -0.444125             0.003629   \n",
       "\n",
       "       urea  uric acid   uridine    valine   xylitol    xylose    Class  \n",
       "0  0.378001  -1.016102 -0.694224  1.877948 -0.534297  0.632746  disease  \n",
       "1 -0.527748  -1.243045  0.992711 -0.343225 -0.079396 -0.254870  disease  \n",
       "2 -1.025622  -0.233142  1.023383 -0.795165 -0.269384 -0.882696  disease  \n",
       "3 -0.484832  -0.477333  0.501966 -0.577998 -0.349661 -0.615033  disease  \n",
       "4  0.378170   0.762636 -0.847582  1.973716 -0.440641  1.896271  disease  \n",
       "\n",
       "[5 rows x 159 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.preprocessing import StandardScaler, Normalizer, MinMaxScaler\n",
    "\n",
    "# standardize\n",
    "for i in ['plasma', 'serum']:\n",
    "    scl = StandardScaler().fit(vars()[i+'0'].iloc[:, :-1])\n",
    "    stand = scl.transform(vars()[i+'0'].iloc[:, :-1])\n",
    "    vars()[i] = pd.DataFrame(stand, columns = vars()[i+'0'].columns[:-1])\n",
    "    vars()[i] = pd.concat([vars()[i], vars()[i+'0'].iloc[:, -1]], axis=1)\n",
    "\n",
    "plasma.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "hHIN4cpOUseh"
   },
   "source": [
    "# PCA, tSNE & Other Functions\n",
    "## PCA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "id": "hPeZ-YigP1aJ"
   },
   "outputs": [],
   "source": [
    "from sklearn.decomposition import PCA\n",
    "def pca_analysis(df, n_components):\n",
    "    pca = PCA(n_components=n_components)\n",
    "    pca_result = pca.fit_transform(df.iloc[:, :-1].values)\n",
    "\n",
    "    pca_concatenate = np.concatenate([pca_result, labels], axis=1)\n",
    "\n",
    "    return pca_concatenate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "id": "WV9uX0vFQDyE"
   },
   "outputs": [],
   "source": [
    "def make_dataframe(array, n_features):\n",
    "    col = []\n",
    "    for i in range(1, n_features+1):\n",
    "        col.append(f'pc{i}')\n",
    "    col.append('Class')\n",
    "    return pd.DataFrame(array, columns = col)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "id": "1-8uMYFWTBSG"
   },
   "outputs": [],
   "source": [
    "def plotting(pca_df, n_components):\n",
    "    fig, axes = plt.subplots(nrows=n_components-1, ncols=4, figsize=(20, 8))\n",
    "    fig.suptitle(\"Principal Component Analysis\",fontsize=20)\n",
    "\n",
    "    for i in range(n_components):\n",
    "        for j in range(i+1, n_components):\n",
    "            if j==n_components:\n",
    "                break\n",
    "            axes[i, j-1].set_xlabel(f'PC{i+1}',fontsize=20)\n",
    "            axes[i, j-1].set_ylabel(f'PC{j+1}',fontsize=20)\n",
    "            for target, color in zip(targets,colors):\n",
    "                indicesToKeep = pca_df.Class == target\n",
    "                axes[i, j-1].scatter(pca_df.loc[indicesToKeep, f'pc{i+1}']\n",
    "                                , pca_df.loc[indicesToKeep, f'pc{j+1}'], c = color, s = 50)\n",
    "    fig.legend(targets,prop={'size': 15}, loc='upper right')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "W4-0mzTTXRvT"
   },
   "source": [
    "## t-SNE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "id": "d5FexA5TVUMe"
   },
   "outputs": [],
   "source": [
    "from sklearn.manifold import TSNE\n",
    "def tsne_analysis(df, n_components):\n",
    "    tsne = TSNE(n_components=n_components)\n",
    "    tsne_result = tsne.fit_transform(df.iloc[:, :-1].values)\n",
    "\n",
    "    tsne_concatenate = np.concatenate([tsne_result, labels], axis=1)\n",
    "\n",
    "    return tsne_concatenate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "id": "I_R9XARdt-V0"
   },
   "outputs": [],
   "source": [
    "def tsne_dataframe(array, n_features):\n",
    "    col = []\n",
    "    for i in range(1, n_features+1):\n",
    "        col.append(f'tsne{i}')\n",
    "    col.append('Class')\n",
    "    return pd.DataFrame(array, columns = col)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "id": "RROhs0r4uigO"
   },
   "outputs": [],
   "source": [
    "def tsne_plotting(tsne_df, n_components):\n",
    "    fig, axes = plt.subplots(nrows=n_components-1, ncols=4, figsize=(20, 8))\n",
    "    fig.suptitle(\"t-SNE\",fontsize=20)\n",
    "\n",
    "    for i in range(n_components):\n",
    "        for j in range(i+1, n_components):\n",
    "            if j==n_components:\n",
    "                break\n",
    "            axes[i, j-1].set_xlabel(f'TSNE{i+1}',fontsize=20)\n",
    "            axes[i, j-1].set_ylabel(f'TSNE{j+1}',fontsize=20)\n",
    "            for target, color in zip(targets,colors):\n",
    "                indicesToKeep = tsne_df.Class == target\n",
    "                axes[i, j-1].scatter(tsne_df.loc[indicesToKeep, f'tsne{i+1}']\n",
    "                                , tsne_df.loc[indicesToKeep, f'tsne{j+1}'], c = color, s = 50)\n",
    "    fig.legend(targets,prop={'size': 15}, loc='upper right')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plasma"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "8mJbTitszFRG",
    "outputId": "e2269dc1-ef0d-456b-c8ed-7e874a3380cd"
   },
   "outputs": [],
   "source": [
    "pca2_plasma = pca_analysis(plasma, 2)\n",
    "\n",
    "pca2_plasma_df = make_dataframe(pca2_plasma, 2)\n",
    "# print(pca2_plasma_df.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 341
    },
    "id": "--HrgVwLB0wH",
    "outputId": "d5522eca-81a4-47d1-c11b-38a85fb38205"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x25fff1a0ec8>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 432x288 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 288x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "plt.figure(figsize=(4, 4))\n",
    "plt.xticks(fontsize=12)\n",
    "plt.yticks(fontsize=14)\n",
    "plt.xlabel('PC1',fontsize=20)\n",
    "plt.ylabel('PC2',fontsize=20)\n",
    "plt.title(\"Principal Component Analysis(PLASMA)\",fontsize=20)\n",
    "targets = ['disease', 'control']\n",
    "colors = ['r', 'g']\n",
    "for target, color in zip(targets,colors):\n",
    "    indicesToKeep = pca2_plasma_df.Class == target\n",
    "    plt.scatter(pca2_plasma_df.loc[indicesToKeep, 'pc1']\n",
    "               , pca2_plasma_df.loc[indicesToKeep, 'pc2'], c = color, s = 50)\n",
    "\n",
    "plt.legend(targets,prop={'size': 10})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "id": "sXliCThzzpBO"
   },
   "outputs": [],
   "source": [
    "pca3_plasma = pca_analysis(plasma, 3)\n",
    "\n",
    "pca3_plasma_df = make_dataframe(pca3_plasma, 3)\n",
    "# print(pca3_df.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 510
    },
    "id": "Z0U0vdvJCmSj",
    "outputId": "4b1b710e-3bba-4d5c-f628-eb401315a9ec"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x576 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plotting(pca3_plasma_df, 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "id": "EYPgDQ9A0gx8"
   },
   "outputs": [],
   "source": [
    "pca4_plasma = pca_analysis(plasma, 4)\n",
    "\n",
    "pca4_plasma_df = make_dataframe(pca4_plasma, 4)\n",
    "# print(pca4_plasma_df.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 510
    },
    "id": "k9JGmoWDH-iP",
    "outputId": "292d2af0-d150-417c-e3d5-24c86db26581"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x576 with 12 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plotting(pca4_plasma_df, 4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "id": "vZ16An_m-3TG"
   },
   "outputs": [],
   "source": [
    "pca5_plasma = pca_analysis(plasma, 5)\n",
    "\n",
    "pca5_plasma_df = make_dataframe(pca5_plasma, 5)\n",
    "# print(pca5_df.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 506
    },
    "id": "7tAZAD4o_Lwv",
    "outputId": "77199232-ad1c-42db-bce4-39bc4c8e32c4"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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444//KPr6OXPmxN1cZv/99+8YPXp0aO7cufvcddddu2zevLnPOO2pp56q2L59u+f000/f1tXVReTfUUcdFdiyZUvxW2+9VQrw4YcfFn3zm9/cc9KkSZ8qLS09sLS09MB777133L///e/yyGNNnTq1bdmyZbtfffXV4//xj3/0Gzv99a9/9dXW1m4rKiqykefZb7/9OiZNmtTx4osvjh7Ia6Lgo4iISGJxRi4Z81H4Mp0gXTzxAhmRoM9/AIwxuwHfw9kAY99wXcpFkTp/OEtEBywc3Pq/8I9HpnHXSJDQNUiFs8lH9HHZlNJrydC0OXLf70cFzt3+xW7OMlSOx9lAxQNsitop2+IsV56As9rmzASPkYqzcGpuXm6tPcRae5619pLwezbZpi99WGczpYeAL4Z3wI5sNPOgjdpMKHxsj7X2OmvtDJz3xVycTZ1OwNnsJ2HA01q7PfzZ+iQwGWcjosbw5Yp02i0iIiIpaGoq6810jLV9u4fm5lQnKwfk3XffLe7p6WH33Xfvir5+4sSJ3fHuM378+J6HHnpoXVdXlznzzDP3mTBhwozDDjus6rXXXisF+OCDD4oBZs6cOS0SVCwtLT3wy1/+8icB/v3vf5cCfPWrX53ypz/9acz555//3gMPPLDuL3/5y79OOeWUzZ2dnb3rqv/3f/93w6xZsz665pprJs2YMWP6XnvtNf2WW27pXW2ybdu24ptuumlC9POUlpYeuGnTprLYupWp0rJrERGR3IoE6Wbj7EY8GF+KvSKclRapNxipYbgPTqDosdjlyMaYPcK3D9YtwBeBHxhj7kq0xNQYU2at7bDWBowxbwL7GGOqrbVNMYceHr58OQPtS+ZLOJl10e3cGadGZDvOrtqw4zU9LM7jZKLNkffIF4BfDeJxkoksW083I/Ls8OXDuGeMFuEs759vjLkqZklzOiJZhve73NbvvZ+CG3F2RP82O5Z33xz/8N7aow8ADxhj/oyzIdV0nA1lkrLWbgTuNsbcC7wB1Bhjxqr2o4iISAZVV3cwalTINQA5alSIqqpBTbQnM3HixO6ioiLef//9Pits3n333YQxuCOPPDJ45JFHNrW2tpqHHnpop4svvnjP0047bZ9XX3319bFjx3YD3Hvvvc2TJk3qir3vpz71qfa2tjbz9NNP73LVVVdtuOiii3onU3/1q1+Z6GPHjRvXc/vtt28ENj7//POjrrzyygnnnnvuPgceeODaAw88sH3nnXfumTVr1rbvfOc7/Wpb77777nEDqIko81FERCS3/oSzWcoJxpjTYm8MBwNTdYQx5viY687Hqff4VNRmOuvDlzXh4GTkuSpwNjzJxOTkvTjLuauBPxpjJsYeYIwpNcYswFnyHXEbzgYd/y+mbeOAn0Qdk21fN8bE1pa8DGeZ9b1Rm/X8lR1BpJOjDw7//AVgHU6m24BYa1fj1AmcY4xxzR40xnwqnNE6GJEA2ORU72CM2RNn1+5twCnW2rNc/n0L5/ffBzhqEO1bH748LKYNnwUuHsDj/RnnbzMPZ6OZN6y1T8U8dpkx5vOxdzTGlOBsrASQKLA+3hjzKZebvDjL5LvJQX1VERGRYe1b39qKMe63GQNnnrnV/cbMKCkpYb/99mt7+OGHd4m+/oEHHkip3nZFRYU9/fTT/3P66advfvPNN0cBHHHEEcHy8vLQO++8U/LFL36xLfbfrrvuGtq+fbsnFApRVlbWW89y27ZtnieeeGKXeM91yCGHbP/Vr361KRQKsWbNmnKAz33ucx+/8cYbo2pqavo9z7777jugcYsyH0VERHLIWttpjDkFeAy4xxjzbZxMt3KcDUSOJPXv6z8BDxpjHgSacbL0ZuPUYIzUBcRa+54x5j7gqzibYDyGE1Q7Gier7xXi7wKd6u8VCv9evwVOBN4KZ4r9CyfDbgpO1th44Jqou14TbvOJwKvGmAZgNHAKsBuwxFo74EBeGh4F/hreYORdnOzRGpwA2OLIQdZaa4yZBzwO1Btj/gi8jrPD9VeAAPCNmJ22B+J0nFqB/2uM+R7wPM6S/T2AT+Nk3x0KfDCI5/gzzmYut4Y3RgkAH1lrlyW4z3yczMa7rLXtCY5bjvP6nYPzWg3EneH2XWeMORxowgluH4+TjehP58HCf7tf49Q/hR27gEcbBTQaY5pxshvfxvlsHo3z+XzIWvsvl/tFVAJ/N8b8E/gHzkY6O4XbPAFnx/NAgvuLiIhIunbdNcQDDzQxZ0411jpLrUeNCmEMPPBAU7Y3mwG46KKL3p03b94nzjjjjMlz58796KmnnvI9/fTTO8c7/r777tv5N7/5zbgTTjhh25QpUzo3btxYeuedd47/r//6r4/ByVa88MILWy655JI933777dLDDjusNRQK8frrr5f/5S9/8T3++ONvjh07tmf69OltS5YsmbTzzjv3eDwerrnmmgkVFRU9wWCwN/nwwAMP3Pf444//6NOf/vR2Ywy33nrruFGjRoVqamqCAP/93//d8vnPf37/ww8/vOqb3/zmlvHjx3dv3Lix5IknntjpW9/61pbjjz8+7bGLgo8iIiI5Zq1dbYz5DE5QazbwOZzATzPOjrypegAngPJj4DicensPABdba9fFHDsfeAsnYLMA+BCnBt5PcV/WmrZwUOUrxphjcJbdHooTTDU4O1E/AdxprV0ZdZ9OY8zRQB1OwO27ONlhrwILrbX3ZqJtKfglTl2/hTivUSvOzs0/Ci+97WWtfd4YcxBwCU5m35eBzTjZnz+31r4x2MZYazcZYw7EeT3m4uxUXoSzmctrwP8A/xzkc6wyxlyIs4x6Ic6mQ28DrsFHY4yHHXUclyd5+N/jbApzojFmt9jXMMX2tRhjvgBcjRPInIUT6D0P572UVvAx7HacgHcncIfL7UGcDW4Ox/lcfgXns/kmcC7Js3DX42wKdFj4McbhTAa8gfN5v28AbRYREZFkZs1qpaXlVW67bQzNzWVUVXVw5plbhyLwCPCNb3zjo02bNm24/vrrJz7wwANjDz744MCNN964fu7cudVux++///7txhj785//fI+tW7cW77rrrt1HHnnkR7/85S97N6W84oor3p80aVLXDTfcsPstt9wyobS0NDRlypT26I1s7r333rfOPvvsvc4999y9d9lll+758+d/0NbWVvSb3/xmfOSYmTNnBu+9996x11xzTZnH47FTp05te+CBB5o+8YlPdAF8+tOf7njmmWdev/jiiyctXLhwr46ODs9uu+3WWVNTE9h///0TTTbHZQZedkdERETygTHmmzg79H7LWnt7bltT2Iwxl+EEiw631j6d29ZIthljDgOewsnc/HpuWyMiIiKvvvrq+hkzZvSrNSj579VXXx03Y8aMKW63qeajiIiIiIxUF4UvEy0tFxEREZFB0LJrERERERkxwhvAHA8ciFPm4GFr7fO5bZWIiIjI8KXgo4iIiIiMJAcCVwIf49SiPC/x4SIiIiIyGFp2LSIiUuCstbdba43qPQ6etfay8Gv5dK7bItkR9XnZ2Vp7qrVWdaVEREREskjBRxEREREREREREckKBR9FREREREREREQkKxR8FBERERERERERkaxQ8FFERERERERERESyQsFHERERERERERERyQoFH0VERERERERERArMAw88sNPPfvaz3TL5mHV1dZN23XXXGZl8TAUfRURERERERERECszKlSt3uvnmm3fPdTuSUfBRRERERERERERkmOru7qa9vd3k6vkVfBQRERERERERkWFlW/s2z9Lnlo479+FzK5c+t3TctvZtQxoDe/TRRysOOeSQT44ePfqzPp/vMwcffPC+f/3rX0cB/O1vfxt16KGHfnLUqFGf3WmnnT5zwgkn7L1x48biyH3feOONUmPMgcuXL9/19NNP38vn831m9913//QFF1wwqaenB3CWR9966627t7S0lBpjDjTGHDh37twpAHPnzp0yffr0/X/729/uUlVVNa28vPyAp59+2gtw5ZVXjt9rr72ml5aWHjB58uTpl19+eUaXbbspTn6IiIiIiIiIiIhIYVjVvKpizu/mVFtr2d693TOqeFToJ0/9ZM8HTn2gaVbVrNZsP//DDz/s+8pXvlJ9yCGHBG688cZ/V1RUhJ599tmKDRs2lO69995ds2bN2vcTn/hE+y233PLvQCDgufzyy/c48sgjP/mPf/zjX+Xl5TbyOJdeeuketbW12+688863Hn/8cd911103cdq0advPOuusbQsWLPiwubm57LnnnvPdd999bwJMmDChO3Lfd955p/QnP/nJHhdddFHLpEmTuqqrqzuuvfbacT/+8Y8nn3XWWe/Pnj374z//+c++yy+/fM+Ojg7PlVde+V62Xg8FH0VEREREREREZFjY1r7NM+d3c6rbutp6Mx23d2/3AMz53ZzqlrqWV3cu3zmUzTZccskllfvtt9/2Z599tsnjcZpx8sknfwxw3nnnVQI8+eST68aMGRMC2G+//TqOPPLI/e64445dv/3tb2+NPM7BBx8cuPXWWzcBnHTSSR8/+eSTO//hD3/Y9ayzztr2iU98omvChAldpaWl9sgjjwzGtuGjjz4qfuSRR9Z97nOf2w7Q09PDL37xi0lz587dEnnMOXPmfPyf//yn6H/+538mXHLJJe+PHj3axj5OJmjZtYiIiIiIiIiIDAu/+ftvxljrHkOz1nLb328bk83n//jjjz3/+Mc/vKeddtqWSOAx2ssvv+z9whe+8HEk8AhwxBFHBCdNmtTZ2NhYEX3s0Ucf/XH0z9XV1dvffffdklTasdtuu3VFAo8Ab731VumHH35Ycsopp2yLPu60007b2traWvTiiy+OSvFXTJuCjyIiIiIiIiIiMiw0bWkqi2Q6xtrevd3TvLW5LJvP/+GHHxZZa5k0aVKX2+0ffPBByfjx4/vdNm7cuK6PPvqoKPq6XXfdtSf659LSUtvR0ZFSLG/cuHF9nmPjxo0lQL92TZo0qRtg8+bNWVsdreCjiIiIiIiIiIgMC9VjqztGFY9yXVY9qnhUqGpMVUc2n3/8+PE9Ho+HlpYW1wzF3XbbrWvz5s39btu8eXPJLrvs0uN2n4Ewpu/m1nvuuWcXwLvvvtsnyNjS0lIMMG7cuG6yRMFHEREREREREREZFr712W9tjQ28RRhjOPOzZ251vTFDdtppp9CnP/3p4L333js2FOofAz3wwAODzzzzzE7btu3Yffsvf/nL6JaWltKampq0NsNJJxNyn3326Rw/fnzX73//+z7Lzu+7774xFRUVPQcddND2ePcdLAUfRURERERERERkWNi1fNfQA6c+0DS6ZHQokgE5qnhUaHTJ6NADpz7QlO3NZgCuvPLKTW+88caoL33pS9V33HHHLvfff/9OdXV1k+69996df/zjH78PcMQRR3zyrrvu2uWmm24a4/f7q6qrq7fPmzdvW7LHjrbffvu1b9mypfhXv/rV2GeeeWb0G2+8URrv2KKiIhYtWtRy//33j/32t7+9xwMPPLDTd7/73cq77757/He/+933srXZDGi3axERERERERERGUZmVc1qbalrefW2v982pnlrc1nVmKqOMz975tahCDwCzJ49u/UPf/jDuksvvbTyO9/5zt7FxcV26tSpbSeffPK2SZMmda9cufKNCy+8cM+zzz577+LiYnvYYYf958Ybb9xYXl6eVgDwzDPP3Pr000/7Lrvssj22bdtWPGfOnC3333//+njHX3jhhZvb29s9N99882633XbbbrvvvnvXpZdeuvHSSy/9YNC/dAIm3g5AIiIiIiIiIiIiQ+XVV19dP2PGjM25boek79VXXx03Y8aMKW63adm1iIiIiIiIiIiIZIWCjyIiIiIiIiIiIpIVCj6KiIiIiIiIiIhIVij4KCIiIiIiIiIiIlmh4KOIiIiIiIiIiOSDUCgUMrluhKQn/DeLu5O4go8iIiIiIiIiIpJzxpj3tm/fXp7rdkh6tm/fXm6MeS/e7Qo+ioiIiIiIiIhIznV3d1++fv360mAwOEoZkPkvFAqZYDA4av369aXd3d2XxzvOWGuHsl0iIiIiIiIiIiKuXn755VnFxcWXWmsnoKS5fBcyxrzX3d19+QEHHLAq3kEKPoqIiIiIiIiIiEhWKIIsIiIiIiIiIiIiWaHgo4iIiIiIiIiIiGSFgo8iIiIiIiIiIiKSFQo+ioiIiIiIiIiISFYo+CgiIiIiIiIiIiJZoeCjiIiIiIiIiIiIZIWCjyIiIiIiIiIiIpIVCj6KiIiIiIiIiIhIVij4KCIiIiIiIiIiIlmh4KOIiIiIiIiIiIhkRXGuGwBgjLkNOB74wFo7PXzdGKAemAKsB0611m5L9ljjxo2zU6ZMyVpb81YoBFu3Qns7lJfDmDHgUWxZCtdLL7202Vo7PtftGKgR0xep75FhTn2RuAnZEFu3b6W9u53y4nLGjBqDx6jvk+xRXyQiGTeAcXyh90WSO3kRfARuB5YBd0Zdtxj4s7X2amPM4vDPi5I90JQpU1i9enVWGpm3GhuhttbpPIJB8HqdTqShAWpqct06kQExxryd6zYMxojoi9T3yAigvkhiNW5opPbuWkI2RLAriLfEy1azlYYzGqiZrL5PskN9kYhk1ADH8YXeF0nu5MUUrbX2GWBrzNUnAneE/38H8JWhbFPBCAScTiMQcDoNcC4j17e25rZ9IlL4AgFYvhwWLXIuAwH1PSIyIgU6AtTeXUugM0Cwy+n7gl1BAp3O9a2d6vtERCTPaRwvOZAXwcc4drfWvhv+/3vA7vEONMacY4xZbYxZ/eGHHw5N6/JFfb0zW+EmFHJuF5GUGWNuM8Z8YIxZE3XdGGPM48aYpvDlrrls45BqbITKSli4EJYscS4rK+GKK9T3iMiIU7+2npB17/tCNkT9GvV9IiKS5xRDkBzI5+BjL2utBWyC22+x1s601s4cP36ElR9oatoxWxErGITm5qFtj0jhux04Nua6SBmIauDP4Z+Hv0Szor/8pfoeERlxmrY09WY8xgp2BWneqr5PRETynGIIkgP5HHx83xgzESB8+UGO25Ofqqud+gxuvF6oqhra9ogUOJWBiJJoVtQYKCtzv019j4gMU9Vjq/GWuI+7vCVeqsao7xMRkTynGILkQD4HHx8C5oX/Pw/4Yw7bkr/8/vg7Unk8zu0iMlgplYEYdiUgEs2KdnaCjZOQrr5HRIYp/zR/3F2tPcaDf7r6PhleVI5GZBhSDEFyIC+Cj8aYe4HngH2NMZuMMfOBq4GjjTFNwFHhn/OD2+YLueLzOTtS+Xw7Zi+83h3XV1Tkrm0iw1CiMhDDrgREslnRCy7IXt+TT/2siEiYr8xHwxkN+Ep9vRmQ3hIvvlLn+opSjbtk2LkdlaMRGV4UQ5AcMDZe5kqBmjlzpl29enX2nsBtS3qPJ+mW9FnX2uoskWxudtKk/X51GlLQjDEvWWtn5ui5pwAPW2unh39+AzjMWvtuuAzE09bafRM9Rtb7oqEQCDiby7gF/nw+aGlx/p/pvidf+1kZkXLVFxljbgOOBz6I6ovGAPXAFGA9cKq1dluixxkWfVEeau1spX5NPc1bm6kaU4V/ul+BR8kqjYtEJOMGEEPIZV8kha041w0oKNGbL0REliTW1jon4rkK+FVUwPz5uXlukeEvUgbiakZSGYjI7Ge8QGCkv8tk35PP/azI0LodWAbcGXVdJNvoamPM4vDPi3LQthGvorSC+Qdo3CUjVsrlaIBzACZPnjxETRORlCmGIEMoL5ZdFwxtSS8y7BVcGYhsq6lxAn7XXw+LFzuXLS3Zy0BUPysCaPMrESkMI6ocjYiIDJgyH9OhLelFhj1r7WlxbjpySBuST9KZFQ0EnABhU5NTM9LvdzIoU5Wsn33tNacG5EAfX6SwKdtIRPLB+8aYiVHLrj/IdYNERCS/KfiYjsjmC24nxtqSXkRGOrdajXV16dVqTNTPlpfDDTdAcfHAH19kmLDWWmNM3Gwj4BZw6qwNacNEZCQYmeVoRERkwLTsOh3akl5ExF10rcZI4DAY3HF9a2tqj5Oon21vh46OwT2+SGF7P5xlhLKNRGQoqByNiIhkgoKP6dCW9CIi7jJVqzFeP1te7vwb7OOLFLZIthEo20hEhoC19jRr7URrbYm1dg9r7f9aa7dYa4+01lZba4+y1sbWpxUREelDy67TFdl8Ic0t6QveYOu4icjwlsmauG797Jo1cN11mXl8kQIQzjY6DBhnjNkEXIqTXfS7cObR28CpuWvhyBDoCFC/tp6mLU1Uj63GP82Pr0zjHxEREZF0KPg4ECNtS/pM1HETkeEt0zVxY/vZ5ctVc1dGFG1+lXuNGxqpvbuWkA0R7AriLfFSt6qOhjMaqJnsPv5RsFJERESkv5G57DoQcE5kFy1yLgOBXLcof2WqjpuIDG/ZromrmrsiMoQCHQFq764l0Bkg2OWMf4JdQQKdzvWtnf3HP40bGqlcWsnClQtZ8rclLFy5kMqllTRuaBzq5ouIiIjklZEXfGxshMpKWLgQlixxLisrneulv0zVcQMFfUWGs2zXxFXNXREZQvVr6wlZ9/FPyIaoX9N3/DOQYKWIiIjISDGyll1HZ/FFRLL5amudGmPD4QQ2k/UZM1XHTUu3RYa/bNfEHak1d0VkyDVtaeoNIsYKdgVp3tp3/JNKsHL+ASOoZI+IiIhIlJEVfEwli6/QazlmOsiXiTpuhRb01eY6IgOX7Zq4I63mrojkRPXYarwlXtcApLfES9WYvuOfdIOVIiIiIiPJyFp2ncndWPNRNuozZqLOWiaXbmebluWLiIiMeP5pfjzGffzjMR780/uOfyLBSjduwUoRERGRkWRkBR8jWXxuhsNuqdkI8mWizlqhBH21uY6IiIgAvjIfDWc04Cv19QYVvSVefKXO9RWlUeOfQAD/6nY8nV2uj+UWrBQREREZSUbWsmu/31mC7GY47JaarSDfYOusZWLp9lAYCcvyRUREJCU1k2toubCF+jX1NG9tpmpMFf7p/r6Bx3C5G18oRMPYTmrPgJCBYKkTrPQYT/9gpYiIiMgIM7KCj5FsvdiaiB7P8NgtNZtBvsHUWSuUoG+hZGgWItXRFBGRAlRRWhF/o5iYmtY1QWi5FuqnQfOEEqp+8gv8B85T4FFERERGvJEVfIThvVtqvgb5CiXoWygZmoVGO52LiMhw5LJioqIT5v8d8JbCa+VwaJ6McURERERyKO+Dj8aY9UAA6AG6rbUzB/2gw3W31HwO8sUL+loLy5fnR0ZcvgZvC1mh7XQuIiKSqhRXTAQ6AtSvradpSxPVY6vxT/PjK8vMWCebjy0i7vS5ExFJX94HH8MOt9ZuznUjCkI+Z3bGBn3zLSMun4O3hUp1NEVEZLhKYcVE44ZGau+uJWRDBLuCeEu81K2qo+GMBmomD26sk83HFhF3efm5U3kjESkAhRJ8HH4iXxJr18LWrbDrrjB9eupfFom+ZPIgszPpjGC+ZsTlc/C2EKmOpoiIDFdJVkwETqql9uZ9CXTuGOsEu5zvxCPuOIKls5Yyb8a8AWVMBToC1N5d6/rYtXfX0nJhi2pNimRYXn7u8i2ZQ0QkjkIIPlrgMWOMBW621t4Se4Ax5hzgHIDJkycPcfMGIPIl0dUF7e07ri8vT+3LIs+/ZFKaEcznjLg8CN4OG8OsjmZWykCIiEhhSrJion79I4Ss+1inK9TFDx77AT/6848GlDFVv7Y+7mOHbIj6NfXxN8oRkQHJu89dviZziIi48OS6ASmosdYeAMwGFhhjvhh7gLX2FmvtTGvtzPHjxw99C9MR/SURHXgE5+fI7a2tye8f+XIJBpPfb4hEzwhGZgKDXUECnc71rZ3h9ikjbmTw+52TMDeFW0fzcGvtZxR4TFEg4NR1XbTIuYweIIuIFLrIionrr4fFi53LlhaoqaFpS1PvWMhNR09H//FRihI9drArSPNWjaNEMi3vPnepJHOIiOSJvA8+WmvfCV9+ADwIHJzbFg1Soi+JiERfFnn+JZPKjCCwIyPOTQFmxEkckawQn2/H39vr3XG9ZmOHt8ZGqKyEhQthyRLnsrLSuV5EZLiIrJi46irnMvzdVj22Gm9JnLFOlD7joxQlemxviZeqMRpHiWRa3n3ulMwhIgUkr4OPxhivMcYX+T9wDLAmt61KQaJMn0RfEhGJvizy/Esm5RnB4ZkRJ24SZIVkgzFmjDFm56w8+I4yEC+Fyz3EPvc5xpjVxpjVH374YZaakEA+ZRnmeZa2SLYZY5YaY07J0mOvN8b80xjzijFmdTaeQwbPP82PxyQfag8kYyrRY3uMB/90jaNEMi3vPndK5hCRApJW8NEYc5Ix5npjzLXGmKMTHDfPGPPk4JvH7kCjMeZV4AXgEWvtygw8bvYky/RJ9CURkejLIs+/ZFKeEVRG3MgSJytkIIwxlcaYZcaYVcaYJcaYseHrP2OM+QfwIbDVGPOMMWa/DP0GEQnLQOS0BESyvmeoA5N5nqUtMgQWAnHHShmgEhB5zlfmo+GMBnylPkqLSuMeN5CMqejHjoy7vCVefKXO9dpsRiKMMZ8yxtxvjPnQGNNmjFljjFlkjCmE2v95Je8+d4WQzJFPE+MiklPGWpv8IGMMUA/MBUz4ags8AnzDWvtRzPGXAj+11hZltLUpmDlzpl29OkdJAIGAc7Lv1qn6fE62l7Xxj4k91i1Ak8pzhO+XdMfpLAh0BKhcWtlnF7je5pX6+u8C19qqnaXFlTHmpdiTamPMGOBVoDLq6leAWeHLscBrwCRgN6AFmB7bR2WofZcBrdbaa9xuH9K+KFm/sGIFnHyy64YIWdukatEiJwgaz+LFTjBaJM/F6YvOTOGuy4FngTsiV1hrb8tQm9YDM621m5Mdm9NxkQDQ2tnKHa/cQd1jdXT2dPa73XV8lMZj16+pp3lrM1VjqvBP9yvwOEy59UUxt7cA11hrl0Zd90WgARgdc7jFSeo4ISuNdVFIfVGyc6ih/NwlPZ9z24g022O8VOVz22TAkvVFIvGkOuP1LeBkYCPwa6ALmAccj5OZeES4JuPIluoOzpGdEd12uy4pSZz5l2Rnxcj9UtpxOgsiM4Kxz+0xHvcZQe0sLek5HyfweCXwO+AE4GfA7Ti7UB9qrd0AYIz5b+Bi4LvAzwf7xOHSDx5rbSCqDMTPBvu4GZGo7+npgRNOgI6OHdcNxU6Iw2yn83yVi0kmAZzAYrLZWwvUhP+Z8M8ZCT6yowSEBW621t4SfWO4LMQ5AJMnT87QU8pAVZRWsODgBcyYMCP18VEaj61drSVsAtD7RjLGeIDfAKOAa3HO4T4EDgWWAccZY86w1t6dg7bmrVTOoVw/d4GAMx5ranLGQH6/c96W5bb0ljfKt2QO7cQtIjFSzXx8FpgG7BcJMhpjioBfAHU4dRiPiMzAj9jMx3QyfSIZf6+9Blu2wNixMHVqny+LhCeVCTIG084+zALNxMtgxck2ehnostYeEnXdM8DngTnW2j9GXW+AJmBL9PGDaM8+OJtegTNxc4+19r/jHT+kfVGyvqe4GLq7+1/v9To1OLMxAZBGlrYMjNtJSSSQkc1JppEmTl8Uwpnw+DXQ5nY34KfAy8CfIldaay/PUJsqrbXvGGN2Ax4Hvmutfcbt2ELKNhoJND6SgUoh8zEEXGat/Vn458OAJ4FfW2vPizl2Cs5KkWettbOy1eZohdAXpXIOZa3tf3724qt9E0NGj3b+P2cOHH74gAKRidpSVlTGeQedx9TxU/N30nH5cqcEULxJ6GyNPyXrlPkoA5Vq5uOngBXR2Y3W2h7gB8aYDcB1wBPGmMOttdsy38w8Fj3L9d57zpdNm8t5SGymT5KMv6QzXQnun3jH6R7q19RnfZZ8SGfiszDTKHlrL+CumOtW4wQf/xZ9pbXWGmP+AszJxBNba98CZmTisTIuUZZhSYmTZe0mm5tUpZilLQMT6AhQe3dtn5OSyGZftXfXDskk0wj3DeB/cPqXb1lr+23hboz5KfBypgKO0ay174QvPzDGPAgcDLgGHyW/DHZ8pGxnScOncbKkl8XeYK1db4x5BPhiv3uNYInPoUJc8ZcruHH1jX3Pz1ZeQMNve6gJbN9xcORc8J574MEHoa4u7aXG9WvrCXW7j986ejr45f/9Em+JlwtWXcB5M53Ycl71CXm+SaqIDL1Ug4+lwPtuN1hrfxWeafsV8Lgx5qhMNS7vxdaxiBd4hLSK/g72pDLxjtNtNP/jKRguS3TcaokM4AteCsYoIPbN/R8Aa63b9tLvA0l2eBoG/H7nfe+mqMgJQKYyKZJp2V4KNIInHpKdIA3FJNNIZq29Kzy58RvgaWPMdcCPrbUdie85eHldAkKyKlcldaRgRcY/b8W5/U2c8jUSlvgcKsgvn/9ln7qtvednJ0HLtVDRv6QrbA8HJdNcatz07lqCofaEx0Sef8nfnNUvedUn5LD8jiZpRPJTqsHHd4C4RYOstcvCO6YtBVYBf81A2/KbWx2L6JP7SCByAJk+9S/dQajT7dsrtZNKZ8fp0QS7+gcbvB1QdcsKOPnXru1Jt7POaeeuWiIj0WacjWSiBYF4NWfHAh9ls0F5IVGWYWSzGTfp7oQ4kGBftuq6ZnriocACmclOkJq3KqMg26y1G4GjjDHfB64Cao0x37TWvpDlp94deNCpLNFbAmJllp9TckzZzpKi6HpaG8KXPsAtiuWj/4TuiOacQ3ldv19Li0oxvfuu9hUC6qfB/L8nePCenh31/1NpS/NWvJ0QLE3pcCBzfUJGzu8STYxncSduTdKI5K9Ug4//BA5PdIC19jpjTBnOAPyzg21Y3ku0wYPX65zsT5yYfqZPYyNNV9URPNg9zT6Vk0r/ND91D3/X9TYP4P9XkeuXX//OejR1D3+Xhu1zqPlE/3olOe/cU93gR4aTdcDU6CvCu0277jgN7A1synaj8kKiLMNMLH/OpyzjTE885NPvlqJEJ0jeEi9VY7Shz1Cx1l5vjHkM+C3wV2PMNTj1HrP1fPlbAkKyRtnOkqILjDHfCv+/LHw5DXja5di9gPeGolGFwj/NT90q94CZtZbOkHtySLAMmsckefC2trSWGvtbdqVugLsnDKZPyNj5XQ7K72iSRiS/eVI8rgGYZIw5LtFB1tpfAJeSelCzcCWrYzFxorO5zPz5qXeu4RPq6ve68MZZuJXKSaWvzEfD9jn4Ouh9HG8H+Dqg4W6o+Kj/l190Zx3ppINdbQRsO7XmHlp/+H1n84jGxgTHBwl0Ote3dram9jsPhmqJjEQvAQcaY5LOAxtjdsLZZbZfLbZhK5JlGNv3RAKT11/vbHx1/fXOz6kG1qKDfZHPXDC44/rWDH7eAwGnSPmiRc6l24Y1qUw8xD5sR4DlLy9n0eOLWP7ycgIdgR3PN1S/Wwb5p/nxGPevcI/x4J+enYwCcWet/RdwCM4E7A+Av5N8N2yRPuL2UyjbWVKyAacUjQn/6wxf94XYA40xo3HqPSbK1Rt6qYwBsshX5qPhjAZ8pT68Jc6qdW+JF1+pjwUHLaCsqMz1ft5OqNqa5MGLi9Naauyrnk7D/eV9zudS/VYZaJ+Q8fO7wY4/05TKJI2I5E6qQcIHgCJSSM231v48vAnNlEG0K/9lo45F+ITavwbq4uw7l+pJZc0nDqflh3+gfu82msc4X4j+teFaJC7tS9hZA/V7tzlLCWprCax/g/P/spj2bvc6JEM2A5/Jv0GBLbkcqay1i4BFKR6+O3Ax8ET2WlRABrP8OVGwr6cHFiwgMGFX6idto6lqDNUTpw1siU4KGYiBjgD1b62g6dAg1VvBvwZ80YkILhMPCWfxH3u9IDOoIydI8Xa71sz+0AtvxPfT8CYOd0Kc9XkiLpJlGynbWZKx1k5J4/DJwLXAU9lpzQDkySqEmsk1tFzY0mdX+j133pO59XPp6HHPDvGMGo2/uQdIUPa3qKjvUuNk5x5+PzV1dbRc2079NFg7Hm48CDpKUvs9xnvHp3ZglKxkWGey/E6S10yTNCL5LaXgo7V2K3Bzqg9qrb1jwC0qFNmoYxHO5PPhZCjWnuEE/oJlzoyXp8hDw7hzqeiwzhZASdpXUVfnXnvEpX0JO+uopQSNE7uoXbYP2+mm23a7Hz9UnXum/gZ5MtiRzLLWNgHX57odw0KiLOO2NhqfvZvar/YQ+gCCH4HXU57+Ep0UllI3bn3FOTkv6yRY4/SLdbOc/rImUtkqZuIh4RKc246k5YUvUFGgGdRuJ0j+6X4FHnPMWvu8MWYqUEHCM1ERRypLBRMtB1W2s6TLWvs6cHmu29Erz+q4R+9KH+gIULm0ktYu96y/itIKGs54lIr5n4C994aOON3+CSfAffeB30/gpeeo//EJNO3cQ/X73fhvGY0v9twjvGy5oraW+etCNG4J8uuZONmPKUxtvdTyUtq/d14H71I4X9MkjUh+G/7Lo7MlG3UsojL5ajY4u6bVTyMqczFERckNcPFNyQNjabYvYWfd4Tx/oBRq57YTSJLyn2rnPuhixpn4G+TZYEckLyXIMg6UQu1XewhErUQKhtqhsz29+jpJllIH7r2D2s0X9z05Dz9n7RlRu0zGTDwknMXv7KR+89PEnY/P9m7gGRB9giT5I5wF+Z9ct2NEKKCVC/HGPalmGynbWYatIa7jHugIUP/SHTQ99zDVW8A/5Xh8p81z7TsSfT4Bpo6byj677AM7TYQnnuh7XlJcDN3dUF4Ov/89NDTQeM33qJ2zndCXdiSY1NHmTKTGnnuEly0H7r2D2nfq2G7ca066eWtbvE3O48vb4F2K52uapBHJbykFH8P11RqBAHCstdZ1N5TwcY8CXuAL8Y4bNhJt8DAQMZl8FZ0uu6Z1phEYS6N9CTtrnCXb9013MjGTSaVzT7WYcdIA5WD/Btq0pqCoL0pTpk7KE2QZ1yfoF9JaopOkhmv9248QGp2gNMQBpcxfW9Zn4iHQEWDFaysSZ3Xv1BO/TVncjVEKm/qioZNwHFBAKxcSjXtSzTZStrMkUtD90lDVcQ8EaLzzCmrfX0qop5tgqfMi1K1fRcPBF1Fz62P9+o5En0+AF1peoPKXldxQewPn1ZzXGyysf/OPNL3yZ6o/BP+adnxAoCtI7Rz6TthGT6Te1ENF7LlHRQX10yyhlvQqeew7bt+0jock54O5DN6leL6mkjQi+S3VzMevAQcCX070BWWt7TTG/D+cDWrOAG4fdAvzXSbrWPh8sGIFzIpT8DHa9u2wYAEsW5Y4mJBi+/p21j0Eu9qcpd6EN6nphKYxO74g3ZR4SigvLk/auae6E1nKu60N5m+gTWsKjfqiVGXypNwtyzg8m5+oX+izRCdZINQluzJQ6gQ3m3Yv5tWKDQQ7EgQRTz4SHv9db+Ax0n/Eq88EO7K6e5WVOculsrwbowwL6ouGQOw4YHTJaL776HeZs98cDp94KP4TL8YXiFoKmcmVCxnMqEw47rn9aK5sr8FbVkbQZZV+bLaRsp0lgcLtl7JRSz9WYyOBE2dT++1WJ/gX3km6N/h30nZaTpxNxdvv9uk7EmUDRlvQsIA5+8+heWsztZsvJjSqk+ChoT4lYl4fl2DClnCN/dhzj8ZGmq6qI3hwejHiq4+6Oq3jIY/rSadxvqZJGpH8lWrwcQ7wlrW2IdmB1tqVxpgm4BTy4cus0GzY4KTmt7tv5tKruxvuvtupHbJwIVxySe+gOJXlzG7H9OmsH7iVqpXP79ikBqje6pysuwUaik0xp3/qdJbVLovfuYcH8vVvrSBU5r5sIJIpdeq0U1MKUA7aUAx2JJPUF6UiG+UEYrOMW1rg/vup3hqM2y/0njSnEgiNya5snBxd97ab0s51CZu3xxeO65PxGNt/uIlkdfc64giYMWPwWewyEqgvyjK3z3FbVxsA96y5hxVr6rng2z08Gl3zNWKwKxfCQYr6T3bSVNFJ9TOl+BddgO+Pjw4oozLhsuqOdswTT+A5CnDpR7VUUNJQuP1SNmrpRwuPi+qrWxMH/z7ZyfyYviNRNmCsC1ddyEPrHuqzK3R0ZuNZLyWYsC2D5t1jdsQOt7u6uivuWMvNDbU3MKFiQmoHx8jL4F2a52uapBHJT6kGHz+LMzuWqmeA2vSbMwwMdqZ87drkgceInh7n35IlcOON8Oijzgl7kmzBZBmF8w+YD/Xr4O/P93m6RLtwjyoZlTjwGBV8aDo0SDDO2D2SKZWV3dbcZHuwI5mmvigVmSonEAjAHXfAww87Px9/PMwL10QKBODBBxP2Cx7jwb9XLey9b/JAaFR2ZaCoh9oz2vosS+pMtiosajVSsvpMZd1Q2rMjqxtwBq9z56rMwnCXuWw29UVZluxz3EkPnWVwzNfgg2uiPsswuJULgQCNZx9D7be3R23610nd4Z00nH0MNS9+kPbERMJl1aWwaaeojQaNc11eZBtJoSncfikbtfSjhcdFCVdrlEGzt7Nf3xGdDdja2YolfvH7p9Y/1SfwGC0EbBkVP5HD2wFV/4nZETvc7kRjLW+JlxP3PZG3tr3FvuP25eqjrmZCxYRB1dbPu+CdztdEhoVUg4/jgPfTeNz3gbHpN6fAZWKZ49atyY9x09rqLCW4EAJRu7HFZgtaa1PLKHSZYfJ1Rg2Oy8sI2o7UBscxWViJMigjmVLrtqwbmt3Wsj3YkUxTX5SKTJQTaGx0SkC0te24btUquOgieCxcE6mhAV9tLQ33d1E7t33HSbOnHE9xidMvPPhI6oHQcHZl/W0LCG29F0h9idGm/2zq/X+y+kxHvAW/WxETrEhz8Oo6qO9k6Da+KKBNNvJGZusDqi9KR/T7dc89nes2bkz43k32OY7YXgJ3fBoWrI66chArFwL33kHtSdvda7KdtJ2We++g4uwFaT1mKpv69W40eEApzScfSdXhc3OfbZQK9UX5pLD7pUzX0o8WHhclPAfpgKpgKVRVuX7Ht1zYwjG/PYbnNj0X92nea30v7m3BMhi73Vl14cYD+K98qO/vG263j6hzMHZsVOMpLaXhayv7lqMi9dr6BUPnayLDQqrBx+1AOp/qCiDF9L1hIlPLHHfddcBNqP9kJ6Fu92LEkWxBi02QUdhD/U0LmN8ywTk5MP0fq2YDtNxcQf3DV9Mc3JRaKn5MFlbSTKnpfu5bc9/Q7baWzcGOZJr6olQMtpxAIACzZ/cNPEZs3+7c9u67vZ+dmvp6Wppfo37CFpqrx1K1+9Qd/ULTn9ILhFZU0LT/BIJ/Sz3wGNsnJDzR95Qz99+WipJiZwOvAQxeXQf1Dd+n4W5LzUZP9je+KKBNNvJG5ksRqC9KVez7NVqC926qddYw8MgnY4KP7e3w0UfO3zvNQFj9+ofjLsvcXgQLNvyaZR3fSDmDCFLb1A/CGw3+XyccNgPyKesoHvVF+abw+6VM1tKPFp70SHgOAvjXldL4+T2pXVrpGrhbsddFVG48qc9qi2glnmI6Q+7jl7JumPZhnCAi0LDbBVQcdkzfO0WN53onKKZB8xgnUOo/cykVMcHEVGvrFxydr4kUvFSDjxuBmWk87kwgtgLPgBhjjgWuxykLvNxam3713KGQqWWO06enVPOxdyOGMU4moX8NNFV0EoyzEiCSLRj5InU/po3mlfcQeLKb+gNKaarpofqjUvyvF+P7qK33JL3ijw3MPzSNQWVMFlafDErCX7wxGZRDvttaqoMdzfDnWs76orwU7/042OUp9fXQlSD419m5o08Lf3YqANdPUJqB0EBHgPda36PEU0JXnAF8rNg+IWH/UVyC/+F18OAjAxq8JhzUn+ScGFRAZje+6NOALNTzHAky9R29g/qiRCJ909q1cNNNzkZObhK8d9OpsxadSuSMj3poWvkDqu/9If4jv4fvkp+n/F3dNBaC7qsm6S6Ge/kXDy6tTCuDyHUTh07w2JjyD1A49abVF+Uj9UtJuJ6DRIJ/D47C3n8/tQ+e7P4df9dsWq6x3FAFCyKL1Q1EVmEfvdfhPL7hqbjP3e2B2nUwMRgTRNzqTEBU1LmkY8aM5yo6Yf7fI79MGZw2r99dhqx0VS5kKzgtIkMi1eDj08B5xpiZ1trViQ40xhwIfA74n0G2DWNMEXADcDSwCXjRGPOQtfa1wT52xmVq1+TIl0yC4GPfjRjo3UXt3Jc8eE0JQRt/t0SLTbj0x3Z1U3khhOh0Hruzh7rZhob2M6j5xOEDm2FyCT4kW16Ul7utaYY/HzxNDvqivJTs/TiY5SlNTfGDBeAEH6P7tJggaOCkWurfbnCWK03dE3+ZwefWPcYEQiMZhT2hnoSBx0gfFq9PSNp/jJkw4MFrwkE9zslE74kBDH7ji34NyHgQbWTI1Hf0Dk+jvshdokzHeFzeu9Gf446OIJ0mzvvewnHrnAhA//GRpY7raTjoFmqWP5bSd3X1ocfjfWQVwVL327vooaszkHYGUZ9NHN57jaorbsD/UkffwCMUTv0y9UX56GmGuF8qmCSRjRt7/9svg3Ar+CcdTcWLD7B83X3xv+ODrdRPgfNehDmvweKj4I2xsO8WuPrpIh7+Wjt/G1dM0HS73t+EYN/vOcHPmg0xY4V4kw7Ry417epwVKcXFUFREoP5O6tfd16+mY8Ias11BXvvwNZa/vHxAtSBFRAYj1eDjMuBc4PfGmFpr7b/cDjLG7Af8HugBbsxA+w4Gmq21b4Uf/z7gRCD/go+Z2jU5UU2LQw4h8MwT1J6Bay2iGw8MYYqKobt/0CCSGWStjZtJYIAbDobW6McuBWwHR41ewbmV45m2zqb/JRUnC6uiE+avLYPHf+caDMmr3dY0w58vctUX5ZdU3o+pLk9xy56sroaysvgByNLSHX1aTKCh8ZPl1L51NqFR5QRD7c5ypQssDXeP6rskOSYQmmyH6kjwcMWpK9j4n41J+4RM9x+R+k+3vnRr/EF9mXMi0/fKQWx84SbzQbSRIVPf0TuoL3Lj1jelIs57N/I5vuPGc1i49V66i/rfdXQ3zHnDsOwgS90s6Ioa2fbWapyznZYTjqViw3tJv6v9B86j7slF0ONSdiLKQDKI+mzisNNJzmtVUqD1y9QX5aMh7ZcKKkkk5jugTwah1wsLnPFRss2hVkyFU9fChCDc/sfoW3vw/+YF6r7f47prPTiZ04FiZ4Kk5do06k7X1MCKFXDiiVBSAl1dNO5TTO2zJ+0Ya9kS6h7+Lg2n/jFhyYry4nJuePEGij3Fw6MWpIgUlJSCj9baN4wxPwMuA/5ujFkBPInzRQNQCRwJzMXpcn9qrX0jA+2rxFlCELEJOCQDj5t5GdyFK3DQDOpXXknTc49Qvc3g3+s4fKfNg/vuo771GULETpM7bJGH88u/wI0djYSwcTOD+mUE2RI8nV2c+yLccJB7mzp6Orju+esG9iU1iCLBebPbmmb480IO+6L8kur7MdnylHjZkytWOAPcRMFHvx8CAQInzqa+upWmMbDnf+Dio9qdCYyQk73du1zp6xW0jL+airc2uQZCE2UUFptiTp56Mstql6UVPMxU/xFb4zGeyMYRfa/M8BLKzAfRRoYM75SpviiORH1TIgneuxWlFSyYfzMzDv4Ds0/aTlcRdBQ79dNKeuAXT3rY97wQnUV9A4/RQkD9lCDzr7gCrk6cmOUr83H1rP/HgobEm8oEu4KseG0F67asG1j2UKHXL1NfNDhZKOOTg36pcJJEUvwOqB5bjZcygriPf56cApUX7shejOZr62FFPZxwGnQWgY2zs0zIOCu/5v9fZ2rnQ4EAgdPmUj+1Pf5Yy3SB7aL2zlm8ccSD1Bn3J2/vdo7v6HF+v2FRC1JECkaqmY9Ya39mjOkGLgVOB06LOcTgbE36Y2vtVZlrYnLGmHOAcwAmT548lE+9Q4Z24eq3kcFoL3WbG2nYOoMav5+mB89z3aENIFgcwjzxBC0vlFN/0/k0jzGu2T79MoLWtuC/bAU/n9kW97F7n2OgX1KFPsjWDH/eyFVflFdLi1J9PyY6uUmUPXnyyXD//XDSSf03nRk1Ch59FCoqeGzZBZx4Xis9BrqKoLTbGXC7CWGpP7Cc+We7/0kSZRt0224mVkykorTCfZfpLC4XSpaRGS1644gdV2Z4CWWGg2gjRhZ2yszncVHOJOqbEkn23vX5qLn1Md49cTb1n+yk2dtJ1cfF1DbDvgssgSSj2WAZ3L8/nHrDUnyXXJLw7x3oCLD4icUpNfvJ9U+y8s2VA88eKuT6ZeqLBi6LZXyGuF9KmiSSF+dokPJ3gH+an7qHFsTdUKazBDpxz15snAxf+aozORLv/uBkUK6d+yU47MCUzoca77yC2m+39paTKOuGjrhjLXjgcj/nLj6P616+EWMMHT0deEu89NgesNDe07+0V8HXghSRgpBy8BHAWnulMeZu4Ezg88DE8E3vAo3Ab6y1b2ewfe8Ae0b9vEf4uth23QLcAjBz5sw4W64MgTQDbLEn0bVVtUl3J6v+xgV4/7HEtRaRtwOq3u+mYmsr88+6MeFS4D4ZQYcE4CcPUr0VSrucL9Zkkn1JuQYIKnyFO8jWDH9eGeq+KO+WFqXyfkx2cpMse3LjRnj/fbjjDnjkEef6446DefOcwOObjzFr83V9vkU6E3yjRDa9ivsrJdqhOlyzdsfkTA/BrrY+y4xq9jvG5VEHL1FGZnT7PCFLw4OWihLPgHfRTkkWgmgjRhYmwXIwLgLybDIkWqK+yU1xsTOhkeS9G+gIUD/6ddbePo+tLzzNrqvXYrHcX9WTcqLlk/tA5Xe7aDjzKGqOOStuplkqn/mIzh4n8hDpt4644wiWzlrKvBnzhn8NNfVFAzMEZXxy1S/FaUt+nKNBSt8BvjIfDeMXUvvOEjrDWdZuOjxwyskw93Vn00+A2WfA9ji1YmPd1PEsc879adzJish51JoP1nDzh8toj0oOidcmcIKTdYd3UvLSTXTaTkqLSinxlHD+wefT0e2sYnO9X7wxmjbaFJEMMtbm9nsgEWNMMbAOZ4nAO8CLwOnW2tjckl4zZ860q1cnrLGcF/plOJZ46Q51Y7G9g9lo5cXlLJu9jFOnnUrltZMIdPXfitHXETUL5/XC9denHuxrbCRw4mzGntcad9lSrMVdh3DVlP4DeLffLbL0u2DriQQCUFnpXsfK51PNxywwxrxkrU1n18asMcYcClxmrZ0V/vligERZA1nti5K9H994A/bdN/H79ec/hyVL+j90KdRPh6baQ6g+6SzXzMJAR4Dx/29877KdVHhLvFx/7PUJJywql1a6Zhj6Sn28cf4b7LtsX/fbO+CNIx7kkTGb+2VEDjZTctHji1jyt/6vU8R/Vf4XZx1wlpNh3snQZXe3thZuJnmByae+CHonQ9YRNRkCnBZvMmRIx0WJ+qZYJSVw+umwbFnf927MyW5jzWRqHzyZrlCXs2TQAgbKOyHkSTzp4cbXAS3/U0oFpU4Wd0ymWbLPvCfkPG88ZUVllBaVFvaYJx3qi9KzfDksXBh/8jDB2D0P+6K0xkaFco5GIEDrlEmcMruVldWJD43slH3ui3DdIaklcET4Sn2uq8hSLfXiKtw/uj3XlUdeyeInFsed5O03RnObxI5MLmijzREt3/oiKRxpDdmMMZOBg3C6thettRuT3GVQrLXdxpjzgVU4s/u3JQo85p04s0Vuy/iSfbm0d7fz2ubXnBm5rz3qfCl1tBM0Xb1ffA13R6X/p7kUOHDQDOqvO4vPPnsdL0wi4XIBCGdZrnwe1q3pk02V6Hc7+rdH89b33mKib2K8h81fmuHPK0PdF5Fv9WeTvR8feSR5TUiXDKXenWINBIufx7tyjetSwvq19fSEetJqcmTTq7i/UpIdqh9peoSQdX/OLgP7/OUkikZ5+xRQv/qoq1n8xOI+j5fu0shkGZlnHXDWjsF6KUOX3V3IyzWHkRz0RZDPddbc+qZ4ysv7Bx5jTnYDu4ym9ty2PpvsRcYn7ZEMozgn2/GEgPrqTub/vRNmzXIyvKPakKjmW0mPs7Ptmt3iP35HTwcdPR0jp4aa+qL0DEEZnyHsl14Eqo0xe+MkiXwVZ6l3/hhI5p7PR8UfH2XuoqN4dq8O19VmEZFyVdf9V/oTIW6ryNIp9ZLucxkMnji1IPuN0bTRpohkQcrdpDHmGmAhO4Z41hjzS2vtD7PRsAhrbQPQkM3nyIoESx7rR7+e8pKeaFvatgBRNRtvWkDzynuoer8b/9qYXdPSWArcuKGR2rtmEwq2EqzEGaok0VvbrLPvF1H9uvjLldq729n7+r154htPFGY2QKHXrRwmctUXpWJIaxslej/+6U/JT25+9KM+9boCpU7gMfokPxJwm33XbK466io2/mcj1WOrWfPBGrptd/y2WSjtcQbiXk85nuKSPptexf2VEuxQ/aeX7yXY5b77bG8QItzeSLtjN4wYSM1a/zQ/davc65olC6jK8JbDvii/66zF9k3Wwg03OJeJJu5aWgjUHkl9dSdNY6B6K7QXtTGA7WsSCpbBa+PCP7S1OaUlFuzoKxLVfPOEYMLHsG7X5BlOqqEmrrJcxmco+6W8TxIZTG3Nmhr8f/o3dcv2Adu/RmIsAxT1QE+cWoxu3JY6p1P2ARuutV3iJIUk2nQr2BVk08eb+k3ylhWVYa3l3Jnn0mc1pDbaFJEsSCn4aIw5DajDCUu9jtPH7gvUGWNettbem70mFqAks0VN952Vfho9MHbUWOfhI8sIq8ZQ/XERp67t7ht4hJSLfffOsHW1Olk7EDVcCf/f7rjeNcsSer+ImibH3zQCKPxsAM3w51QO+6L8rD8b7/2YyslNTIZS/b5BQnGyh1q7WvnBYz/oU7S8rKgs7rLrkh5YuhI27QxVbRb/w+uoGDMhtV/JbYfqG2+k+n9vxDsL902x0s18SiMokCwjsyD7MRm0fB8X5bzOWmzfdMklBO69g/q3H6FpV0v1ocfhP3AGvflHjY00futIas/v7N1UYXSns6lC0pP5yDgl1T7AOllKxRYueQZ8jzzSJ/gYXfMt0pbyTmgvcZ7iiSpSmqSNDSwM9WZZkqeyuFFPLvqlvE0SyUDmnm/MRBq++XhKS6A7iqEEDz1pTJdE6llHS7T5XqyKTrj68fBYaytsL4bFR7mPkyLPFZnkveKZK1j63FKn3FeokxteXMZNz/2Khu1zqPnE4bB2rTbaFJGMSzXz8SygG5hlrX0KwBhzFPAoMB9Q8DFaktmiPde9n/ZDlnhK2GfXffrXUzy2nLovQcP95dSsa097KXCiGbbSHvjkFpgQgPFtMDEAUzfTP8sSer+Iqj8bf4lihLIBZBBy1Rfl/9KiaKme3ERlKDWtv5Vg8fNxHzISaExlUFwcgnn/iNSfLYYHHxl40L6lBRYswF8KdbPiHJNG4BGSb34TK1FGpoxYuRwXpTQZkk8at75C7eaLCY0OEWwN4n36Wer+8iOnBMKuMwicOJvab3f2ybxuS3HjhpIe6Eoj2wgDoSJY8nm48SB4tHkrsTlQNd+4hJYpN1K/Vytrx8NNBzn3ay/Z8RhAwqBndGDBrRb2gHbHlsKX3TI+Ol+LyFDmXvT3//2v3c+T6590nXj1lng5v+wL/GrrSraX0LePAPdMapfVE4lKvcS6/0/lHPOWx8ngLioiUAY/OtbgvAXiP5e1lhtfvJGuUFfv7ZGVJbXmHlp++Acqtvc4pTHaXbI+E2ToapJFRBJJNfj4aeCPkS8yAGvtE8aYPwKHZaNhBS1ZPZfNH0IaBYkBukJdXPTYReCBtqilh8FQO5Q5yyVbttdRUTU1raXAiWbYOovh9bGwZvcEGY8R4S8i/7RT4y5R7G1zmif+IlFy0hdlbWlRtnYRTOfkJpyhVP2yxbtyTcoz7iWekj4D12geC/XTYP7fGfAMee8A9s7rqD4AateFC7r/lzOG7yh2+qVuj/Nzexp9qlu2QTKuGZkykuVyXFRQkyGJakHX3l1Ly9grqf9kJ10JNnFJxGNhdAe0pZsVbaC1DGqnv0JLZ2vfyYRwzbf5tbUsL+ugKOQ28HEmaXuMe3Zm5GQ/6e9fqCtBZOCyV8ZH52sRGaytGfn+P3XaqVQurXQNPnqMh0s+2I9LrlvJHZ+GRz7pXH9cE1RvgZP9ECotcWr1J1g9kajUSzRviZeNt/wCXiuHp56C++/HZ4pouCO4o3Z3Ka7PlSjxJATU793mjN/iiZOhq0kWEUkm1eDjrjjp+7FeB76SsdYMF9XVBHYZTf0+bb11i/xrwBfehXrjrkXQf7PqXvFO6tt62iDOHg+h4iLqT5ma9slxshm27vA7JJLCX3tG1I7a0cJfRL6yChrOaODo3x7t7ErpYiAn/iJhOeuLMr60aDC1iFKR5slNqgPeiHiBR3D6i+Yx4R+S1LBymyV/9f1Xdwxgdw1SPhvO/jKUdzmTIqVdUNIN578A338e9v0uJK/ItINqNUoG5LIvyu86azESnujaEPXrH2HtTp1pTSD0snDexoksn/Su680lPfFroPW2obi4dzVGv/5o/Rs0/eZMgq0rXe/bWQz+f0LDJ+ldou3tAE9pae/J/vKXlyf+/bO1EiRbk1uSGdkp46PztYjB1NaM89lJWoblsdehxMuC1UEWxGzq3XLTaOovP4XmqRMTrp6Ifo7tXdvj1tcOdgVpDm6CU38EF1zQm6FYE3TO0+qnQfOEEqp+8gv8B87r81yJEk/6jN/Ky53LoqKkGbqaZBGRVKQafPQAbmeaXaS94G34a6yZTO25bX0GonWznKzBmm0eqg89Du/Tz7p2/GVFZUzZZQpvbHkjreccaDZhugGHEFEZTeD6RVQzuYa3vvcWe123l2uAImRDOvGXgRoefdFQ7SKYxsmN26C6tKiUzh73jJ+yojKnVpDL7d4Op/4QkLCGldss+QWrLqAn1MP27u29x0WCEpGNZSIbPdx4MFzyrNO31p4BoQpvn5MBt92uVatRMiSnfVHe1llzkfBEtytI81jYulMR2J70XzkDZaGoPoCoACBOtvQNB5N4t9rw+Mk1a8fUce5B5+J9wX3MhoU/7AcP3Qsbd3ZO2qu2gv/Mq6gIZ/ok/f2zsRIk25Nbkq+GxxhpMCKBwzVroCdOxkai2ppJPju9y7BX30Hzcw9TtQX8U46jYtcZ4J8Rt+RNRU8R889cltLYLvIcCx5ZwL1r7nU9l+pN5HBZXl7RGT5P85Y6mZGH9n3ORIknfcZv7e3O7zN1atJJ7KSTTCq3JSKksds1KZXXlkBHgNoHT+67Y2x01uAxK/AfeCh1f/mR6/07ejrSDjwCeEtGDyib0C3gUEIRXXFSLINl0DwWOOQQ+PznnS+kmC+iQEeA+/91PzbOW8aYkTH+kawp/L4oT3cRjK1tuMdOe/DDx3/YJxAY4TEeikyRa/DRA/j/PRp8RXFrWCWaJU9VCKj/bCnzXyuj5ZgV1O+0sV9Nxm/M+IZqNUq2FH5fNAQSnuiWeKk69Hi2P/3EgEIj3k6o2mkKNe9vpeXaDifbJxIAXOv8gW46KMljlHjZY6c94vZHN75wY/xxi4GOEmdJZZ9VIWbHIDDp75/plSBDNbkl+Wrk9kuxgcNI5l6kdmGy2popfnYqXniF+bUXRwUon4Uf/Mh53CQlb1KtiVhRWsGy2mU8+PqDdHX2Dz72ruCo/3nay8sTJZ54cPpOAEaPds7z4oxHo3+XV99/degnWfo1SNneIvkuneDjZcaYy9xuMMa4RaqstTadxx8WEs78VHip32kj88uO6RfwGyxPaxv+j/dMfqCL2IBDS2sLK9b+njaXgIO3A6q2AG/8E157rd8XeCRzoKOng+6Q+1IBg9EMmAxG4fdFGaxFlAnxBsOBjgA/fPyH7neycH/rbE42v99RW6jTqb/W8MHRVFzjT7jMO1FfmapgGTSfciR8+3dUVFTg1qNEajVFfsef/+XnKoIumVL4fdEQSHiiazz4Z87Dfm0D5f9ckvbSa48F/0V3wq3TdmT7xGi4G2Z/q4RWE6dGLQaLjdsfWSznzzyf6/96De24Z2f2WxWyaVPvbYl+/x7bQ211baJfMX15OrklQ2Zk9ktugcPIZinW7sjgS1RbM5XPzqmnJg9Qxil5syO7uodgVxteW0Ldw9+l4dQ/UrPfMf2eMuky7w4L770HxcXQ7XLOFWd5ed/HDbfFrbZ/Wxvs6X5uGZspXlbkVnQ33IyhKLelbG+RgpDOl80AFsOMPKkur4kO+K14bQVPrn8y7vLGWGXdUNzTd2lRw91Q8T9z4d13BzSjHb2ZQqAjwIP/etD1uN4Zsc7wpjdRM4FumUxutOGMDFLh90WDqUWUYYkKhL+++XU8xn0XCM/27Wxc9Xta1tIv26ii7P/gugcS9kWJ+spUeUu8VB0+N2mfpyLokiWF3xdlSoKMk6Qn0KUV+L9yCXVv3kh7l3tB7LJOJ8OwvNspw9A79uEMKiZXwcKFsGSJ631rtnh5t/IXXDFlI7987lpMV3fvhlUeoOG+Hv408bmEYzdjDN+pOIzrgn92PyZBndvo378r1NW3HraFfZftm9m+KM8mt2TIjcx+KVHgsLg4YQZfr1Q+O6kG92Oey3W1h+kC20XtnbNoOWYVFYf1D0BGny++9uFrbN6+mTHlY3j9uT8x47zZ+NpD7oFHcIKuMcvLoyebrzzySgyGTa8+S9VN9c74LfZU9OST+2VLu/0ubpvwRGS9zrayvUUKRkrBR2vtAPcgHHnSWV4TCfit27KOlW+6FzOPNdqU8ubNRTyyx/a+J/udAK1wxRVw9dWD+h1cTxQiGU2xu11HfdGmmsmkDWdkoIZNX+T3x60LlLAWUYYlKxA+/7Pz45+Qlzon2xawxtlZ0Zrweq+Y7Bq3zMpkm12lIpUBbcEVQdeyoYIwbPqiTEgh4yR2hUVsCQRfmY+Grz3aL0DZE+pm7j+6Oby5h+PWOTvI9o591nup2PBrpw2XXELg1huo3zvYf6M/j4eK0+ZxtbVc8tUbqN+rNWb8tJ3Xl9+P97jEYzf7uUq8j/zZtX5ksjq3NZNreOP8N9j7+r37XN/e0057T3tm+6JsTG6pXyoII7pfykTQPZXPzrp16T9PIED9becT6tgeP3P6Rycw/7HNrkGyitIK9h23LxesuqDPeVndt8P7CWyI8/vYvivw3SZiDYbzyj7PugnF3Ge6d/SbvY3rny2d7HwvUi98yOpsK9tbpGAUfpp9nkm6vMjlRDmVk/CyojJKikp49OMTmPDhPcz/MM6BS5fCJZcMeoanz4nCA7dS9ejz7jNiUV+0qWYyaadZGfF8vqR1gYZCsgLhW9u3JixKboHKC3HZXCtITbhfiJd1uOKUFXGzKlNRVlSW0oC2oIqgxwZxRo+G734X5syBww/XCb/knzQyTqJXWLiJG6B84RXnsQgx/+/ufWXjtleprbOEtodLQET6ogdHUXNr+Ljly6nosK5Ls/2vFVE3y73WdWTMYq2l7slF0NPW/xiS17l9pOkRij3FrhlC/fqiwQT7Mj25peWMUggyEXRP5bNz333pPU/489NUs53gIXF2ri6D5p174gbJXCdRw5MgtWfE1JuNbXP4MRNNxC7pXAWHxGyQGglougRUk53vHTnlSGZMmDF0dbaV7S1SMEbuDFmWRLIGfaU+vCVewJk195X64p4o+6f5456ElxWVUXdoHTfU3sC7F75LzScOh7L4dTUwxvmiyYDIicJVU85i/jqv+xdb1BdtJIgaT1lRWcLXIRWBjgDLX17OoscXsfzl5QQ6Ei/xFslbNTXOifn118Pixc5lS8uQnswlKxOxU+lOCWq3OrvIBsp2bKoVLHN+rj0DWvfZo89gN/I8wa4ggc4AJ//+ZFacuqJPX5mq8uJy1i9cn9IyxaSlMJ5a0TdwkivRQZzIILqtzalZdc898P3vQ2WlcyIjkmmBACxfDosWOZepfiZSyThJQ++446irmH/AfGeskKSv7O1netp6T8h7+6KvF9F68GecKxOcoPo+aqOhfW6f/mh08WjKisr48r5f5r419wHQ8I1V+Eoq8IY3lPFSis+UOcu/r/lVwj485V2vGxudz3pkKfnChel99iOTWz6fM0YD5zJyfaqTW4EALFsGRxzRt18KBnf0V63uy+RFhpzf7wTb3KQadE/ls5PO80R9r1e/3403zspkbwdUvd8dN0iWcBIVp/SNq6jAW8JsxXA2Zp8xXCTD2yWgmuh8z1viZe7UuX378GyLBJ5dGzS0pYxEJDFlPmZBsuVFsZLVQ+pzgu33w4IF8Z+8szPzMzwpzqInyvos8ZRw7axrmTdj3oC/iFS3TYadioqcLgWpHltNeXF53xpkYaVFpSz/+/J+u7yWU0JJRxfnvgg3xNlFNmSgfjrYtfWErHs2UciG2Pifjb195a0v38rz7zyfsL3R/eKEigkp/46JsjerVj4Jl1fmPosnURAHnEAkqH6RZN5gMtuGKuMkQV+Z+MTc7sgoTJIZVfOJw2n5+q+pX1PPU+uf4v5/3U+xp5h7/nkPf3z9j73jjZYfvEv9mnrWfrCWLdu3MHb0WF4fP5UZ007FVxb/c5lSWZ5M1S6LBGxdNr1ISeQ90dkJXe4b9Wg5o+SVTK0oSfbZSed5or7X/WucrEI3vZnTcYJkCScuouvNxooKvKVTZ7vPBlougduBrPLLqjwpZSQiySn4mCXJlhfFSjlg6fPBwoUErltC/XT61zbKxgxPil+0aQVR01RwddtECkBtVS1nd5/telu8DbC6PZZ/3jmaW/dv6814jBUshebgJkKvbyDY1X+JIuzI9In0ldu7tycMPh6999H4p/vTXsKTcJAM+F/udE6wcx3USxTEiaYTfsmkwQa78mDzrJQzClM4Qa0oreDUaadywaoL+kzKxI43+tVfS2EyNKUT9jvvy1ztsoFObrm9J9xoOaPkm8EG3SOSfXZSfZ6o73Vfp7OcufaMvqVqejcN7SmKGyRLOom61eVO0Cfwlk6d7WAZNO9eDL5RroHbVDYRG1J5UspIRJJT8DGPpBqwbPzWkdQWLXGpswY12wY4w5OsvlCKX7TpZn2mqqDqtonkEbfNXnxlzme7obmB8qJy2nv6Zz5icS2M3h3qZvo5Hr7/fAnezi73zRdKvFSN3gO7/Jd4v4RrkDLdjadO3P/EAX3G+wySOzsJ0tF3wB+JseY6qJcoiBNNJ/ySSYMt1J8HGScpb/SX4glqsvHGHa/cwcV/vjjtydCUTtjzoXZZsizsCC1nlHw0VCtKUnmemO/1mg1Ofcb6aVEbZ/17tBN4TBAkSzqJujbmSpd+LdFjxPLaEqpmnw6/Xxa3Tdk63xuwTAWeRSSrFHwsMIGOALUPnkwg6mQ+cmJfewa0HLOCinQ72lSXXKX4hZ5u1mcqUs5sEJFeyUoVNG1pcg88gmvgMaLDdnLj57yYHg/Y/kWMPMaDf43FvlZE3ZfcH8PT3dNnac7G/2xM+LtsWvscHJSg5EQCvYPky06h+YWVUbvcRh2U66BeoiBONJ3wSyYNNtiVBxknaS0BTOEENdl445F1jwx4MrTfCfvoPfCvsVTc8Ceofh323DPnmaQpZ2FrOaNIYi7f6xWd4eXMZWVOGa0FU5MGyeJOXGBoGL+AijoDe+zhHLxpk2u/5vYY8XjKyvF/ZxkkCSRm43xvUHJcykhEklPwscAkmpHvHFXKKZt+ydyXN+Dfqxbfgw3Jd0rMVH2hLEs5s0FEgNRKFVSPrcZLGUHiVEFPwBo4/8DzuPGlmwiFegiaLrwlo/GYIieL54Y/wUdt8ZcZMbfPDLnzGR/tukzb2wFVt6yAk389oP6oN/tzrKU6WMqpazv7b6CV66BedBCnp2dHjcdYOuGXTMrEsukcZ5ykvQQwyQlqwvEGZdjurkFNhvaesDc2wrExQVtjwFr3Ow7VZz9ZFnZpqRM40XJGkcSSTc6kUWc6E5mGsY9hreWG1Tdgrc390mkRGRGMjTfIKVAzZ860q1evznUzsmbR44tY8rclCY/xesrxbG+n4f5yata1J/6iW77c2Ukx3onH9dfnxSxSoCNA5dLKPoGUCF+pTzUfhyFjzEvW2pm5bsdA5bovWv7ychauXBg3YH/9sddz6rRTqbxqHAHjXt8xmcXPl/Dj50qo37uN5t2LqfpPEf4rH6LisGP69C2tpS7LjK75VZ++JdARoPIXuxGw/TMxfR3Q8j+lVNQcAXPnxp9McdEv+7MTPDZcpmJD9JP48mOypbXVCeI89RSsWAFFRU4gcoAnLDJ4w7ovCgScnZTd6vvly2ciRa2drRlZAphwvNEBVzaWsfhoQzDUv6+K9K1Js4ESve6jRjmfe2sHFawYsERtKy2FpUth3ryCeV8MJ8O6LxrOIt/rebgcOFP9powshd4XSe7kbeajMeYy4Gzgw/BVP7LWNuSuRfkhlYLBwVA7lEHt3HZaroWKRJmM+VBfKAV5V9xYJM+lUqrAV+ajYfxCat/ZUUM2Vd5OqHqvi4qPupwlRHQ7/0442elnopYb9S4zivD1L6zuK/PRsH0OteYe92LsrZ2wciU8+2zKO/G6Zn+Ga1TWnuHUXqooGfwS0UR1NdMWycqaPx9+/eu8PWGRYSIPlk1nSqaWAPaON+6aTSjYSrC0b180470OflQDuPSXKe/0mqiuoscDV18N5eW5+exnMFtLRBja5cDJavjHNi3flk6LyLCWt8HHsF9aa6/JdSPySToFg0M42Ua9J/1uxePDy2sCXcH+u2eX5FdtsbwrbiySx1ItVVDzjUtomXIj9Xu1smIqPDkFOkuSP77HuhQ5hz79TOChFdT/+ASadu6h+v1u/G+NxpegsHrNJw6n5Yd/cDIpI1mSbrUZIaWyEAk3jigvo/6HRzB/77kETqqlfv0jND3+p7SDh8nqag6K6hfJUFCh/n5qJtfQMu4q6v90Ic3ezn59UcP95U45ieKigU2GJpv43bQJrroqc79QuvSeECk8qdbwFxHJkXwPPkqMdAoGB8ucZY47rnDJZPT7abz2e8w+CbqKoKMYyrrhglnw6IMhasLZSRnN7BkEzdCJpCblTRh8Pir++Cjza2s59d89VJ7bRrJF2GW2iIa7e/rXTYTefqZxQyO1z51M6Lhigl0deG0JdZ4QDac+SM1+cQbBfj8VdXV9syTjSWEn3oTZn7aD5sNm0PjJfam9ed8BBQ9TqaupyRHJpKytClGgu5+KNzcy///ce8Oade20bK+j/pSpA5sMzUStzWzTe0KkcBRIDX8RGdnyPfh4vjHmG8Bq4EJr7bZcNygfRGcArnhtBU+uf5LOnv4DZG+Hkzm044r+A9pAKcw6PURbVHJQR7Hzb9bpId4vhVeymdkzCLkMiOZLMFYknrRKFYSzXHz19TS8+RRHcB9d9MR97AUVR1Cz5W+A+4lzYJ89+gflTBfYLmofPDl+UM5tuV88KZSFSJb9ucdOLu1MI3iYMLMyya63IoOgVSFDIUmAsKJq6sA/34l2ty/QTaU0LhLJoUSlHFwma/V5FZFcyGnw0RjzBDDB5aYfAzcBPwds+PJa4Mw4j3MOcA7A5MmTs9LWfBPJADx12qlULq10DT56iFkW6TKgvePVO2gLue902xbq4OaXbubypy/Pu8yerC51zOPnFklHWqUKwlkuNcxn6Qv/xQ8e+wEdPf37Bm+Jl6mfOxE8/+f+pB4P9dMsoacHGJSLXu63YgU8+SR0umQfpZAdlCz702IHFTxMpa6miBSobAYIh1GtTdC4SCTn0qjhX5Cf1zRrWYpIfvLk8smttUdZa6e7/PujtfZ9a22PtTYE3AocnOBxbrHWzrTWzhw/fvzQ/QI5FOgIsPzl5VzxzBWce9C5VJRU4C3xAs5u174OpyZRRSfOgDYy0I0Z0D687uGEz3P732+nK9TleltXqIv6NfUZ+X3SEb3UMXLiH+wKEuh0rm/tbB2Wzy25YYy5zBjzjjHmlfC/2ly3KR2RiYqrjrqK+QfMT2myYN6MeZQWlbre5jEe/DPnOf2Jz+f0L9Cnn2kKbhxcUC6y3O93v4OyOLvgpHDyH8n+9JX6dvSPJV58pc71G/8zuHZGMivdRNfVFMmw840x/zDG3GaM2TXXjRm2IuOm2H6uogLOPRd+/nNYvtx9V+hURCZarr8eFi92LltaCq42m8ZFInkgkqntJmqytiA/r42NUFkJCxfCkiXOZWWlc72IFJS8XXZtjJlorX03/ONJwJpctiefxM5YlRWVEbIhjtj7CKaNn8bU8VPxTzmOik88MuhC4YHOAO3d7a63tXe389rm1wb766Qtl0sdtcxyxBpRyxxTWrKdYEOC6pdfT2mzm+QNGXx2UKLsz9c3D66dKdfVFElDJlaFjMQVIVkR289ZCzfc4PzLxIYOGa6rmIullBoXieSBFDO1C+7zqlqWIsNK3gYfgSXGmM/gDLDXA9/OaWvyhNsGB5GlkaveXMVfN/yVR7/2KBVjJqQ0oD3+k8ez6s1VcW/f3bs7b//n7bi3b2nbkkbrMyOXSx21zFJGipSWbMc5cc5oUC4Du67G26hqsO1Mq66mSIqstUelcpwx5lbAdfmCtfYW4BaAmTNn2sy1bgSK9HOBgJNt0xqVGZRHJ8G5WkqpcZFIHkhxsrbgPq9p1rIUkfyWt8FHa+3Xc92GfJRoxgqgtas1rVqM82bM46LHL2J79/Z+t40qHsXMSTN5oeWFuPcfO2psag3PoGSbSGRzqWMun1tyKqXNr4ZbttFAd5fPeFAuS7uuZqKdadXVFBkkrQrJoTw+CXabmB6q+twaF4nkiRQmawvu85pGLUsRyX95G3wcaVJdKpNoxioinbR5X5mPx77+GLPvmk1nqJPOnk5Ki0op9ZTy6Nce5fXNr1NeVE57T/+l1+VF5UwdPzX1XzJDcrnUUcssh6dMbX6lbKMdhiIol4klhplo50CDtCIDoFUhuZLsJPi1oS9DE5HLpZQaF4nkkSSTtUP1ec1YCYhILUu3vjeFjQdFJL8o+JgH0lkqk2jGKiLdtPmayTW8+4N3XU++Z+w+g7pVda7Bx5KikpwMKnO51FHLLIenTCxzlP6yGZTL5BJDBQ+lUGhVSA4lOgkGpw7kSSflZMOYXC6l1LhIpHAMxec1oyUgUqxlKSKFQcHHHEt3qUyiGauIgaTNxzv5ztdBZS6XOmqZ5ciiZY75J5dLDEVkhEp0EgzQ0ZGz2o+5XkqpcZFI4cjm5zXj47MMbDwoIvlDwcccS3epTCQYOPvu2bR2trreL9PLXPJ1UJnLbCVlSo0oWuaYZwput0YRKXyRk+Cjj4b2/qtBgJzVfsyHpc8aF4kUjmx9XrMyPsvAxoMikh8UfMyxgSyVqZlcw7sXvssVz1zB0ueWYoyhs6czqxmJGlTKSKVljvmn4HZrFJHhoaYGvvMduO4699tztAFCvq5SEZGRJWvjsyxtPCgiQ0vBxxwb6FKZitIKrj7qai754iV5l5EoIpJNuV5iKCIj2LRpebkBQr6uUhGRkUPjMxFJxFg7vDZknTlzpl29enWum5GyQEeAyqWVfWpjRPhKfapdJiOWMeYla+3MXLdjoAqtLyok6jdlKKkvkj4CAaisdC5j+Xw5qfkoI4P6Isl3Gp+NDIXeF0nueHLdgJEuslTGV+rDW+IFnJkhX6lPS2VERFyo3xSRnInUfvT5nExHcC4j1yvwKCIjlMZnIpLIsMt8NMZ8CLyd63aEjQM2p3SkwcNoxlBMGd100MZWLO4Ve7Mj9bbmltqZWfnczr2steNz3YiBKti+KPcKpd8slNdU7Rw89UWZlc9/62gJ21kEnrEwphzK2qFjC2ztYUjHbRHD4vXMI/ncTvVFmZXPf+tohdfO3J/XJlIoryfkb1sLui+S3Bl2wcd8YoxZXSgpyYXSVrUzswqlnTI4hfR3LpS2qp2ZVSjtlMErlL+12plZaqfkm0L5W6udmVUo7YTCaqtIKrTsWkRERERERERERLJCwUcRERERERERERHJCgUfs+uWXDcgDYXSVrUzswqlnTI4hfR3LpS2qp2ZVSjtlMErlL+12plZaqfkm0L5W6udmVUo7YTCaqtIUqr5KCIiIiIiIiIiIlmhzEcRERERERERERHJCgUfRUREREREREREJCsUfMwyY8xlxph3jDGvhP/V5rpN0Ywxxxpj3jDGNBtjFue6PfEYY9YbY/4Zfg1X57o90YwxtxljPjDGrIm6bowx5nFjTFP4ctdctjHcJrd25vX7UzIn3//WhdIXQf72R+qLpBDk+99afdHgqS+SQpDvf2v1RYOnvkgkvyj4ODR+aa39TPhfQ64bE2GMKQJuAGYDU4HTjDFTc9uqhA4Pv4Yzc92QGLcDx8Zctxj4s7W2Gvhz+Odcu53+7YQ8fX9KVuTl37oA+yLIz/7odtQXSWHIy7+1+qKMuR31RVIY8vJvrb4oY25HfZFI3lDwcWQ7GGi21r5lre0E7gNOzHGbCo619hlga8zVJwJ3hP9/B/CVoWyTmzjtFMkH6osyQH2RyKCpL8oA9UUig6a+KAPUF4nkFwUfh8b5xph/hFOqc57aHaUS2Bj186bwdfnIAo8ZY14yxpyT68akYHdr7bvh/78H7J7LxiSRr+9Pybx8/VsXUl8EhdUfqS+SfJSvf2v1RdmjvkjyUb7+rdUXZY/6IpEcUfAxA4wxTxhj1rj8OxG4CfgE8BngXeDaXLa1gNVYaw/AWX6wwBjzxVw3KFXWWovzpZyP9P4cRtQXDZmC7I/UF8lQUV80ZNQXZZ7en8OI+qIho74o8/T+lGGnONcNGA6stUelcpwx5lbg4Sw3Jx3vAHtG/bxH+Lq8Y619J3z5gTHmQZzlCM/ktlUJvW+MmWitfdcYMxH4INcNcmOtfT/y/zx8f0qa1BcNjQLrj9QXyZBTXzQ01Bdlnvqi4UV90dBQX5R56otkOFLmY5aFO7WIk4A18Y7NgReBamPM3saYUuCrwEM5blM/xhivMcYX+T9wDPn1Orp5CJgX/v884I85bEtcef7+lAzK8791QfRFUJD9kfoiySt5/rdWX5Q96oskr+T531p9UfaoLxLJEWU+Zt8SY8xncFK61wPfzmlrolhru40x5wOrgCLgNmvt2hw3y83uwIPGGHDes/dYa1fmtkk7GGPuBQ4DxhljNgGXAlcDvzPGzAfeBk7NXQsdcdp5WL6+PyXj1BdlRt72R+qLpECoL8oM9UWDpL5oxFNflBnqiwZJfZGMFMYpdZDFJzDmNuB44ANr7XSX2w1wPVALtAHftNa+HL5tHnBJ+NArrLV3xN5fRERERERERERE8tNQLLu+HTg2we2zgerwv3NwiqtijBmDE/U/BKduxKXa5UlERERERERERKRwZD34aK19Btia4JATgTut4/+AXcI1DmYBj1trt1prtwGPkziIKSIiIiIiIiIiInkkH2o+VgIbo37eFL4u3vX9GGPOwcmaxOv1Hrjffvtlp6UiMmReeumlzdba8blux0CNGzfOTpkyJdfNEJFBUl8kIvlAfZGI5INC74skd/Ih+Dho1tpbgFsAZs6caVevXp3jFonIYBlj3s51GwZjypQpqC+SnAgEoL4empqguhr8fvD5ct2qgqW+SAYj0BGgfm09TVuaqB5bjX+aH1+ZPo+SPvVFIkNAY6ikCr0vktzJh+DjO8CeUT/vEb7uHZxdn6Kvf3rIWiUiIlJoGhuhthZCIQgGweuFujpoaICamly3TmREadzQSO3dtYRsiGBXEG+Jl7pVdTSc0UDNZH0eRUTyisZQIlk1FBvOJPMQ8A3j+C/gP9bad4FVwDHGmF3DG80cE75ORCRrjDG3GWM+MMasibpujDHmcWNMU/hSm1+NRIEALF8OixY5l4FArlvUVyDgDJoDAWfQDM5l5PrW1ty2T2QECXQEqL27lkBngGCX83kMdgUJdDrXt3bq8ygikjc0hhLJuqwHH40x9wLPAfsaYzYZY+YbY75jjPlO+JAG4C2gGbgVOA/AWrsV+DnwYvjfz8LXiYhk0+3039xqMfBna2018OfwzzKSNDZCZSUsXAhLljiXlZXO9fmivt6ZrXcTCjm3i8iQqF9bT8i6fx5DNkT9Gn0eRUTyhsZQIlmX9WXX1trTktxugQVxbrsNuC0b7RIRcWOtfcYYMyXm6hPZUQbiDpwSEIuGrlWSU9Gz4RGRWfHaWmhpgYqK3LQtWlPTjnbFCgahuXlo2yMygjVtaerNeIwV7ArSvFWfRxGRvKExlEjW5cOyaxGRfLd7uBwEwHvA7m4HGWPOMcasNsas/vDDD4eudZJdhTIbXl3t1Cdy4/VCVdXQtkdkBKseW423xP3z6C3xUjVGn0cpDCpHIyOCxlAiWafgo4hIGsLZ2jbObbdYa2daa2eOHz9+iFsmWVMos+F+P3jifK17PM7tIjIk/NP8eIz759FjPPin6/MoBeN2VI5GhjuNoUSyTsFHEZHk3jfGTAQIX36Q4/aMPLnc7KVQZsN9PmdHRp9vR3u93h3X58PScJERwlfmo+GMBnylvt4MSG+JF1+pc31FqT6PUhistc8AsXX3T8QpQ0P48itD2SaRjNMYSiTrsl7zUURkGHgImAdcHb78Y26bM8I0Njq1FUMhJ9PQ64W6OmcwWFOT/ef3+53nc5Nvs+E1NU4Nyvp6JyOzqsppnwbNBccYcxtwPPCBtXZ6+LoxQD0wBVgPnGqt3ZarNkpiNZNraLmwhfo19TRvbaZqTBX+6X4FHmU4SLkcDXAOwOTJk4eoaSIDpDGUSFYp+CgiEsUYcy/O5jLjjDGbgEtxgo6/M8bMB94GTs1dC0eYfNjsJTLrHRsA9Xjycza8ogLmz891K2TwbgeWAXdGXRdZ6ni1MWZx+GdtfpXHKkormH+APo8yfFlrrTEmbjka4BaAmTNnuh4jklc0hhLJGgUfRUSiWGtPi3PTkUPaEHEk2uylp8e5fSgGiZoNHx4CAedv2NTkLKf3+53gch6y1j5jjJkSc/WJOJMj4Cx1fBoFH0Vk6L1vjJlorX1X5WhERCQVCj6KiEj+SrTZS1sbPPXU0M1Qaza8sOV6+X5maKmjiOQDlaMREZG0aMMZERHJX9XVMHp0/NtXrIDW1qFrjxSm6OX7kWB2MLjj+gJ8D1lrLRB3qaO1dqa1dub48eOHuGUiMpyEy9E8B+xrjNkULkFzNXC0MaYJOCr8s4iISFwKPoqISP7y++MvuwYoKnKW0Yokkmj5fihUSO+h98NLHNFSRxEZCtba06y1E621JdbaPay1/2ut3WKtPdJaW22tPcpaG7sbtoiISB8KPoqISP7y+WDOnPi3t7U5NRhFEkm0fD8YLKT3UGSpI2ipo4iIiIgUCAUfRUQkvx1+ePyl116vs/mLSCLV1c57xU2evoe01FEyKdARYNkLyzj2rmM59q5jWfbCMgIdgVw3S0REREYIbTgjIiL5ze93NgZx4/E4t4skUoDvIWvtaXFuOnJIGyIFr3FDI7PumkVbV1vvdaveXMVFj1/EY19/jJrJBbPhkoiIiBQoZT6KiEh+8/mcHYl9vh3Za17vjusrKnLbPsl/eg/JCBXoCDD77tl9Ao8R27u3M/uu2bR2Ft6GSyIiIlJYlPkoIiL5r6YGWlqcjUGam51lsn6/gkaSOr2HZASqX1tPV09X3Ns7Q53Ur6ln/gHzh7BVIiIiMtIo+CgiIoWhogLm6wRZBkHvIRlhmrY00dHTEff2zp5OmrcWzIZLIiIiUqCyvuzaGHOsMeYNY0yzMWaxy+2/NMa8Ev63zhjzUdRtPVG3PZTttoqIiIiIDBfVY6spKyqLe3tpUSlVY/JvwyUREREZXrKa+WiMKQJuAI4GNgEvGmMesta+FjnGWntB1PHfBT4b9RDbrbWfyWYbRURERERSEgg4S/ebmpxd1P1+p3ZonvJP83PBqgviZj+WekrxT8+/DZdERERkeMl25uPBQLO19i1rbSdwH3BiguNPA+7NcptERERERNLT2AiVlbBwISxZ4lxWVjrX5ylfmY9Hz3iU0SWj+902qngUj37tUSpKVfdUREREsivbNR8rgY1RP28CDnE70BizF7A38GTU1eXGmNVAN3C1tfYPce57DnAOwOTJkwffahERERGRiEAAamudy4hg0LmsrXU2M8rTzYtqJtfw/g/e545X7+CRNx4BA8dVH8e8z8xT4FFERESGRD5tOPNVYIW1tifqur2ste8YY/YBnjTG/NNa+2bsHa21twC3AMycOdMOTXNFREREZESor4dQyP22UMi5PY83M6oorWDBQQtYcNCCXDdFRERERqBsBx/fAfaM+nmP8HVuvgr0GRFZa98JX75ljHkapx5kv+CjiIiIiEjWNDXtyHSMFQxCs3aMFhEZrEBHgPq19TRtaaJ6bDX+aX58ZflbV1dEUpft4OOLQLUxZm+coONXgdNjDzLG7AfsCjwXdd2uQJu1tsMYMw74PLAky+0VERERkTwzkBPSjJ7EVleD1+segPR6oUo7RouIDEbjhkZq764lZEMEu4J4S7zUraqj4YwGaibX5Lp5IjJIWQ0+Wmu7jTHnA6uAIuA2a+1aY8zPgNXW2ofCh34VuM9aG71ken/gZmNMCGdjnKujd8kWERERkeFvICekGT+J9fuhrs79No/HuV1ERAYk0BGg9u5aAp076uoGu5zJntq7a2m5sKWwa9QGAk55jqYmZzLL7wefMjplZMl6zUdrbQPQEHPdT2N+vszlfn8DPpXVxomIiIhI3hrICWmi+8y+azZXHXUVG/+zMb1sSJ8PGhqczWVCIScD0ut1Ao8NDXm72YyISCGoX1tPyLrX1Q3ZEPVr6pl/QP7W1U2osbH/d0ddnfPdUaOMThk58mnDGRGRvGaMWQ8EgB6g21o7M7ctSpNmXUWkwAzkhDTRfVq7WvnBYz+go6cj/WzImhpnV+v6eqfGY1WV048q8CgiMihNW5p6J4liBbuCNG8t0Lq6gYATeAzsmAzrLd9RW+t8p+g7REYIBR9FRNJzuLV2c64bkTbNuopIARrICWmi+wB09HT03h/SXNJXUZHXu1qLiBSi6rHVeEu8rn23t8RL1ZgCratbX++Mvd2EQs7t+k6REcKT6waIiEiWRc+6RmZbg8Ed17e25rZ9IpIWY8x6Y8w/jTGvGGNW57o92RQ5IXUT74Q00X3cRDIoRUQkN/zT/HiMe2jCYzz4pxdoXd2mJveNysC5vrlAMzpFBkDBRxEZVowxY4wxO2fp4S3wmDHmJWPMOS7PfY4xZrUxZvWHH36YpSYMQCqzrjK0AgFYvhwWLXIuo5fjyLBgjFlqjDkli09xuLX2MwVX/iFNAzkhTXQfNwW9pE9EpNAFAvh+W0/Dx1/GZ8rxlowGnAkmX6mPhjMaCnezmepqZ7WRG6/XKd8hMkJo2bWIFBRjTCVwMVANvAr8wlq7xRjzGeBOYFr4uL8C51hrX8/g09dYa98xxuwGPG6Med1a+0zkRmvtLcAtADNnzrQZfN7BKfRZ1+FWq1JL4EeKhUAF8Psct6Og+cqcE8/Ynas9xhP3hNTtPqVFpXT2dLo+R0Ev6RNJwhjzKeAy4IuAF3gL+C1wrbW2O4dNkwwJdASoX1tP05am9DbSygdRY6KaYJCWXUZTv38PzeecQdWnD8c/3V+4gUdwxqx1de63eTzO7SIjhIKPIlIwjDFjgP8DKsNXHQ0cZYyZBTwCjMUJSE4CaoAnjDHTrbUfZeL5rbXvhC8/MMY8CBwMPJP4XnkgMuvqFoDM91nX4RaoU+HxYcEYc2aKh+4bfay19rYMNSGShW2Bm8MTH8NWzeQaWi5soX5NPc1bm6kaU5X0hDT2PnvstAeL/7yY1s7+ZSYKekmfSJgxpgW4xlq7NOq6LwINwOioQ6cCVwKfB04Y0kYOsYIOyqWocUNjv8mZtDbSyiWXMVHFR23Mfw5Y8xC0/BoKOfAIzmR5Q0P/sazH41yvMZ+MIAo+ikghOR8n8Hgl8DucQfPPgNtxdqE+1Fq7AcAY8984GZLfBX4+2Cc2xngBj7U2EP7/MeHnzom0BtSFOus6HAN1Kjw+XCzHCQAmYnEmQWoAE/45U8HHhFnY4bIQ5wBMnjw5Q0+ZWxWlFf12tU73PjMmzEgrg1KkwEzAybYGwBjjAX4DjAKuBX4NfAgcCiwDjjPGnGGtvTsHbc26QQflCmDVRaAjQO3dtQQ6d4yTIhu2zL5rNlcddRVvbn2Trdu3suuoXZm+2/T0ArCxr0FtrRMwy9RrMlLGRDU1zpi1vt5ZbVRV5bx2hTaGFRkkBR9FpJB8BXjRWntJ+Od/GGOOAY4F5kQCj2GXAH7geDIQfAR2Bx40xoDTd95jrV2ZgcdNW9oD6kKddR2Og9JCXwIv0VpxTubbXG4zwE+Bl4E/ZfqJk2Vh520JiBwbSAalSAH7IrA38Gtr7Q+jrl9ljDkaeA34BjDsgo+JgnIp7W5fIKsu6tfWE7Lu46TWrlbqVtXRFerqva68qDz1AGzsa1BeDmef7Vy2t2fmNRnKMVGug8kVFYU3ZhXJMAUfRaSQ7AXcFXPdapylQ3+LvtJaa40xfwHmZOKJrbVvATMy8ViDMeABdSHOug7HQF0hL4GXaN8A/genf/mWtbYx9gBjzE+Bl621l2fyifMtC7vQDCSDMl+MhCWkklGfxsm4XhZ7g7V2vTHmEZwA5bAQ/fl4r/U9ekI9rsdFdreP2w8U0KqLpi1NvWNAN9GBR4D2nnbae9o5+rdH89b33mKib6L7Hd1eg/b2vpeZeE2GakxUIMFkkeFOwUcRKSSjgNgRyn8ArLVu20u/j1NcfdhINMuddEBdaLOuiQalALYAE7pysQQ+17P9w5C19q7w5MZvgKeNMdcBP7bWdgzB0+dNFrYMnYKu6ya5Ehn/vBXn9jcZJjUfYz8fJZ6SfoG3iKS72xfQqovqsdV4S7wJA5Bu2rvb2fv6vXniG0+49x+JXoNYg3lNhmJMVEDBZJHhzpPrBoiIpGEzsFvMdUHggzjHjwU+ymaDhlqiWe6kA+pC4/eDE2Bxd8MN0Np/84isCwRg+XJYtMi5jB7QJhNZAu/zOYFVcC4j12d6ANzYCJWVsHAhLFniXFZWOtfLoFhrN1prjwIuBM4D/m6MOXgInvcta+2M8L9p1tr/zvZzSm5FZ7xH+v9gV5BAp3O92yY6MmJFz8pFStHEm23y0X9Ct+AEOgLMvnt2n89HvMAjpLC7fQGtuvBP8+MxAzud7+jpiN9/JHoNYgS6giz/9/0senwRy19eTqAjz8ZEqQSTRWRIKPgoIoVkHc4ujb2stddYa+OsG2FvYFPWWzWEIrPcbpIOqAuNzwfnnRf/dmuHftCYiWBeZAn89dfD4sXOZUtL5pf+RM/2R04igsEd1+cicDsMWWuvBw7Eqf34V2PMVcaYkhw3S4aRVDLeRcIuMMa8ZYx5C1gSvm5anGP3At4bmmZlzxXPXpFWAD7p7vaRVRdu8qw8iq/MR8MZDfhKfb1jw9Ki0pTvH7f/SPQaRGmcDJUXwsLSJ1nytyUsXLmQyqWVNG7IozHRUAeTBzNBLTLMadm1iBSSl4CFxphSa21nogONMTvh7DK7fEhaNkT80/zUrXJfopJ0QJ1IppbmxnmcrNQqG+oMhEwu3RmKJfAFtHSs0Flr/2WMOQS4FLgY+DLJd8MWSUmyjPcVr63g1Gmnqv6jbMDpdyJLBjrD130BeDr6QGPMaJx6jxnfEGsoBToC/PK5X6Z0bHlROSVFJcl3t8/yUuBMj4diN9LaY6c9WPznxSkFZINdQe5/7f7+/Uei1yDye5RC7RkQKAPCFUfS2tQnWjbHRNmoKxlvzKzakiIJKfgoIgXDWrsIWJTi4bvjBAGeyF6Lss9tkNpwRkO/2l8e40k+oI4nU4OlOI/TeM/V1P5z8cBqlQ1g0Ji1TRkKLZhXQEvHhgNrbQ/w0/AmDneyIwAgMijJ6ro9uf5JKpdWqv7jCGetnZLG4ZOBa4GnstOaoVG/th6TqDxLNAPrvruOCRUTEh8XWfIbO57xeAa9FDhbtVtjN9KaMWEGtXfNpqurg3biL0GHOP2H22sQ2eU6fFl/QCkh454HkLQGeaxs1qbOdDA53ph5xQo4+WTVlhRJQMFHERmWrLVNwPW5bsdgJBqkRs9yV42pwj/dP7DAY6ay+eI8TqAUav+2wJkZj1ydzsx4moPGQQ3skw1+Cy2Yp521c8Ja+7wxZipQAQzFBjQyzCXKeAfo7Omks6cz/WwjGbGsta8Dl+e6HYPVtKWJzp6EC2F6FZkiHln3SGoBschS4Pp657u9qsoZEwwieBRduzUiMh46/PbD+cyEzzB1/FSuOvIqJu00acDPA1CzAVquhfpPGl7ZBX49E7rjnPV39HT01n/s03+4vQbHHQePPALNzTSNe4Vgq/teZ2nVIE9hAnxQk8qZDCYnGjOfcAIUx3mR83GCWiQHsh58NMYcixMAKAKWW2uvjrn9m8D/A94JX7XMWrs8fNs84JLw9VdYa+/IdntFRPJBokFqZIAYGUAHOgLct+a+gQ3KMpXNF/U4gVKonw5NY+C9CuiJk5SQ0sx4GoPGVF6zuCflqWR/FlowLxc7awvQmwX5n1y3Q4YHXyc07HQutR9eR6cJ0UG363FpZxtlWday0EXC9tx5T0qLSlMKQKa9KV+GlwInqt3abbtZ/e5qVr+7mjv/cSenTz+dPXbaI/7nJtFkaThAVhFoZf7/OVf5X3OWSHcUQWe8+FhHO/U3LWD+mct2PJbbaxD+ufrl5XhXPuuakZ1yDfIUJsAbt77iPql80gpqGjekli2ZqWByojFzTw90xJlvzMcJapEcyGrw0RhTBNwAHI2z6cOLxpiHrLWvxRxab609P+a+Y3BqJ83EqV/yUvi+27LZZhHJX8aYUqARCADHWmtd15KEj3sU8AJfiHdcPktlg4H5B8wf/BKeTGXzhR+ncbIzwA0BwTIo7o4/257yiUCKg8ZUX7N+WlrgqKP6Dhrdsj8LLZiXxaVjI91I6ouGi4INhIUnRmpCIVq6Ojnlqx5W7uN+aNrBlSzK1vJSiW+k9UuNGxq5+M8Xp5z5mOtN+RLVbo11z5p7ANw/N8kmS10CZJFMSKf/cB8nBU0XzSvvgZ88mFLZnYzUIE8yAR649w5qN1/sPql85yxabhpNxUdtqZULykQwOdGYubsbSkqgy+XjlI8T1CI5kO3Mx4OBZmvtWwDGmPuAE4HY4KObWcDj1tqt4fs+DhwL3JultopI/vsazq6yX040WLbWdhpj/h/QAJwB3D40zcucZBsMNG9tHlymX0SmsvmqqwnsMpraM9r6LLGOF3iENE8EUhg0JnvNXIuqNzbC0UfHn62Ozv7MVDAvm7WNYmVh6ZgAI6gvGnJZ+Hy4BcIuWHkB5x18HlinpmJtVS0NzQ35FZyMyQqqAOauCfFspTO5EyvXwZWIjHw3pfWEQ9in5rcR0y9F3mOD3uV6CN87yWq3uun3uemwyUvlxAmQVXSG+4+9Swia/m8PbwdUvd+9o99JUnYnstP2oGqQJ5kAr3/7EUKj40wqA/V7tzH/7wxdbcVEY+bRo52xoVvwMR8nqEVyINvBx0pgY9TPm4BDXI6ba4z5IrAOuMBauzHOfSvdnsQYcw5wDsDkyZMz0GwRyVNzgLestQ3JDrTWrjTGNAGnUIAD60SD1MgJ5oAz/aJlKpvP76f+N+cTZ/7a/eEHszu3i7Q3ZYgMsNvb4z9obPZnOsE8t5OaV18d+p0QEwVuddI+UCOmL0rXoDIMs7BTaKJA2JK/LgGgvLics7vPpryonPae9vzJ0nPJCvKvgbpZ7odnuk8dqIx8N6VKu8tGGzH9UqL3WImnBI/xUOwpThwQy9Z7J873arLarYn0fm5etslL5SQIkPnfGk2dJwQusWkP4F8b/qGnBxYsgAkTEo4NYnfaTqUGeZ/viEnv4d9lNL6P2vof6PXStKsl2BpnUrkMmsfEeQ2yVVsx0Zi5qAgefNDZdEarTURc5cOGM38C7rXWdhhjvg3cARyRzgNYa28BbgGYOXOmzXwTRSRPfBZnpj5VzwC1WWpLVqWynOXnf/l50uzIpDKVzefz0XTWXIIb7ol7SImnhK5Q1+B3544j2cC+t6j67UfTsuAtKh58JP4gPqK42Ak2BgKJayDFcjupueAC5+e2qEF2LndC1En7YIyYvigdg97wKRObX8VIFKSIaO92JiDae5zLrGbppcMlK8jXCQ139y1v4e0Ez6jRGe9T+0lxsiKVzP2MtScL75kCNmL6pUTvsa5QF3X/VcfU8VPjB8Sy9d5J8L3qq6nplymYqt7PTVMoeamcH/0oboDM11PE1Yf/nAVPXugUNTM4l8DVTzjZkYAzTrn3XieLL3o35w39ayzG7rSd8OXp9x0xmrpz22i421ka3ofHQ/Whx+F9Ok5dyQ6o2hrnNciWZGNmrTYRSSjbwcd3gD2jft6DHRvLAGCt3RL143JgSdR9D4u579MZb6GIFJJxwPtpHP8+MDZLbcmqVJazpJIdmZIEg6V0spiqZxyO990/urZndPFoTpl2ChMrJg5ud+4Eol+zjp6OuHWgQh3t1H95b+bvPTf+ID6iuxvuv9+ZzU41KJfopCaeod4JUSftgzVi+qJUDXqp7WA2v0oQFEunzlq/p43N0htkpnCgI0D9S3fQ9NzDVG8B/5Tj8R0/x+lb3B4zTgZT706205zMn6qt4H/bQ8XCzwzo90xJGpMVGftuSiZTG6YNHyOmX0r2Hps6fmrigFg23jspfK9GZwr+/d2/c8PqG1J6aG+Jlz122oPlk16gaXYx1e9341/jTEbsOChcKidBgCzw0AoWN57sHB/ZDDB8ufgo+MarUQHIyPLhyO8wa5aztLgtxRqLsS+P63dEG5Q5kyl96jeGg3n+A2dQ95cfuT5en0zN2Ncgm5IFGDO8UZHIcJLt4OOLQLUxZm+cYOJXgdOjDzDGTLTWvhv+8QTgX+H/rwKuNMbsGv75GODiLLdXRPLbdpyyV6mqABKsqc1vyZazJMr0M8akt/zOZbCUbhZTovYUeYpYVrss6xlEkdfslN+dwso3V7oeEyyF5tEdTlAxXu2ePndIMyiX6KQm0XMM5U6IOmkfrBHVF6Vi0EttB7r5VZKg2EDqrPU+bXSW3iAzhRs3NFJ75yxC29sIljo7fdStX0XDod+l5oNyp/xD7GMmWOJX0YlT6yzCawceMEkWUE1zsiIjG1GkIlMbpg0fI6JfCnQEaO9up6vHvaxlSu+xbLx3Uvxejc4UnLrbVBY0LEj60CEbYvGfF2NtiOAh3Xg7nPILfTIGo0vlxAmQ1a+7L34/jTOh0adfiRVZuTGAycqE3xEVXuovP5n5707sE8zzgctE/Gg8rU62ZEXsHHO8ckGZLjGjAKPIgGQ1+Git7TbGnI8TSCwCbrPWrjXG/AxYba19CPieMeYEoBvYCnwzfN+txpif4wQwAX4W2XxGREasjcDMNI6fCcQu5CgoiZazRDL9Zt01i7auvvVyekI9vPLeK32ChOlkMQ4kiykjxcczoKK0grlT5/LshiRLdYqKnLpGqUo1KJfopCaRPfZI/z4DVWgn7flXm3LE9UXJ+o9BL7UdyOZXKQTFBlNnrTdLL9XgW5z3aaAjQO1dswn0tEFp+O7hDWNqz4CWa9udiFHkMY88Eq69FubN65/BFM9APrepBlTTnKwYsu+CTG2YNnwMeb9kjDkWuB7nPG+5tfbqwTxeMtGTop2hvpGntN5j2XjvDOB79byDzmPO/nNY/MRi3tj8BruM2oVn1j9Dj+2ho6eDsqIyij3FWGyfzXX69B83jcZ6PNTfeC5Nz/18R/9c4es3XknYT5dB87ioddipiHz+Tz016Xd00u+IqRPhe1f1u811Iv7jPalYdjJ4UygXpBIzInkj6zUfw0WPG2Ku+2nU/y8mTkajtfY24LasNlBECsnTwHnGmJnW2tWJDjTGHAh8DvifoWhYrszYfQYePP2u3969vU+QMN0sxpSymKr7DzYHUnw8GxJm3hBeqtPZBmecAQ89tGNQWlLivlMhpH5yn+ikZiikEqgrpJP2/DxxeJoR1Bel0n8kyjAsNsW0BFoIdATibz4zkM2vUgiK+ebPH3Cdtd4MqjvvSx5823ffuO/T+tGvE4rTr7hmG3V2woUXOrXbGhp2ZDCtWAFPPuncHivdz2062YwDCKoMyXdBpjZMGz6eZgj7JWNMEXADcDTOxqAvGmMesta+NtDHTMRtUjSixFPCL47+BfNmzEvtPZaN906i79XSUnjlFVi+vN938oSKCdz+ldsBp69tfLuRbtsNgMXSHerGGNP/MYFQaQlXzNubG3dZR+j16wnSkXB8l3C5ui2h6pMz4W//SH38EgzCU0/tqGmd4Du62rsn3k5n9Um/5+6EKm/8CVjXifhUaiuqxIxIXul/xioikr+W4UzJ/t4Ys3+8g4wx+wG/B3qAG4eobTlRv7YeG2eWOhIkjB6wRwacwa4ggU7n+ujZ9IikM9T/eAoqK2HhQliyxLmsrITGxt5B4lVHXcX8A+bnZLOGSOaNz5TjDZ+nezvA18GOpTpeLxx+uDP4vP56WLwYTjvNqWkUJVAKyw+ARbOLWT7RCaAk5Pc7Jy/p2rQp/fvEamyM+3dJuY35dNIefeIQOWEIBndc39r/vTtERkxflGr/4Z/mx2Pc31Pdtpv7/3U/lUsradzQ6HpMb50yn8/5bIJzGbne7QQxxaBYJBB2/bHXs/jzi1n0uUVUlFbgLXGep7y43Lksci5Li0op8ZRw7kHnYq1N/jxr1yZ8nza99xpBOtzv7rZjKzgBxsj7HJwMpt/9DsrK3NuR7uc2lWzGiEhQxU2CoGfWvwsG8p7JF4GAE4hatMi5DCT5XknNUPdLBwPN1tq3rLWdwH3AiYN4PAIdAZa/vJxFjy9i+cvL+3zfJpoULS0qpbyoPOkuy72P3VRP4KEVmX3vJPpe7eyElSvjfyezo69t7WrtrVnd2dNJR09H76ZYsYKmi1/utJaA6ertYxKN7xL1056ycvyX35/e+GX0aKevSOE72v9SO544SZUeC/41qT8tsGPp81VXOZduf7N0+jkRybp82O1aRCQl1to3wmUbLgP+boxZATyJM+MOUAkcCcwFyoCfWmvfyEVbs8Ft2WMqSx0HUostcTH30VTdsgICUSfTg5xJTmdJeKpqJtfQsuAt6r+8N82jO5xNGdZG1QiKnKxH1+4JBJzNZcIaJ0fvKtuNt/V+6pY+mHj33njF3ru7wRintlusRFlLqS45TmeGP1O7nGdbntamHEl9UaL+Y3vXdo757TEcXHkw03ebzopTVnDy70+mJ9RDW3ffUhApbT6T7k6hiTKNRo92HmvRIqiupsLv79PPXfKlS/pk5R33yeO47rnr+OXzv8Rg6Ax1csMLN3DTizfRMPlcahJlCm/ZkvB9Wt28BS9lrgFI1x1bY+7f+z53+9yWlYG1cO65zmWq0slmHIoMw4GWVijE3WWzlM2dg36pEmepd8Qm4JDoA4wx5wDnAEyePDnhgyXLsB5MaQfXxzYeGl5YwYxnm6h/+xGadrVUH3oc/gNnEPvOS2mM4vb5/P/s3Xt8nHWZ///XNTmVzswqLa5gSwU3EaWsKFZc13hg5dRRQAUZsK64xmWXg7sQdr+tylf9oj/BuqDdL6Cy/bLCWmG0LEuVQAWF1awnCqK2CE1ALCUI2HqYTtpMkvn8/rhnksnknmPmmLyfj0ceSWbumfnck5krc1/39flcswaa/7NSoVibT+e497HCj9/nu6JLIiw9bPY+ZJrM+Mm5PN4JsWNgaAn07BsjestNhP/2IhgcJHzZRxk4LPszlRf/AqRPCr+3Cidgc7XaEjMi85ySjyLSUpxzV5jZBPAJvAZW5+ZsYsA48DHn3OzFYypU73WNcuV+cO5q6+KiOy/ihCNPYHHH4llrPsL0emU79+ws+wN7wWnLEymiv2zzH2gFCaFyp4SXI7T0MPrW3zv9QTpZJMmWdfAQb5sksmaUeFahUcnde/0OiCMRb2qmX/Ix3wF8OQep5SbqWuGgvYkPHBoVi6C+8ajQAf+Em+CHu3/ID3f/kEVti+ho62Dz2ZvZ9PNN3LL9FsZTs6caZw6Iz155tv/BfDkL+RdKio2Oek2l8rxvcqfxxcfiXL/t+qmKI8h6v//heka6jJDf0xAIwNKlU6/TGQffeyG6PUH0maX0hztgfHby0bdja7bc13nmffvpT8M113gJx2QSrrsOvvjF0hNYOYnbmUmDTqIvWz6dgKn1yYpyk3F+icpWaf5Q42mgjYxLecZzA3ADwKpVq/Jmx0tZZ7rSLuqF7vuU/3wXAQK4xY7EvgTB+79P/39/dMbnj7I+o2T/X73tNm+ZhDGfqmef/8mFYm0+ziCZ52g+3+e7oksi5Hw2iL9sObFFwwzdeh09e43oQ0nC7bMTkjNP1kJwLEn/0/0MPNpDb+QsGB+ndxeMXO0tNTG8hOmTwh01Wu6lwqnwIlIbSj6KSMtxzn3GzDYBHwTeCByWvuoZYBD4d+fcr6v1eLVa16jUaj+/D85jk96H2a2Pb817/5n1ym7dfmvZH9gLnh3/42mEfv81/wdNJLwP3Dt3llS9Ukljm7KVm2RLbx+78SJSe2/BO06bqaTuvaEQ8fdlEiw76XnGEd2ymfDpZ5V2AF/uQWolibpm79jY5GtT1jsWQf3XWSu1W/SByQMcmDzAWV8/iw8d9yHfxCN47+/7nryPS7deOvcTDn5JsewqnexpgFAwuVOwQhxH7IsX0/eh6/3fu48+CsEgg0sTs6p6+k+BgeWdDLzjLlbffDLjY/sZa4euCeiYxL9jaza/1/kf/whf+MLU+rTxTogdlfASh2tPJPrNXxFectjs+8qWlbidlTRIJul/fh0Du46d/ntUcrKiBp20m3QN2NLVoZq7jnHpaeDwrN+Xpy8rWykzNCrtol7ovnNP3OZ+/nDOlf8ZJfN/dedOuOsu38f1+59caqwFb33GQHKcCx6A61433YBmxjYFErKFmhlm78OMxOvx4wSti/5TOhkYeRO9m74/FWvjnV4MmXGytgsgSeTrZzDSFphqwx5K+nTU7qrRci+FTlBlpsJ///utFUNEWpiSjyLSktIfnD9Rp4ebWtcIwMwy6xpVfLBfzpn0UqfiZD605nZ8rPQDe96z4zffCsE78ie6vvtd7wN3CQeFlUwJr2iKdrlJtlCIoVceSuIH+RMoxbr3Fprm1fs/TxU/gC/3ILXJE3UVaYGGEnWORVCDeFRIud2iUy7FntE9eQ+iF3csZvMjm6dOoMAcTzjkJsVGRqYrHmcNLn9yp+iUziWWP/l27LHE116a5+AbIr+/js3jfwWBNlx7GzBZ+gzp3Nf54CCcdNJUNdXsxOEY/de+jIEP3FM4kZtO3MbPWE1kzb6Z4+4ExvfN/nuUE0dr0Ul7PjSPqFM1d53i0gNAj5kdiZd0PAev2rJspUyprrSLeiUVhZnPHw5X9meUKWX+Ty411v7Fsr/gQ4mXE/3kZtzoKNce77+dw+X9fOcr52RB/F2R2YlXNwYGkZfcx8hEciqhGDvGi0F+UqlJYkcemJ1wzOjs9OKCc14VYrlLLxQyx6nwIlJdSj6KSMsxsxXA6/AWVn/AOfdUkZvMVdF1jdLjKmlto3Kr/Ur54Ly4fTFnHX0Wh4UOmzWFptwP7EWTe4USQjA9xaiED3TlruHkm9C7+1IGXnAhvbuo3gdWiq17mb+iAIr8jW8/q7QES7kHqc2UqKt0/bZcTb42ZQNiEVR5nbVisuPH/vH9U11Y80mMJ1h60NK8TQ1SkxO0HUiCT8fTkiqK/WQnxdaurSi5U9L7PetxvDh561ScPHDth0ht/4LvfY+lkpx+y+kzEq7JDkjiJQ5Hrs6qfuzogPFx4i9cTOzoSYY+dBo9O2/14nAS772QXrrBt9qoE3AHSkvk9vYS++aVpO79J3Czp4ZW/PeoVSftJl0Dtix1OElUr7jknJsws4uBrXhLQNzonCu0iEBepf6/raSLejkVhRmZzx+ZzxqFtsmrzP/JmVh74s0nzogV2TrbOnnhohfijn4dLvCfAHlaDuI1yyqVz8mC2L9fTOrUPF22zYgd10nfj7zANbTEv/oSvKY4wy9uB3z+d3R2estHgNeIpxYVzXOYCi8i1aXko4i0FDP7F+ASvHWLAJyZfd4598+NG1V6ICWubVRutV8pH5xHJ0Y5LHQYV57ov4RTqR/YS6rI9EsIdXZ6U1h8dyr/B7qevRBMpg+Yc+Qm+Aom9J5ez8gX0usGVekDa+F1LyeJvjSS97al/o0LJnrLPUhtlkRdtadFNunalPMhFmUUO+GQiR8X3XlR3rUcM4IdQVb+6Ur/Ex4Yp/1sP1872v+2pVQUF1XC+8Zvf8upEM/EyUxjnXZrx+GY9IljwIx1JHOl8NY/6/sp3pTx97yHwZdMEFl0G6n2dhK7vkbwmTu8OPwnF9CblXwrWG1UYuJwKPGUV83kIzGe4LZHbmPnnp3lNQIrJ0lYTpyrpGqwWidCqqXGJ4nqHZeccwPAwFzvp5z3X9Epw2Xcdz6Zzx8OV/FJyEr+J/eu6OVX//grXvavL/PtcJ2cTHL343dz35P3cdE/TnLCE20Yk74PH7BAaScP8pwsGFoMiTxv4wRjDB/cMfV7z15vmQn/6d+L6f7DJL7Jx64uePe7vfWwa1nRXOFUeBGpLv/T0iIiTcjMzgX68T5UPwo8lv65P31drVRtXSMov9ovujKat4ooo+iHYKY/sF954pX0HdfnW/GYSe5lxpcYTxBPepfvS+6b3jiTENqwAdatg7/6q/wPXOCgMHrh9QTypEYC2IwDjsJrsnkH8CQS0x+k9+3z3bZUmSqEcGeYYGAR4CVKw2PpddqOPMpLtPko5W88uGuQZdcs45K7L2H9D9Zzyd2XsOyaZQzuSt9nNOodpPjJd5Ca+3fZsMH7vV7rGGUfxGSvtzfXv0nmwOHKK73vjU88NioWQZXjUdHXYVqoM8S1kWtZ1L6o4P1lEgWZhOWGUzew7o3r2HDqBkYOuZITdrUR9M91EbSuonGsqCLvm8E3Hu67vz979mfT7/eOoDeejiDhzvCMCvHsOJnp6D3hJph0/gmAYhJdXuMFANraiF9zJZHwFuLuwOw4/Jur2ZcVVwpWG5WYyM2c3Mrnu09+t+Drwle5nbRLjXOZRKUfvxMyg4NeNdUll8D69d73Zcvyxu26yCSkwuHpfQkGpy+fQ2xrcFyakxn/bwu8/6p536HOEAe1H+R7m0wcK/T5a3xynP0T+4mPxX2vB6b/J3/2s7B6NbzpTfCZz8Cxx+a9yWHhw7jnr++ZMd5cY5NjJN0EW4+cZDTPSY+ST+bkOVmQSSj6CXYE6f5A/9TrOLo9f1IhYG1EP7Ml/2v+zjuLn6yolnJjiIhUlSofRaSVfAjv1Okpzrn7AMzsROAuoA+4pUaPW7V1jaD86byZD86rN62emQDMUmjtxlKVvf5i9lTHjRu9RbvLmUqW/sB7wQPwhb/wjpDG2r0PuwFg4EUXlTz9fMYBPFRt+kzvil5Gzn+M2GlHMrw4qzNj8gBwIO9Z+UJ/48Udi1n+J8uLT72vtJKxnk1kcquKDhxo/WmRpWlULIIqxqNyl4DInoI9nhqfUZmT6XadnSiYVaEUW0v0oST9J/iPJ5Aqc40yPwXeN/Etm4ncflbB/c2tEI/0RLhz6E6++dg3venVEweYTFWWaPQTHIPuRCeEu2BggNiTd5LKk8hMpSanqyQpVm2U9b+kQPVfsaqwzPTPstblPPzw/NfBzCmP5cS5cqoGm3l9yNpVczcyLs1ZJVOq53rfD//m4aJL0uRWcWckU0nW3buOj37no4WbZT38MHzkI9Ov7+9/Hz760YKzAbLHe9sjt/HdJ7+bdyp2PqWclAbyniyIbvcaZvkJYETfeTlELodYjPDwMAPLHZHfX0cKN/u5XFHgNf/Nb9ZlHVRvp5poeRqRBUjJRxFpJa8C7sh8qAZwzt1rZncAb63Vg1ZzXSMob3pRRu+KXp657Bk+/b1Pc80Pr8HMSE4mS1psvVTlVmTOUMEHusHH7yNywSgpINkOnePQMQEX/wQu/z6E+meuNVQwaTvmJQanB1y9D6yh2++k7+ftkCh9jaBCf+PR8VGGfzdcWqK3SaccA/7Tq8fH80+/n19TmhoSi9KPU7V4VEnDp+yD4kd++wh7Rvew9KClHP2io4snCnp6CHcEGdg0uyt0ABhYfmlVEg1T75ubbvKqapyDt7+dWOfOkvY3s8+DuwY56tqjZiQmkpPJgtPOyxXo7CT6wWvg3PO8Rlf//kUSOR14MxKdM0+yFEwOZP6XfPvbcMYZMDnpvT8XL55eBuHYYwnHYgz88TQiB/0nqfYAifFROts6804Vr3gdyGzXXw9XXDEdx0qNc+UkKpt9fcjanCRqWFyqlnKnVM/1vktJeGa2uenhm7h066Uz3v9Fk/JzSIJnxrtzz07uejzPVOECSj4pnWfpg3DSm+XhG6szJ4c7mXod9wIjycvzP5f5XvP1aJaXfQLmggu8GORc060jLTLfKfkoIq3kYLypRLkeBd5Zyweu1rpGUH4DmIxQZ4irTryKy99c4MPdHMylwUq5axvFx+JEDvpP4llTrpPp5YOuPx4uf3BxWZ0gA3gVifFObx20oRe303PYCNGxeGlrlGWNa9badxWsMxbuCrP5PZs5ZZN/ZuC6n1yXN4ExK9Fbz0rGUhU6oMpnfk1palgsgurFo0pPOFScIEifpOjd5TVZia30kmndeyH66xChX19e/n3m41NtNPSWJInj87/vNj+yeWp9w0i3T6fXMjvm+skk9mZVBQHE4/RsvI3gW/JUM2afZOnsJJxMMnDbIiJnHiB10CISqQMz7/f+H8ApOTFoNJ3YPPlkaGsD5+hNJBh54WJir5xk+Pw1PNy+h7sfv9t3/CVN5XyqSH8Tv+RfqXGu1ERlnbpKN5mGxqVWVUo8C3WG6GrvorOt0/d/d96kfBWS4KU2zOkIdDCeGi//pHSBk8e+sXpH1snhnKrqUDRa/v+GWlcj+p0oNYOLL/a+N9NJ3XI023q2IiVQ8lFEWkkA8DtyHGd6cfWWMJfpRbWqDKikInOGMqr0YjtiTLaZ7/rjKSD2ykn68nSCnJG0TULAeWfnHz40+wz9BMF9t9F/ze2Fp0NlGXz020S+fgap1CQJGyfYsdhr8rDiAnorOCu/64+7WNy+eGpduGxmRldbl+80qpKnSjVSoQOqfObXlKZ5EYvmdMKhElknKUKpFH0/rVHVSZ7keM9v8je4Am99w7sfv5tgR5CLUxdjVtmfss3afNeADHWGuOptV7H7j7v9Y34sRvSRNv7hrf73mzLvwB+At70Njj2W3u5uRt71dmJP3jnzf8mYg9NflH+Q+/fPHNvvR+n7IbB9Cxvv/gzf3/X9yl8XPT3Q3g4TPgEevArMuST/SklU1qOaqvnMi7jUrCo6WVOFJHgpDXMWty/mPSvfw2Ghw0r/PFmoGrCra2p5hFByeqkHYPr9U63mcrVsllfoROn11zd2+YW5qHZjP5E6UfJRRFpN0c6traKW04sqUWlF5gwlVq/c96v7GJ3Y73tdoguGzz8LQiHfSsQZSdu9jugF1+FSKZZdMEo8q1qonDXK4vd/m8i3T/Fub5nbe0nDyPOfZ8QM31sXSKgN7RnyTTyC17Gys80/A1KN9TtrrtABFUBHh9cBfX5PaWr5WDTnEw6VqMdSAnmS44WmKcN0V+q5Vjj+w+v/gY0PbfSNowVPhAwNweho3izR1OXBIJx55lSsDQF9S3Li7s0bvanW5UqliO4w+vM02SjpdRGNelVF+ZKP9Uj+Ldy13Vo+LjWrik7WVJoEz0oMhnt6GHjXZlbffmbedb/bxie49rlVhN52XmnVb8WqAZcv95rW7ds3PaNkibfObPRJgxPfTOy9f87Q68e8y7ZDeC5rqtbq/0Ktl1/IrT6MRLzPOrWsRmzm9WxFilDyUURazSfN7JN+V5iZ35GWc84tqFjnO3W4xKnHtVzwPXt8//nof+a9fnH7YrpfdQKDuwZnJUIvvftSLjz+QnDegcDZb4oSilzOxhsvIrX3FvyKPoquURaPE/vY6aTe4n91KjlO7Oh2+n4CLFrkNVUpIaFW7EDl4tddzPXbrq880dtIxQ6oPvtZ77lqtnUqq6vlY1FVTjhUotZLCeRJjk+tYfY3naQ6O0iMJ/JWIBfSGegk5VJMuNnJtYPaD+KKE67gihOuKD+O9vQQO64Tc/7rLZrzpj/2DZeQPBsayp/8KySRIPzEbgYumMPrIhyGLVtmT/nOqEfyr1bVVM0/1bHl41KzquhkTSVJcJ/EYG8gwDNbbuPTE9+due731OyPJKE96+CfCjeyAUqvBjz2WAb/9mQi79o/veZjEv5h0Th20zHYW5MkOr3lIPpP8WJr7y5KSur5fk4Nhav/f6GWyy/k/p0WLYK//duZnxNrUY3Y7OvZihRQ8382ZnYqsAFvUfSNzrmrcq7vZ7o72/PAB51zv05fNwn8Ir3pLufc6bUer4g0vXKnDi2oqUZ+Cbv+rf0lTz2G2ldkxnbECOSpqgGYdJNEeiIcde1Rvuutrf+f9QAz9m3olYeS+EGJayjOGlCMoRdM+q6xBulKzHDWQXx/Pxx9tPeh8847vU6NPgehxQ5ULn/L5Vz+ltnrdzrn2PjQxoqSx3VT7IDqvPPmY7Ix17yIRfU44VB3BZLjvXuCjCz7LLHXLmJ47zAP/+bhvOsb5pNMJTmo7SA6rINJNzlVydwZ6OSu99019dxVsvbZ0O0XFo5Fh3bAv5aQPOvp8ZrLjPpXXxe0fPncXxcnnwxbt85sdjPX5F+5ib9qV1O1xlTHeRGXmlFFJ2vSSfD4GauJvTzJUChJz75Oojs7Cd/h8z4okBgMnX4WV42MeOt+b7uJ4U9fSvdvxr01GJMAJVa/lZi8ir/uWCJ/3UY866NVohNIpU/WpCdvZOJVZI23PmSoSFKvGp9TS1ar5Rf8/k4HDsz8XqtqxIW5nq3MEzVNPppZG3AdcBKwG3jAzLY45x7J2uynwCrn3KiZXQCsBzKngfY7515dyzGKSOtwzuXPWInXxCVPg4RSph7Xy9CeIUbzdHMFOOvos7hz6M68XWkzsvftM2/7TN4qw8UdixnZN8Lae9b6J/OGhuh5doLgWAlNHtravMTjUUd5XwUOQks9UMlOUNT1Q/lc1HKNphYw32JRsy0BkVFxFXeR5Hjo3PPoS79GNz60Me/6hovaFuFwvpWR+yf3E+oI8bmTP8fuP+RZw7Fc4TA977+U4M/X+65LGbQuuv/31fCGEmJBoeegRHN+XZx8Mjz//HTyb/lyb025b34THn20vKrBShN/1aqybYGpjvMtLjWjSpLygysgchmkJoyEg6AZ/afB5sNG2ZV7orGExGCor4++R7rge52Q8DnpWqz6rcTkVWxHjFQZs/hTpCuzd+ZP6tX9c2qtll8oZ93ralcjVjuh2vzV3DKP1Lry8Xhg2Dn3BICZ3QqcAUwlH51z92Vt/yPgfTUek4jIvBTbEcubsCs69biOik1HPuGIE/jFc78oed21lEsxNjHGRMp/iuHo+Cibd2xmdGLUP5nX00P0hsX0458QzXTSBrwPezt2wKWXlnQQWs6BStMmj/N9MK3H2n2yYM0pEV9GcrxQhXJHWwdr37iWT9z/Cd8GMg7HorZFXHnilXPa12zRd15O/+PXw/jstd0CHZ1EX3teaXeU/RxMTnoVkO3t3gmUM86Ar389/213765w9D4yyb+5VA02Q+JPUx0lrZyk/NT/9az3c8KNwfgYp3z1lKnPQlPx7Y+n0VtKVdtcqt9KTF4VarDj+7BdXkfsQkm9un9OrdWJ0mLrXmerdjViNROqrVHNLfNIrc+QLQOeyvp9d/qyfPqAu7J+X2Rm28zsR2b2znw3MrPz09tte/755+c0YBGRVlVRJ8YGiK6M5p12HbAAh7/gcL607Usl319iPMFHv/vRWZ1pu9qmyxgzjV8S4wniSe9gYGrh9miU8GQbA5sgPOZVOoL3PTzmrWMUyizBFgzCnj3FD0KzZA5UrjzxSvqO68ubQCzlQ3ndDQ7CsmVwySWwfj1cdBEsXQpr13oH/LfeCjt3wp/9GZx9thKPC1x8LM7Ghzay9p61bHxoI/GxePEb5bmfTCI+E9N837uFZJLjGzZ4jRM2bPB+zzmgylQohzvDBDuCgHcSJNwZ5qoTr+KK/77CN/GYGVO142q4K8zA++7yHU/eqZ3xOGzc6L0vN26cTtJlnoN//VfvOfjSl+C3v4WTTvJimZ9aNIPJTh5mDtgTienL9xX5e5aS+Mv3HFSLpjpKBQr9Xwdmx7eD/pN9L1zsv3H2ezOTQCy2nZ9o1EtS+clKXmVOFJcqmITu0a6CSb2GfE4t8X9BWQo9/7mqHVMzCdVweHoMweD05aV+DptrXBapQNMsMGxm7wNWAdlL/r/UOfe0mb0M+K6Z/cI593jubZ1zNwA3AKxatUpd3kRkQaqoE2MDFJqOvPnszbzz1neW3QAi06U226Sb5KC2g9g/Obur9owz7OkPbL2RCCNfnCR25CjDS7yp1tNrKaUFAl7yrQYHoU2XPParNkqmn4z1672vWi+sLi2jmksGVK06psQpt34Vypl1Z5Mp/+YvULu4WtbUzmKVK37PQb07Qc+1arBY4u+++7xq9FpW79Rq7TiZ18qtHky1B4i9cpK+H/pcmf3enMt7uMRqwEJV4b4P27WI6Ld+BUsOzbtNwz6nVrvJWTnLWtQiplZj5omquaUBap18fBo4POv35enLZjCzE4GPAW9xzk0dcTrnnk5/f8LM7gdeA8xKPoqISIWdGGsse822w19wOAfGD3Dvr+4F4ONv+TgHtR/E7j9Or5f2lYe/wv6J2cnCShjmm3gEn2Re+oNcKBajb3jYW5fsuuugw0Ey54P5o4/W5CC0ah/Kq7V+TylrGtV6YXVpCdVeMqARifjcqZQbH9pYdN3ZWsbVkqZ2Vjodud5rts61arBQ4m/xYrjttulYlLlPqG48qnfCVuaFQv/X/STGRxk+fw1s31L4vTnX93AJyat8J4pTLoWZYdjstawLJB6hOT+nVsTv+c+cjM0+KVvLdbDnmlBVNbc0QK2Tjw8APWZ2JF7S8RzgvdkbmNlrgC8Dpzrnnsu6/GBg1Dk3ZmaHAG/Ea0YjIiI+KurEWEO5lVC5tj6+lYPaD+Lbf/3tqcqob+38VsH7bLM2FrUvmtq35GSS8ZR/l+vx1Djt1s6Em70WZNB10L1jBF4fn07M5X6Qu/xy/w/mxx5bk4PQqnwor+b6PeWsaZShs+ULUrXX8WqGKu5iFUsdgY7axdVSTyDMpXKlnmu2zrVqsFDib3LSW8vSTzXj0QJvsiWVKbd6MNgRpPtVJ8DIl4q/N+f6Hi4heZWvChsoq+lORrN9Tp0Tv+f/7W+HO+9sjXWwVc0tDVDT5KNzbsLMLga2Am3Ajc65HWZ2BbDNObcF+BwQAr6RXq9rl3PudOCVwJfNLIW3NuVVOV2yRUQkRyWdGGvBrxLKz/6J/az+6mqe+adnShrjXx3xV0SPiU7t2/6J/ay7d13eLteTqUkmJmcnHwPJcaIfuwX++RZvut7ll88+uM/3wbxGB6Fz/lCeroKKj8WJHQNDS6Bnb4LodghXUgFU6INpPjpbviBVu1KxGapjCiVAu9q6uPqUq2vTgb6cEwhzrVyp9lTEfOZaNVgo5p52Gnzta/63q3Y8UpMtKZPf//XF7Yun1qHONRXfOkt8b9bhPZyvCrvSxjDN8jm1Kvye/1Y5+apqbmmAmq/56JwbAAZyLvt41s8n5rndD4A/r+3oRETmn3I6MdZKsUXWsyVTyanKqHe8/B1sfXxr3m3PeOUZM/YtPhbno9/5qO+2bdbG7efezllfP4uUmyQxPkpwzDubNbAJQol0xeT69XD99XDXXaVXB9boIHROH8pjMQYPGydyJqTwOk8Gx6D/FBi4bZzeciuAylnTKENnyxekalcqNkN1TKEEaGegg/N+6mDz2rktbZCr3GnUrVK5Uo0TNvli7q23wh131O85qFfCVuYNv//rh7/g8PRnkxav/qtQM3xOXfBUzS0NYM7Nr/4sq1atctu2bWv0MERkjszsQefcqkaPo1L1iEXZ6yn2LO0hujJKuKsKB8BVsPaetaz/QekrZax74zquPPFK4mNxDr36UEbHZ1cFLO5YzLP/9CzOuRn7veJPVnDWN/w/xPeu6GVfch+xL17E8N1fo/vZidlNZDLC4eqtD1atdRfLeci1l7CsbQPxrtnXhcdgxPUTuvLq8u50cBBWry6962E1n8MmoVhUXHwszrJrlvlWOoc7w2Wv+ZixL7mvodUxfk10AinHwCZH71OB2Qdrc21usnGj11k+XyJtw4aZia943OtG79fZuRnfi/v2Vb9qsNWegzlQLJpfqhLfGvBZQ+aZCuJyq8ciaZym6XYtIiKlq2Zn2VooZ5H1zrbOqcqocFeYre/byupNqxmfHGdscoyuti462jq4a81dPPybh/N2yX7qD0/5fogPdYboGzkU7p49/XqGaq0PVs11F8sQe8nvSD3nf13KIHboHsres95eeOYZ+PSn4fOfBzMYG6v/wurS1GpVqdjo6phZFUuLlxM9bR2hvVnJ+Go2Nyl3GnWrVa7Uomqw1Z4DkbQ5x7cGfdaQeUbV3FJHSj6KiLSYaneWrYVyFlnvDHTOWMOtd0Uvz1z2zKyKAOfcrOqqzH6f9fWzCu93KesXJhLEh3cQe2hj3mrSotWmlXafrYKh7iUkfu9/XaIThnuWVnbHoRBcddXsBjyttLC61Ny8Wscry4wEwcaNMJZnxlA1Tl5UMo1a6xDqOZCFp4GfNUREKqXko4hIi6l2Z9la8KuE8nNQ+0Hc9b67ZiUo/CoCNj60sfL9LmH9wsGXLyJy0BdJ3d3mW01aUrXpXLrPzlHPYSsJBhaRSB2YdV0wsIjuFx89twdo5YXV5wkz+yTwt8Dz6Ys+ml5bu2GaefmHqptrg5diKm0AoMoVPQeysDTws0YrWlD/p0SamJKPIiItptqdZWsltxJq+Z8sZ2xyjHsfvxcM3t7zds579XklV0bNab8zU/PyrF8Y74TImQeIO2B8+j7BqyZ97OLHSqs2rXVyooCpatPk7ORjoL2jLh2CpS4+75z7l0YPApp/+Yeqq3WDF00hFpFSNPCzRqtZcP+nRJqYko8iIgU0Y6VRtTvL1pJfBWP/G8rsoJw25/3Ot35hMEjs2AlSBxn4VA2mXIp1964rreqygd1nm6FDsCwcrbD8Q9VVWplYDk0hFpFimrnTfRM1wVmQ/6dEmlig0QMQEWkBn3fOvTr91dDEI3gVbgHzD98BC8zbCreq7Hdm/cI9e+C662DdOtiwgaGPXeg7XRm8D6qP7XmstKrLaNRLQvgOskrJiQIy1aYbTt3AujeuY8OpGxi5bERn9+eXi83s52Z2o5kd7LeBmZ1vZtvMbNvzzz/vt8mcFVr+YdJNEtseq8nj1lQ87q3ruHat9z23g3KmMjEc9g7wwfueubxaCcLMFOIrr/S+K/EoItka/Fkjr8FBr/v8JZfA+vXe92XLvMsboJRlikSkflT5KCLSYhZqhVtV9ztnfbCehzYWrKo8aulRbH9ue/GqyyaYNtnoDsEyN2Z2L3Coz1UfA74IfApw6e9XAx/M3dA5dwNwA8CqVavydEiZm0LLIIyOj3Lfk/e11uuw1M6xqkwUkUZrgs8aszRhE5xWWaZIZKFQ8lFEpLiLzez9wDbgMufc7/w2MrPzgfMBVqxYUdMBzdfOssXUar8LdecOWICrTryK2x+9Pe/1M6oulZyQOXDOnVjKdmb2b8C3ajycvHqW9rC4YzGj46O+129+ZDNfeseXWiMmlXvQrOYmItJozfZZowmb4LTSMkUiC4GSjyKy4FWj0gjqU22UbaFWuNViv4tVVR4WPqy8qkslJ6QGzOww59wz6V/fBWxv1FiiK6N8+K4P572+zdoKd6BvJk140CwiUlQzfdZowiY4xU4sz9dlikSalZKPIrLgtUqlkdRWsapKv+7dDsc3H/smj/72UaIro4S7GrOouiwY683s1XgnQ54E/q5RAwl3hXn3K97N17Z/zff60YnR1pnSVu5BcxM1VBCRmeJjcWI7YgztGaJnaY/+N9dLEzbBWajLFIk0KyUfRUQKaKZKI6m9YlWVmesHdw3O+jDbv7WfgTUDau4iNeOc++tGjyHbCUeewH89+l+MTsyeet1SU9rKOWgudW1IEak7/W9uoGjUi4V+GtgEZ6EuUyTSjNTtWkSksPVm9gsz+zlwAnBpowckjRUfixPZFCGejE+tI5QYTxBPepfvS+5r8AhF6iO6MkpboM33upaa0lZq59jstSEzicpEYvryfXrvizSK/jc3WKYJTjjsnZQB73vm8gaue505cXzliVfSd1yfEo8iDaLko4hIAc65v3bO/blz7lXOudOzqiBlgYrtiJFy/uvDpVyK2PZYnUck0hiZKW3hzjDBDu9gM9gRJNwZbq0pbaUeNJeyNqSINIT+NzeBTBOcDRtg3Trv+8iIqsJFBNC0axERkbIM7Rny7ZwIXpVFy6xzJ1IF82ZKWymdY5uwoYKIePS/uUk0UxMcEWkqdUk+mtmpwAagDdjonLsq5/ou4GbgtcAeIOqcezJ93UeAPmAS+Afn3NZ6jFlERMRPz9Iegh1B34OcllrnTqRKatGBviGKHTQ3YUMFEfHof7OISHOr+bRrM2sDrgNWA0cD55rZ0Tmb9QG/c851A58HPpu+7dHAOcBK4FTg+vT9iYiINER0ZZSA+f/7bKl17kSkPKWuDSkidaf/zSIiza0eaz4eDww7555wziWBW4EzcrY5A7gp/fNm4G1mZunLb3XOjTnnfgUMp+9PRESkIebNOnciUp4mbqggstDpf7OISHMz51xtH8DsLOBU59yH0r//NfB659zFWdtsT2+zO/3748DrgU8CP3LOfTV9+f8D7nLObc55jPOB89O/HgNsr+lO1dYhwG8bPYg50j40XquPH+Ao51y40YOolJk9D/w6/Wsz/D00hmqPwQiwmCW008UEY4yyF0eebhQ1HEflNIZphcbxUufci+o5mGpSLKr+GNogsBSWLIKuAzC2B/ZOUvJ7v2rjqBKNoXnGAIpFVXigkv83N8PfvBnGAM0xDo1hWjOMY97GImmcedFwxjl3A3ADgJltc86tavCQKtbq4wftQzNo9fGDtw+NHsNcZP9Tboa/h8bQPGNolnFoDM03jlpQLGrOMTTLODSG5hlDM42jFhSLmnMMzTIOjaG5xtEMY5D5px7Trp8GDs/6fXn6Mt9tzKwdeAFe45lSbisiIiIiIiIiIiJNqB7JxweAHjM70sw68RrIbMnZZgtwXvrns4DvOm8++BbgHDPrMrMjgR7gJ3UYs4iIiIiIiIiIiMxRzaddO+cmzOxiYCvQBtzonNthZlcA25xzW4D/B/yHmQ0De/ESlKS3+zrwCDABXOScmyzykDfUal/qpNXHD9qHZtDq44f5sQ8ZzbAvGoOnGcYAzTEOjWFas4yj1pphPzWGac0wDo3B0wxjgOYZR601w35qDNOaYRwaw7RmGEczjEHmmZo3nBEREREREREREZGFqR7TrkVERERERERERGQBUvJRREREREREREREaqJlk49mdqqZPWZmw2a2zuf6LjOLpa//sZkd0YBh5lXC+PvN7BEz+7mZfcfMXtqIcRZSbB+ytjvTzJyZrarn+IopZfxmdnb677DDzL5W7zEWU8LraIWZ3WdmP02/liKNGGc+ZnajmT1nZtvzXG9m9q/p/fu5mR1X7zGWKx13Hk5/PWlmD+fZ7kkz+0V6u201GMcnzezprLH4/u1LfR9XOIbPmdmj6b/d7Wb2wjzbVf25aPT/CDM7PP3ey8SPf/TZ5q1m9oesv9HHqzmGrMcp+PzW+n1mZkdl7ePDZvZHM7skZ5uaPBd+McbMlpjZPWY2lP5+cJ7bnpfeZsjMzvPbptk1QzxSLGr859VmiUeKRYpFikWKRYpFikWygDnnWu4Lr3HN48DLgE7gZ8DROdtcCHwp/fM5QKzR4y5z/CcAi9M/X9BM4y91H9LbhYHvAT8CVjV63GX+DXqAnwIHp3//00aPu4J9uAG4IP3z0cCTjR53zvjeDBwHbM9zfQS4CzDgL4AfN3rMZe7f1cDH81z3JHBIDR/7k8A/zfU1NMcxnAy0p3/+LPDZejwXzfA/AjgMOC79cxjY6TOGtwLfqsPrsODzW8/3Wfpv8xvgpfV4LvxiDLAeWJf+eZ3f6xJYAjyR/n5w+ueDa/23qvHroCHxSLGo8Z9XmyUeKRYpFqX3SbHIKRYpFs342ygW6WtBfLVq5ePxwLBz7gnnXBK4FTgjZ5szgJvSP28G3mZmVscxFlJ0/M65+5xzo+lffwQsr/MYiynlbwDwKbx/rgfqObgSlDL+vwWuc879DsA591ydx1hMKfvggD9J//wCYKSO4yvKOfc9vA73+ZwB3Ow8PwJeaGaH1Wd0c5OON2cDtzR6LAWU+j6uiHPu2865ifSv9YxjDf8f4Zx7xjn3UPrnOPBLYFm17r/K6vk+exvwuHPu1zW6/xnyxJjsv/1NwDt9bnoKcI9zbm/6f8A9wKm1GmettUA8Uizy1OTzagvFI8Wi2RSL6kuxyKNYpFiUa17FImmMVk0+LgOeyvp9N7MD19Q26SD/B2BpXUZXXCnjz9aHd/almRTdh3SJ+uHOuTvrObASlfI3eDnwcjP7HzP7kZk1W4AtZR8+CbzPzHYDA8CH6zO0qin3vdJM3gQ865wbynO9A75tZg+a2fk1GsPF6ekiN+aZQlHP5/eD5I9j1X4umup/RHrq0muAH/tc/QYz+5mZ3WVmK2vx+BR/fuv5OjiH/Aed9XguAF7snHsm/fNvgBf7bNPKscdPo+ORYpGn4Z9XGxyPFItmUiyaTbHIo1ikWASKRTLPtDd6AFKYmb0PWAW8pdFjKYeZBYBrgA80eChz0Y439fqteGcmv2dmf+6c+30jB1Wmc4GvOOeuNrM3AP9hZsc451KNHlgrM7N7gUN9rvqYc+6O9M/nUvjMfq9z7mkz+1PgHjN7NH02sirjAL6IV3ns0t+vxvugW1WlPBdm9jFgAtiU527m/Fw0KzMLAbcBlzjn/phz9UN402z2mbf21H/hxZxqa4rn18w6gdOBj/hcXa/nYgbnnDMzV+vHqaVmiEeKRa2hCeJRUzy/ikW1oVhUfAyKRR7FIo9ikSw0rZp8fBo4POv35enL/LbZbWbteFNO99RneEWVMn7M7ES8f5Zvcc6N1WlspSq2D2HgGOD+dMX+ocAWMzvdOVf15hoVKOVvsBtvjY9x4FdmthMv6D9QnyEWVco+9JEuiXfO/dDMFgGHAM02hTyfkt4r9eacO7HQ9emY827gtQXu4+n09+fM7Ha8KTFlffApNo6s8fwb8C2fq+b8/JbwXHwAeAfwNuec74eZajwXOZrif4SZdeB9uN7knPvP3OuzP3A75wbM7HozO8Q599tqjqOE57de77PVwEPOuWd9xliX5yLtWTM7zDn3jHnTqPzi4dN4J54ylgP312Asc9YM8UixKK+miEXQHPFIsWgWxaLZ96FYhGJR1s+KRSgWyfzRqtOuHwB6zOzI9BmDc4AtOdtsAc5L/3wW8N18Ab4Bio7fzF4DfBk43TXfWoNQZB+cc39wzh3inDvCOXcE3romzZJ4hNJeQ/9FOsia2SF407CfqOMYiyllH3bhrSWCmb0SWAQ8X9dRzs0W4P3m+QvgD1nTAprZicCjzrndfleaWdDMwpmf8RYg9+34XSmbuTbNu/LcfymvobmM4VTgf+G990fzbFOL56Lh/yPMO+vy/4BfOueuybPNoentMLPj8f4nVzsBWsrzW6/3Wd6Kl3o8F1my//bnAXf4bLMVONnMDjZvat7J6ctaUUPjkWJR4z+vNkM8UizypViURbFoahvFIsUixSKZn1wTdL2p5AuvC9VOvM5dH0tfdgVeMAcvyfINYBj4CfCyRo+5zPHfCzwLPJz+2tLoMZe7Dznb3k8Tdbsu8W9geFPHHwF+AZzT6DFXsA9HA/+D19XuYeDkRo85Z/y3AM8A43iVpn3A3wN/n/U3uC69f79ottdQgf36SmYfsi57CTCQ/vll6b/Jz4Admb9dlcfwH+nn7Od4HyoOyx1HvtdQFccwjLc+TCaOfSl3DLV6Lkp4b9T0fwTQize16+dZ+x/JeX1fnN7nn+GdoPnLGrwOfJ/fer/PgCDeh+YXZF1W8+ciT4xZCnwHGML7X7skve0qYGPWbT+Yfn0MA39T7eekXl+NjkeKRY3/vNoM8UixSLFIsUixSLFoxjgUi/S14L7MudoWA5rZjXil5c85547xud6ADXiBZxT4gEt3wTKz84DL05t+2jl3U+7tRURKoVgkIiIiIiIiUn/1mHb9FQq3YV+Nt45eD3A+3mLAmNkS4BPA6/HWYfiE+XclExEpxVdQLBIRERERERGpq5onH53XOWpvgU3OAG52nh8BL0yvyXEKcI9zbq9z7nfAPRROHIiI5KVYJCIiIiIiIlJ/zdDtehne2hcZu9OX5bt8FjM7H69SiWAw+NpXvOIVtRmpiNTNgw8++Fvn3Ivq+JCKRSIySwNiUVUdcsgh7ogjjmj0MKTGUi7F3v17OTBxgEXti1hy0BIC1qp9JcWPYpHUVSoFe/fCgQOwaBEsWQIBxRRp/VgkjdMMycc5c87dANwAsGrVKrdtW7M0VBaRSpnZrxs9hnIpFonMP60Yi7IdccQRKBbNb4O7BolsipByKRLjCYIdQfbaXgbWDNC7orfRw5MqUSySuhkchEjES0AmEhAMeonIgQHoVUxZ6Fo9FknjNMPpi6eBw7N+X56+LN/lIiK1oFgkIiItJT4WJ7IpQjwZJzGeACAxniCe9C7fl9zX4BGKSEuJx73EYzzuJR7B+565fJ9iiohUphmSj1uA95vnL4A/OOeeAbYCJ5vZwenmDienLxMRqQXFIhERaSmxHTFSLuV7XcqliG2P1XlEItLSYjGv4tFPKuVdLyJSgZpPuzazW4C3AoeY2W68rrEdAM65LwEDQAQYBkaBv0lft9fMPgU8kL6rK5xzhZpFiIjkpVgkIiLzzdCeoamKx1yJ8QTDe4frPCIRaWlDQ9MVj7kSCRhWTBGRytQ8+eicO7fI9Q64KM91NwI31mJcIrKwKBaJiMh807O0h2BH0DcBGewI0r2kuwGjkvnEzG4E3gE855w7Jn3ZEiAGHAE8CZztnPtdo8YoVdTT463x6JeADAahWzFFRCrTDNOuRURERESkTNGV0bxdrQMWIHpMtM4jknnoK8CpOZetA77jnOsBvpP+XeaDaDR/V+tAwLteRKQCSj6KiIiIiLSgcFeYgTUDhDvDBDuCgFfxGO70Lg91hho8Qml1zrnvAbnLzZwB3JT++SbgnfUck9RQOOx1tQ6HvUpH8L5nLg8ppohIZWo+7VpEREREyqOpjlKq3hW9jFw2Qmx7jOG9w3Qv6SZ6TFSJR6mlF6eb8gH8BnhxIwcjVdbbCyMjXnOZ4WFvqnU0qsSjiMyJko8iIiIizecrwLXAzVmXZaY6XmVm69K/r23A2KTJhDpD9B3X1+hhyALknHNm5vyuM7PzgfMBVqxYUddxyRyFQtCnmCIi1aNp1yIiIiJNRlMdRaSJPWtmhwGkvz/nt5Fz7gbn3Crn3KoXvehFdR2giIg0FyUfRURERFpDSVMdzex8M9tmZtuef/75+o1ORBaKLcB56Z/PA+5o4FhERKQFKPkoIiIi0mKccw7wneqoaiMRqRYzuwX4IXCUme02sz7gKuAkMxsCTkz/LiIikpfWfBQRERFpDc+a2WHOuWcKTXUUEakW59y5ea56W10HIiIiLU2VjyIiIiKtQVMdRURERKTlqPJRREREpMmkpzq+FTjEzHYDn8Cb2vj19LTHXwNnN26ErS8+Fie2I8bQniF6lvYQXRkl3BWu+m1EREREFjolH0VERESajKY61tbgrkEimyKkXIrEeIJgR5D+rf0MrBmgd0Vv1W4jIiIiIpp2LSIiIiILSHwsTmRThHgyTmI8AUBiPEE86V2+L7mvKrcREREREY+SjyIiIiKyYMR2xEi5lO91KZcitj1WlduIiIiIiEfJRxERERFZMIb2DE1VL+ZKjCcY3jtclduIiIiIiKfmyUczO9XMHjOzYTNb53P9583s4fTXTjP7fdZ1k1nXban1WEVk/lIsEhERgJ6lPQQ7gr7XBTuCdC/prsptRERERMRT04YzZtYGXAecBOwGHjCzLc65RzLbOOcuzdr+w8Brsu5iv3Pu1bUco4jMf4pFIiKSEV0ZpX9rv+91AQsQPSZalds0rXgcYjEYGoKeHohGIayO3SIiIlI7ta58PB4Yds494ZxLArcCZxTY/lzglhqPSUQWHsUiEREBINwVZmDNAOHO8FQ1Y7AjSLjTuzzUGarKbZrS4CAsWwaXXALr13vfly3zLhcRERGpkZpWPgLLgKeyft8NvN5vQzN7KXAk8N2sixeZ2TZgArjKOfdfeW57PnA+wIoVK+Y+ahGZbxSLRERkSu+KXkYuGyG2Pcbw3mG6l3QTPSZaMIlYyW2aSjwOkYj3PSORXscyEoGREQi1yL6IiIhIS6l18rEc5wCbnXOTWZe91Dn3tJm9DPiumf3COfd47g2dczcANwCsWrXK1We4IjJPKRaJiCwAoc4Qfcf11fw2TSMWg5R/x25SKe/6vhbdNxEREWlqtZ52/TRweNbvy9OX+TmHnGmOzrmn09+fAO5n5hpsIiKlUiwSEZGFbWhoutIxVyIBw+rYLSIiIrVR68rHB4AeMzsS70D/HOC9uRuZ2SuAg4EfZl12MDDqnBszs0OANwLrazxeEZmfFItERKSpxMfixHbEGNozRM/SHqIro4S78jd+KXf7WXp6IBj0T0AGg9Ctjt0izWbO73sRkSZR0+Sjc27CzC4GtgJtwI3OuR1mdgWwzTm3Jb3pOcCtzrnsaYqvBL5sZim8Cs2rsjvTioiUSrFIRESayeCuQSKbIqRcisR4gmBHkP6t/QysGaB3Re+ct/cVjUK/f8duAgHvehFpGrPf94vp/9aHGdj/bnr/7AR1qheRlmIzj7Fb36pVq9y2bdsaPQwRmSMze9A5t6rR46iUYpHI/KBYJNUWH4uz7JplxJPxWdeFO8OMXDYyo4lNJdvnrZQaHPSay6RSXgVkMOglHgcGoLfEJKY0hGLRwlLwfT8GI19cTGiyTe9dqbtWj0XSOM3UcEZEREREZF6L7YiRcv6NX1IuRWx7bEZTm3K2L1oh2dvrdbWOxbw1Hru7veopdbkWaSoF3/dA7MhR+n6KOtWLSMtQ8lFEREREpE6G9gyRGPdv/JIYTzC8d7ii7eNjcSKbIjMqpTK3i2yKTFdIhkLqai3S5Aq+77tgeEn6F3WqF5EWUetu1yIiIiIiktaztIdgR9D3umBHkO4l3RVtX0qFpIi0hoLv+zHo3pv+RZ3qRaRFKPkoIiIiUmVmdo2ZvadG9/2kmf3CzB42My2i1mKiK6MEzP8jeMACRI+JVrR9uRWVItK8Cr7vgeiO9C/V6lQfj8PGjbB2rfc9PnutSRGRuVDyUURERKT6LgFOquH9n+Cce7UWfW894a4wA2sGCHeGpyqbgh1Bwp3e5dnNY8rZvtyKSlkYzOzPzew2M3vezEbNbLuZrTUzLb/VxGa+7xcDXsVjeAwGNkEomd6wGp3qBwdh2TK45BJYv977vmyZd7mISJXon46IiIhIGczsgyVuelT2ts65G2s0JGkxvSt6GblshNj2GMN7h+le0k30mOisxGM520dXRunf2u97e7+KSplfzGwE+Bfn3DVZl70ZGAAWZ216NPAZ4I3A6XUd5AJTsPN8CWa8739+H903bCb6yzZCvx+d2am+gmYzU2N7Zgc9n/ki0bExwpmEZiJdQa1mNiJSReaca/QYqmrVqlVu2zbNQBJpdWb2YCtX9CgWicwPfrHIzFJAOR+gDHDOubYqjelXwO/SY/iyc+6GnOvPB84HWLFixWt//etfV+NhpQX4dbsOWGC627W0rGKfi9Jx6ZPOuSvSvweAIeAI4BrgS8DzwBuAa4GXAe93zm2q8dCBhfe5aHDXIJGvriY1Pk6CMYJ0EejoYOB9d1X+Xty3ryqd6mfFiSQEnFdR2bsra8NgEDZsqLyZTTzujXdoCHp6vPGGS0++SnNq9WM0aRxVPoqIiIiUbx/ewfyoz3UGfBx4CPhmDR671zn3tJn9KXCPmT3qnPte5sp0MvIG8A74a/D40qTKraiUee3NwJHAl5xz/5x1+VYzOwl4BHg/UJfk43xTqKoxPhYncvMpxCen/z0kGIPxMSIbT+Cxl1zFna/qYijxVHkVkVXoVB8fixPZFCGenF7TMdHpfY+sgZGrs6Z0z6WZzeCgVzmZSnn3EwxCf79XqdmrEyEiC5GSjyIiIiLleT/wf4F3A3/jnJu1MJaZfRx4yDn3f6r94M65p9PfnzOz24Hjge8VvpXUy1ynWs5VqDNE33FzS1DIvPAqvOroa3OvcM49aWZ34iUopUx+Fcb9W/unKoxjD95Eav8odM6+7XhqgiN3/xPtT3lJv9zb1lpsR4yUS/lelwJiK6Hvp+kLKmhmEx+LE3vwJoau7KenZ5zodgiDpnI3K1WnSh0p+SgiIiJSBufcV83sv4F/B+43sy8AH3POjdX6sc0sCAScc/H0zycDV9T6caU0xZISInWU6T70RJ7rH0drPpbNt3Iw3WU+sinCyGUjDP3wW1PVhLkOdHjfx/LcttZVykN7hqYeM1eiC4aXZF1QZjObqfiXTJI4fpzgGPSfkjOdO5Xykl1FKjgbfRJnQVB1qtSZko8iIiIiZXLOPQWcaGb/CFwJRMzsA865n9T4oV8M3G5m4H2O+5pz7u4aP6aUoJSkhKY/S41lL7OQSfeEgQM+24YB/yzUPFGLBFbBykGXIrY9Rs8eL/Ob6PLZyOEtzJHntnOpWi5lf3uW9hDsCPomIINJ6N5LRc1sfONfev9nTOcuYSq3TuLUQTzuJR7j038vVadKrSn5KCIiIlIh59wGM/s28B/A/5jZv+Ct91irx3sCOLZW9y+VKyUpoenQUmOXmtnfpH/OpL5WAvf7bPtS4Df1GFQj1CqBVbBycDzB8N5hPnrEO+h/cqv/HfgkHrNvW6lS9ze6Mkr/1n7f+wh0LSJ6yoVw0dFFm9nkJjoPTBwobTp3kancOolTJ7GYV/Hop8TqVJFyKfkoIiIiMgfOuV+a2euBTwAfAU6jvG7Y88pCnS5XSlJCpIZ2MbOuLpm+7E3kJB/NbDHeeo+1aIjVcNVIYOWLYwUrBzuCdC/pJvz6sxk4/n8Redd+UngVgMExmAwADg74TMkO0kX3dx+GJzeWve5eOfsb7gozsGZgVqIyYAEG1gwQKiEx65foHJ8cJ5lK+m4/Yzp3kancOolTJ0ND05WOuebSaEikACUfRURERObIOTcJfDzdxOFm8ta3zG8LebpcKUkJkVpxzh1RxuYrgKuB+2ozmsaaawKrUByLrozSP/CPvrcLpBzRY6LQGaL3377NyBmrifUkGQ4l6d4LkZ1w1D/4z4EPjI0Rvfpu6Ph+/nX38jQHKXd/e1f0MnLZCLHtMYb3DtO9pJvoMdGCCdn4nhFiX/0I25/fwZc7fsYBJqauy3fSJSM4Bt2JTgh3FZ3KrZM4ddLT41Wh+iUgK2g0JFIKJR9FREREqsQ592MzOxoIMd1TYEFY6NPlCk5ntICXlBBpAs65R4H/0+hx1MpcEliF4tjqr67mmb/bycAmR+RdzKhqDACbv5ni1r/6CkOJp7xqyaGd9N0+APfdB4Oboa2NgU2jRNZAytLdrpMQcF5TllASSOZZd69Ac5Ch/eXvb6gzVHIF4eC3rifyg4umxpxv3cp8Ap2dRD94DZx7XtF1BHUSp06iUe/146fMRkMipQrU+gHM7FQze8zMhs1snc/1HzCz583s4fTXh7KuO8/MhtJf59V6rCIyvykeiUg9OOcmnXN/cM75FbjMW6VU32TEx+JsfGgja+9Zy8aHNhIfi/veriLxOGzcCGvXet/jVbzvAjLTGcOdYYIdXqPhYEeQcKd3+XxOvIo0k0wCy0+xBFahOLZvfB+f/srf0PtUgJGrYcPdsO773vfNMTjrtANccu8/sf4H67nk7ktY9uWjGDzpKPjqV+G3v4V//VeOfe+lfObF5/Kml5/EqV3H8Nn/7mTk6qxu0BmZdfdgZnOQTKVaIjF1eU/w8Lz729nWyfI/WV7w+SokvmeEyA8uIt7FdAfvAonHjkDH7Pj3we8Q+tuLSmpgEl0ZJWD+KYoARnTb/rrH9nkpHPaqUMNhL5EN3vfM5Wo2IzVQ08pHM2sDrgNOAnYDD5jZFufcIzmbxpxzF+fcdgne2kmr8M6vPJi+7e9qOWYRmZ8Uj0SkWsysExgE4sCpzrnxAtvdhdf49E35tpsvSq02KjSl8dgXHzu39SILVAfNmsJYA5VMZxSpBsWlaXOpQi4UxwA+H7+Hy8dThJLpBipAvBOWXQbxLsB5Be+zqr5DIQZPOorIc5eSSqRI/D5B0HXwP28e59infJKP2evuFWkOEt1h9OdJ2CUnk6y7dx3HHnpsRUtfxL76EVIlVjkGO4J89qTPsqhtUcXxL++alCnHwH9MEnpqXUNi+7zU2+tV18Zi3mutu7tooyGRuaj1tOvjgeF0Z0bM7FbgDCD3YN/PKcA9zrm96dveA5wK3FKjsYrI/KZ4JCLV8j7gtcBphQ7cnXNJM/scMACsAb5Sn+E1RinT5QpNaTz5P06mLdCGc272epEHH+u71tkM2dVBU3fu3Xf8jNXEvnnl9HTIGjbBKWc6Y03kWRdO5j3FpbSiTVUKJMMOf36s8LRiM2LHddL3o+nmKrFjvCnYfjJV32evPHt27LNx6ILIGhi5Oj3tOiN73b0izUHCT+xm4IIBVn91NfvG983aZN/4PiI3n8LI/3q27BMhQ88/Ol3xWETAApx37HlzPtky6yTO4uVET1tHaG/WviXyTE+X8oRC6motdVPr5OMy4Kms33cDr/fZ7kwzezOwE7jUOfdUntsu83sQMzsfOB9gxYoVVRi2iMxDNY9HikUiC8a7gSeccwPFNnTO3W1mQ8B7mIcH+dlKqTa6dfuteac07p/YP+P3qXXWbjqZZ77QRmjMFa54yVMdNLgCImv2kbr3n0i4sYY2wal5J/AGV35KQykuZamoCjkehy99Cf4q/yZJJhk+eGaV4Y5DvLUf/WSqvgsuSwHEVk5XUgIz190roTlI74peruz9BP90zz8z5nOEn9o/SuzBm+h7w0X5d85Hz4teQfC5n/gnINNJ2lITu+WYcRJn40YYc/4bZqanZxJoOvki0rSaoeHMN4FbnHNjZvZ3wE0UDPmzOeduAG4AWLVqVZ7IJCJS1JzikWKRyILxGryqoVJ9D4jUaCxNo5Rqo2JTGv3sm9zPp18DV30nfUG+ihef6qB4p1dVVHA6ZJ2mRNe8E3iByk9VBzVIfRMhiks5yq5CjsV4KjRZcE3Ddmun+wP9MHg9pFIMLk3wxdeRt1oyU/W9c8/O/MtSdMHwi9uBCS+ZGAjMXHfPpzlIvNOruBw6NEnPK/cTHYvz1AP3+iYewVuvcfj7d8COrrJej9H3XUn/1Tf7Xtc1ARcd93ccfcTraru8RJHKz6np6Tr5ItLUap18fBo4POv35enLpjjn9mT9uhFYn3Xbt+bc9v6qj1BEFgrFIxGplkOAZ8vY/llgaY3G0lSKVRsVmpqdl8Hn3wCXfz9nWmJuxYtPdVAp0yGrMkW6SJKpYCfwr65m5JArCT3+1NwSVEXWhZvxXJVDlUSVqX8iRHFproaG6Hl2gsVJGM0z1bgt0EZk9T+y8e7l7PjBHXxx332M2WTeu8yu+i64LMXqs+DVh/mvu5dpApJ+PQ0uTWR1zB4neP86+v/7o1yw75UEnX8VZnAMur/1XfjlD4q/HrPe8+GeHgaOu5rIQ5dNd+hOd/ce+EYnvf/6NRh4H9TyJE4JlZ86+SLS/GqdfHwA6DGzI/EO3s8B3pu9gZkd5px7Jv3r6cAv0z9vBT5jZgenfz8Z+EiNxysi85fikYhUy36gnKOYELBgOl8XqjYqNDW7EMNnWmJ2xQv4VgcNLSk+HXLOCiWZjvXWqow9sZlUV9L35qnEPmLfvMxbQy4nIVDWNO1Sq4OqtW+qJMqvMYkQxaW56ukhesNi+t1o3k0+87bPcNS1R01VMBeqklzUvmiq6rvoshR/f23hBF66OUj8lpuIPN1P3KbjSSaheX3Xz7A8f9EAEP35JCSzumXD7Nfj4CCsXg3JpPfV2UlvZycjX/kasfXvZzg8QfdeiO6AUDIJJGuf3POJ7dM7lp6efuuttTn5IiJVU9Pko3NuwswuxjtwbwNudM7tMLMrgG3OuS3AP5jZ6cAEsBf4QPq2e83sU3gJA4ArMs0eRETKpXgkIlX0FLCqjO1XAbm9TBekqanZN59Cav/oVBWNAQfaYaLN/3Zj7TC8JOfC7IYMMKs6iESCnn2dBJNJ3/XKMtMhiypU+VcoyXTKKd6BsXMMvSFBIk+uLtEJw8HkzNtGIgz+ZDOR288qaZp2fCxO7CW/YWh1Oz3PThDdDuF8zStKVWjfTjwRfvUrOOyw8u5zoahVFWphiktzFY0S7u9nYBNZlYXQMQltDm6J3Mj77//HGRXMhVy46sKp9+pcmuBMCYWIvbaL1PMdMD77ZIZrb+Pin3Vw/bHjpPBOvExVKW7KqRzPyH49xuNw8smwP2v93XQSMnTuefR1dkFiouB91GRdW5/YPmt6ei1OvohIVdV8zcf0oscDOZd9POvnj5Cngsg5dyNwY00HKCILhuKRiFTJ/cCFZrbKObet0IZm9lrgL4H/W4+BtYLeg49l5PMBYi/1EoqZKppPvRnWvxH/ddPGvO1myG7IMHXnXnUQsRgMDxN92XL6n18HPh1gM9MhCypW+VcoyTQ6XT3Vs9fbh7zTIXP2Ld42SeTrZxB302VMU9O0v3ISIxc9QWipl/ibXktyksTrJwiOQf8pXrKhN5Na8nuuiim0b2Nj8LKXwT33qALST2MSIfdT57hkZqcCG/BO6m50zl01l/truHSSqzcSYeTaJLHusekYNdzFrd+9gNSpBUodswQ7ghz9oqNnXJZvWQrnHBsf2lhSwq7QurmJ8VHsPWsYuewOYi9PMhxM0p3oJPoLRyiRpwF69uvxpptmJh6zjY97XwXuY0YsGh8l6Dro/9aHGTj7DnpfcbK3baXLOOTE9lnT00uZmj2faDkMaUHN0HBGREREpJVcC1wAfMPMIs65X/ptZGavAL4BTALX13F8zS0WIzTmZk6hBi7/Hlx/POzzqVIMANFfLQZG/RsykNNJ+jU9RN/3Ua/aaNexlVUblTJ1Np1kmmr+sMRLNOZWHka3ewlBPwG85OuMp+hlo6RSHb6J2NTYAWKnHUnf+nuJv+7Y2WtJphOckTUw8sXFhCbbZj1XJSmUQAM4cGD+rKVW7QP5xiRC6hqXzKwNuA44CdgNPGBmW5xzj1R6n02htxcee4zQkUfmxKgxhhZDIt8isjnyndzIXZaiaCOqnNdmz9GHs6h9EQcmZs+vXtS+iO5XnUDo11+iLztJt38/rFtX/PX4rW8V3qm2Npj0Wd8yGCT+suWzY5GNgxsncvMpjJy8lVD74rkt4xAK5a8YLmVq9nyh5TCkRSn5KCIiIlIG59xj6SUbPgn81Mw2A9/FOwAHWAa8DTgT6AI+7px7rBFjbUp5klrhJNz1VYic10ZqUZdXOZNJFEY3E/qzp/wrXih+AF+oCU5epUyd7enh20d3cca7xpgIeNPG2yfh4tWw5RY4+YnpfZuaykl6OiRdBMbGfKdDDi0178DdR6IThhePQSRC7O7PkHL+Y0x1dhD7P++h74PXVpYcLJRAy30eWnkttVocyDcgEdKAuHQ8MOycewLAzG4FzgCaP/lYLNl8553Q3u5V+Gbp2QvBJL7LOGQEO4IYxgWvu4BP/fenClYyFmxEtSnCyBs2Ezr9LEiliI8niB3XyUN/OsmB4/wb3ByYOECwPcjGnbcytCJ9Embl2d6JkI9+1H/A1Xg9BgLEVjpS9/uPKwXEPnI6fds7YF9WFXo110EtZWr2fKDGOtLClHwUERERKZNz7gozmwA+gde86tycTQwYBz7mnLuy3uNragWSWr27YOSaALFXTTJ8/hq6X3XCdKLwFVnVjT+cPqgHCh/AXzZSsAmOn/hYnNgTmxl6Q8K3kjEzzfDb7309p7xnbEaF4kSb93XKX8PW/4A37J6uivzMvWCdHex+14l0v+HtRE9bR2jv7CnhPXtc3iTH1DTtVIqhH96ZfwqmjTP8JxPegWgllX2FEmg5z0PLqtWBfIMSIXWOS8vw1pnM2A28fsaDmZ0PnA+wYsWKondYk/UCc5WSbM5zgqRQBfOi9kVcuOpCOgIdXLftOq77yXVF12qN7YjlP3ngJol99HT64mMMrsicuEh6lc2OvI1uzr39XBa3L2Z0YnTmYw8MED9jNbGXJxkKJenZ10l0ZyfhO7Jej+94B2zdmv+5+4d/gI0bfV/TQ4lvkhj3b9ST6ILhPxmHpPO/32qdxCg2NXs+aMx6siJVoeSjiIiISAWcc58xs03AB4E3ApnuG88Ag8C/O+d+Xe3HrfY6a3U54M9WJKkVSozT90Ng+xYY+RKMObh5I4OP30fkoP8k1R6Yqors39rPBasuKHAAnyK2PVZW4nGqirIrSaIX/zUU09MMT7/jnPzdbg1Oey90Tnq5gunmD+MMvP0Sbw20O471EiGTkzPWiCxpmnYyQc/vjODixb4H/cEx6L5hM7zk/XDWWeVX9mUSaCeeOKsCbPpBWnwttVoeyDcoEdKouJRnLDcANwCsWrUqT+bJU3T6cTXE414Crmdf1hIJCe/EQnayOc8JknASBm5b5CUC29tmLeNw7IuPZdk1y9iXnD6h4HciBLy4u/mRzQXXbxx+QTvxTi/xGM9eL7bIspOjE6OzHnvz2Zs56zJITRgJB0Ez+k+DgRUw9eyedx6sXTsjFk1ZvBiuuML78nlN9zz0KEHX4VuxHRyD7udTXvMa351NwCNVKpgtNDV7PlBjHWlhSj6KiIiIVCh9EP+Jej1etddZq8sBf67sqrBkMn9i68ABL2n2P/9DvD1F5IJR4g6vbovpA+t/+eG/5E0+JsYTDO8t/WDMdxpk9hqKV6enSKenGU4+4z/NMCPZBsmsT9tT93X7WV4iIpOguugiuOWWqYYOvtO0c7vWBoNEX/p2+p+5z/exA0D0kQCcfvrM57icyr7eXq+r9cte5v09Zj1IespmqzY/qPWBfIMSIXWKS08Dh2f9vjx9WdmKTj/OStrNxeDNnybyd/tmvKemTizsyUo2FzhB0vtMByMX7yT25J2zlnHY+NDGkk6EZOJucjJPMg4Iug66nx0ndowXA+ZiMjXJGbeeMWOdyIQbg/Gxmc9vOOxVPq5e7cWisTHo6oKODrjrrulY4fOajq6M0v+tD4ObnXwMANGhTugkfwLyuuvgXe/SmoXFLLTGOjKvBBo9ABEREZFWZGYrzOxMM3u3mR1e/BZVMbXOmnMuCWTWWStb9gF/5kA/MZ4gnvQuz67eqbpM0u2EE/JvMz7uHQjv2+c1YMmzWb6DffDWX+te4h2MxcfibHxoI2vvWcvGhzYSH4vP2j62I0Zqwn+txRQQO65zKnk6lHiKCTeRf/yQt0Ipk4gAvAP6Qw+d1Um2d5eX7NxwN6z7vvd95OqZHazD557HwP53Ex7zEingfQ+PpZOUf9jv3yACpiv7ijnsMK+rdTjsHdyC9z2TRH74YVi2DC65BNav974vW+ZNb212mQN5Py16IF/HuPQA0GNmR5pZJ3AOsKWSOyo8/TjrvTIH8bE4kee/QLxr+iRAosurKIysgX3jCfi3f/OmFYP32s7zmg8tOZS+4/q48sQr6TuubyoxWrgTtXciJDvujk3mOfECBAJtRH+1mKEl0+Ot1OjEKJOpPOsx5j6/vb3wzDNeMnDdOu/7M88UTQqGu8IMnH1H/lhEJ3QWWCxzzFvHdsaakPnE497fae1a73t8diyft6JR76SPn/nWWEfmHVU+ioiIiJTJzP4FuITp9JIzs8875/65xg9dtXXWSjngL2e6craSpnKHQnDmmfD97xduagIVH4BPpCaI9ERKrvAcemYHiZRPhR/e4+943ZFce8Vf860nP83uP+6mwzoY96n0KWZWRWaeapZQEvp+ucj7pa0NkrPXDuz9sxMY+ef/InbkKMNLvPUgozvS1ZEdHbOSmtODKKOyL98UYue8RGOrNj+YZx1y6xmXnHMTZnYxsBVvCYgbnXM7itzMVylJu7mK7YiRMv+zASkgthL6fvxj2L59elkCn9d8vMMRe2ijb2zrWdpDsCPouy9dbV0s/5PlBeMuQGdbJ11tXQy8azOhfznLa3IzNrcEZLu1M57K08DK7/mtsGK39xUnM3LyVmIfPZ3hF0zS/ewE0V8tJjTZBncNeBuddJJ/FTWUttTBQu/0vFAa68i8pOSjiIiISBnM7FygH28pv0fxDvSPAvrN7CHn3C2NHF+p66zV6oDfL9F36d2XcuHxF4Jj5gF7TvIn3jndnCW70UulB+BmxsuvfTmTqUn2T+yfsX8we0pnz/DevI1eFiXhuhc8RvJ/Li+65tqUPI0hsisyAe95uPRS//vo6ICdO70OvH5rB0ajhPr76fupz23b2rzb+63hVm5ln19CItN8wk8rND9o1IF8DaapNyIuOecGgIG53k+hpN2s90qFhvYMkcC/0jDRBcNLMr/kJM+zXr/FTmJEV0bp3+qfzB6bHGPdves4/RWn5427AG874m18/eyvezFpYIDoGavpJ381YLu1M+EmOKj9oBkxLltboI2uQFftnt+s13Oop4e+237lvX/84tXf/z184Qv+91PshIg6PXsWQmMdmZeUfBQREREpz4eACeAU59x9AGZ2InAX0AfUMvlYtXXWanHAX2jttvX/s37qvmdUHaaTP4OHjBI5Z9J3Pbbodrg0TwOWQrLXOPOTW+EZHTmY/rY899VByUnHRePQnoJJg/0+icyABYgek1VV97Of+U+PXrzYe34OPTR/Eq9QAm3zZm/dTD/VqOybD80P6n0gX7vKrUbGpTkplLSb9V6pUMF4l+kgny0neV7KupThrjADawZYvWm177IV+8b3cdsjtxWMu2cefeb0+pa9vYR//QwDN3+ayHOfJxUwEm5sqsnN5rM389SzQwz/8Ft074HDX/IKzvrjRlK4Gc1wNp+9mbO+7h8HMs9vxY3HCr2e/WLWypWVr1moTs/T5ntjHZmXlHwUERERKc+rgDsyB/gAzrl7zewO4K01fuypddbwko7nAO+t5I5qccBfbEohZB2wf3U1I//0DKHeXuJPPkZkwwriWUtZZTd62RzzEnn5KgkrlVvhGe45hoHPLSJy5oEZSdCJAKQCMJ4nMdlubZxw5F/xkvBLWDo8wtG3/TfRh5I8fGhO05gkBLoWMbBmYDrBkKnm2e9TtRQIwKtfXXxHCiXQalnZN1+aH9TrQL62lVuNjEtzkkna5VYVZrpIV6PZTMF4R7qDfLac5Hmpy1T0rujlyrddyWXfvsy3oUybtTHp/Ndf9I27oRC9F17FSPJyYttjM5vc/ORhiHwk6739fUa6jNgXL2Z4ic1ohlPo+X34Nw9X1nisktfzXJY6mA8nO0QWMCUfRURERMpzMN60xlyPAu+s5QNXc521WhzwF5rKnSuV2Efsvz5N39lXEXvyTlJdnTA+u4HLpMHp58JYR9nDKaqzrZOHf/MwGx/a6FX6RKP09vczcvUBYiuZWkNxx4vg83+Z/34m3CSvnfxTrnznV7wmCD+6B5huGpN9X9FTLiSUOaCPx+Hii/2nRQNMTJRezZMvgVbLyr55tmZizdW2cqthcakaelf0MnLZyOwEWxUSj5An3tFFYGxsuoN8tpzkeTnLVDz1h6fydrIenRhlzZ+vYctjW8qKu6HO0Mw1ePMk/kIJ6PvQ9TMTf/E4vd9+lJHf9xF7yV6Gew6h+9CjiR4TxTnHsmuWVdZpvJLX81yWOpgvJztEFiglH0VERETKEwD8Vu8fp6p1ef6qtc4aVP+Av9DUxlyJThj+yjUQuTx9YO+fgBvthHaXKXusUJ6KyeRkkrsfv5vv7/r+dKXPwAChSIS+HWOQ9BIIG4+DrgkYy/PJuXMcum/YDGd9adYBcijJ9HqMwSBcdLT3c2a64v4CHakPHIBHHql8vzNqVdmn5gflqW3lVkPjUjXMSrBV2ax4t3g50dPWEdrrs6ZiTvK8nGUqim17whEn8KV3fGlucbfUxF/WtOhQIkFfMAhmcOGFEPsUG1/yG1J5KjGLNh6r9PVc6QkRneyoXA3WmRUpl5KPIiIiIuWbQyasuVTzgL/Q1MZcwTHo/p1BLEbPa/IfrHcEOvJ2ai3VQROwv528KZhZlT4jI3DTTd6BbjI5teZk3uRjCqK/bPMO7ko5QParWspnz57i2zSSmh+UrvaVW/MmLlWL31qGM+LdHceWlDwvZ5mKUradc9wtIfEX3zNCbO2JDL1+bLqBV+Y26701eIdWt5N4/eyKc0hXdP6mwMmPubyeKzkhopMdlVnoHcKlaQSKbyIiIiIiOT5pZpPZX8DHAXIvT3/5H93NM5mpjeHOMMGOoHdhnnRIAIg+lIThYaIrowTM/2NpW6CNxe2Lfa9b1LaIRe2Lph5rUfsiADqcd19dExAagw//GBb7z4KcIVPpQygEF10E3/kOhMOEO4LctSl9H9n74+CgJNy1CUK/H/WSb5kD5HDYO8gD73vm8lCocNVSrpERbyr3xo2lJSsbIZNIuPJK77uSAP6iUS9R4qc6lVuKS1kGdw2y7JplXHL3Jaz/wXouufsSll2zjMFdg9MbZZLnGzbAunXe95GRWUmZcFeYgZ5PEh7z1m4F73t4DAb+/KoZVYt+cTDYESTcGa58Dct43IsBmVhw+OHT8SVXMMjg4Y5l1/0Zl7x1jPW9cMkpsOwyGFwxc9OeZycI+jcBJ5iE7k9f5yWv/NT+9TxbiX+vlpX7d55rzM8+0ZVJEicS05fvy99JXaTaVPkoIiIiUr5ypzG2xLTHasid2uh+9lOu27sV56YbuATwuliHOrzqmELrT25+z2bO+oZ/p9aOQDs7/2GIO3fe6T0Wjmt/fC3jE2NACpdOFO4Ow2hX8bHnrt2WXdXXOzzMs0//mpuGNnPnEV4l5tt3wnk/T68Xl13pk1sNuHw5OAff/CY8+ijs2JG/ainX974H99yjapX5oPaVW4pLaaV0p55KApZShfftb9P7nssY6cxZw3UHhK5dByPvn/H3K2dJi6Kdpv0q18zynsCIdxmR319H3B2AzvS+ZzXwGrl6eo3L6HboP8V/lwMOog+OzWoeM2O8/3YB0QuvJzzm6leJOF87PdeiQlEdwqWJ1Dz5aGanAhvwFkXf6Jy7Kuf6fuBDwATwPPBB59yv09dNAr9Ib7rLOXd6rccrIvOTYpGIVItzTjNHipgxpfD1cS4/4iXEXrpv5gF7EghPV8cUOlgfWDNA5OZTSO0fJdGZlcC8dZJD3zxMX28f8bE4y65ZRmJiOqmX7IAkcNvRXhVPorPwuHPXbouPxYntjDG0Yoie1/QQfemHuejIb3HRD3ymgedW+mQOkP0OKCcmYNEib03HYsbSZUnV64osjVSjaeqKSzOV2p26JPE4nHEGkLOGa0b7pG8Sp5Sp1YO7Bgt3mi7UUXrxYu9142Ym/mLXX0Dq8ev89x0veZrZh3DSOxEUWQMpY2Z8zTTi6ZhOUvmO9zJj4IUX0/uUzXg9F02qyrRKOoeXQh3CpYnUNPloZm3AdcBJwG7gATPb4pzLXjzip8Aq59yomV0ArAcyn9z2O+deXcsxisj8p1gkItJA4TChO+6iLzcB1zW7OibfwXrvwccy8vkAsZfmVBwl908dmMV25k82tKVgsq34ULPXbvM9yLZ+Br52Fb3vXVda5VqhA8pCOjpgPM86l3OpVlHTgeYwXyu3mkg53amLisXyN4UCr1t9BUmckqozC1WumcFVV3knMrIS2UM//BSJR/Pse5cXQ7P17oKRL7QRe8Xk7BNEML2GZKHx/uF6Rv7PdDVp0aSqzBSL5Y/54+OVx3x1CJcmUuvKx+OBYefcEwBmditwBjB1wO+cuy9r+x8B76vxmERk4VEsEhFppDlWe8VvuYnYy5MMhaBnL5ydfWA8OQkXXcTQ4Y+S6PA/4B7tgjUHvZ4tEztI4WYlJYJ0EejomFqPreBB9i/WMfLkTkK331l8XwolDhZ561PS1jadxJychDPP9JrM3H23/+0qrVZR0wFZQMrpTl3U0FD+xBBAe3tFSZySqjOLVa7t3u2ttZql4L6PecnFXKFUO307FxVMUpVaTVrWlHfxbN+evxL+wAF4pEDjn0LUIVyaSK2Tj8uAp7J+3w28vsD2fcBdWb8vMrNteNMgr3LO/ZffjczsfOB8gBUrVvhtIiILm2KRiEijVVjtNbhrkMjIZaROSE6tGdl/ijclsHcXXtXRLbfQ8+fjBE/1n1od7Ahywol/y5eOiXrTun9+H8v/32ZwKXYvGqc74YjuhNCbgRUlJAWevJO+UvalUOLgwAHvoPDoo2cnMTduhO9/f9Zt450QO66ToUMepuehjaVPY6zVlD6RJlVOd+qienq8Kc6jo/7Xt7VVlMQpqTqzgsq1gvve2Un0yQ4IMrNye/NmOMt/bd1Mkmroh58qqZq0qlPeF4rf/a7w9Xv2VHa/6hAuTaRpGs6Y2fuAVcBbsi5+qXPuaTN7GfBdM/uFc+7x3Ns6524AbgBYtWpVnp6KIiLFKRaJiDSPqQoaS0K6YYJv44Tx8cKNE9LJhlBniL6es+Gtl0I8u8Vr0vtKJ+KqNmWzWOLg6KP9E7I+1SqDKzLrsiVJ7Lub4N3fL30ao5oOyAJTqIlV2R2nC1WPAWzZUlESp6TqzNefXXblWtF9/6dX+1ehF0lSlVpNWtUp7wvFkiWFr1+6tPL7rtE6syLlqnXy8Wng8Kzfl6cvm8HMTgQ+BrzFOTf1SdA593T6+xNmdj/wGmDWAb+ISBGKRSIiLahgBQ0lNE7wSzaUkIjreU2VpmxWOuUtp1olPp4gsgbiWR27y5rGqKYDsgCV03G6IL/qsY4Or+Lxjjvg5JMrGl9J1ZmdxZOCforuu9/JhiJJqlKrSas65X2hWLkyfxOyRYu8E1VzoXVmpQnUOvn4ANBjZkfiHeifA7w3ewMzew3wZeBU59xzWZcfDIw658bM7BDgjXgNIEREyqVYJCLSggpW0ORrnHC1l5Qcfvtf0H3ah2YnG0pIxEXf99HqTNmcy5S3rERA7Fe3ker8LrixWZulxg4Q++JF9H3w2vzNY9R0QBaoUjpOl6QG1WMlV2dW+NgV7XuBJFWp463qlPeFInOiyi/52NGhtRllXqhp8tE5N2FmFwNbgTbgRufcDjO7AtjmnNsCfA4IAd8wM4BdzrnTgVcCXzazFBDAW2etwpVWRWQhUywSEWlNBStoUu10JwJ4U6anhZLQtzMIF30I/A68S0jEVXXK5lySFulEwNA9O0n84C7fTRI2zvDdX4P/fXv+5jFqOlAd6ha+sNWgeqzk6swmqVwrZbxVjZ8LhdZmlAXAnJtfy5KtWrXKbdu2rdHDEJE5MrMHnXOrGj2OSikWicwPikWNFR+Ls+yaZTO6pmaEO0Lemo97982+YTicv4lKPA7Lls1svpLndvuS++Y+ZbMKNj60kUvuviRv99oNd6ennxfab79u15kDW3W7Lq7Bz59ikbSaZomfLWXfvqZfm7HVY5E0TtM0nBERERERyVa0gubNlF8pUkaFSdWmbM5RwWmMQHRH+pdCzWPUdKBy6hYuUrai8VOVxLM1SYWrSC0o+SgiIiIiTavgNL8VVJZQa7FE3Iwk7NgBEjZOcMxLPA5sSnf8huLNY3RgWxl1CxepLr9K4v5+VWKLzGNKPoqIiIi0ADP7JPC3wPPpiz7qnBto3Ijqp2AFTaUJtRZLxE0lYb94EcN3f43uZyeI7shKPMKcmsfEx+LEdsQY2jNEz9IeoiujhLsWeBVShrqFi1SPKolFFiQlH0VERERax+edc//S6EFIY4Q6Q15X6/99u/+alRU2jxncNThranv/1n4G1gzQu0JVSOoWPn8p6d4AqiQWWZCUfBQRERERaRVV7ooaH4sT2RSZ0dQn09gmsinCyGUjahKhbuHzUtWT7lrDsDSqJBZZkJR8FBEREWkdF5vZ+4FtwGXOud/lbmBm5wPnA6xYsaLOw5tnmjWZUMU1K2M7YqScfxVSyqWIbY81RdOdhqpywlcar+pJd61hWDpVEossSEo+ioiIiDQJM7sXONTnqo8BXwQ+Bbj096uBD+Zu6Jy7AbgBYNWqVa5mgy1DS05tbPZkQpXWrBzaMzSVdMmVGE8wvFdVSEDLNSmSwqqadNcahuVRJbHIgqTko4iIiEiTcM6dWMp2514OdwAAPn5JREFUZvZvwLdqPJyqaMn1BBdQMqFnaQ/BjqBvAjLYEaR7iaqQprRYkyLJr6pJd61hWB5VEossSIFGD0BEREREijOzw7J+fRewvVFjKVX21MbMgX5iPEE86V2+L7mvwSPMo5RkwjwRXRklYP6HBAELED1GVUgy/2SS7n7KTrprDcPyZSqJN2yAdeu87yMjzVFVLiI1ocpHERERkdaw3sxejTft+kng7xo6mhK07HqCCyiZEO4KM7BmYFZ1asACDKwZWBjNZpp1bU+puswSEDue28FEasJ3m7KT7lrDsDKqJBZZUJR8FBEREWkBzrm/bvQYytWy6wkusGRC74peRi4bIbY9xvDeYbqXdBM9JrowEo/NvranVE3uEhCL2hcBsKhtEQcmD1SedNcahiIiRSn5KCIiIiI10bLrCS7AZEKoM9ScVai1tIDW9lzo/LpbH5g44P1g0P8X/Rz9oqMrS7prDUMRkaK05qOIiIiI1ETLrieYSSaEw14SAbzvmcuVTJgfFtDangtdoSUg2qyNo190NH3H9VVe7as1DEVEClLlo4iIiIjUREuvJ5hJJsRi3hqP3d1exaMSj/PHAlrbc6GryxIQWsNQRCSvuiQfzexUYAPQBmx0zl2Vc30XcDPwWmAPEHXOPZm+7iNAHzAJ/INzbms9xiwi849ikYhI/bX0eoJKJsxvC2xtz4WsZZeAEBGZJ2o+7drM2oDrgNXA0cC5ZnZ0zmZ9wO+cc93A54HPpm97NHAOsBI4Fbg+fX8iImVRLBIRaZzMeoJXnnjl3KY2ilRTNOqty+dnnq7tuVC17BIQIiLzRD3WfDweGHbOPeGcSwK3AmfkbHMGcFP6583A28zM0pff6pwbc879ChhO35+ISLkUi0RERGSa1vZcMDJLQIQ7wwQ7vL91sCNIuDPc/EtAiIjMA/WYdr0MeCrr993A6/Nt45ybMLM/AEvTl/8o57bLch/AzM4Hzk//OmZm26sz9IY4BPhtowcxR9qHxmv18QMcVeX7UywqX6u/jlp9/ND6+9Dq44fqx6K6evDBB39rZr+u8cM0w9+5GcYAGkeulhhHGwSWwpJF0HUgkRjbA3sn3/SmPJ1oajeOIl5azYHUW9PEIiPAYpbQTldiIjHGKHvf9NGq/62b4XXfDGMAjSPXfBhHS8ciaZx50XDGOXcDcAOAmW1zzq1q8JAq1urjB+1DM2j18YO3D40eQ7nmUyyC1t+HVh8/tP4+tPr4oTVjUTbn3Itq/RjN8HduhjFoHBpHq4yjERZKLGqWcTTDGDQOjUMkWz2mXT8NHJ71+/L0Zb7bmFk78AK8Zg+l3FZEpBSKRSIiIiIiIiJ1Vo/k4wNAj5kdaWadeE0btuRsswU4L/3zWcB3nXMuffk5ZtZlZkcCPcBP6jBmEZl/FItERERERERE6qzm067T66ZdDGwF2oAbnXM7zOwKYJtzbgvw/4D/MLNhYC9eUoD0dl8HHgEmgIucc5NFHvKGWu1LnbT6+EH70AxaffxQ5X1QLKpIq+9Dq48fWn8fWn38MD/2odaa4TlqhjGAxpFL45ipWcYxXzXL89sM42iGMYDGkUvjkAXLvKIeERERERERERERkeqqx7RrERERERERERERWYCUfBQREREREREREZGaaNnko5mdamaPmdmwma3zub7LzGLp639sZkc0YJh5lTD+fjN7xMx+bmbfMbOXNmKchRTbh6ztzjQzZ2ar6jm+YkoZv5mdnf477DCzr9V7jMWU8DpaYWb3mdlP06+lSCPGmY+Z3Whmz5nZ9jzXm5n9a3r/fm5mx9V7jMUoFjWeYlHjKRYtLGb2STN72sweTn/5/j1LfW9WOIbPmdmj6b/H7Wb2wjzbPWlmv0iPc1sVH7/hsd/MDk+/rzKx4R99tnmrmf0h62/18WqPI/04BZ/neryHzOyorP182Mz+aGaX5GxTk+fDL4aY2RIzu8fMhtLfD85z2/PS2wyZ2Xl+24i/ZohF6ftvWDxSLJr1OIpFikXSrJxzLfeF1yziceBlQCfwM+DonG0uBL6U/vkcINbocZc5/hOAxemfL2im8Ze6D+ntwsD3gB8Bqxo97jL/Bj3AT4GD07//aaPHXcE+3ABckP75aODJRo87Z3xvBo4Dtue5PgLcBRjwF8CPGz3mCv4GikUN3of0dopFjd0HxaJ59AV8Evinub4u5jiGk4H29M+fBT6bZ7sngUOqvP9NEfuBw4Dj0j+HgZ0+43gr8K06vCYKPs/1fg+l/0a/AV5aj+fDL4YA64F16Z/X+b1GgSXAE+nvB6d/PrjWf6/58tUMsSj9GA2JR4pF5T/HikWKRfpq3FerVj4eDww7555wziWBW4EzcrY5A7gp/fNm4G1mZnUcYyFFx++cu885N5r+9UfA8jqPsZhS/gYAn8L7J3ygnoMrQSnj/1vgOufc7wCcc8/VeYzFlLIPDviT9M8vAEbqOL6inHPfw+sqnc8ZwM3O8yPghWZ2WH1GVxLFosZTLGo8xSLxU+p7syLOuW875ybSv9Y7NjVF7HfOPeOceyj9cxz4JbCsmo9RRfV+D70NeNw59+saPsaUPDEk+zVwE/BOn5ueAtzjnNubjvH3AKfWapwLVE1jETQ0HikWlU+xSLFIGqRVk4/LgKeyft/N7AA3tU36n8EfgKV1GV1xpYw/Wx/eGZpmUnQf0mXshzvn7qznwEpUyt/g5cDLzex/zOxHZtZsAbiUffgk8D4z2w0MAB+uz9Cqptz3Sr0pFjWeYlHjKRYtTBenp6zdmGcKVz2fsw+SPzY54Ntm9qCZnV+lx2u62J+eSvka4Mc+V7/BzH5mZneZ2coaDaHY81zv99A5wC15rqvH8wHwYufcM+mffwO82GcbxZa5a6ZYBPWNR4pFsykWzaZYJE2hvdEDkMLM7H3AKuAtjR5LOcwsAFwDfKDBQ5mLdrzpjm/FO4P5PTP7c+fc7xs5qDKdC3zFOXe1mb0B+A8zO8Y5l2r0wKS1KBY1lGKR1J2Z3Qsc6nPVx4Av4lUTu/T3q/EOuOs2BufcHeltPgZMAJvy3E2vc+5pM/tT4B4zezRdGTJvmFkIuA24xDn3x5yrH8Kb7rfPvPXw/gsvnlRb0zzPZtYJnA58xOfqej0fMzjnnJm5Wj/OfNQMsajYOBSPPIpFMykWiczUqsnHp4HDs35fnr7Mb5vdZtaON81rT32GV1Qp48fMTsT7x/oW59xYncZWqmL7EAaOAe5PV/YfCmwxs9Odc1Vb8H0OSvkb7MZbB2Qc+JWZ7cT7p/BAfYZYVCn70Ee6ZN4590MzWwQcAjTbtM18SnqvNJBiUeMpFjWeYtE85Jw7sZTtzOzfgG/5XDXn56zYGMzsA8A7gLc553wPppxzT6e/P2dmt+NNU5zrgWjTxH4z68A72N/knPvP3OuzEwDOuQEzu97MDnHO/baa4yjhea7ne2g18JBz7lmfcdbl+Uh71swOc849k57W6RfvnsY7sZSxHLi/BmNpWc0Qi0oZR4PikWLR7MdRLJpNsUiaQqtOu34A6DGzI9NnFM4BtuRsswXIdGk6C/huvn8EDVB0/Gb2GuDLwOmu+db3giL74Jz7g3PuEOfcEc65I/DWP2mWg30o7TX0X6SDsJkdgjf18Yk6jrGYUvZhF95aI5jZK4FFwPN1HeXcbAHeb56/AP6QNW2gGSgWNZ5iUeMpFi0wNnN9rHcBfl3CS3ldzGUMpwL/C+/9PJpnm6CZhTM/4zWF8O1oXqamiP3mnVH5f8AvnXPX5Nnm0PR2mNnxeJ/9q5p4KPF5rud76FzyTHOsx/ORJfs1cB5wh882W4GTzexg86YMn5y+TErQDLEoPY5GxSPFopmPoVjkT7FImoNrgq43lXzhdaraidfh62Ppy67AC/rgHdh8AxgGfgK8rNFjLnP89wLPAg+nv7Y0eszl7kPOtvfTRB1mS/wbGN50zUeAXwDnNHrMFezD0cD/4HW/exg4udFjzhn/LcAzwDhedVcf8PfA32f9Da5L798vmu01VOLfQLGowfuQs61iUWP2QbFoHn0B/5F+Hn6Od1BzWPrylwADhV4XVRzDMN76VJnY9KXcMeB1gP1Z+mtHNcfQDLEf6MWbbvrzrOchkvPavTi97z/DO/nylzUYh+/z3Ij3EBDEO4B/QdZlNX8+8sSQpcB3gCG8/6VL0tuuAjZm3faD6dfJMPA3tXhe5utXM8Si9P03LB4pFs0Yh2KRYpG+mvjLnKttAY6Z3YhXgv6cc+4Yn+sN2IAXoEaBD7h0tywzOw+4PL3pp51zN+XeXkSkFIpFItIMFItEREREZKGpx7Trr1C4TftqvLWreoDz8RYOxsyWAJ8AXo+3VsMnzL+DmYhIKb6CYpGINN5XUCwSERERkQWk5slH53WX2ltgkzOAm53nR8AL0+t3nALc45zb65z7HXAPhT+si4jkpVgkIs1AsUhEREREFppm6Ha9DG+NjIzd6cvyXT6LmZ2PVx1AMBh87Ste8YrajFRE6ubBBx/8rXPuRXV8SMUiEZlFsUhEmkEDYlFVHXLIIe6II45o9DBEZI5aPRZJ4zRD8nHOnHM3ADcArFq1ym3b1ixNTEWkUmb260aPoVyKRSLzj2KRiDSDVoxF2Y444ggUi+okHodYDIaGoKcHolEIhxs9KpknWj0WSeM0Q/LxaeDwrN+Xpy97GnhrzuX3121UIrLQKBaJSDNQLBIRkcoMDkIkAqkUJBIQDEJ/PwwMQG9vo0cnIgtYPRrOFLMFeL95/gL4g3PuGWArcLKZHZxeUP3k9GUiIrWgWCQizUCxSEREyhePe4nHeNxLPIL3PXP5vn2NHZ+ILGg1r3w0s1vwztQfYma78To1dgA4574EDAARYBgYBf4mfd1eM/sU8ED6rq5wzhVaoF1EJC/FIhFpBopFIiJSE7GYV/HoJ5Xyru/rq++YRETSap58dM6dW+R6B1yU57obgRtrMS4RWVgUi0SkGSgWiYhITQwNTVc85kokYHi4vuMREcnSDNOuRUREREREpMmY2Y1m9pyZbc+6bImZ3WNmQ+nvBzdyjJLW0+Ot8egnGITu7vqOR0Qki5KPIiIiIiIi4ucrwKk5l60DvuOc6wG+k/5dGi0ahUCew/tAwLteRKRBlHwUERERERGRWZxz3wNy15c9A7gp/fNNwDvrOSbJIxz2ulqHw9MVkMHg9OWhUGPHJyILWs3XfBQREREREZF548XOuWfSP/8GeLHfRmZ2PnA+wIoVK+o0tAWutxdGRrzmMsPD3lTraFSJRxFpOCUfRUREREREpGzOOWdmLs91NwA3AKxatcp3G6mBUEhdrUWk6WjatYiIiIiIiJTqWTM7DCD9/bkGj0dERJqcko8iIiIiIiJSqi3AeemfzwPuaOBYRESkBSj5KCIiIiIiIrOY2S3AD4GjzGy3mfUBVwEnmdkQcGL6dxERkby05qOIiIiIiIjM4pw7N89Vb6vrQEREpKWp8lFERERERERERERqQslHERERERERERERqQklH0VERERERERERKQmlHwUERERERERERGRmlDyUURERERERERERGpCyUcRERERERERERGpiZonH83sVDN7zMyGzWydz/WfN7OH0187zez3WddNZl23pdZjFZH5S7FIRJqF4pGIiIiILCTttbxzM2sDrgNOAnYDD5jZFufcI5ltnHOXZm3/YeA1WXex3zn36lqOUUTmP8UiEWkWikciIiIistDUuvLxeGDYOfeEcy4J3AqcUWD7c4FbajwmEVl4FItEpFkoHomIiIjIglLr5OMy4Kms33enL5vFzF4KHAl8N+viRWa2zcx+ZGbvzPcgZnZ+erttzz//fBWGLSLzjGKRiDSLmscjxSIRERERaSbN1HDmHGCzc24y67KXOudWAe8FvmBmf+Z3Q+fcDc65Vc65VS960YvqMVYRmb8Ui0SkWVQUjxSLRERERKSZ1HTNR+Bp4PCs35enL/NzDnBR9gXOuafT358ws/vx1jx6vPrDFJF5TrFIRJqF4pGIiFRVfCxObEeMoT1D9CztIboySrgr3OhhiYhMqXXy8QGgx8yOxPtgfQ7emfoZzOwVwMHAD7MuOxgYdc6NmdkhwBuB9TUer4jMT4pFItIsFI9ERKR08TjEYjA0BD09EI1CeDqxOLhrkMimCCmXIjGeINgRpH9rPwNrBuhd0dvAgYuITKtp8tE5N2FmFwNbgTbgRufcDjO7AtjmnNuS3vQc4FbnnMu6+SuBL5tZCm96+FXZnSBFREqlWCQizULxSERESjY4CJEIpFKQSEAwCP39MDAAvb3Ex+JENkWIJ+NTN0mMJwCIbIowctkIoc5Qo0YvIjKl1pWPOOcGgIGcyz6e8/snfW73A+DPazo4EVkwFItEpFkoHomISFHxuJd4jE8nFkl4iUUiERgZIbYzRsqlfG+ecili22P0HddXh8GKiBTWTA1nRERERERERCQW8yoe/aRSEPPWeMxUOuZKjCcY3jtcwwGKiJROyUcRERERERGRZjI0NF3pmCuRgOFhepb2EOwI+m4S7AjSvaS7hgMUESmdko8iIiIiIiIizaSnx1vj0U8wCN3dRFdGCZj/IX3AAkSPidZwgCIipVPyUURERERERKTe4nHYuBHWrvW+Z6/vGI1CIM/heiAA0SjhrjADawYId4anKiCDHUHCnd7lajYjIs2i5g1nREREREREpP7M7M+BTwJvBoLAE8B/AFc75yYaODQp0smacNj7ORIh3jZJ7GWjDL24nZ4/tBH9/zYTDnmJxd4VvYxcNkJse4zhvcN0L+kmekx0zonH+Fic2A5vXcmepT1EV3rJThGRSij5KCIiIiIi0sLMbAT4F+fcNVmXvRkYABZnbXo08BngjcDpdR2kTCuhkzWhEPT2MviTzUS+fgapVAcJGyfY0UX/D89i4GUD9K7oBSDUGapqV+vBXYNENkVIuRSJ8QTBjiD9W/sZWDP9mCIi5dC0axERERERkdZ2KDBV6mZmAeDfgYOAq4Ee4IXAarzqx7eb2Zr6D1OAwp2sJye96/GqDyO3n0XcHSBh44DXxTqejBPZFGFfct/Udhsf2sjae9ay8aGNxMfi/vddgviYd9/xZHyqk/bUY974NvbdcK2XNC00ZVxEJIcqH0VEREREROaXNwNHAl9yzv1z1uVbzewk4BHg/cCmRgxuwSvUyXp0FP7t32DnTmIv+Q3jk+O+m42nxoltj3HUIUdVtUoxtiNGyvknRlPJJLF/v4y+S9eCc97ak35TxqUlaGq91JOSjyIiIiIiIvPLqwAHXJt7hXPuSTO7Ey9BOa+0TDKlpwcWL/YSjX5+/GP48Y/Z8fZ2DrzOf2nOAxMHePjZh7l066XEk9NVh5lqxcimCCOXjZS99uPQnqGp+8iV6ILhYBJGkzlX+EwZl6amqfVSb5p2LSIiIiIiMr8E09+fyHP943jTsOeNwV2DLLtmGZfcfQnrf7CeS+6+hGXXLGNw12CjhzZbNJp/2nWWvR0TXgo5jwdHHsxfpehSxLbHyh5az9Keqc7ZuYJj0L23wI1Tqakp49K8Ck6tz5rOL1JNSj6KiIiIiIi0vuw01a7093xlf2Egz7zf1tNyyZRwGN797qKbHbwfsPzXj0+O569SHE+w+ZHNZa//GF0ZJWD+aYIAEN1R4MaJBAwPA9Vdh1Kqq+DU+gqT1iLFKPkoIiIiIiLS+i41syfM7AlgffqylXm2fSnwm/oMq/bqkUyZSqbdeSkbN5xHfO0lc2u0csIJ3tTrAo55HhYl/a9b1LaIo190dN4qRYDvPvndsqs/w11hBtYMEO4ME6QL8Coew2MwsAlCecbjbRiE7u7WqkJdgApOrR9PMLx3uM4jkoVAaz6KiIiIiIi0tl14lY+ZOrlk+rI3Afdnb2hmi/HWe/xmHcdXU7VOpkytjzcxTiJ1gGAS+ttg4HOL6M00Wjn2WG/K8dCQt6ZjNOpVOOYTjXpNWgqIbof+U+CAz3UdbR1cdeJV3P7o7Xlvn5xMkpxMFlz/0W+dzN4VvYxcNkJs200Mf/pSun8zTnSH9wLbeBwMLYGevd74wtnJyECA+LsiRL58VFXXoZTqykyt93vPBDuCdC/pbsCoZL5T8lFERERERKSFOeeOKGPzFcDVwH21GU391TKZkj2lOyPR6X2PnHmAkasPEDrlFK/zs3Mzuz9v3gy7dvknJMNhL2kZiXhrJfp0vw4nvWrDyBpIhYJTjUECFmBgzQCHhQ9jYM0AkU0RkpNJxibHfPchU/3Zd1yfV6mZTpIOroDIH64nhfNtOtL3lxfBR4+FSITBI8aJnHmAlHn7H0x6idGBTdC7J+jt/8AAsSfvLFqF2ndcX8V/D5m76Moo/Vv9E98BCxA9JlrnEclCUPNp12Z2qpk9ZmbDZrbO5/oPmNnzZvZw+utDWdedZ2ZD6a/zaj1WEZnfFI9EpBkoFolIIznnHnXO/R/n3PcaPZZqKbhO4RyTKQWndAOxlXhdq/ftm04gJhJeku+UU+Af/xHWr4dLLoFly2Awa+pxb6/XHXrDBli3Dtau9TpFB4PEO+HaN3bw6RPaeP2hr+WMo87g0tdfyoZTNzBy2chUR+JMleIJR5yQdx+mqj8HB70xXHIJ8S+sJ/L0euLj+2avk/nV1VPrZMZfdyzX3vlx/uq948S7phOviU6Id0HkbzrZ9/nPevvR26spvS1gxtT69LT9YEeQcKd3uSpTpRZqWvloZm3AdcBJwG7gATPb4px7JGfTmHPu4pzbLgE+AazCq/B+MH3b39VyzCIyPykeiUgzUCwSEam+TDIlsilCyqVmVQjOJZlSMJnWBcNLitzB6Gh64/R9RCJeoi6UHlMoBH1ZlYCXX87gzZ/m5OeuZr+Ne5f97kH43YMs7ljM1vdtnbU/oc4QZx59Jt/f9T0S46OzhrC4fTHdi5fDqZGpNSpjx3nJUz+pxD5isY9z1FvezepNqzkwfoAJJv237ewg9tpF9KX3R1N6W8PU1PrtMYb3DtO9pJvoMVElHqVmal35eDww7Jx7wjmXBG4FzijxtqcA9zjn9qY/VN8DnFqjcYrI/Kd4JCLNQLFIRKrOzDrN7Cdm9h0z6yiy3XfM7EeFtmtFmWTKhlM3sO6N62ZVCFYqk0zzExyD7r1l3mEq5U17ziPe4Vj9++vYbxOzrhsdH2X1ptW+3bujf1xBYN/sxCPA6MQohz807D122tASL3nqJ9EJj/zH5znlphPZl9zHhJs9lqltc6oZa1mFKtUV6gzRd1wfV554JX3H9SnxKDVV6zUflwFPZf2+G3i9z3ZnmtmbgZ3Apc65p/LcdlmtBioi857ikYg0A8UiEamF9wGvBU5zzo3n28g5lzSzzwEDwBrgK/UZXn1kkinVVHB9PCC6o8w7TCRgOP/U49iOGMlU/pbS4xNJbrr+7+h6bg9DS6HnDe8getS7CZ9+FptfBKf8NdNth7Kc9dvrGRlPkkkv9ez1kqd+CcjgGPwmDKOTY773NWPbnGrGWlahikjraoaGM98EbnHOjZnZ3wE3AX9Vzh2Y2fnA+QArVqyo/ghFZKGYUzxSLBKRKlEsEpFyvRt4wjk3UGxD59zdZjYEvId5lnyshRnJtKxu1wEHA7ctItTZDm2TsH9/aXcYDEJ3/qnHQ3uGSE7mTz6OpZJcuudrdAKJfRC8cyv9376MgcMC7ApBcHx6XcZsKTNir+mk78fefWc6afsJAM8upmjiEfyrGTWld5pfN/FwV4Eu6CLzVK2Tj08Dh2f9vjx92RTn3J6sXzcC67Nu+9ac297v9yDOuRuAGwBWrVrl5jJgEZm3ah6PFItEpASKRSJSC6/Bq2Ys1feASI3GMu/MSKY9+wjdQ3uIPrOU0P862utg/fDDM7tWL148vdZjrkDAu00ePUt76GzrzJ+AdDDe7n1BJtGYJHImfOhB/8QjQIIxhrNyfzM6aeNVQAbHvMTjwCb49JsKPydt1sbijsV5qxlrUYXaagZ3Dc6qAM3uJi6ykNQ6+fgA0GNmR+J9YD4HeG/2BmZ2mHPumfSvpwO/TP+8FfiMmR2c/v1k4CM1Hq+IzF+KRyLSDBSLRKQWDgGeLWP7Z4GlNRrLvDQjmbY658pM1+pYzJtS3d0Nhx8OZ501nZAMBr3E48DAdLOZLJkKue0//TY2liz7SD1lsOegAlOpk7PXp+zdBSNXex27h5d410d3QCgJ79gJW7vJW/0YXRnly6d9eUFWM5YiPhYnsilCPBmfuizThCeyKcLIZSN67mRBqWny0Tk3YWYX431YbgNudM7tMLMrgG3OuS3AP5jZ6cAEsBf4QPq2e83sU3gf0gGucM6Vu5yviAigeCQizUGxSERqZD9QTiYjBByo0VgWptyu1TA7IRmN+iYeBx/9NpGvn0EqNUnCxlmUAjJ165nkn4P2FEy0+T98ohOW7s/fUTbgvMRivBNix3gNZ3r2etOv+346e/vzfgb/6yTY71NJeVD7QUo8FhHbESPl/PuJp1yK2PbYgq8MlYWl5ms+ptcdGci57ONZP3+EPGftnXM3AjfWdIAismAoHolIM1AsEpEaeApYVcb2q4Bdc3lAMzsV2IB3ImWjc+6qudzfvOSXkGTmOoCHPz/GR3ZsYF8nU4nGA+mEX8e4V414oB3e8Izxmmfgk292eSsbV/6hg4GvQ+TscVLmJSSDgUUEJlMMbEry8KGzp1n3n+JNs+7NfjV0dBDuWsS333AVq3++lmQqSXIySWdbJ52BTu56311KPBYxtGdoqtIxV26HcJGFoBkazoiIiIiIiEjl7gcuNLNVzrlthTY0s9cCfwn830ofzMzagOuAk4DdwANmtsU590il91l38bhXlTg0BD09XlViuPaNQHLXAeycgGSH/7bj7fDEUhhrh+dCji093vRqPwEH0Z+OE6LTm0p9jDG81Oj+6wuI7n8Z7o9rWXbBKPGsxGUmiRlZ402/DiWB9nZ473vh2mvpDYV45uT3q3FMBXqW9hDsCPomIHM7hIssBEo+ioiIiIiItLZrgQuAb5hZxDn3S7+NzOwVwDeASeD6OTze8cCwc+6J9P3eCpwBtEbycXBwZoOYYBD6+731GHtr1wjEbx3AZKEjcvMSjzCdKFw8DqExb1Z2bpOYUBIgSQjoe8gR73Tc9PvPc1b0Nexes5+xPHOyU3jrPvb9FDjoILj22qnp4WocU5noyij9W/t9r/PrEC4y3yn5KCIiIiIi0sKcc4+l1479JPBTM9sMfBevKhFgGfA24EygC/i4c+6xOTzkMryp3hm7gddnb2Bm5wPnA6xYsWIOD1Vl8biXeIxPJwBJpKvTIhFvnUafdRnz3l3WFOqepT1EV0YJd/lXUBZaB7BUqbYA67+dYtEEPHII/DYIS0bh4Rd7X0+9wFvLccXv4Z3nwP4OYN9P4UX57zPRBcMvbofwQXkb4kh5wl1hBtYMzOp2HbBA3g7hIvOZko8iIiIiIiItzjl3hZlNAJ8A3gucm7OJAePAx5xzV9ZhPDcANwCsWrXKFdm8fmIxr+LRTyrlXe+zTuMs8TiDN3+ayPNfIGVGgjGCHUH6t/YzsGaA3hWzKygLrQNYqgOBFE+8EN71GFx66vT6jdkNahYnYbSDvJ2qcwVdB92r3wvfuFaJxyrqXdHLyGUjmrYugpKPIiIiIiIi84Jz7jNmtgn4IPBG4LD0Vc8Ag8C/O+d+XYWHeho4POv35enLmt/Q0HSlY65EwutMXczgIPEzVhP5u30z11BMJxYjmyKMXDYyK8nUs7SHRW2LODDp02jcQdekN826bRImA/gnDx38Juyt05j92Nnbjvp0qC4k0LWI6N9fC0qKVZ2mrYt48qz6ICIiIiIiIq3GOfdr59wnnHMnOudWpr9OdM59skqJR4AHgB4zO9LMOoFzgC1Vuu/a6unx1nj0EwxCd5FGIOlp27Ej9pFvAnXKpYhtj826PNId8U88pn3mXljzM3BG/qpFg+cWk/exyxF07YRT7QzsOZXQzbfOnIouIlJFSj6KiIiIiIjMA2a2wszONLN3m9nhxW9RGefcBHAxsBX4JfB159yOWj1eVUWjEMhzGBwIeNcXEosRb5tk8yunm8DkSownGN47u4JyYHiARe2LfG+zaMKrfNzyCkgVOEpfNA7tLv9jl6J9ElYPGxu2TDBy1QS9V38DPvxhWLbMa8YjIlJlSj6KiIiIiIi0ODP7F+AJ4Ot4Ha1/ZWafq9XjOecGnHMvd879mXPu/6vV41RdOOw1VQmHpysgg0FvrcMLLoBPfQo2bsxbBTj4+H0su2CU+4/M/xCLOxYzsm+EtfesZeNDG4mPefc1tGeIAxP+lY8HOuDOHkgVWaexIwVv3+l1ua7Uogn4+tcdfT/NdMgGDhyYbsazb1/ldy4i4kNrPoqIiIiIiLQwMzsX6MdrO/Io3qTdo4B+M3vIOXdLI8fXdHp7va7WsZi3xqNzcN113lci4SUj+/u9JGXvdOOY+FicyEH/SbxI+5zR8VE279jM6MTojCY0PUt7CHYEfZvOBJPgAkaiM/+ddwQ6GPjLL3Dsl9fy0RMrSxAuHoe7NmUlHXOV03SnBZXTnVxEqkfJRxERERERkdb2IWACOMU5dx+AmZ0I3AX0AUo+5gqFvARbPO5NN86u9ss0pIlEvCRlugN0bEeMVHvA6xnuo3MCkukj7NGJUe+usprQPHbxY/Rv7fe9bcDB23/VwfdXJEn4NIzpauvi6lOupvd1F8Kv38/AzZ8m8tznSQWMhJtZBhnsCBKwAJvP3szQniHuHLoTHLz9kXHOu/re/InHzL6X0nSnBQ3uGiSyKULKpUiMJ4p2JxeR6lHyUUREREREpLW9Crgjk3gEcM7da2Z3AG9t2KhaQSzmVfv5yakCHNozRGJ8NO9dvfwFR/LE2LNTiccZd+VSDAwNMLBmIJ0AmyQxPkpwzFsLbWATHPubJB99s/99d6aM8172bu+XUIjeC69iJHk5se0xhvcOs/wFy8HB7j/upntJN9FjooQ6Q5z8Zydz0fEXebfbuBE6fgjJPN2+obSmOy0oPhYnsilCPDk9nb5Yd3IRqR4lH0VERERERFrbwXjTrXM9CryzvkNpMUND05WOuXKqAAtOm+4IsvzQo9j++K/87yrdhKbvuD5GLhsh9sWLGL77a3Q/O0F0x/Q06IFNEFkDqc4OEjZOMOlVRQ7cBqF/OWrGVPBQZ4i+48qYHh2NetPJCwkEvIrPjRu956anx7tduLWnJsd2xEg5/yRzpjt5Wc+liJRFyUcREREREZHWFsB/MvA43vqPkk9Pj1ft55eAzKkCjK6M5p82bQHe3vYKvp+823fadLAjSPcS775CnSH6Rg6Fuydmbde7C0auhtirUgy/ALr3kk5OHgAOzJoKXpZMs51IBMbHvSYzGR0dYAannQYvf7m3DmZm/ctLL4ULL/S2a9FkpFe16p9kztedXESqR8lHERERERGR1lekDUqTi8e9Kc6lVNuVs20xhaoBAwHv+rRwVzhr2vT0uoEBCzDwrs0c+8Yz+ejf5bkrjOgx0/dVKOkZsi76fu4gOUm8E249BoaWQM9eiD4xSTi7IUy5z0V2s51HHvG+vvMdL/GYTMLXvjZz+8z41q/3vudpxlOpejWAKVa1mkkMi0htmHOt/T8q16pVq9y2bdsaPQwRmSMze9A5t6rR46iUYpHI/KBYJCLNoFgsMrMU5ScfnXOuLsUoRWPR4KBXjZdKTVfbBQL+Ca5yti1Vmfe5L7lvaq3FqfUVb74VLrmEwaUJb9o0kOhiek3H5WvpvfCq6TvJNLqJx2fdP52dkEwyuAL/+2INvZ/56tyfi0JjKCYcrrwCM82vAUzAAjVpABMfi7PsmmUz1nzMCHeGa7bm43zrrt3qn4ukcWr+z8bMTgU2AG3ARufcVTnX9zPdne154IPOuV+nr5sEfpHedJdz7vRaj1dE5ifFIhFpFopHIlIj5U6vbo7p2PG4l0DLToDl6TZd1rblyK4GHB72plpHo3nvy3etxfTakb2J9LTplTC8JGvadH/O0509BTo3eXjBBcRvuJbImlHiXVm7mv45YrcxsudzhOb6XBRqtlNMTjOectW7AUymanX1V1eTTCVJTibpbOukM9DJwJqBmiQe1V1bZFpNk49m1gZcB5wE7AYeMLMtzrlHsjb7KbDKOTdqZhcA64FMPfp+59yrazlGEZn/FItEpFkoHolILTjnAo0eQ8XK6DZd1rblCoUqvy3MmEYdSkLfT7Ouy9dBOl/S0zligxvIlxZMtbcR++o6+oo9F2efXXhKdqFmO8XkNOMpVz0awORWHa54wQowsHTe3bxfakLdtUVmqnXl4/HAsHPuCQAzuxU4A5j6gO2cuy9r+x8B76vxmERk4VEsEpFmoXgkIpKtjG7TZW1bb2WsHTlDnqTn0IfOJLHraz43SDdIef6xws/Fffd5jWKyqypz12os1GynmHwJ1RLVugFMbtXh4o7FjI6PzthmbHKMscmxmiQD1V1bZKZanyFbBjyV9fvu9GX59AF3Zf2+yMy2mdmPzOyd+W5kZuent9v2/PPPz2nAIjIvKRaJSLOoeTxSLBKRlpJJgPnJTXCVs229ZaZRh8PTYwwGpy8vczp4z7EnEOzw39dgR5DuFx2V/7lYvBg2b/amZGcSi4nE9LT1ffu8y6JRLzFaiUIJ1RJkGsD4mWsDmOyqw0yCMzfxmC2TDKwmddcWmalpyvPN7H3AKuBzWRe/NL2Y6XuBL5jZn/nd1jl3g3NulXNu1Yte9KI6jFZE5ivFIhFpFpXGI8UiEWkphRJguQmucrZthMw06g0bYN067/vISEWNcKIrowTMf18DFiD6vqvyPxepFLS15b8ulk605UuYhkKwdq23D2vXer9XIaFa1v4dU/nfslDVoZ9aJANrmVwVaUW1nnb9NHB41u/L05fNYGYnAh8D3uKcG8tc7px7Ov39CTO7H3gN8HgtBywi85JikYg0C8UjEZFshRqv5Ca4ytm2Uea6dmRapkFKvm7QoaWH5X8uTjsNvuY/ZXvW9PRSmu1cfnnJzXiqtn9zmAJdqOrQTy2SgdGVUfq3+k/Dn2tyVaQV1Tr5+ADQY2ZH8v+3d/fBctXlAce/T8iL5eZWCRmRBhCYxBfAP6Cpb42KhcF4xwHbqjdWp4ipjlrbMsERxClSOnaKHdTW0SoGRqWp3IovZDQORtShsYKEyEtAIFdECEGoRONNqAHM0z/Oucll3c3dvXd3z+6938/Mzu6e89tznt+e3ecmz57f+RX/sF5F8Uv9fhFxMvAZYGVmPjph+WHA45m5NyIWA39MccF1SWqVuUhSrzAfSVKtVmabbnFm6n624pgV7DhvByNbRxjdOcrSRUsZPmn4QGGu0Xtx9dVw7bX1r+VYb3j6ZAXTNhVUa03avykaP+uw2QJkJ4qBnSyuSv0oMrOzO4gYAj4OHAJcmZkfjohLgM2ZuT4ivg28CHi4fMkDmXlmRLyc4h/e+yiGh388M6+YbH/Lly/PzZs3d6IrkrooIm4phxa2a3vmIkkta3cuKrfZtXxkLpJmhk7kom4yF3XZ2BgsWVLc1xocLAqWM7BYO25s7xhLPrrkaTNNT3To3EN5/KnHn1YMXHFM60Pjm7H7id1tL65Wqd9zkarT8eJjt/mHTZoZ+v0Pm7lImhnMRZJ6gblILdu0qfHw9Clcg7Lf1M52PV5ovOZN1/DgrgdnTDGw2/o9F6k6nR52LUmSJEmSumkWDU+vp21DusfGivdw27ZitvXh4eLsUUktsfgoSZIkSdJM06FrNfaLhfMXsvqUafS/3tmja9bMmrNHpXaqP7e9JEmSJEnSbDQ2VhQex8YOTNyzZ8+B5bt3Vxuf1GcsPkqSJEmSpKaN7R1j7Za1nL/xfNZuWcvY3vqTu/StkZHijMd69u0r1ktqmsOuJUmSJElSU+pN5rLmujUdnTW667ZtO3DGY609e4rraEpqmsVHSZIkSZIm4+QjjO0dY2jdEGNPHDjTcc+TRZFuaN0QO87bMTNmj162rLjGY70C5MBAMYGPpKY57FqSJEmSpIPZtAmWLIFzz4WPfKS4X7KkWD6LjNw5wr6sPxx5X+5jZOsMGY48PAxzGpRL5swp1ktqmsVHSZIkSZIacfKR/bY9tm3/mY619jy5h9GdM2Q48uBgMav14GBxpiMU9+PLF86AszulLnLYtSRJkiRJjTQz+cjq1d2NqSLLDl/GwLyBugXIgXkDLF00g4Yjr1gBO3YUx3d0tBhqPTxs4VGaAouPkiRJkiQ14uQj+w2fOMya69bUXTcn5jB80gwbjrxw4awpLEud5LBrSZIkSVLPG9s7xtotazl/4/ms3bKWsb1jk7+oHcYnH6lnlk0+MrhgkA1v2cDg/EEG5hXvycC8AQbnF8tnxGQzktrOMx8lSZIkST1t0wObGFo3xL7cx54n9zAwb4A1161hw1s2sOKYFZ3d+fAwrKl/tt9snHxkxTEr2HHeDka2jjC6c5Sli5YyfNKwhUdJDVl8lCRJkiT1rLG9YwytG2LsiQNnOo5fc3Bo3RA7ztvR2cLX+CQjQ0PFNR737CnOeJwzZ9ZOPrJw/kJWn+JwZEnNsfgoSZIkSepZI3eOsC/rT/iyL/cxsnWk84UwJx+RpCmz+ChJkiRJ6lnbHttWd3ZlKM6AHN3ZpQlfnHxEkqakKxPORMTKiLgnIkYj4oI66xdExEi5/qaIOHbCug+Uy++JiNd0I15JM5O5SFIvMBdJUmuWHb5s/+QmtQbmDbB00eyZ8EWS+lHHi48RcQjwSeC1wAnAmyPihJpmq4FfZuZS4GPApeVrTwBWAScCK4FPlduTpJaYiyT1AnORJLVu+MRh5kT9/7rOiTkMnzS7JnyRpH7TjTMfXwyMZuZ9mfkEcDVwVk2bs4DPl4+vAU6LiCiXX52ZezPzp8BouT1JapW5SFIvMBdJUosGFwyy4S0bGJw/uP8MyIF5AwzOL5Y7y7Ik9bZuXPNxCfDghOfbgZc0apOZT0XELuDwcvmNNa9dUruDiHgn8M7y6d6I2Nqe0CuxGPhF1UFMk32oXr/HD/D8Nm/PXNS6fv8c9Xv80P996Pf4wVzUC/r9c9Tv8UP/96Hf44f256KuuuWWW3ZHxD3T3lAwh0NZxFwW7Hlqz14eZ+crLnxF/ZloDqjq+Ff5ubPPM3+/Ve37uV3en2aIGTHhTGZeDlwOEBGbM3N5xSFNWb/HD/ahF/R7/FD0oeoYWjWTchH0fx/6PX7o/z70e/xgLuoF/d6Hfo8f+r8P/R4/9GcuqnFPVcegquNf5efOPs/8/Va9b6lV3Rh2/RBw9ITnR5XL6raJiLnAM4HHmnytJDXDXCSpF5iLJEmSNKt0o/h4M7AsIo6LiPkUF0pfX9NmPXB2+fgNwHcyM8vlq8pZH48DlgE/7ELMkmYec5GkXmAukiRJ0qzS8WHX5bWK3gtcBxwCXJmZd0bEJcDmzFwPXAFcFRGjwE6Kf4hTtvsv4C7gKeCvM/O3k+zy8k71pUv6PX6wD72g3+OHNvfBXDQl/d6Hfo8f+r8P/R4/mIt6Qb/3od/jh/7vQ7/HD/3fhyrjr2rf9nl27Hs29llqWRQ/pEuSJEmSJElSe3Vj2LUkSZIkSZKkWcjioyRJkiRJkqSO6NviY0SsjIh7ImI0Ii6os35BRIyU62+KiGMrCLOhJuJfExF3RcTtEXF9RDy3ijgPZrI+TGj35xGREbG8m/FNppn4I+JN5XG4MyL+s9sxTqaJz9ExEfHdiPhR+VkaqiLORiLiyoh4NCK2NlgfEfFvZf9uj4hTuh3jZMxF1TMXVc9cVD1zUfXMRdUzF/WOMt/cWt7uj4hbG7S7PyLuKNttbtO+L46Ihybsv+5xbvY728J+/yUi7i6PzVcj4lkN2rWlz1Xl/Yg4uvwejeeCv6vT5tSI2DXhGFzUpn0f9L3r1HckIp4/oS+3RsSvI+LcmjZt63O9XBARiyJiY0RsK+8Pa/Das8s22yLi7HptpEpkZt/dKC7Q/hPgeGA+cBtwQk2b9wCfLh+vAkaqjrvF+F8NHFo+fncvxd9sH8p2g8ANwI3A8qrjbvEYLAN+BBxWPn921XFPoQ+XA+8uH58A3F913DXxvRI4BdjaYP0Q8E0ggJcCN1Ud8xSOgbmo4j6U7cxF1fbBXFT9MTAXVdyHsp25qNo+mIuq6ddlwEUN1t0PLG7z/i4G3jfdz8sU9nsGMLd8fClwaaf6XGXeB44ETikfDwL31tn3qcDXO/BZOuh7143vSPne/xx4bqf6XC8XAB8BLigfX1Dv8wUsAu4r7w8rHx/W7vfAm7ep3Pr1zMcXA6OZeV9mPgFcDZxV0+Ys4PPl42uA0yIiuhjjwUwaf2Z+NzMfL5/eCBzV5Rgn08wxAPhHij++v+lmcE1oJv53AJ/MzF8CZOajXY5xMs30IYHfLx8/E9jRxfgmlZk3UMzk2shZwBeycCPwrIg4sjvRNcVcVD1zUfXMRdUzF1XPXFQ9c1EPKvPMm4AvVh1LjWa/s03LzG9l5lPl007nqcryfmY+nJlbysdjwI+BJdPdbpt04ztyGvCTzPxZm7e7X4NcMPF4fh54fZ2XvgbYmJk7y1y9EVjZqTilVvRr8XEJ8OCE59v53YS3v035R2AXcHhXoptcM/FPtJriF5xeMmkfytPcj87Mb3QzsCY1cwyeBzwvIr4fETdGRK8l7mb6cDHw1ojYDmwA/qY7obVNq9+VbjMXVc9cVD1zUfXMRdUzF1XPXNSbXgE8kpnbGqxP4FsRcUtEvLON+31vOez2ygbDUzv9Xr6dxnmqHX3uibxfDuU+GbipzuqXRcRtEfHNiDixTbuc7L3rxndkFY2L6Z3o87gjMvPh8vHPgSPqtOnHHKFZYm7VAejgIuKtwHLgVVXH0oqImAN8FHhbxaFMx1yKIUanUvxyeUNEvCgzf1VlUC16M/C5zLwsIl4GXBURJ2XmvqoDU38xF1XKXCSVzEWVMhfpaSLi28Bz6qz6YGZeWz5+Mwc/63FFZj4UEc8GNkbE3eVZX1PeN/DvFGcZZ3l/GUUxcNqa6XNEfBB4CljXYDNT6nOviYiFwJeBczPz1zWrt1AMS94dxTU3v0aRP6ar0vcuIuYDZwIfqLO6U33+HZmZEZGd2LbUKf1afHwIOHrC86PKZfXabI+IuRRDKx7rTniTaiZ+IuJ0ij+gr8rMvV2KrVmT9WEQOAn4Xnl2/3OA9RFxZma25WLS09TMMdhOcZ2QJ4GfRsS9FH9Abu5OiJNqpg+rKU+1z8wfRMQzgMVArw2VaqSp70qFzEXVMxdVz1xUPXNR9cxF1TMXdVlmnn6w9WWu+TPgDw+yjYfK+0cj4qsUw4knLSZNtu8JMXwW+HqdVVN6L5vo89uA1wGnZWbd4tBU+1yj0rwfEfMoCo/rMvMrtesnFiMzc0NEfCoiFmfmL6az3ybeu05/R14LbMnMR+rE1pE+T/BIRByZmQ+XQ8nr5a2HKH4gGncU8L027V+aln4ddn0zsCwijit/fVgFrK9psx4Yn93pDcB3Gv0BqMCk8UfEycBngDN78Jo6MEkfMnNXZi7OzGMz81iK6570yj+wobnP0Ncok3dELKYYbnRfF2OcTDN9eIDiuiRExAuBZwD/29Uop2c98JdReCmwa8Jwg15gLqqeuah65qLqmYuqZy6qnrmo95wO3J2Z2+utjIiBiBgcf0wxYUvdmb5bEU+/xt+fNthmM5+XVve7Eng/xXf78QZt2tXnyvJ+FL+gXAH8ODM/2qDNc8p2RMSLKeoO0yp8Nvnedfo70vBM3k70ucbE43k2cG2dNtcBZ0TEYVFcbuCMcplUveyBWW+mcqOYyepeilm+Plguu4Qi2UPxj4kvAaPAD4Hjq465xfi/DTwC3Fre1lcdc6t9qGn7PXpoVscmj0FQDJG6C7gDWFV1zFPowwnA9ylmwLsVOKPqmGvi/yLwMPAkxRkVq4F3Ae+acAw+Wfbvjl77DDV5DMxFFfehpq25qJo+mIuqPwbmoor7UNPWXFRNH8xF3e3P58Zjn7DsD4AN5ePjy2NxG3Dn+DFrw36vKt+f2ykKNkfW7rvR52Wa+x2luN7eeJ76dO1+29nnJj7vHcn7wAqKIe23T+jrUM1n9b1l/26j+LHl5W3Yb933rlvfEWCAopj4zAnLOtLnBrngcOB6YBvF38RFZdvlwNoJr317ecxHgXPa1X9v3qZ7i8xe+dFbkiRJkiRJ0kzSr8OuJUmSJEmSJPU4i4+SJEmSJEmSOsLioyRJkiRJkqSOsPgoSZIkSZIkqSMsPkqSJEmSJEnqCIuPkiRJkiRJkjrC4qMkSZIkSbNURGTN7bcR8YuI+E5E/MVBXveCiPhERGyNiF0R8URE7IiIb0TE6ohYMMl+3zphn3/V/p5J6hWRmVXHIEmSJEmSKhAR40WBfyjv5wEvAM4CDgE+lplral5zEfAhihOafgBsBnYDRwCnAscDt2Tm8gb7PBq4o9z+QuAdmbm2fb2S1EssPkqSJEmSNEuNFx8zM2qWnwZsLJ8en5n3l8svBD4MPAi8MTNvqrPN1wHnZear66yLcrvHAV8B3ofFR2lGc9i1JEmSJEl6msy8HrgbCOCPACLiWOBi4ElgqF7hsXzt14GVDTb9t8CfAOcAe9oatKSeZPFRkiRJkiTVM3425PiQyXMohmV/OTO3HuyFmbn3dzYW8ULgn4F/zcwb2hmopN5l8VGSJEmSJD1NRJwOPJ+i8HhzuXhFeX/9FLY3F7gKeAC4sB0xSuoPc6sOQJIkSZIkVSsiLi4fzqMoOr6e4szHj2Xmz8p1R5b326ewi4uAk4EVmfl/U49UUr+x+ChJkiRJkj5U3ifwK+C/gSsy8z+mu+GIeAnF2Y6XZeYPprs9Sf3F4qMkSZIkSbNc7WzXDTwMvBBY0ux2y+HWXwDuBf5+atFJ6mde81GSJEmSJDVjU3l/WguvWQg8j6Jo+ZuIyPEbB862/Gy57OPtC1VSr4jMnLyVJEmSJEmaccoiYFNnPkbEsRRnMCZwcmbedZC2CzJzb0T8HvCJBs1OobgO5CbgHmBjZo601gNJvc7ioyRJkiRJs1Qrxcey/YXAh4H7gTdm5uY6bVYC78/MP5lkWxdTnP34jsxc21rkkvqF13yUJEmSJElNycx/Kq/j+CHg5oj4H2AzsBs4AnglsKxcJkkWHyVJkiRJUvMy85KI+BLwHuDVwDnAM4DHgFuBS4Fpz5ItaWZw2LUkSZIkSZKkjnC2a0mSJEmSJEkdYfFRkiRJkiRJUkdYfJQkSZIkSZLUERYfJUmSJEmSJHWExUdJkiRJkiRJHWHxUZIkSZIkSVJHWHyUJEmSJEmS1BEWHyVJkiRJkiR1hMVHSZIkSZIkSR3x/yq8y+n5xNCFAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 1440x576 with 16 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plotting(pca5_plasma_df, 5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "id": "1nMBpd5JIy3s"
   },
   "outputs": [],
   "source": [
    "# now do PCA for 10, 15, 20\n",
    "pca10_plasma = pca_analysis(plasma, 10)\n",
    "pca10_plasma_df = make_dataframe(pca10_plasma, 10)\n",
    "\n",
    "pca15_plasma = pca_analysis(plasma, 15)\n",
    "pca15_plasma_df = make_dataframe(pca15_plasma, 15)\n",
    "\n",
    "pca20_plasma = pca_analysis(plasma, 20)\n",
    "pca20_plasma_df = make_dataframe(pca20_plasma, 20)\n",
    "# print(pca20_plasma.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "id": "OJ4K_kNKNqWP"
   },
   "outputs": [],
   "source": [
    "# pca15_plasma_df.to_csv(\"plasma/pca15_plasma_metabolics.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "BaIC09d1YJyp",
    "outputId": "237ba941-6c89-4eea-d789-7f8d6349cb10"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x25f8083d388>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "tsne2_plasma = tsne_analysis(plasma, 2)\n",
    "\n",
    "tsne2_plasma_df = tsne_dataframe(tsne2_plasma, 2)\n",
    "# print(tsne2_plasma_df.head)\n",
    "# plotting(tsne2_plasma_df, 1, 1)\n",
    "plt.title(\"t-SNE\",fontsize=20)\n",
    "\n",
    "for target, color in zip(targets,colors):\n",
    "    indicesToKeep = tsne2_plasma_df.Class == target\n",
    "    plt.scatter(tsne2_plasma_df.loc[indicesToKeep, 'tsne1']\n",
    "               , tsne2_plasma_df.loc[indicesToKeep, 'tsne2'], c = color, s = 50)\n",
    "plt.legend(targets,prop={'size': 10})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 510
    },
    "id": "qKnrjJTzYh63",
    "outputId": "d8263a8f-454b-47dc-e94d-6a016fd1153e"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x576 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "tsne3_plasma = tsne_analysis(plasma, 3)\n",
    "\n",
    "tsne3_plasma_df = tsne_dataframe(tsne3_plasma, 3)\n",
    "# print(tsne2_plasma_df.head)\n",
    "tsne_plotting(tsne3_plasma_df, 3)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "id": "P-BRS2vwvm8x"
   },
   "outputs": [],
   "source": [
    "# tsne2_plasma_df.to_csv('plasma/tsne2_plasma_metabolics.csv')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Serum"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "8mJbTitszFRG",
    "outputId": "e2269dc1-ef0d-456b-c8ed-7e874a3380cd"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<bound method NDFrame.head of            pc1        pc2    Class\n",
      "0     -5.19342    3.39396  disease\n",
      "1    -0.107961   0.420847  disease\n",
      "2     0.194706   -5.76244  disease\n",
      "3      3.37146    -6.5759  disease\n",
      "4     -1.89935    3.86504  disease\n",
      "..         ...        ...      ...\n",
      "77    -1.33265   0.874834  control\n",
      "78    -2.37837    2.13826  control\n",
      "79       1.167 -0.0494281  control\n",
      "80  0.00594067    1.00219  control\n",
      "81    -2.06376    3.95083  control\n",
      "\n",
      "[82 rows x 3 columns]>\n"
     ]
    }
   ],
   "source": [
    "pca2_serum = pca_analysis(serum, 2)\n",
    "\n",
    "pca2_serum_df = make_dataframe(pca2_serum, 2)\n",
    "print(pca2_serum_df.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 341
    },
    "id": "--HrgVwLB0wH",
    "outputId": "d5522eca-81a4-47d1-c11b-38a85fb38205"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x25fff297b88>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 432x288 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 288x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "plt.figure(figsize=(4, 4))\n",
    "plt.xticks(fontsize=12)\n",
    "plt.yticks(fontsize=14)\n",
    "plt.xlabel('PC1',fontsize=20)\n",
    "plt.ylabel('PC2',fontsize=20)\n",
    "plt.title(\"Principal Component Analysis=\",fontsize=12)\n",
    "targets = ['disease', 'control']\n",
    "colors = ['r', 'g']\n",
    "for target, color in zip(targets,colors):\n",
    "    indicesToKeep = pca2_serum_df.Class == target\n",
    "    plt.scatter(pca2_serum_df.loc[indicesToKeep, 'pc1']\n",
    "               , pca2_serum_df.loc[indicesToKeep, 'pc2'], c = color, s = 50)\n",
    "\n",
    "plt.legend(targets,prop={'size': 15})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "id": "sXliCThzzpBO"
   },
   "outputs": [],
   "source": [
    "pca3_serum = pca_analysis(serum, 3)\n",
    "\n",
    "pca3_serum_df = make_dataframe(pca3_serum, 3)\n",
    "# print(pca3_df.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 510
    },
    "id": "Z0U0vdvJCmSj",
    "outputId": "4b1b710e-3bba-4d5c-f628-eb401315a9ec"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x576 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plotting(pca3_serum_df, 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "id": "EYPgDQ9A0gx8"
   },
   "outputs": [],
   "source": [
    "pca4_serum = pca_analysis(serum, 4)\n",
    "\n",
    "pca4_serum_df = make_dataframe(pca4_serum, 4)\n",
    "# print(pca4_serum_df.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 510
    },
    "id": "k9JGmoWDH-iP",
    "outputId": "292d2af0-d150-417c-e3d5-24c86db26581"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x576 with 12 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plotting(pca4_serum_df, 4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {
    "id": "vZ16An_m-3TG"
   },
   "outputs": [],
   "source": [
    "pca5_serum = pca_analysis(serum, 5)\n",
    "\n",
    "pca5_serum_df = make_dataframe(pca5_serum, 5)\n",
    "# print(pca5_serum_df.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 506
    },
    "id": "7tAZAD4o_Lwv",
    "outputId": "77199232-ad1c-42db-bce4-39bc4c8e32c4"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x576 with 16 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plotting(pca5_serum_df, 5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "id": "1nMBpd5JIy3s"
   },
   "outputs": [],
   "source": [
    "# now do PCA for 10, 15, 20\n",
    "pca10_serum = pca_analysis(serum, 10)\n",
    "pca10_serum_df = make_dataframe(pca10_serum, 10)\n",
    "\n",
    "pca15_serum = pca_analysis(serum, 15)\n",
    "pca15_serum_df = make_dataframe(pca15_serum, 15)\n",
    "\n",
    "pca20_serum = pca_analysis(serum, 20)\n",
    "pca20_serum_df = make_dataframe(pca20_serum, 20)\n",
    "# print(pca20_serum.head)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "id": "OJ4K_kNKNqWP"
   },
   "outputs": [],
   "source": [
    "# pca15_serum_df.to_csv(\"serum/pca15_serum_metabolics.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "BaIC09d1YJyp",
    "outputId": "237ba941-6c89-4eea-d789-7f8d6349cb10"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "tsne2_serum = tsne_analysis(serum, 2)\n",
    "\n",
    "tsne2_serum_df = tsne_dataframe(tsne2_serum, 2)\n",
    "# print(tsne2_serum_df.head)\n",
    "# plotting(tsne2_serum_df, 1, 1)\n",
    "\n",
    "for target, color in zip(targets,colors):\n",
    "    indicesToKeep = tsne2_serum_df.Class == target\n",
    "    plt.scatter(tsne2_serum_df.loc[indicesToKeep, 'tsne1']\n",
    "               , tsne2_serum_df.loc[indicesToKeep, 'tsne2'], c = color, s = 50)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 510
    },
    "id": "qKnrjJTzYh63",
    "outputId": "d8263a8f-454b-47dc-e94d-6a016fd1153e"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x576 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "tsne3_serum = tsne_analysis(serum, 3)\n",
    "\n",
    "tsne3_serum_df = tsne_dataframe(tsne3_serum, 3)\n",
    "# print(tsne3_serum_df.head)\n",
    "tsne_plotting(tsne3_serum_df, 3)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {
    "id": "P-BRS2vwvm8x"
   },
   "outputs": [],
   "source": [
    "# tsne2_serum_df.to_csv('plasma/tsne2_serum_metabolics.csv')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "O5YQ-9mOzz0x"
   },
   "source": [
    "# Models"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {
    "id": "sLVgPz17wu7w"
   },
   "outputs": [],
   "source": [
    "# !pip install lazypredict"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {
    "id": "wofvYf1N0sEL"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\UTSHAB\\AppData\\Roaming\\Python\\Python37\\site-packages\\sklearn\\utils\\deprecation.py:143: FutureWarning: The sklearn.utils.testing module is  deprecated in version 0.22 and will be removed in version 0.24. The corresponding classes / functions should instead be imported from sklearn.utils. Anything that cannot be imported from sklearn.utils is now part of the private API.\n",
      "  warnings.warn(message, FutureWarning)\n"
     ]
    }
   ],
   "source": [
    "import lazypredict\n",
    "from lazypredict.Supervised import LazyClassifier\n",
    "\n",
    "from sklearn.metrics import accuracy_score\n",
    "from sklearn.metrics import confusion_matrix\n",
    "from sklearn.metrics import matthews_corrcoef\n",
    "from sklearn.metrics import classification_report\n",
    "\n",
    "from sklearn.model_selection import ShuffleSplit, train_test_split, StratifiedKFold"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {
    "id": "mFGBwSwYBpsx"
   },
   "outputs": [],
   "source": [
    "def get_xy(df):\n",
    "  X = df.drop('Class', axis=1)\n",
    "  X = X.apply(pd.to_numeric)\n",
    "  y = df['Class'].copy()\n",
    "  y = y.map({\"control\": 0, \"disease\": 1})\n",
    "  return X, y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {
    "id": "eKoAzi2-XCzq"
   },
   "outputs": [],
   "source": [
    "from sklearn.preprocessing import StandardScaler, MinMaxScaler, RobustScaler, LabelEncoder"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "pc1      object\n",
       "pc2      object\n",
       "Class    object\n",
       "dtype: object"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pca2_plasma_df.dtypes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [],
   "source": [
    "# # make the independent variables float type\n",
    "# pca2_plasma_df['Class'].map({\"control\": 0, \"disease\": 1})\n",
    "# plasma = pca2_plasma_df.apply(pd.to_numeric)\n",
    "# plasma"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "or5h3YFslXGj",
    "outputId": "47d00867-deaf-48ef-fd2b-98d91a421e76"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 29/29 [00:00<00:00, 32.03it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 33.96it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 32.70it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 30.66it/s]\n",
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      "100%|██████████| 29/29 [00:00<00:00, 30.92it/s]\n",
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      "  3%|▎         | 1/29 [00:00<00:03,  7.94it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Plasma(Raw): 0.8709110334110335\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 29/29 [00:00<00:00, 31.84it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 30.98it/s]\n",
      "100%|██████████| 29/29 [00:01<00:00, 28.63it/s]\n",
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      "100%|██████████| 29/29 [00:00<00:00, 31.94it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 33.18it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 33.30it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 31.18it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 33.22it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 30.92it/s]\n",
      "  7%|▋         | 2/29 [00:00<00:01, 17.09it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Serum(Raw): 0.8472465034965035\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 29/29 [00:00<00:00, 41.91it/s]\n",
      "100%|██████████| 29/29 [00:00<00:00, 43.28it/s]\n",
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      "  3%|▎         | 1/29 [00:00<00:02, 10.00it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "pca2_plasma: 0.7985722610722611\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 29/29 [00:00<00:00, 42.71it/s]\n",
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     ]
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      "\n",
      "pca2_serum: 0.6962509712509711\n"
     ]
    },
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      "\n",
      "pca3_plasma: 0.8305167055167055\n"
     ]
    },
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      "\n",
      "pca3_serum: 0.7769813519813521\n"
     ]
    },
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      "\n",
      "pca4_plasma: 0.8581585081585082\n"
     ]
    },
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      "\n",
      "pca4_serum: 0.8294968919968919\n"
     ]
    },
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     "text": [
      "\n",
      "pca5_plasma: 0.8321231546231547\n"
     ]
    },
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      "\n",
      "pca5_serum: 0.8252719502719502\n"
     ]
    },
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      "\n",
      "pca10_plasma: 0.8449106449106448\n"
     ]
    },
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      "\n",
      "pca10_serum: 0.8204739704739705\n"
     ]
    },
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      "\n",
      "pca15_plasma: 0.8521610334110333\n"
     ]
    },
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      "\n",
      "pca15_serum: 0.8120823620823622\n"
     ]
    },
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     "text": [
      "\n",
      "pca20_plasma: 0.8270979020979021\n"
     ]
    },
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      "\n",
      "pca20_serum: 0.8444638694638694\n"
     ]
    },
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     "text": [
      "\n",
      "tsne2_plasma: 0.7846882284382284\n"
     ]
    },
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      "\n",
      "tsne2_serum: 0.7711101398601399\n"
     ]
    },
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      "\n",
      "tsne3_plasma: 0.7714792152292154\n"
     ]
    },
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    },
    {
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     "output_type": "stream",
     "text": [
      "\n",
      "tsne3_serum: 0.7168900543900544\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    }
   ],
   "source": [
    "# accuracy = []\n",
    "# for k in [0, 2, 3, 4, 5, 10, 15, 20, 22, 23]:\n",
    "#     if k==0:\n",
    "#         name = ['Plasma(Raw)', 'Serum(Raw)']\n",
    "#         dfs = [plasma, serum]\n",
    "#     elif k==22 or k==23:\n",
    "#         name = [f'tsne{k-20}_plasma', f'tsne{k-20}_serum']\n",
    "#         dfs = [vars()[f'tsne{k-20}_plasma_df'], vars()[f'tsne{k-20}_serum_df']]\n",
    "#     else:\n",
    "#         name = [f'pca{k}_plasma', f'pca{k}_serum']\n",
    "#         dfs = [vars()[f'pca{k}_plasma_df'], vars()[f'pca{k}_serum_df']]\n",
    "    \n",
    "#     random_state = 42\n",
    "\n",
    "#     for idx, data in enumerate(dfs):\n",
    "#       result = []\n",
    "#       X, y = get_xy(data)\n",
    "#       rs = ShuffleSplit(n_splits=10, test_size=.2, random_state=random_state)\n",
    "#       raw_x = X\n",
    "#       for train_index, test_index in rs.split(X):\n",
    "#         clf = LazyClassifier(verbose=0, ignore_warnings=True, custom_metric=matthews_corrcoef, predictions=True)\n",
    "#         X_train, X_test = X.iloc[train_index], X.iloc[test_index]\n",
    "#         y_train, y_test = y.iloc[train_index], y.iloc[test_index]\n",
    "#     #     print(X_train, X_test, y_train, y_test)\n",
    "\n",
    "#         models, predictions = clf.fit(X_train, X_test, y_train, y_test)\n",
    "#         result.append(models)\n",
    "#     #     print(result)\n",
    "\n",
    "#       acc = []\n",
    "#       for i in range(10):\n",
    "#     #     print(result[i].iloc[0]['Balanced Accuracy'])\n",
    "#         acc.append(result[i].iloc[0]['Balanced Accuracy'])\n",
    "\n",
    "#       print(f'\\n{name[idx]}: {sum(acc)/len(acc)}')\n",
    "#       accuracy.append([f'{name[idx]}', f'{sum(acc)/len(acc)}'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [],
   "source": [
    "accuracy_df = pd.DataFrame(accuracy, columns=['Processed Dataset', 'Accuracy'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Processed Dataset     object\n",
       "Accuracy             float64\n",
       "dtype: object"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "accuracy_df.to_csv('accuracy/accuracy_Raw.csv')\n",
    "accuracy_df['Accuracy'] = accuracy_df['Accuracy'].astype(float)\n",
    "accuracy_df.dtypes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "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>Processed Dataset</th>\n",
       "      <th>Accuracy</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Plasma(Specific Metabolics)</td>\n",
       "      <td>0.88</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Serum(Specific Metabolics)</td>\n",
       "      <td>0.93</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>pca2_plasma(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>pca2_serum(Specific Metabolics)</td>\n",
       "      <td>0.89</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>pca3_plasma(Specific Metabolics)</td>\n",
       "      <td>0.89</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  Processed Dataset  Accuracy\n",
       "0       Plasma(Specific Metabolics)      0.88\n",
       "1        Serum(Specific Metabolics)      0.93\n",
       "2  pca2_plasma(Specific Metabolics)      0.90\n",
       "3   pca2_serum(Specific Metabolics)      0.89\n",
       "4  pca3_plasma(Specific Metabolics)      0.89"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "accuracy_metabolics = pd.read_csv('accuracy/accuracy_Specific Metabolics.csv', float_precision='high').drop('Unnamed: 0', axis = 1)\n",
    "accuracy_metabolics.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "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>Processed Dataset</th>\n",
       "      <th>Accuracy</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Plasma(Raw)</td>\n",
       "      <td>0.87</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Serum(Raw)</td>\n",
       "      <td>0.85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>pca2_plasma</td>\n",
       "      <td>0.80</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>pca2_serum</td>\n",
       "      <td>0.70</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>pca3_plasma</td>\n",
       "      <td>0.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>pca3_serum</td>\n",
       "      <td>0.78</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>pca4_plasma</td>\n",
       "      <td>0.86</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>pca4_serum</td>\n",
       "      <td>0.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>pca5_plasma</td>\n",
       "      <td>0.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>pca5_serum</td>\n",
       "      <td>0.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>pca10_plasma</td>\n",
       "      <td>0.84</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>pca10_serum</td>\n",
       "      <td>0.82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>pca15_plasma</td>\n",
       "      <td>0.85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>pca15_serum</td>\n",
       "      <td>0.81</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>pca20_plasma</td>\n",
       "      <td>0.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>pca20_serum</td>\n",
       "      <td>0.84</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>tsne2_plasma</td>\n",
       "      <td>0.78</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>tsne2_serum</td>\n",
       "      <td>0.77</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>tsne3_plasma</td>\n",
       "      <td>0.77</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>tsne3_serum</td>\n",
       "      <td>0.72</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>Plasma(Specific Metabolics)</td>\n",
       "      <td>0.88</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>Serum(Specific Metabolics)</td>\n",
       "      <td>0.93</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>pca2_plasma(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>pca2_serum(Specific Metabolics)</td>\n",
       "      <td>0.89</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>pca3_plasma(Specific Metabolics)</td>\n",
       "      <td>0.89</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>pca3_serum(Specific Metabolics)</td>\n",
       "      <td>0.88</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>pca4_plasma(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>pca4_serum(Specific Metabolics)</td>\n",
       "      <td>0.88</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>pca5_plasma(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>pca5_serum(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>pca10_plasma(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>pca10_serum(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>pca15_plasma(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>pca15_serum(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>pca20_plasma(Specific Metabolics)</td>\n",
       "      <td>0.88</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>pca20_serum(Specific Metabolics)</td>\n",
       "      <td>0.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>36</th>\n",
       "      <td>tsne2_plasma(Specific Metabolics)</td>\n",
       "      <td>0.91</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>tsne2_serum(Specific Metabolics)</td>\n",
       "      <td>0.89</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>38</th>\n",
       "      <td>tsne3_plasma(Specific Metabolics)</td>\n",
       "      <td>0.76</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>tsne3_serum(Specific Metabolics)</td>\n",
       "      <td>0.73</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                    Processed Dataset  Accuracy\n",
       "0                         Plasma(Raw)      0.87\n",
       "1                          Serum(Raw)      0.85\n",
       "2                         pca2_plasma      0.80\n",
       "3                          pca2_serum      0.70\n",
       "4                         pca3_plasma      0.83\n",
       "5                          pca3_serum      0.78\n",
       "6                         pca4_plasma      0.86\n",
       "7                          pca4_serum      0.83\n",
       "8                         pca5_plasma      0.83\n",
       "9                          pca5_serum      0.83\n",
       "10                       pca10_plasma      0.84\n",
       "11                        pca10_serum      0.82\n",
       "12                       pca15_plasma      0.85\n",
       "13                        pca15_serum      0.81\n",
       "14                       pca20_plasma      0.83\n",
       "15                        pca20_serum      0.84\n",
       "16                       tsne2_plasma      0.78\n",
       "17                        tsne2_serum      0.77\n",
       "18                       tsne3_plasma      0.77\n",
       "19                        tsne3_serum      0.72\n",
       "20        Plasma(Specific Metabolics)      0.88\n",
       "21         Serum(Specific Metabolics)      0.93\n",
       "22   pca2_plasma(Specific Metabolics)      0.90\n",
       "23    pca2_serum(Specific Metabolics)      0.89\n",
       "24   pca3_plasma(Specific Metabolics)      0.89\n",
       "25    pca3_serum(Specific Metabolics)      0.88\n",
       "26   pca4_plasma(Specific Metabolics)      0.90\n",
       "27    pca4_serum(Specific Metabolics)      0.88\n",
       "28   pca5_plasma(Specific Metabolics)      0.90\n",
       "29    pca5_serum(Specific Metabolics)      0.90\n",
       "30  pca10_plasma(Specific Metabolics)      0.90\n",
       "31   pca10_serum(Specific Metabolics)      0.90\n",
       "32  pca15_plasma(Specific Metabolics)      0.90\n",
       "33   pca15_serum(Specific Metabolics)      0.90\n",
       "34  pca20_plasma(Specific Metabolics)      0.88\n",
       "35   pca20_serum(Specific Metabolics)      0.90\n",
       "36  tsne2_plasma(Specific Metabolics)      0.91\n",
       "37   tsne2_serum(Specific Metabolics)      0.89\n",
       "38  tsne3_plasma(Specific Metabolics)      0.76\n",
       "39   tsne3_serum(Specific Metabolics)      0.73"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "final_acc = pd.concat([accuracy_df, accuracy_metabolics], ignore_index=True)\n",
    "final_acc.to_csv('accuracy/accuracy_final.csv')\n",
    "final_acc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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