{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "75caed03-fb15-4259-8e54-a00386a7273f",
   "metadata": {},
   "outputs": [],
   "source": [
    "import glob\n",
    "import numpy as np\n",
    "import cv2\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.patches as patches\n",
    "import seaborn as sns\n",
    "import pandas as pd\n",
    "import os\n",
    "import re\n",
    "import scipy.stats as ss\n",
    "import scikit_posthocs as sp\n",
    "from scipy import signal\n",
    "from matplotlib.dates import date2num\n",
    "from matplotlib.collections import LineCollection\n",
    "plt.rcParams['pdf.fonttype'] = 42"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "94227477-632b-4e11-8a55-abe6cb306d5c",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>time</th>\n",
       "      <th>time-end</th>\n",
       "      <th>ratio</th>\n",
       "      <th>ratio_sm</th>\n",
       "      <th>cell ID</th>\n",
       "      <th>phosphatases</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>-195</td>\n",
       "      <td>1.552053</td>\n",
       "      <td>1.56072</td>\n",
       "      <td>pph3-1-[ 1_1 ]</td>\n",
       "      <td>pph3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>5</td>\n",
       "      <td>-190</td>\n",
       "      <td>1.518187</td>\n",
       "      <td>1.591589</td>\n",
       "      <td>pph3-1-[ 1_1 ]</td>\n",
       "      <td>pph3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>10</td>\n",
       "      <td>-185</td>\n",
       "      <td>1.611921</td>\n",
       "      <td>1.634225</td>\n",
       "      <td>pph3-1-[ 1_1 ]</td>\n",
       "      <td>pph3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>15</td>\n",
       "      <td>-180</td>\n",
       "      <td>1.644659</td>\n",
       "      <td>1.638327</td>\n",
       "      <td>pph3-1-[ 1_1 ]</td>\n",
       "      <td>pph3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>20</td>\n",
       "      <td>-175</td>\n",
       "      <td>1.646093</td>\n",
       "      <td>1.622356</td>\n",
       "      <td>pph3-1-[ 1_1 ]</td>\n",
       "      <td>pph3</td>\n",
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       "      <th>6687</th>\n",
       "      <td>225</td>\n",
       "      <td>-20</td>\n",
       "      <td>2.022186</td>\n",
       "      <td>1.985038</td>\n",
       "      <td>dis2-2-[ 13_1 ]</td>\n",
       "      <td>dis2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6688</th>\n",
       "      <td>230</td>\n",
       "      <td>-15</td>\n",
       "      <td>1.990524</td>\n",
       "      <td>1.879684</td>\n",
       "      <td>dis2-2-[ 13_1 ]</td>\n",
       "      <td>dis2</td>\n",
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       "    <tr>\n",
       "      <th>6689</th>\n",
       "      <td>235</td>\n",
       "      <td>-10</td>\n",
       "      <td>1.942405</td>\n",
       "      <td>1.745493</td>\n",
       "      <td>dis2-2-[ 13_1 ]</td>\n",
       "      <td>dis2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6690</th>\n",
       "      <td>240</td>\n",
       "      <td>-5</td>\n",
       "      <td>1.706122</td>\n",
       "      <td>None</td>\n",
       "      <td>dis2-2-[ 13_1 ]</td>\n",
       "      <td>dis2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6691</th>\n",
       "      <td>245</td>\n",
       "      <td>0</td>\n",
       "      <td>1.587953</td>\n",
       "      <td>None</td>\n",
       "      <td>dis2-2-[ 13_1 ]</td>\n",
       "      <td>dis2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>6692 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     time time-end     ratio  ratio_sm          cell ID phosphatases\n",
       "0       0     -195  1.552053   1.56072   pph3-1-[ 1_1 ]         pph3\n",
       "1       5     -190  1.518187  1.591589   pph3-1-[ 1_1 ]         pph3\n",
       "2      10     -185  1.611921  1.634225   pph3-1-[ 1_1 ]         pph3\n",
       "3      15     -180  1.644659  1.638327   pph3-1-[ 1_1 ]         pph3\n",
       "4      20     -175  1.646093  1.622356   pph3-1-[ 1_1 ]         pph3\n",
       "...   ...      ...       ...       ...              ...          ...\n",
       "6687  225      -20  2.022186  1.985038  dis2-2-[ 13_1 ]         dis2\n",
       "6688  230      -15  1.990524  1.879684  dis2-2-[ 13_1 ]         dis2\n",
       "6689  235      -10  1.942405  1.745493  dis2-2-[ 13_1 ]         dis2\n",
       "6690  240       -5  1.706122      None  dis2-2-[ 13_1 ]         dis2\n",
       "6691  245        0  1.587953      None  dis2-2-[ 13_1 ]         dis2\n",
       "\n",
       "[6692 rows x 6 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>duration</th>\n",
       "      <th>max</th>\n",
       "      <th>phosphatases</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>195</td>\n",
       "      <td>2.00564</td>\n",
       "      <td>pph3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>205</td>\n",
       "      <td>2.03295</td>\n",
       "      <td>pph3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>190</td>\n",
       "      <td>2.15034</td>\n",
       "      <td>pph3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>230</td>\n",
       "      <td>2.172538</td>\n",
       "      <td>pph3</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>175</td>\n",
       "      <td>2.011045</td>\n",
       "      <td>pph3</td>\n",
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       "    <tr>\n",
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       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>144</th>\n",
       "      <td>165</td>\n",
       "      <td>2.037599</td>\n",
       "      <td>dis2</td>\n",
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       "    <tr>\n",
       "      <th>145</th>\n",
       "      <td>170</td>\n",
       "      <td>2.034574</td>\n",
       "      <td>dis2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>146</th>\n",
       "      <td>295</td>\n",
       "      <td>2.177235</td>\n",
       "      <td>dis2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>147</th>\n",
       "      <td>130</td>\n",
       "      <td>2.038678</td>\n",
       "      <td>dis2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>148</th>\n",
       "      <td>245</td>\n",
       "      <td>2.053816</td>\n",
       "      <td>dis2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>149 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    duration       max phosphatases\n",
       "0        195   2.00564         pph3\n",
       "1        205   2.03295         pph3\n",
       "2        190   2.15034         pph3\n",
       "3        230  2.172538         pph3\n",
       "4        175  2.011045         pph3\n",
       "..       ...       ...          ...\n",
       "144      165  2.037599         dis2\n",
       "145      170  2.034574         dis2\n",
       "146      295  2.177235         dis2\n",
       "147      130  2.038678         dis2\n",
       "148      245  2.053816         dis2\n",
       "\n",
       "[149 rows x 3 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "window = 3 # 移動平均の範囲\n",
    "w = np.ones(window)/window\n",
    "\n",
    "dirs = glob.glob(\"./2023*\")\n",
    "df_all = pd.DataFrame({})\n",
    "df_stats = pd.DataFrame({})\n",
    "for dir_name in dirs:\n",
    "    if dir_name[-1] == \"d\":\n",
    "        # xxx_not-used のディレクトリを省く\n",
    "        continue\n",
    "    csvs = glob.glob(dir_name + \"/_analysis/_results*.csv\")\n",
    "    phos = dir_name[11:-18]\n",
    "    for csv in csvs:\n",
    "        df_read = pd.read_csv(csv)\n",
    "        stage_num = csv[-5]\n",
    "        cells = df_read[\" Lineage\"].unique().tolist()  # cell idを抜き出す\n",
    "        for cell in cells:\n",
    "            if \"_\" not in cell:\n",
    "                continue\n",
    "            if \"_1_1\" in cell:\n",
    "                continue\n",
    "                \n",
    "            df_cell = df_read.loc[df_read[\" Lineage\"] == cell]\n",
    "            if len(df_cell) <20:\n",
    "                continue\n",
    "            df_FRET = df_cell[\" AverageBrightness(Seg)_C0\"]\n",
    "            df_CFP = df_cell[\" AverageBrightness(Seg)_C1\"]\n",
    "            df_ratio = df_FRET / df_CFP\n",
    "            df_ratio_sm = np.convolve(df_ratio, w, mode='valid')\n",
    "\n",
    "            time = [i*5 for i in range(len(df_FRET))]\n",
    "            time_end = [(i-len(time)+1)*5 for i in range(len(df_FRET))]\n",
    "            ID = [phos+\"-\"+stage_num+\"-\"+cell for i in range(len(df_FRET))]\n",
    "            phos_list = [phos for i in range(len(df_FRET))]\n",
    "            stage_list = [stage_num for i in range(len(df_FRET))]\n",
    "            \n",
    "            cc_len = time[-1]\n",
    "            peak_top = max(df_ratio)\n",
    "\n",
    "            temp = pd.DataFrame([time, time_end, df_ratio, df_ratio_sm, ID, phos_list], index=[\"time\", \"time-end\", \"ratio\", \"ratio_sm\", \"cell ID\", \"phosphatases\"])\n",
    "            df_all = pd.concat([df_all, temp.T], ignore_index=True)\n",
    "\n",
    "            temp = pd.DataFrame([cc_len, peak_top, phos], index=[\"duration\", \"max\", \"phosphatases\"])\n",
    "            df_stats = pd.concat([df_stats, temp.T], ignore_index=True)\n",
    "\n",
    "display(df_all)\n",
    "df_all.to_csv(\"./_df_all.csv\")\n",
    "\n",
    "display(df_stats)\n",
    "df_all.to_csv(\"./_df_stats.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "bccf4af4-0729-4217-bf83-a2482640d285",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2.142236874140268e-05\n"
     ]
    }
   ],
   "source": [
    "phos = df_stats[\"phosphatases\"].unique().tolist()  # phosphatasesを抜き出す\n",
    "arr_duration = [df_stats.loc[df_stats[\"phosphatases\"] == i][\"duration\"].values for i in phos]\n",
    "H, p = ss.kruskal(*arr_duration)\n",
    "print(p)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1dc48208-048a-4f69-b8e1-9c608446d420",
   "metadata": {},
   "outputs": [
    {
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Par2</th>\n",
       "      <th>Sds21</th>\n",
       "      <th>clp1d</th>\n",
       "      <th>dis2</th>\n",
       "      <th>pab1</th>\n",
       "      <th>par1</th>\n",
       "      <th>ppa1</th>\n",
       "      <th>ppa2</th>\n",
       "      <th>ppe1</th>\n",
       "      <th>pph3</th>\n",
       "      <th>wt</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Par2</th>\n",
       "      <td>1.000000e+00</td>\n",
       "      <td>0.368193</td>\n",
       "      <td>0.186787</td>\n",
       "      <td>0.116247</td>\n",
       "      <td>3.005572e-07</td>\n",
       "      <td>0.038737</td>\n",
       "      <td>0.587063</td>\n",
       "      <td>0.005334</td>\n",
       "      <td>8.914665e-01</td>\n",
       "      <td>0.288277</td>\n",
       "      <td>0.858341</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Sds21</th>\n",
       "      <td>3.681933e-01</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.592665</td>\n",
       "      <td>0.392108</td>\n",
       "      <td>2.213837e-06</td>\n",
       "      <td>0.167747</td>\n",
       "      <td>0.783661</td>\n",
       "      <td>0.031133</td>\n",
       "      <td>2.865818e-01</td>\n",
       "      <td>0.787998</td>\n",
       "      <td>0.504663</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>clp1d</th>\n",
       "      <td>1.867867e-01</td>\n",
       "      <td>0.592665</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.737334</td>\n",
       "      <td>7.429972e-05</td>\n",
       "      <td>0.418071</td>\n",
       "      <td>0.466436</td>\n",
       "      <td>0.128531</td>\n",
       "      <td>1.395286e-01</td>\n",
       "      <td>0.813845</td>\n",
       "      <td>0.275045</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>dis2</th>\n",
       "      <td>1.162468e-01</td>\n",
       "      <td>0.392108</td>\n",
       "      <td>0.737334</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>6.050339e-04</td>\n",
       "      <td>0.659845</td>\n",
       "      <td>0.312995</td>\n",
       "      <td>0.270178</td>\n",
       "      <td>8.544893e-02</td>\n",
       "      <td>0.581622</td>\n",
       "      <td>0.176942</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>pab1</th>\n",
       "      <td>3.005572e-07</td>\n",
       "      <td>0.000002</td>\n",
       "      <td>0.000074</td>\n",
       "      <td>0.000605</td>\n",
       "      <td>1.000000e+00</td>\n",
       "      <td>0.002118</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.013226</td>\n",
       "      <td>1.067507e-07</td>\n",
       "      <td>0.000040</td>\n",
       "      <td>0.000002</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>par1</th>\n",
       "      <td>3.873707e-02</td>\n",
       "      <td>0.167747</td>\n",
       "      <td>0.418071</td>\n",
       "      <td>0.659845</td>\n",
       "      <td>2.117622e-03</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.139451</td>\n",
       "      <td>0.502050</td>\n",
       "      <td>2.597119e-02</td>\n",
       "      <td>0.307086</td>\n",
       "      <td>0.068114</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ppa1</th>\n",
       "      <td>5.870631e-01</td>\n",
       "      <td>0.783661</td>\n",
       "      <td>0.466436</td>\n",
       "      <td>0.312995</td>\n",
       "      <td>7.739559e-06</td>\n",
       "      <td>0.139451</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.030287</td>\n",
       "      <td>4.950524e-01</td>\n",
       "      <td>0.624419</td>\n",
       "      <td>0.725184</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ppa2</th>\n",
       "      <td>5.334005e-03</td>\n",
       "      <td>0.031133</td>\n",
       "      <td>0.128531</td>\n",
       "      <td>0.270178</td>\n",
       "      <td>1.322575e-02</td>\n",
       "      <td>0.502050</td>\n",
       "      <td>0.030287</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>3.091267e-03</td>\n",
       "      <td>0.085293</td>\n",
       "      <td>0.011925</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ppe1</th>\n",
       "      <td>8.914665e-01</td>\n",
       "      <td>0.286582</td>\n",
       "      <td>0.139529</td>\n",
       "      <td>0.085449</td>\n",
       "      <td>1.067507e-07</td>\n",
       "      <td>0.025971</td>\n",
       "      <td>0.495052</td>\n",
       "      <td>0.003091</td>\n",
       "      <td>1.000000e+00</td>\n",
       "      <td>0.225450</td>\n",
       "      <td>0.754904</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>pph3</th>\n",
       "      <td>2.882771e-01</td>\n",
       "      <td>0.787998</td>\n",
       "      <td>0.813845</td>\n",
       "      <td>0.581622</td>\n",
       "      <td>4.017091e-05</td>\n",
       "      <td>0.307086</td>\n",
       "      <td>0.624419</td>\n",
       "      <td>0.085293</td>\n",
       "      <td>2.254502e-01</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.396836</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>wt</th>\n",
       "      <td>8.583410e-01</td>\n",
       "      <td>0.504663</td>\n",
       "      <td>0.275045</td>\n",
       "      <td>0.176942</td>\n",
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       "               Par2     Sds21     clp1d      dis2          pab1      par1  \\\n",
       "Par2   1.000000e+00  0.368193  0.186787  0.116247  3.005572e-07  0.038737   \n",
       "Sds21  3.681933e-01  1.000000  0.592665  0.392108  2.213837e-06  0.167747   \n",
       "clp1d  1.867867e-01  0.592665  1.000000  0.737334  7.429972e-05  0.418071   \n",
       "dis2   1.162468e-01  0.392108  0.737334  1.000000  6.050339e-04  0.659845   \n",
       "pab1   3.005572e-07  0.000002  0.000074  0.000605  1.000000e+00  0.002118   \n",
       "par1   3.873707e-02  0.167747  0.418071  0.659845  2.117622e-03  1.000000   \n",
       "ppa1   5.870631e-01  0.783661  0.466436  0.312995  7.739559e-06  0.139451   \n",
       "ppa2   5.334005e-03  0.031133  0.128531  0.270178  1.322575e-02  0.502050   \n",
       "ppe1   8.914665e-01  0.286582  0.139529  0.085449  1.067507e-07  0.025971   \n",
       "pph3   2.882771e-01  0.787998  0.813845  0.581622  4.017091e-05  0.307086   \n",
       "wt     8.583410e-01  0.504663  0.275045  0.176942  1.656090e-06  0.068114   \n",
       "\n",
       "           ppa1      ppa2          ppe1      pph3        wt  \n",
       "Par2   0.587063  0.005334  8.914665e-01  0.288277  0.858341  \n",
       "Sds21  0.783661  0.031133  2.865818e-01  0.787998  0.504663  \n",
       "clp1d  0.466436  0.128531  1.395286e-01  0.813845  0.275045  \n",
       "dis2   0.312995  0.270178  8.544893e-02  0.581622  0.176942  \n",
       "pab1   0.000008  0.013226  1.067507e-07  0.000040  0.000002  \n",
       "par1   0.139451  0.502050  2.597119e-02  0.307086  0.068114  \n",
       "ppa1   1.000000  0.030287  4.950524e-01  0.624419  0.725184  \n",
       "ppa2   0.030287  1.000000  3.091267e-03  0.085293  0.011925  \n",
       "ppe1   0.495052  0.003091  1.000000e+00  0.225450  0.754904  \n",
       "pph3   0.624419  0.085293  2.254502e-01  1.000000  0.396836  \n",
       "wt     0.725184  0.011925  7.549043e-01  0.396836  1.000000  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Conover検定よるpost-hoc解析\n",
    "Conover = sp.posthoc_conover(df_stats,val_col='duration', group_col='phosphatases')\n",
    "Conover"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "7024b47d-a554-42b3-9859-dea6cc5e68b1",
   "metadata": {},
   "outputs": [
    {
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       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
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       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
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       "    <tr>\n",
       "      <th>ppa1</th>\n",
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       "      <td>1.000000</td>\n",
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       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
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       "      <th>pph3</th>\n",
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       "           Par2     Sds21     clp1d      dis2      pab1      par1      ppa1  \\\n",
       "Par2   1.000000  1.000000  1.000000  1.000000  0.000016  1.000000  1.000000   \n",
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       "par1   1.000000  1.000000  1.000000  1.000000  0.099528  1.000000  1.000000   \n",
       "ppa1   1.000000  1.000000  1.000000  1.000000  0.000395  1.000000  1.000000   \n",
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       "ppe1   1.000000  1.000000  1.000000  1.000000  0.000006  1.000000  1.000000   \n",
       "pph3   1.000000  1.000000  1.000000  1.000000  0.002009  1.000000  1.000000   \n",
       "wt     1.000000  1.000000  1.000000  1.000000  0.000088  1.000000  1.000000   \n",
       "\n",
       "           ppa2      ppe1      pph3        wt  \n",
       "Par2   0.240030  1.000000  1.000000  1.000000  \n",
       "Sds21  1.000000  1.000000  1.000000  1.000000  \n",
       "clp1d  1.000000  1.000000  1.000000  1.000000  \n",
       "dis2   1.000000  1.000000  1.000000  1.000000  \n",
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       "par1   1.000000  1.000000  1.000000  1.000000  \n",
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      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Conover検定よるpost-hoc解析\n",
    "Conover = sp.posthoc_conover(df_stats,val_col='duration', group_col='phosphatases', p_adjust=\"holm\")\n",
    "Conover"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "456d8932-a9b2-4d3a-97ff-3d0382a1ac7b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2.4203822773162225e-06\n"
     ]
    }
   ],
   "source": [
    "phos = df_stats[\"phosphatases\"].unique().tolist()  # phosphatasesを抜き出す\n",
    "arr_duration = [df_stats.loc[df_stats[\"phosphatases\"] == i][\"max\"].values for i in phos]\n",
    "H, p = ss.kruskal(*arr_duration)\n",
    "print(p)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7ff8c1e8-a4ea-49b3-82af-3b2147256aad",
   "metadata": {},
   "outputs": [
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       "      <td>2.986367e-03</td>\n",
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       "    <tr>\n",
       "      <th>dis2</th>\n",
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       "      <td>1.000000e+00</td>\n",
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       "      <td>5.421180e-07</td>\n",
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       "      <td>0.549026</td>\n",
       "      <td>0.825696</td>\n",
       "      <td>3.792248e-06</td>\n",
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       "    <tr>\n",
       "      <th>par1</th>\n",
       "      <td>0.656410</td>\n",
       "      <td>0.005908</td>\n",
       "      <td>0.299021</td>\n",
       "      <td>9.071956e-04</td>\n",
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       "      <td>5.842744e-02</td>\n",
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       "      <th>ppa1</th>\n",
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       "      <td>3.522971e-03</td>\n",
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       "      <th>ppa2</th>\n",
       "      <td>0.337820</td>\n",
       "      <td>0.021894</td>\n",
       "      <td>0.577549</td>\n",
       "      <td>3.413000e-03</td>\n",
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       "      <td>1.000000</td>\n",
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       "      <td>0.008914</td>\n",
       "      <td>1.623777e-02</td>\n",
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       "    <tr>\n",
       "      <th>ppe1</th>\n",
       "      <td>0.003715</td>\n",
       "      <td>0.771121</td>\n",
       "      <td>0.171012</td>\n",
       "      <td>2.152663e-01</td>\n",
       "      <td>0.549026</td>\n",
       "      <td>0.018716</td>\n",
       "      <td>0.209400</td>\n",
       "      <td>0.057303</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.408487</td>\n",
       "      <td>2.230598e-05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>pph3</th>\n",
       "      <td>0.000354</td>\n",
       "      <td>0.547905</td>\n",
       "      <td>0.033837</td>\n",
       "      <td>6.610446e-01</td>\n",
       "      <td>0.825696</td>\n",
       "      <td>0.002447</td>\n",
       "      <td>0.046933</td>\n",
       "      <td>0.008914</td>\n",
       "      <td>0.408487</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.481667e-06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>wt</th>\n",
       "      <td>0.127194</td>\n",
       "      <td>0.000002</td>\n",
       "      <td>0.002986</td>\n",
       "      <td>5.421180e-07</td>\n",
       "      <td>0.000004</td>\n",
       "      <td>0.058427</td>\n",
       "      <td>0.003523</td>\n",
       "      <td>0.016238</td>\n",
       "      <td>0.000022</td>\n",
       "      <td>0.000001</td>\n",
       "      <td>1.000000e+00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           Par2     Sds21     clp1d          dis2      pab1      par1  \\\n",
       "Par2   1.000000  0.000787  0.123654  1.246390e-04  0.000773  0.656410   \n",
       "Sds21  0.000787  1.000000  0.081782  2.949692e-01  0.719796  0.005908   \n",
       "clp1d  0.123654  0.081782  1.000000  1.374675e-02  0.057090  0.299021   \n",
       "dis2   0.000125  0.294969  0.013747  1.000000e+00  0.516341  0.000907   \n",
       "pab1   0.000773  0.719796  0.057090  5.163409e-01  1.000000  0.004745   \n",
       "par1   0.656410  0.005908  0.299021  9.071956e-04  0.004745  1.000000   \n",
       "ppa1   0.124234  0.109627  0.953542  1.998383e-02  0.075859  0.290642   \n",
       "ppa2   0.337820  0.021894  0.577549  3.413000e-03  0.016283  0.626835   \n",
       "ppe1   0.003715  0.771121  0.171012  2.152663e-01  0.549026  0.018716   \n",
       "pph3   0.000354  0.547905  0.033837  6.610446e-01  0.825696  0.002447   \n",
       "wt     0.127194  0.000002  0.002986  5.421180e-07  0.000004  0.058427   \n",
       "\n",
       "           ppa1      ppa2      ppe1      pph3            wt  \n",
       "Par2   0.124234  0.337820  0.003715  0.000354  1.271941e-01  \n",
       "Sds21  0.109627  0.021894  0.771121  0.547905  2.325651e-06  \n",
       "clp1d  0.953542  0.577549  0.171012  0.033837  2.986367e-03  \n",
       "dis2   0.019984  0.003413  0.215266  0.661045  5.421180e-07  \n",
       "pab1   0.075859  0.016283  0.549026  0.825696  3.792248e-06  \n",
       "par1   0.290642  0.626835  0.018716  0.002447  5.842744e-02  \n",
       "ppa1   1.000000  0.553143  0.209400  0.046933  3.522971e-03  \n",
       "ppa2   0.553143  1.000000  0.057303  0.008914  1.623777e-02  \n",
       "ppe1   0.209400  0.057303  1.000000  0.408487  2.230598e-05  \n",
       "pph3   0.046933  0.008914  0.408487  1.000000  1.481667e-06  \n",
       "wt     0.003523  0.016238  0.000022  0.000001  1.000000e+00  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Conover検定よるpost-hoc解析\n",
    "Conover = sp.posthoc_conover(df_stats,val_col='max', group_col='phosphatases')\n",
    "Conover"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "900bc431-a8b7-4914-a905-448542da2af8",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Par2</th>\n",
       "      <th>Sds21</th>\n",
       "      <th>clp1d</th>\n",
       "      <th>dis2</th>\n",
       "      <th>pab1</th>\n",
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       "      <th>wt</th>\n",
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       "      <th>Par2</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.037101</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.006232</td>\n",
       "      <td>0.037101</td>\n",
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       "    <tr>\n",
       "      <th>Sds21</th>\n",
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       "      <td>1.000000</td>\n",
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       "    <tr>\n",
       "      <th>clp1d</th>\n",
       "      <td>1.000000</td>\n",
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       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.131400</td>\n",
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       "    <tr>\n",
       "      <th>dis2</th>\n",
       "      <td>0.006232</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.50863</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.041731</td>\n",
       "      <td>0.659466</td>\n",
       "      <td>0.146759</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000030</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>pab1</th>\n",
       "      <td>0.037101</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.189794</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.584560</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000197</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>par1</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.230414</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.041731</td>\n",
       "      <td>0.189794</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.636337</td>\n",
       "      <td>0.110113</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ppa1</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.659466</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.147965</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ppa2</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.700616</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>0.146759</td>\n",
       "      <td>0.584560</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.338728</td>\n",
       "      <td>0.584560</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ppe1</th>\n",
       "      <td>0.152321</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.636337</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.001138</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>pph3</th>\n",
       "      <td>0.017333</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.000000</td>\n",
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       "      <td>1.000000</td>\n",
       "      <td>0.000080</td>\n",
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       "    <tr>\n",
       "      <th>wt</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000123</td>\n",
       "      <td>0.13140</td>\n",
       "      <td>0.000030</td>\n",
       "      <td>0.000197</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.147965</td>\n",
       "      <td>0.584560</td>\n",
       "      <td>0.001138</td>\n",
       "      <td>0.000080</td>\n",
       "      <td>1.000000</td>\n",
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      ],
      "text/plain": [
       "           Par2     Sds21    clp1d      dis2      pab1      par1      ppa1  \\\n",
       "Par2   1.000000  0.037101  1.00000  0.006232  0.037101  1.000000  1.000000   \n",
       "Sds21  0.037101  1.000000  1.00000  1.000000  1.000000  0.230414  1.000000   \n",
       "clp1d  1.000000  1.000000  1.00000  0.508630  1.000000  1.000000  1.000000   \n",
       "dis2   0.006232  1.000000  0.50863  1.000000  1.000000  0.041731  0.659466   \n",
       "pab1   0.037101  1.000000  1.00000  1.000000  1.000000  0.189794  1.000000   \n",
       "par1   1.000000  0.230414  1.00000  0.041731  0.189794  1.000000  1.000000   \n",
       "ppa1   1.000000  1.000000  1.00000  0.659466  1.000000  1.000000  1.000000   \n",
       "ppa2   1.000000  0.700616  1.00000  0.146759  0.584560  1.000000  1.000000   \n",
       "ppe1   0.152321  1.000000  1.00000  1.000000  1.000000  0.636337  1.000000   \n",
       "pph3   0.017333  1.000000  1.00000  1.000000  1.000000  0.110113  1.000000   \n",
       "wt     1.000000  0.000123  0.13140  0.000030  0.000197  1.000000  0.147965   \n",
       "\n",
       "           ppa2      ppe1      pph3        wt  \n",
       "Par2   1.000000  0.152321  0.017333  1.000000  \n",
       "Sds21  0.700616  1.000000  1.000000  0.000123  \n",
       "clp1d  1.000000  1.000000  1.000000  0.131400  \n",
       "dis2   0.146759  1.000000  1.000000  0.000030  \n",
       "pab1   0.584560  1.000000  1.000000  0.000197  \n",
       "par1   1.000000  0.636337  0.110113  1.000000  \n",
       "ppa1   1.000000  1.000000  1.000000  0.147965  \n",
       "ppa2   1.000000  1.000000  0.338728  0.584560  \n",
       "ppe1   1.000000  1.000000  1.000000  0.001138  \n",
       "pph3   0.338728  1.000000  1.000000  0.000080  \n",
       "wt     0.584560  0.001138  0.000080  1.000000  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Conover検定よるpost-hoc解析\n",
    "Conover = sp.posthoc_conover(df_stats,val_col='max', group_col='phosphatases', p_adjust=\"holm\")\n",
    "Conover"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2157b0fb-eb99-4909-b52d-8b6604fb5a59",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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AOcD4XMPnAW96fn4TGJBr/ANrbZq1dg2wCugUoFBFREREvEREwL//DYsXw8aNrgq3fn23MJove/cGNj4RERERESkbAlmh+yxwJ5CVa6ymtXYzgOd7Dc94XWB9rv02eMZEREREQkZ8PHTr5ntb376BjUVERERERMqGYiV0jTF1jTFdjTHds7+OsP+5wDZr7fyj/RU+xmwBjz3UGDPPGDNv+/btR/nwIiIiIiVj9GioWDHvWL16MGJEcOIREREREZHSrchrLxtjngAuAn4HMj3DFphZyN1OBfobY/oB5YCKxph3gK3GmNrW2s3GmNrANs/+G4D6ue5fD9jk64GtteOAcQAdO3b0mfQVERER8ZeOHWHZMhg3Dv76C9q2hX/9C6pWDXZkIiIiIiJSGhU5oYvrc9vcWpt2tHew1t4D3ANgjDkdGG6tvdQY8xQwBBjl+f6Z5y6TgfeMMaOBOkAz4JdixCoiIiLid/XqwUMPBTsKEREREREpC4qT0F0NRANHndAtxChggjHmX8DfwCAAa+0yY8wEXBVwBnCjtTaz4IcRERERERERERERKf2Kk9A9CCwyxkwnV1LXWvvvo7mztXYGMMPzczLQs4D9HgUeLUZ8IiIiIiUuIwNGjYJXXoHkZOjVCx59FFq2DHZkIiIiIiJSlhQnoTvZ8yUiIiJSZlx/PYwfn3P7s89g5kz47TeoX7/g+4mIiIiIiJSkIid0rbVvGmNigOM9Q39Yaw+VbFgiIiIioWPjRnj9de/xXbvghRfg8ccDH5OIiIiIiJRNRU7oehY1exNYCxigvjFmiLV2ZolGJiIiIhIiVqyAzAK6+S9d6r5v3Qrr1sHxx0PlygELTUREREREypiIYtznaeBsa20Pa213oDfwTMmGJSIiIhI6mjWDiALOmpo1gyuvhHr1oHNnqFMH7r0XrA1sjCIiIiIiUjYUJ6Ebba39I/uGtfZPILrkQhIREREJLQ0awCWXeI9XqAB798Ibb7hF0wBSUlwLhpdeCmiIIiIiIiJSRhRnUbR5xphXgbc9t/8JzC+5kERERKQs2rNnDxkZGUyZMiXYofh0/vkRHDzYnKlTG7B/fzStW+/g0ktXMGJEF3xd237yyT3UqxdeHamSk5OJiirO6aGIiIiIiARKcc7YrwduBP6N66E7E3ihJIMSERERCTXR0VlcccVyrrhiOVlZrgVDSkokBw/6nqi0e3dsgCMUEREREZGyoMgJXWttGjDa8yUiIiJSIipVqgRAUlJSkCMpmiefhPk+5ir17l0u7P6WUK2OFhERERGRHEfdQ9cYM8HzfYkxZnH+L/+FKCIiIhK6nngCYmLyjlWpAiNGBCceEREREREp3YpSoXuL5/u5/ghEREREJBz17Am//gpjxsCqVdCuHdxyCzRqFOzIRERERESkNDrqhK61drPnxxustXfl3maMeQK4y/teIiIiIqVf69YwfnywoxARERERkbLgqFsu5HKWj7G+xxqIiIiIiIiIiIiIiBTuqCt0jTHXAzcATfL1zK0A/FTSgYmIiIiIiIiIiIhIXkXpofse8BXwOHB3rvF91tqdJRqViIiIiIiIiIiIiHg56pYL1to91tq11tqLrbXrgBTAAgnGmAZ+i1BEREQkxL36KpxwAkRHw8knw5QpwY5IRERERERKq6JU6AJgjEkCRgN1gG1AQ2A50LJkQxMREREJfS++CDfckHN73jw47zz46ivo3Tt4cYWi2bNnk5ycHOwwjkl2/FPCPGufmJhI165dgx2GiIiIiBRDcRZFewToAvxprW0M9EQ9dEVERKQMshYef9z3+KhRgY8n1CUnJ4d9QjcqKoqoqCLXRISU0nAcRERERMqy4pyNHrLWJhtjIowxEdba740xT5R4ZCIiZUBmJvz4YyoLFsxl6NCTiY+PC3ZIIlIE+/bB+vW+t/3+e2BjCReJiYkkJSUFO4wyLdyri0VERETKuuJU6O42xiQAM4F3jTHPARklG5aISOk3dSo0agSnn16O227rQcuWsHBhsKMSkaKoUAHq1/e97cQTAxuLiIiIiIiUDcVJ6J4HHARuBb4G/gJUZiEiUgSbN7semxs25IytWxdH376W1NTgxSUiRWMM3HOP7/G77w58PCIiIiIiUvoVKaFrjIkEPrPWZllrM6y1b1prx1hr1YRLRKQI3nkHUlK8x7duNWgmrEh4uf56GD8eWrSAqCg4+WT47DMtiCYiIiIiIv5RpB661tpMY8xBY0wla+0efwUlIlLabd9evG0iEpr+9S/3JSIiIiIi4m/FWRQtFVhijJkKHMgetNb+u8SiEhEp5c48E556quBtIiIiIiIiIiK+FCeh+4XnS0REiql3bzj3XPj887zj11xziBYtooMTlIiIFGrxYnjzTdi9G/r0gYEDITIy2FGJiIiISFlT5ISutfZNfwQiIlKWGAOTJsFbb8GrryaTkrKXgQNTuf/+E4IdmoiI+PDqqzB0KGRluduvvQb9+rl+yVHFKZEQERERESmmIi2KBmCMWWOMWZ3/yx/BiYiUZtHRrufmtGnlefDBJdx+e8NghyQiIj7s2wfDhuUkc7N9+SV89FFQQhIREREpE1JTYcwYOPPMTDp12sJbb6UFO6SQUJx6go65fi4HDAKqlkw4IiJlT1xcHP379w92GCIiUoCZM2H/ft/bPv8cLr44sPGIiIiIlAUZGdC3L8yYARAJ1GLIEJg/H557LrixBVuRK3Sttcm5vjZaa58FtISPiIiIiJRKCQkFb6tQIXBxiIiIiJQln36anczN6/nnLavLeK+AIlfoGmPa57oZgavY1amsiIiIiJRK3bpB48awZo33tssvD3w8IiLiLSsLIopcsiYioeyHH3yPW2v44Qdo0iSw8YSS4rzcPQ381/P1GNAe13ahQMaYcsaYX4wxvxljlhljHvSMVzXGTDXGrPR8r5LrPvcYY1YZY/4wxvQuRpwiIiIiIscsIsItZNkwV6vz2Fh4+mno2jV4cYmIlHWpqTB8OFSp4haoPOssWLgw2FGJSEmpUaPgbTVrBi6OUHTUCV1jzG3GmNuAzz1fXwDfACuAc49w9zTgTGttG6At0McY0wW4G5hurW0GTPfcxhhzIjAYaAn0AV4wxkQW4e8SEQkbK1em8NZb33Dw4MFghyJ+kpkJy5al8MEHX+o4l2IHDsDq1ZCeHuxIxB/atoW//oJvv3ULoW3YALfdFuyoRETKtiuucBfXdu8Ga2HaNDjjDPj772BHJiIl4YoroFw57/HatVPpXcZLP4vSciG7rUJz4GTgM8AAScDMwu5orbVA9lIS0Z4vC5wHnO4ZfxOYAdzlGf/AWpsGrDHGrAI6AT8XIV4RkZA2fz5cey3Mn18e6M1zz+3mo4/iyvS0kdLo7bfh3nthw4byREWdTe/eO/joozjKlw92ZFJSMjPhnnvgxRfdwlnVqrnbSvaVPpGRrvpLRERKxuzZs0lOTi7WfbdsiWPChDNxaYkce/bAbbetZMiQFezZsweASpUqHWuohUpMTKSrpmyIlLj69V0f3WuuyWL9eleT2qDBDj79NJ7IMl72edQJXWttdpuEb4H21tp9ntsjgY+OdH9Phe18oCkw1lo71xhT01q72fP4m40x2cXUdYE5ue6+wTPm63GHAkMBGjRocLR/johIUO3cCWef7b5nW7CgMmedlcUff0QQVeQO5xKKvvsOhgxxFSMAGRlRfPFFLYYOzeDtt3WQS4sHH4Snnsq5vWMH3H67S+yqv6qIiIh/bNwYj7WmgG1uNctNm8qxY0cFWrWCKlU0hUYkHPXuDWvXRvD66wvYsGEVPXvWoV2704IdVtAV59NkAyD3K2E60OhId7LWZgJtjTGVgU+MMa0K2d3Xq7It4HHHAeMAOnbs6HMfEZFQ8847eZO52VavjuCrryApKfAxScl7/vmcZG5uH3wQwXPPQdWqgY9JSlZmJowd63vb888roSsiIlKYY6lqbd0aHn7YLYaWX/futXn99SQ+/dRirSE6Gm68EUaPBuM7BywiISwiAi6+uAXTpm2gffv2wQ4nJBRnUbS3gV+MMSONMSOAubh2CUfFWrsb11qhD7DVGFMbwPN9m2e3DUD9XHerB2wqRqwiIiFp/fribZPwUtCxzMiIYOvWwMYi/nHwoO+LM6DnsoiIiD81bAiXXeY9npgIGzfCJ59wuIL30CF49tmCL8KKSOiLi4ujf//+xMXFBTuUkFDkhK619lHgSmAXsBu40lr7eGH3McZU91TmYowpD/TCLaY2GRji2W0Iri8vnvHBxphYY0xjoBnwS1FjFREJVV26FG+bhJeCjmXlyunqlVxKVKgALVv63qbnsoiIiH+98gqMHOn6bCYkwMCBMH06TJrke//x4wManoiI3xSnQhdr7QJr7XOer4VHcZfawPfGmMXAr8BUa+3nwCjgLGPMSuAsz22stcuACcDvwNfAjZ6WDSIipcJ558Epp3iPn39+BppBUnoMH+76qOY3YgTExgY+HvGPRx9108Byi4uD++8PTjwiIiJlRXS0O6/6+2/Ytw8+/hgaNICUFN/7F3P9NRGRkBOQFVmstYuBdj7Gk4GeBdznUeBRP4cmIhIUUVHw7bfwzDPw9tv7ycg4QFLSAZ5+WmWbpUmjRjB3Ljz5JHz77QHKl9/J5ZfvY9iwE4MdmpSg886D7793fflWrYJ27eCOO1xvPxEREQmsKlWgQweYP997W69egY9HRMQftMS2iEiQJCS4Cr7bb49g2rS59OrViyi9Kpc6TZrASy/BwYOGadMW0kufJEqlxo1dAjc+3n2vVy/YEYmIiJRdTz8NffvmrdStVQseeCB4MYmIlCSlDkREgiy7ubuUbjrOpde8edCzJ+zd626/9x6MGQM//eSmfYqIiEhg9egBCxfCHXesZsuWOPr1q8X110PNmsGOTESkZCihKyIiInIMbrstJ5mbbcMGePBBePXV4MQkIiJS1jVvDtdcswyApKSkIEcjIlKylNAVERGRkJGcnMyUKVOCHcZRS02NZNasfj63ffppKgMGTA1wRMcmOTmZxMTEYIchIiIiIiKFUEJXREREQkI4JhKjorKIickkPT3Sa1v58hlBiOjYJCYmhuVxEBEREREpS5TQDWHWQloalCsX7EhERET8r2vXrsEOoVguu8x3a4Wbb07QFE8RERERESlxEcEOQLxlZcFjj0Ht2lC+PLRpA5MnBzsqERER8WX0aOjdO+e2MTBkCNx+e/BiEhERERGR0ksVuiFoxAh45JGc24sXw/nnw/TpcPrpbmzvXti4ERo2hLi4oIQpJWTDBkhNhaZNgx2JiIgUR8WK8PXX8PzzM9i8OZ6rrz6ZJk2CHZWIiIiIiJRWSuj6yezZs0lOTi7y/dLTI3jmmbOB6DzjWVlw551buPfeX3njjRP56quGpKdHER9/iAED/uKii1aWUOR5JSYmhu0U2FC3bh1ccQXMmOFun3ACvPgi9OgRzKhERKS4GjXaR6NG+5TMFRERERERv1LLhRCzZ08sBw5E+9y2aVMCH3zQnM8+O470dJeLP3AgmnffbcHXXzcIZJhyjLKyoG/fnGQuwPLlcM45rmI329y58M03sG9fwEMUEZF8MjNh1iyYNs3NrMhv48Z45s+vked1XEREgmfDBvjqK/jjj2BHIqFo9Wr48ktYsybYkYiIFJ0qdP2kuFWthw7B3XfD9u2+HjOBadOO93m/WbPaMHZsm2L9Tim+4lZiL1pUjeXLT/EaP3AA7r57BaedtonHH+/I339XBNxK6UOG/E6/fuuOOWZfVIktIlK4X36BCy90sysAEhNh3DgYOBD274dLLoEpU84EXNukf/0LXngBIiODGLSISBmVlQU33givvOIuxoErnHj/fahQIbixSfClpbmZkh9+6BYiNwYuvhhefx1iYoIdnYjI0VGFboiJjoZ77vEej42FYcOgoNzhxo1+DUtKWHJyuUK35U7mAqSkRPHyyyexYkXlAEQngbR5M4wfD2++Cbt3BzsaEfElNRWSknKSueDejwcPhrVrYfhwmDIlZ1tmpkv2PvtsoCMVERGA556Dl17KSeYCfPEF3HZbzu1Fi9yFt8mTISMj4CFKCdm9251Hjx8PW7bk3ZaVBfPnV+fLLxsyZ07O+IgR8MEHLpkL7vt778FDDwUsbBGRY6YK3RB0661QubI7Efn7b+jUCR54ALp2hXbtYOFC7/uouDI4ilvV2qIFjBmTcxKRW+fOjfj6a+9xaw0rV3bjjjuK9SslBI0d657vhw6523Fx8M47bhFEEQkdn38O27Z5jx86BG+8AW+/7ft+r74Kt9/u19BEREqt4s6EA3juuR5ARa/xt97K5Oyzv+H559swa1bdw+O1ah3gwQfnULv2weKGW6Bwnwl3LMfB337+uRajR7cjLc2lNaKisrj66qX067eOnTtjGTGiC+vWdQFcgr9Dh63cc888XnqpFxDr9XgvvJBK585TA/knHLVw/38kIiVPFboh6sor3VXjnTvdytnZr92PPQZR+dLw8fEwcmSgI5Rj0awZXH2193jHjtC+fcH3UwVn6bFiBdx8c04yF+DgQbj0Uti1K3hxiYi3wp6TO3e6525R7yciIv6zf7/vNUnS0yP58suGeZK5AFu2xDNmTNsARBZ+kpOTQzKhu39/dJ5kLkBGRgQvv3wSGzYk8PLLJ7FuXd6k/vz5NZk4sWmB/z8KWssm2EL1GIhIcKlCN8z06QM//gh33LGRjRsT6N69EsOHQ8uWwY5Miurll6FzZ1fZdfAg9O8Pt9ziqnYTElxPxvzOPjvwcYp/KhPee+94rG3uNX7wIDz44EJ69izZVZV0VV+k+Hr1gogIN3Uzv3POgfnzYfZs7229e/s/NhGR0upYzlv693f9UPPr3Bn++MP3B6dlyxLp0CGJOnWK/WtLrcTERJKSkoIdRh5vvOF64eZnrWHjxjP45Rff91uwoDm9e7vF0PLr0ycy5P5OgCm5+zqJiHioQjcMde4Md9yxgGefncnrryuZG66McYvmzJjhFtv5z3/cIg0VK8KTT7rtuZ12mqvezC811fVqvPBCuPZamDs3IOHLMcrMLPjlNyNDL80ioaRxY7jrLu/xf/zDXWh7+ml3IS632rVdjz4pXWbPhqFD3Xvua6/5TiaISPCNGIFXYjY+3r1e554dlV96un/jkpJT2HFMS8vbPzm39HQYNQqqVMk7npjoZsOKiIQLVeiKhKDrr4e2bWHkyHXs3x/NlVfW4dJLoVy+tdRSUlzlWO7KsFdecdW/11wT0JBLNX9UttasCR995D0eFQX33tuGOnXalPjvFJHie+wxOP10t2hKaioMGACDBrmLb126wOLFMHz4KjZvjqdfv9oMHQo1agQ7ailJzz8P//53zu2PPnKzbL75Rquii4Sahg1d+7px42DBAjjuOLjuOmjSBM47D+bN875P27bQqFGAA5ViO+ccd97sa0G7Cy90x/2777y3DRgAJ53k3rdffhl+/90VSF13nfdFABGRUKYyMJEA2bTJrazbsaM7Afn888L3P+UUuOmmxdx993yuvto7mQtuqlH+ab7WuhXXDxwosdDFDzp1cscpN2Ng9GidTJYWe/bAgw+6WRVnnulWYM6/EOLq1XDDDe514fzz4fvvgxOrHJ2zz3avux98AIMHQ2RkzrYtW2DbtvJs21aeNWtAre5Kl9274e67vcdnzID33w90NCJyNKpXh/vug48/drPfmjRx47fe6r2gdOXKLrkn4aNOHXfenH9W4/DhcPLJ7iJczZp5t7VuDfff736uVw8eftj9/3joIZ1/h7LkZPdc7tTJnYt98EHe7W+/DT17uu0jRuRdd2bRIrjsMujQwc129bXAvEi4UoWulFqhtCLrrl2x3H57N3bsKH947Msv4ZprlpKUtKbA+2XHX1DfpLfe6gjU9hrfuxdGj/6Ztm13HFvgJUT9W3176ilXQfDkkyuJispixIjmtGgR7KikJKSkuGrORYtyxr7/3lWLPPecu71qlUv27tzpbs+fD599Bu+8A5dcEuiI5Vh88YWr+MrMdIvs/PUXTJjget63UbF9qfDjjwUvfvfNNzBkSGDjEZHii4+HH36AyZPh7bf/olq1FEaNakViYrAjk6K6+WY3W/HDD10rhfPPd8lcgBNPhD//hHffde/LHTq4VkmaURFe9u6FU0+FP/7IGZs6FZYtcwn54cNdK5Vsv/4Kn3wCP//szsN79XIzq8Cdh0+cCN9+C927B/TPEPELJXSl1MpeDTQxBM7OpkxpnCeZm+3994/n7LPXkZxcjvfea86iRdVJSDhEr17rOf/8v4iKynmKLlmSyIQJzVi9uhI1ax5kwIC/iI8vuHlUQkIhjaUCKFSS6qHq5JPh8stXANCihfciaRKe3nsvbzI32//+5yr1GzZ0/duyk7nZrIV773XVnxGaQxM27r3Xu1ff/v2u4ufjj4MTk5SsypUL3pa/D6OEty1bXIXXZ59BbKy7wHb//RAXF+zIpCRFRcHAgRAd/TsAiYmtghyRFNcJJ8DIkb63VazoWtlJ+Hr11bzJ3GxPPeVaXz37rPe2JUtcgcSHH+Ykc7OlpbnX9B9+8Eu4IgGlhK6UaqGyIutTT/ke378/hooVz+Gmm2DrVje2d28sb711AtHRJzB+vBubOdN9uMjuEbVvXwz//W8H7roLpk/3ftw2beDWW0PjsqNWZZVwUNIV/e+/3wZo4DWelQVjx86nW7dNfP31GUCC1z7r1sEbb0ylevVUr21Homr4wvlj5sbBg5EsXtzP57bvvktlypSpJfr7QMc5UFJS3FTecuVcdVDz5t4fKo2BK68MTnxS8lJSoEcPV9WXbdQoV9X1zTfBi0tEjuzQIZesy79IqYSG4p6DTZzYAfDuh5GWBo888ieZmcf7vN+HH65n1qw6QKTXth9/zGLKlC+KHAvoHExCi+p/RAKgbl3f4xERbspHdjI3t9dfh/Xr3c+PP+674f+HH7rp2/HxOWOtWrmpJCISPImJBSdjq1ZN9eyT4nN7TExmyFTYy5HFxmaSkOB7WfSqVdMCHI2UhFWrXK/7hASoUMFN0d20yU3hzN0Wp0IFeOkl1wNbSocPPsibzM327bcwZ07g4xGRI9u/3y1oVrmye10+5RTvNUYkfGWfN/tSt+7+Qu9X0HmYzs+ktFCFrkgA3HCDS77mXxBpwABYU0AL3awsWLoU6teH337zvc/atXD55a533+zZULWq68lZloRSr+TiOlKv5HARzlesSzruVq1cb77807waN97DZZedenhxh4su8r7vlVdGcuGFvis+5dj46//nzTe7C2/53XdfpZCYJSJH7+BBt4hh9gXVrCyYNAmWL3dTOH//3SX29uxxVbsVKgQ33rLMH+//n3zSEmjic9vbby9m+/Z1Jfr7wvl9szRITYU1aypSpYrvhNGff7pz9+bqiBXS/vlPd86Vbc4ct3DWb7/Bccd575+Z6V7LK1d2n7MkMIr7Wte4sZshcShfrcNpp8Ezz7Rn1iy3DkVusbHw+OPNmDzZexFqgDvuKK/zMykVlNAVCYBu3eCtt+Cuu1yVT2Skq/gZN853EiBb06bue7NmsHmz9/ZatdyHychI6NvXP7GHulDqlVxcuXslh6twT6qXtMaN3YeLG2+ElSvdWMuWO4iOzqJ+ffcBsVYtd0Hmyy9hxw63SMdll/nuBSah7aGH4MAB95qemuo+JN55J1x1VbAjk6L68MOcZG5uy5e7xe/693fVX1I61alzoJBtBVeCSfj53/9cO7OdO3sQEZHFV1+51/CEBJcIHDIkp6CiVSs3c66sVuPv2bOHjIyMkCw82LgxnsmTz/QaP3AA7rhjFVdeuTzP+OzZtRk/vuXhtU3atdvGsGGLqFIltCs2k5OTS8XnheLInn16yy2umMkY97n39dfd9smTXeujb791t5s2heefd5+fb7vNrVcxZoyr5E5IgJtugjvuCNqfI1KiyuargpQJoXbyUakSjB1r2LQpnooV06lUKZ2ZM6Fp0/KUL9+DlJToPPt37ryZiRNXc+BANCefHMnMmR28HrNPn9/58su/AvUnFEsgTkBCpVdyWRYqz7NQctZZrt/mypWuLUpSUhYLF9Y4vH3LFrdgw3ffQY0aULOmq7L3ZdUqV7F//PFu1WYJLVFRrv3NQw/Bxo3QqJEWUApXfxXylrpqlavY/fFH2L3brZBd2GJp4l/+qGzt3t0lB/JfRO/YEe69tyvGlPivlCCYMsXNrMiWlRXB+++71/KXXoLevfO2Q1u61I2tWeMW2ZLQsWVLwW+2mzfH57m9Zk1FnnqqPZmZOV0nFy6swahRHXniiZ/8FqMcu/794dxzXdV8pUpQu3bOtjp1XAXvG298S0pKFNddd+bh12pj4NFH4Z574O+/XUW2ZtZIaaKErkgARUZa6tfPW+FRs2YKjzzyM6+/fiJLl1ajfPkMOnXawp9/Vubee08FXE/NM874m5Urq7BhQwUSE1M477zVDBiwOhh/hogcJWNcEnb1avIkc7NlZcFrr8Gbb/q+/6FDcMUV8P77OS1bzj3X9XmMj/d9HwmeSpXclxQs1C625peRURvwXYa3du0i6tVryubNbsWd2NgMrrhiOeecszZwAZaQslztVZhKlWDGDFfV9dVXlsjILAYPjmT0aJTM9SFc216NGNEZ8H5Pfv/9LOLjl7J1a2uvbTt3wr33/kbv3n8HIMKi8XfrjkqeN7ZQLJ5o3x4eecS1Ucivb9/aeWK+4Qbf+y1fXpWGDZNo7X3YQ0aovmcGUkRE3j72+SUmpgFpPl+rExJUECGlk87kSqkDB1zPt507oWdPN1WhrAnlkw9fbrvNrdYZFRVFq1b18lSHpKdH8v33DfjxR3fiUq5ceYxpCbQMWrxHq6ycgBw65Co+1q2Dk092fZ38JSvLTStavtydnJx9tj5ohrotWwretnmzO6ZffeUqD046yb1uGwOPPQbvvZd3/88/d+1b/vc//8YsUhZ16bKFJk32sHp13sx8y5Y7mDgxJ5kLkJYWxbhxrWjadDfNm+8OcKTiL8cf715nJ036gogIGDDg3GCHFLLCoe1VVhbMn1+DTZsSaNRoL61b72D37lif+2ZkRLB1a8EVn7t2+b5fMIVjQr0k1a0L11zjKqtzq10bWreGZ56BJk3cQpdHOhcL5YSuOOvXu1kU0dFw/vlQvXqwIxIJLiV0S6G5c92bVu739+uvhxdeCF5McnRiY+Hnn2HFCt/b33jDLcIioWXtWujVK+9U3b593YrosSV87r9zp5v2N29ezljHji7BW6VKyf4uKTmtW0P58oe8WquAu0jTrh0sXpwz1rWrS/C+8Ybvx3vzTdcfTIl8CTfhcLG1Rw94+GH4+GPXo37wYDj99Gr07u29r7WGv/7q5nPRlVBWVi62HovoaHvknSSk215t3eraHy1ZkjN26qnunO2VV7z3r1sXbr21KZ984vvxrr66BWecUUiJYBDouQxjx7p+qa++Crt2uYUt16xxCb9szZvDhRfi89iWK+eKMSS0jRnjCqCyq6z//W93PuxrgWGRsiLiyLscO2NMfWPM98aY5caYZcaYWzzjVY0xU40xKz3fq+S6zz3GmFXGmD+MMT5OocWXrCy45JK8yVyAF190FbsS+vbsKd42CZ7rrvPuu/jVVzB6dMn/rnvuyZvMBXf7nntK/ndJ4ZYuhfvuc6vnzpzpe5/p093J55NPQr9+a722N2ni2jHkTuYCzJ4NI0cW/Jw/cAAyMo4pfBEpQJUq7vV73Tr3/HzsMUhPL3j/vXsDF5sE37x5bpbEXXfBr78GOxopzG235U3mAvz0k2thVLNm3nFj3ELF3bq5hYvzO+ccOOMM/8UqxRcR4Y71smVu8ekmTdx5VG5//AELFsAJJ3jf/957C17DQELDihUwbFjelhlpaa4t2ZGK1P/+27XlGDbMVff6arsh4eGHH9znrv/8xz3fJXAVuhnA7dbaBcaYCsB8Y8xU4ApgurV2lDHmbuBu4C5jzInAYNx88jrANGPM8dZaPf2O4Jdf3IcPXz78EAYODGw8UnSnnuqate/b572tb9/AxyOF27UrZ1XV/D74oOQTrR98UPB4/ulmpUmo9en7/PNGvPJKK6x1JbJPPw19+67l+uvdJ0dr4Zln2jFjRr3D9zHmOM46axl79iSyd28MrVvv4Jxz1nD11b2ASK/f8eabqZx00g5mzqznta1Nm+18/fUc//xxhfB3nz6RUNWtm+tbfeCA9za9N5cdI0fCgw/m3H7ySXjggbxjEhoyM2HiRN/bvvzSJeOffdYl/urVgxtvhNNPd9s/+ADGj4cJE9z7+T/+AddeG6jI5VgVdK789deucve113Jmtv3rX3krecuqUDvPzu/994/H2uZe46mp8OCDizjrrPWH489dtf7rr27Ru0OH3Hn2c89Bu3bb+M9/fgnZWRg61/bt2mth3Lic24895qrzr78+eDGFgoAkdK21m4HNnp/3GWOWA3WB84DTPbu9CcwA7vKMf2CtTQPWGGNWAZ2AnwMRbyjav9+dWHz/vesV07x5ZVq02O21X2FXnFTNFR4qVHCVQUOH5iyCBO4k85//DFpYUoDMzLzHKbeMDDfd78UXXVVAkyZuQYbjj8+57/vvw6eful5Ql1wCuWctzp/v3ri2bHHJhGuuKfg5Xtqf36HUp2/Xrhhee63l4WRutq++akT37htp2XIn8+bVyJPMBbA2gpkzj+eNN6YRH+8OWGYmZGX57puQmWn45z//YOnSauzcWe7weEJCOldc8TvWws8/1+bHH2uTlWU49dTNnHrqJiL8NPcmlE/0RfytUiV46imX9Mn9mt+rl6Z7hqPUVDdV9+uv3XnXFVe4adrg3k/few9eeqkj0dGZRES46swVK3wnbh96CC6+uPDFeiTwrC38nCk+3n2myv7KXaEZFeVmX113XWBilZJV0HHPyoKYGKhWzR3zKlXczxJa59m+FHSuDO58+bffEvn665akpkbRufMuevbcQESEZezYNoeTudkWLqzB99/X5+yzQ2+BQ51r+/b993mTueBe42+9FS64oGz3Ug54D11jTCOgHTAXqOlJ9mKt3WyMyV5utC6Qu/Rog2esTNq7F7p3h99+yxkz5jRuvvk38res6twZ6tRx003y09XH8HH11a6n5uuvw+7dbtGrwYPdSYiElmrVXLJ11izvbWeeCW3b5l2EYdw4146he3fXyyt3K5QPPnDTgZ55xv186aU5J6WTJ7uKgnPOcRUj+ZWF6vtQ6dP3xhsFJ9B37DiVpCS3QJ4vaWnRREf3zfPafd55vlviDB4cy9ChPTn/fHdBb8kSdzHgmmtiqFu3h9eV6tmz67BpUwfeeafYf1qh1KdPyrrrr3c9y994w7VD6dPHJXOjvVtjSwhLT3fnVbnft99+21Xb3n67q8acPBmgNuBa6txxR+EfGD/7TAndUBMVBf37++6Z2qeP65mae1bj+PGuord//8DFKP5x/vlu5lR+PXu6c665c3PG3njDrUlw000BCy9khcp5ti/167vZxvlFRUHlym24//6csfnzG7B0aRseftitPeLL2rVtSEpq459gj0FpONf2R7X3+PEtgSZe42lp8PjjCznjjA0l+vvCqUo6oAldY0wC8DEwzFq71xS8mouvDT5r4IwxQ4GhAA0aNDjqWEJpWsG2beWZNOk4li1LpEqVNPr1W0uXLjkZoEmTjuO3307Mcx9rDa+91oLu3b8gNTWKTz5pwoIFNShfPoOTT97N1183JC0t5/CeeuomEhLmF5hkCJZwerIEWocO7ktC3wsvuCqtrVtzxjp3du0Y8q+om5Liev889pjvJN5zz7mEfu6m/9mWL4d+/dzCDytX5ow3awajRpXc3yOFK2yhu3Ll8n73JTrafXh47z2XWOjeHRo2dP06s7Vs6RZlApdEyN+6Y9Ei7yvVAO++66rA9bIq4h8nn6zFc0LNokWuenrxYvd+ePvthS8g+/77vi/CPvCASxq4ZG5eTz/teqYXpFw59/o7frxLIPTq5ZLAtWoV+c+REjR6NCxc6BavzdayJSQkeLeoO3TIVXudey5+m+ki/vP22zmLonXr5hajzb0+QZ067nXBV5X9PffA5ZdDxYqBi7csmz/fvWYvXep6Gg8f7j43FaZtW9c39ZFHcsYiIuDRR91rd34zZ7p+qwUpV8710376afeZqnVruPNOaBN6Od6QdOgQ/O9/rgApM9MVFg0bBnFxbvtvv1Vj8uTGbNsWR9Omuxk48C/q199f7N8XHV3wNPTCth2NpUsT+eyzJmzZEkeTJnsYOPAvQrRQ3aeAJXSNMdG4ZO671trsNMZWY0xtT3VubWCbZ3wDUD/X3esBPmpOwVo7DhgH0LFjx6NuhBIq0wp27CjH8OGnsXu3+/S/bh0sWlSdq69eSv/+awD3hPBl//5yLFtWhVdeOYkNGyocHv/990TOPnsd9evvZ9++aNq02cFJJ4VG8jq3UEmoS3jbs2cPGRkZQb+i+dxzkcycWZdt2+Jo1mw3nTpt4ZpregHlvfadNw/GjFmNryuN1sLIkX+yefPxPn/PV18l8/jjc/jpp9qsX1+B+vX3cdppm5k/P4v580v4jyqC5ORkoqICPukjKM491530518IyRg37RZc+4znn/e+b40a7kNH7r5+Cxa4BNEDD8CqVe6kcuDAwivyp00rfJsSuiISTIEqnPjjj8rcd19X0tPdlNqlS2Hy5Cz+859f6dBhm8/7vPFGO9xHi7xSU+GZZzaTXZmbW1YWrF+/jKioE8jIyJvti4rKYvr0NUyZctzhscWL4d13DzB69CwqVDhU/D+wBJTl4olGjeD3311l359/5ry/FpQ8Wr3afTVtGtAww0JycnLQz7UL8uabLfj442aHby9eDDVrHmDYsD/ZsCGBSpV20KXLWl577XR8Pb/374dnn51Du3bbAxd0EYVC3qIkzJwJZ52Vs9DosmVuhsNXX7kK6sI8/LCbXv/JJ6444qKL3Oy1tDTf+69a5RLGy5d7b2veHHr0yCmeWbrUPe6MGdCpU7H/vDJj0CB33LLNnw/ffONaI/z9d1ceeCCnPdW6dRX59dcG/PQTtGpVvN/XsKErhMrf5rByZXjggY7ExxfvcSdNchcKsrJyYv3ll/r8+GPxHi8YAvLp27hS3FeB5dba3Ou+TwaGAKM83z/LNf6eMWY0blG0ZsAvJR1XKEwruP12N6U+v48/bsWYMa0oX95VEixc6Pv+6eld2eCjwnz69IasXeua/IPvxFCwhepJQSg4dMhVcL76ak7LhUce0XS+UBYXl0mfPnl7MSUkpLNjh3dCNyYmk8qVCzj7ABITUwvclpBwiJiYLM44Y2Pxg5WjsnOne5P/6CN3AjFokHseJia6D4cXXZST1I2JcS0yLr/craTcqhUMGeIqtrLbM1St6ioJrrnG+3f9+qur5nrssaOLrbDVmLVSs4gEW6AKJ95/v/nhZG62zMwI3n67BR06bGPp0qq8/35zVq6sTPXqKfTvv5oKFdILfLyKFQveVqtWCsOGLWTMmLaHf2dMTCZXX72UV17x/pS6dWs8X3/dkEGDVhXzrzt2Kp6A8uVdj+TcCnqfjIhwCQLJK5QTibt3x/DZZ94FElu3xrNrVyyXX77i8POgsOd+QkLB20JBYmJiSB+HozViRE4yN9uhQ3D//UdO6IKroM1dRbuxkI9DVau6CtJzzuFwvsQYV4n/xRfeMyFTUlwF9xdfHN3fUlb9/HPeZG62mTPh88/dbJb8ide9e+Hxx93nogkT4Ikn3Oelk05y+597buG/s3Vrt4jl8OHu/wu4tQ0+/ND1Q9+xw31mmzjRHeMLL3Sf2apUcfuOHesKbTZscEUvDz4Ip5zifnd2MjfbgQPu4sHHHxfrnyfgAlVOdSpwGbDEGLPIM3YvLpE7wRjzL+BvYBCAtXaZMWYC8DuQAdxorT22WuoQNaeARcp37XKLL7Rr51bffP99731OPdWt1OlLZqZLENTzLkCQMHD11fDWWzm3P/7YvUj+9hvU9r6wXKZVqlQJIOgXZ3xZuxb+/W/v8SFDIhkx4gQmTnQVQblVrw7PPNOaNWvcCrz5/ec/tULyby1tF2gyM92U2dwX0156yb1mz5vn+u9t3OhOXFJT3UngDTfk7Dt3Lvzyi+t7bK2b3nnOOW4RnoLMmeOSxqmprlrE10Id1kJysuvxV7my9wXB+HjXb1tEjs3+/e5ijJI7xReIwonLL/c9vnp1JSpVSmLEiJwPf+vXV2Ds2DbceqtL3OX/ENe8ObzySkOaN/dOONSqBSNHdiQ2Fu69131odBf6Ipk/vw0vvOA7jt27TyAp6YRj+yOPQWl7bz5W2e+vV18N333nvf2887RIli+hXOH99dcFr2uwd++JJCWdyCeffM6BA9GMGNGQqVO9k01t28Jtt3X3e6yhLFAzHmfP7gdEeo3PmWOZMuVzAPbujaFcuQxiYrK89ssvKwvq1j2DjRsT8oxHRFgaN/6Bdev28dxzhrlza5GcXI7OnbdStWoqo0ef4/PxZs5MZ8qUb4r+h5UQf894LInZM+4CSkuf28aPX83q1d4XWACmTz/A8OF/8PTT7Q+PzZkD/ftb7rvvVzp1cr0LMzNh//4YEhIOERmZ82Rt3BjGj49h6tSKxMRk0KfPPtLSMvn0U8OwYd1Zty6nZ8oLL8C33+7mv/+dxYQJzXjvvZyquKlT4YcfMhk58mdWrDjNZ6wzZqQyZcrUo/43KY6Smj0TkISutfZHfPfFBfB5LcZa+yjwqN+CChEFJVwjI12vH3BXq5591l112O9pPdKli7vi9L//FfzY9esXvE1C19q1+FzUaPt2ePllGDky0BFJcd10E/z1l3tTOXTIXTEcMMD1dEtIcB8Ir746p89ukybu4k358i6hf+GFLpEPrifRAw/gtRBiWRHo1hpz59Zk4ULvOVeLFsEDD/xCly7upCM+3n3deOPpQIU8+1oLo0bt5KmnfgJg+nTYvLkG4HuuZ3Ly75xzTnmmT69PWloU9evv44orfufkk9204R9+qMu77zZny5Z44uMP0bHjFn7/PZHt213DqsTEFIYNW8TPP+8okX8D7/jKTlsNKbu2bIEbb3TVJ5mZrhfj88+rr16oqlfP90y3GjXce+0hH90O3nkHXnnFVfrs2uXGTjrJzcZo1Mh9v+Ya2Obp2HDcca4KKDbWTce/8UY3tRTcdM3bbis4vtJ+Lh4qba+OJD09gtdeOzHP+2u3bnuYO7f24WrrNm22849/zGfKlOC2yCiqsv7eXNhzrG5d97lp9Oiz2bcvhoYN4bLL3Ov7nj1un3bt8rbBEv9KTExh8+YEH+Op/PprDd5440TWr69AbGwGPXuu56qrfi80sRsRAffd9wtPPNHxcEIvISGda65ZRuPG+0hNjWT8+JbMmFGP9PRIpk+vzxVX/E6lSmns2eO9KEa1aikl98eGoJKYPZOYWPC/Ua1aByhfPoOUFO/XpGrVUvnww2Ze49YaPvqoKZ06beWrrxoyYUIzkpPLU7FiGv37r2bQoFUYA6tXV2TcuFb8/nsikZFZrFixhWuvXcLy5Yl5krnZVq2qzNy5Nfnss+O8tqWnR/L1142Ij0/nwAHvHnf+/n9QkrNnyuyrf6icgLRrV5WJE7uSlZU3333qqRuYNGkl6ekRNGq0lyZNYPz4SFaurELFimlUrZrGhAnlqVXLEhNzmtd0sxYtdrJ5808htwhabmX9BKQgv//uXTWSbenSwMYSLkK5r1fPntC+fQzr1lWkZs2D1K59kO+/z9n+wguG+fNjiIrKol27Q2zdyuHn7fDhcOGFCezaVY7jjttNQkJGyD6nS0tvr2zr1lUoZFvFwwldyO6t6Hv/7BOMtLRI/v47gYYN91Knzn42bcp7Mhsfn87q1RWZNSvnKt/69RV47LGTefLJH9m3L4bRo9thrXuvOHAgmh9+qM/556+iS5ctWGto3nxXnivZIlI01kLfvu7CTbZZs1y1/ooVHF4kY9Uqlwxo08atsC3eAnWe3aOHW808v7POWsF339UDvBMH27eDMVN58cVDzJxZl0qV0jnllC38+afrs2oMjB1r+OGHepQrl0m3bpvYtAnWrYvg+uvPYNu2uMOP9c03sHDhQVq3PsDixdXz/J6oqCxatJjJlCn7SvzvPlo613ZeeKE1332Xk/lbv74CmzbFM2LEHMBQrVoq9eoVf8EeCZ6WLeHMM70rrmNi3Gu6WwTNJWzWrXMFE++9BzVruunY7doFPOSQFKgZjwXNXvznP8vz+OOdD1dbp6VF8eWXjalWrfHh2W2HDrn+yJUruwttuV1/veuBu20bXHJJDBUqtAPaceGFeWc8rl1biccfP4Wrr3bT8PP7z38qBXUmpL/fM/dkX8k4Bp07b6F69YOHC0qyVayYRs+eG9i2Lc5nErVfvzU89VRHn4/5998V+eGHurz4YuvDY3v3xvLOOycQFWXp1Ws9999/Cvv2uedyZmYEs2fXYevWuMOVvb4sX16VAweiC/idFejbdx0TJ3onmc89t4Bp8CWoJI4FlOGEbqho2XInt966kLfeasH27XFERWXRocNW1q9P4IYbzgCgRo2D3HDDYtq3386JJybz8ssn8d139cnIiCAmJpNOnbawdm1FNmyoQESEpWPHrdx4429B/sukuI4/3n2YyD8dCNx0QMkrHJKIVaqkU6WK76rJqChL06ZuzceICO+/pUGD/TRoEPofMvzd2yvQrTXS031XygMMGNCCpKS8Da2bNnVJnvxatoxi9eokRo50VWTGuOTQccflrLLevj089lgM557rPWUjMzOCRYu6s22b79eEadOa8u67TSnv3aq5xIXqRRORkvL993mTudl27HBJgH/8A/75Tw4vllG7NowZ4xZpkeDo3ftv9u+PZtKkpuzbF0P58ofo128tgwat5I8/qvisBKtQIZ3ly6vw6qst2bnTvXi2aLGT4cMXUKNGCr/9Vo3nn29zOHH78cdNuf32BaxZUzFPMjfbtm1xXHDBShISDjFnTi2ysiKoXXs/V1+9jEaNgpfMDYRQbnuVbevWnNlOuWVmRrBqVddCWyGFA703u56cQ4fmzKxo1gyefhquvNL3/i+8kHMOJjkCUSDTqBFcckkzPvusCQcOxBAXd4ikpDX89lt5MjK8y63ffTeLnj2nsmRJNcaPb3l4IfmWLZO5/fYFVKuWytat5Xn66fasWOGaY997bwrXXruU447bw8SJPck/UTwtDVatWss//nGIL79sTEpKFBUqpDNw4Cpq1PgrqMUz4VAgEx1teeihOTz/fBt+/93F2qzZLm68cTFxcRkMGbKczEzDt982JD09kkqV0hg8+E+6ddvM228fYMsW7xXM6tbdz6ef+m7VMHlyE8AeTubm9tdflenYseCEbtOmuwusGK5Xbz///OcfHDoUwTffNCQ1NYqKFdMYNGgVp58ePmvVlNmEbiidgCQlucbQ69ZBxYoRdOpUO09v3G3b4njiiS788YdrsZD7KlN6eiQ//liXMWPc4yQkGKpVqwXUCvjfUVQ6AfGtaVP3oTH/9J9KleDaa4MTUygL5b5e2XbudImCChVcFUH+Ypns50IovB6J07+/W4RwxYq84y1auHY4EyZAhw45FQJ33+3aZ+TXsycMG5Zz21rXu2nQINi82VUb1K/vVoctqAfcmjU5U3/z27fPJZtK+7RekUAoaF0CcFPtBwzI21d782a4+GL3ulDclZtLq0CeZycluZZUGzZA7drRxMU1A5pRubJ7Dc6/8M2QITE880zHPK+5K1ZUZcyYXnz1letDfvBgzrY1ayrx5JNn+HyNz1a7dhvGjnXv93v2QKNGCRjju71OIOlcG9avL/z9VcJfYqJbbyQ52S2+1KiRa6dS0KxmHXdvgUwiDh68koED/yI5uRxVq6YSG5vF3Xf7/jyXmRnBb79V49ln25GVFXF4fNmyREaN6shTT/3II490yjPlfufO8jz1VAduvnnR4Zlt+W3bFseNN85l8OCV7NwZS7VqqURHH7lnr7+FU4HMdde586DMTKhXrwrQ4/C28893n1G2bYMGDWKJjj4JOImHH/a9OPRjj1UuMM+xc2c5YmN99+wFOPPM5ixYACtX5h1v2RJGjepIVBSMGpV3W3Q0/Pe/dencuS4DBriF0LZsgfr1Y4mJaUlBPYJLSkm+N5fZhG6oiYx0/TO//NL3m0xKCrzxBowb5/v+L74IN9/s1xAlgN56yyVoXnvNnZj06uWS/g0aBDsyKaoXXnCtE1I8rXjq1XNTgjr6nnEiISI62k3fGz7cfUiw1q3Aun69W5ASXLXtkCEwfrxbvBLcCcOqVXDCCa7v+Xvv+X78SZPcVK9anmtvxx/v+irv91GM3b69myL855/e2+rU0UKJIiWlQ4eCt1WpkjeZmy0jw70GPPus38KSoxAb6z0Ft0cPmDzZrZ6+YIF7/x02zC1o6SvBt3ixW9k6dzI3299/F5wUhJz/O1Wrui8JHc2bF/z+WthzXsJPYmJOa5wqVdxn69Wrvfdr3957rKwLdoHMd9+5toP5JSTA3r0dfLYj/PPPKuzYkcS6dd7bMjIiSE9vT7ly3gtQA/TtW0OFNCWgsM8gFSq4r9yyL4yOGuXWmcn+vDRokMtzTZvm/TgnngidO7sLt7507uwKp4YPd5+vjHGP99RTLsf26KNQsaJbD2HzZujUCR55xN0vW3y89zlEuFBCN8RsLbhinE2bfC/8cKT7SfgpX94t5jF6tOvPGRFx5PtI6FmwwC2Mlnuq/IYN7qrlmjWuUnf1ardaaGRkFiefnJPgE2/B6JU8eDBcdJH7+b//bc+vv9Y9vM1ad6EtMnIZ5523msREw4UX1mT9+ngaNdpHfPw2/vijG1DZ63EzM+Gjj74nIsLyyy81iY3NpHfv8nz8cd4+ThUqpHPSSTM5eDCKSZNOIy0t79v2gAGL+eorH2eyfhAO08BEjkXbtu71+ZNP8o63bFn4omg6Bwtd/fq5c6o5c9wK2eefn3MBzpcNGwreVqcOnHZaTsuNbKeeCn36lEy8UvIqVIA77oARI/KOJybCKae4gol69WDgQALSvkgCwxi3INrll+cdj42F++4LSkhSiGHD4O23vauqhw+HJUsKvp+vhH22vXvhllvcczy3mjXd4pYSHFdf7b4yM13CNdv998MPP+RdzNQY1wf7nHPgv//1Tvr/4x8552fvv5/zmdvkKsyOiIB77nFfpTGvooRuiOnWreD+qT17umm5v/7qva1HD+8xKR1K24tOWfLWW76fyxs2uCvRixa5qfrWumkdb7zhqrL/+c+AhhkWgplINAZSUiKZPdv3ZejvvqtH9+4beOCBU/JM+WradDfHH7+LVasqe92natUUfvihDh99dPzh6WAxMZn067eaVauqsGtXLK1aJXPhhSupWdOVdz/xxE9MmNCMP/+sQo0aB+nffw1du24u+T+4AP6eBiZlRygvZHnppYaEhOOYMaMehw5F0LnzFgYNWkVKCkRF9SIjI9LrPlWqLGbKlMBcWCkpZeECTUqKa5+Tu+KnYUPf7XHAzcwYOBA+/9z39tNPd+/Po0bBRx+59/dBg9yHRON7Vq+EiAcecDPfXnrJTavt1s2di2VfsAWXsJ861VWDSelw2WVuAa377tvB5s3xnHZaee69F04+OdiRSX4NG8Ls2a5y8ocfXIHLdde5PshjxrjZcvmVKweXXAJPPpk3CZitRw93Aa9JE1f9uX27y6f85z/u+S7BFZnvdKp7d5gxAx5/HH77zc1eHD4854LpDz+4atvJk92xv/RSuP32vI9xpPfi0phXUUI3xDRt6ir6nn8+73iPHq53W2KiW4E5LS1nW6VK2St4ikgo2VfIWihLl8Jdd+UdS093Jx69e0O1av6NLdwEeyrYjh3efRizRURUYurU3l5Tvlatqsypp1amfn3XqiGbMXDzzeV58MG8qxymp0cyc2YTNm3KnqIUB+RtjnvLLdk/lQdKdzJGSqdQTyJGR1sGDVrFoEHeqxwOGrSK99/P+7xt3HgP6emGF144idq1D9Cz5wYqVkwPVLjFFogLNMFO3H/4YTOmTcu7gOW6dTBhwnaaNo32utg2cOCfVKnyB23adOG336rn2danz1r+/HMJ335bgeXL69G0aSQdO26jQ4dtfP+9v/+S4isLifvcpk93C2PFxLj+1rlbKlx5Zc4iWaNHw7vv5r3vpk0u2T97duDiFf9zs+p/9vysKfah7PjjXTFMflddBa++6tri5Hb//e4CzF13uURwbiefnFMgM3So+5LQs2OHK2hatcrNkrr0UgpclK5aNZcHy8hwCd2+fd1rfbbVq91jbd8OZ5zhLtDmX7emNCoDf2L4GTMGunZ1K6ynprrqgqFD3X/IM85wFbpjxrh+im3auA/44drzQ6Q069fPVdzmV7686+HjS1qau/J41VX+jU2Kplo1d3Loa4ZEv34F9zf/4guXvB8zBiZP3kHVqqk8+mg9rynd2fbvd73Uc1cNiZQmwb44cyySklwblscf38yBA9H071+N996rxKuvnnR4n88/b8l332mRtFBIIv74o+8SrCVLqjN+/FR+/LEu8+fXIC4ug54919OlyxYAHnjgF775pgE//phIdHQmvXptp3v3jXz9dUNefPGkw7MqvvyyMd27b+D22xeGbIVuWZpZce21ed+Ln37aVe7dcYf3vhMm+H6Mn392lbv16vknRhEpuoQEmDXLrUvyzTeuP/JVV7m1LcD1Pu/QAUaN2sLBg1Fcfnk1rrvOJf0kdC1Z4hYL37EjZ+zpp2HmTN+9ea+80iVsc+/7zDMuFzZlClxwgSuOAjcb4/TT4auvSv//AyV0Q9Tgwe7Ll5NOgldeCWw8Ehh//eWqs5cvd03Cb75ZyfpwNmAAnHeeqxbJZoxr0r5lS8H389WmQYJvzBg4++y8lddNm8K99xbcqN9aN6WoXDmIjs4iOjqL2NjCj7GOv0jo6t8fjJkHwOTJSV4L2W7fDrfdBt9+G4TgQkgoJO7vvbfgbb16ncWBA67/ccWK0K1brTx9cAcOzFmFOikpiZ0723PRRd6vzzNn1uOOO+odTixIcMyc6fvC6j33uCnZdevmHS/sfdbX4ksiElwVK7o2dXff7Xv7gAEQGemqLlSJHR6GDcubzAVXqTtypPfnqmnT8iZzwb2O33mnS+Ree21OMjfbjBmusru090tWQlckRMyf7yqws5NF337rqjtnzNBqrOEqMtL1fPrsM1epWaGCW5yhfXvXGyj/9CBwU0d0HhKaunRxzfhffdUtatexIwwZ4o7rP/7hmvHn16+fW03VJX1qAG4Rlgce8P074uPdFCIRCX0F9VqdNs3NsCrtVSGh7oIL3AyJ/Lp1c9Pxf/45Z+zDD917ckGLJWUfU1+mTEEJ3SAr6LmYmelmvVxzTd7xCy6AX37x3v/kk6FBg5KPT0QkVAS7HRJAWloE3313js9tEyemcu65U/OMvfJKS6CJ177p6XD77X+weXNzr20Ar766jQYN5h5zvCWtJNshKaFbiqxY4RZq+Pln1/j/5ptddSC4hSFGj85ZxOGCC1wT6bi44MYsOe6917vn6r597sPFV1+5BbRGjYKFC13V7m23Qa9eQQlViiAy0lX6DByYd7xNG9f7Oveqy5GR8OKLUKNGYGOUo1evnvdK2eCqrufNg5Urc8ZOOsn1OM9fwZeZ6WZZDB/uVmzNFh0N48e7+4hIcGRkuJky776b0/bqzjvdwjr5FXQOFRPjvdiHBN7w4a6n6qxZOWN16rg+9f/5j/f+Dz/sWpzFxLip+u+804Po6Cz+/LPw2VJl/Vw6FJID69cfD/j+QL9ixQKmTNmYZ6xJkwjatOmUp1dypUppXHrpz0yZso9t28ozcWJTliypRqVKafTuvY4zztiY/6FDQlnrkyySX1aWq+h89tnTSEmJYsYMV8lbvfoR71rmhMprRUSEJSoq0+dCszEx3ouWxMYWsJAJEB+fUeC2wu4XTCXZDkkJ3VLijz9c9diePe72n3+6k9gXX3Ql6ElJ7na2xYvhu+/cV6j2/SprClpUY/p0lyjq3t0l5sEd36+/dhUlgwYFLkYpWQ884C6ujBq1nKioLEaObKnKkDBVt66rBPvkE3dx7aSTXCLolFN8779hg+v/dfnlrmdyXBxceKH3tFARCazLLoMPPsi5vWyZu6g6Zw7Exubd99JL4aGHvB9j8GB3gUaCKz7ezXL65htXjdmwoXudvfZa3/unpbn9R42CBQsAKgIuMTxwoLvYum2b9/0uvdRPf0AYCJXkQI8eG5kw4XiysvJ+qImLO0SnTt49rmJisnjooTksWlSNBQvKUbXqQfr02UP58pns3BnLnXeexs6drsR+48YEfv89ka1b4xg8eKXXYwVbWeqTLOLLjTe6nqlQBXBFbJ9/7j4/u0WGJVsotEPKNniwWzMqv+uui/dqm9GkiZv1mr9dTtWq8L//tWT+fDf7Nb8776xd6ltwKKEbov73P3juObcab6dO7gPDmWcWvP+TT+Ykc3MbORIaN86bzM02YwZMnep6QpZWoVA1cLQqVDjr8MljbgkJB7nppr2kpNTKM24t3HrrfsqVC+HllVHlwJGceCKHV1Nv0KBlkKORYxET472YWUHVARER7iSkZk2X/BWR4FuyJG8yN9uiRW6G06BB7rzqpZfO4sCBaHr3hp49855jde3qPkxKaIiIcG1screyqVat4P2XLs1O5uY1aZJrt3P33a5PMuRU8nboULIxh5NQSg5ER8NNN+W0xqhcGQYNiubuu/uxcSOcdpqrwj71VLd95kxX2PLTT1kkJqZw0knxDBvmZsbt3On9+J9+2oIXXmihWTQiIWTtWt/9s//8E958070mSGh69lm3flDu9kc9e7oFqMuVc6/hV17pzrtatnSL4g0b5i6+AiQmunOz8uVd27tzzsmZFRkR4Wajn39+YP+mYCjTCd1QTfZ99FFT3n77hMO3f/oJevfO4rHHZtOixS4AduzYx759sTRoEEtkpGX69B5kVxLktnUrvPTSKqCpz9/15psrSEsLztVmfyf6wiWJuH9/FIcORXD22ev44APv6WLdu//BrFkn+LinqxrYvz+KhISCpxoEmyoHpCwbOtRV9+XXv79L5opI6PDVUzPb3Lmumv6jjwDcxdfPP3fJwalTYdMmt0hiCOW3Sr3Zs2eTnJxc5Ps1aVKBiIjuZGVF5BmvX38fCxdux1efPoD58xfz4ovrWbCgOqmpUbRtu53KldM5lo8SiYmJIZUUDWf/+pf78P7NNy7ZPmdO3rZG33/vWpXNmeNaq5x1VvYiOhFs3RrPbbfB7t0umeDLwYMu4Z+dEBaRoinua3bhj1mbrKyOPrd9/PEGGjZcWKK/D/S6XVISE2H2bJfr+usv1xLp4otzFkrbutXNmFmzxl1sv+46N7P1/vsXU758Bo8+2p7y5d2+J5zg2t5Nneouunbv7mbllAVlNqEbqgmmQ4ci+PRT70ZdGRkRTJp0HPfcM4/33z+eyZMbcfBgLJUrpzJo0CqqV09h3TrvhG5MTCb16u0v8PfVqJFSovEXhb8TfaH+Qrt5s3th+vxz1/unY0e3Qufnn7sTzago6NlzHVdcsZGtW9sxZ473Y1StCoMG9SWqzD6TRULbgAHuZOSRR2C/56W4Tx9X6SUioaWwk//4+Oxkbl47drjqkvvv919cUrIaNdrHrbcuZPz4VuzZ4/poHHfcbu68cz6//FKrwPtVr36QmJgsunTZGqhQpYiqVnUJgf373aKl+aWmugr69HTvFdHBVYwNGOD7sY1xa5SISOioXv1ggdtq1Ch4m4SOU091Xw8+mJPMzW3CBPc5avdu117jl19aExFhWbXKtdqoU8ftFxnpPmOVNWU2DRSqyb6///ZeGCvbzp21WbYsKc90wN27y/HKK60YPhzmz/fuK3L11ZE89VRbPvsM1q/Pu61uXXjssXaUL9+uZP8IOSJr3bSAhbkuGmYvqDRvnmufcfzxMGnSalaurMwNN+AzoXvTTSiZKxLi7rrL9Vh8+OHF1K+/n/vuC833H5HSorhVQFlZ0LBhD68L5AkJ6aSmLgXa+7zf1KkbadvWxzz9Y6QqoMIdy79NUhI8+qg756pYEU46qTLQk4EDXS/0/FPuTzwRHnigCxERvh5N/KW4z+W//07gwIEzCnjM3Rw6FIGvmY1790K9er8QGdmRzMy8B/uUUzbx22/zffZpPBI9l0X8l3+ZNMlVeeYWHw9PPHE8jRod75ffKSVv2TLf49a6C+f//rdL6gJkZRmmTHHtSRctKttrQikV5CfFPQE5dCiCChXOYt++GK9tVaps5sknq5A91S+3SZP2MGzYat55pznbt8cRG5vBWWf9Tc+evzN1quW+++IZO7Y1S5a4xmGtWu3ghhuWMG1awdW7oBMQf/nhh7zJ3Gx79rjp2Rdf7KaNzZnjTkarVXOLJ337LWzZ4j583HijW1RLRELbU0+5Puj797cG3PSid96BKlWCHJiI5BERASNHzmXs2NYsWFCDrCzD8cfv4tprlxAXV3Bro/r1C7gSLyEtNtZ7+nx2C40bbnBtNoxxFT8vv4ySuWGkWrUUypXLIDXV+6Nu/fr7yMiI8DmzMS7uEO3a7eCee+bx+usnsnFjAlFRmXTvvolrr10SiNBFpIg++QSuvx4+/RQyM6FNGxgzBho1CnZkZVNx82CRkccD3u0njbF8+ukqdu9u5rVt8WJ49NHZtGlTsq08wikHpoRuiImOzuK881bzzjst8oxHRmaRlLSGuXNr+7zftm3lOeOMDXTvvoGdO8tRseIhYmMzD2+vU+cAjz76M3v2uERxpUo+5hlJwKxbV/i2gQPzLsqxY4dLAM2e7aYVVK/umoVL+Nu9G378sTaRkZZevTjcC0hKh08/hTvvzDv25Zeu19+kSUEJSaTUO9aT8CuucBWa6elQq1YVoDsA06a5VZZzq1YNnn66BbVqtfB6HAlP7du7WVFbtrherFWrBjuisutYnssLF8ITT+Qdi42F0aPrk5Hhkvn52y7cdls0F1zQjwsucBdiN26ESpUiqVChPqB+C+Fq+fIqbNkSx3HHuWp7KV2qV4eJE91nqoMHc6bgS3jp02cdX3zR2KuwsWvXzT4vzmXbti0OKNmEbjgxNv8c/TDWsWNHO2/evGCHUSLGjIHnnnPJvc6dXU+RXr3cauhLl3rv37s3fP114OOU4vn9d7daoy/33+9W4fXl+uvdCo9SOrz5pqsCOuhp8VSlimv6fvbZwY2rLPLHQg0ADz7YifnzvVc/i4iwvPHGt1SuXLIX18LpirJIuElNhREj4PXX3YyaPn3g8ceVIBAJRVlZ8PTT8L//uUULTz3VnV936+a2z5jhZrr9/DPUq+famN12W9meulva7Njh2qvkblt34YWuSCY6OnhxiYhvy5bBPfe4vFblynDVVTBypOuj66svOsCSJdCqVSCjDA5jzHxrrdcKgErohplPP4V//MOdpGSLjYXvvtPKyuHm0kvh3XfzjrVq5U42zz/f930uuMD3oiwSfv76C5o3d1ODcqtQATZscG01JHD8ldC97bZurFpV2ee2sWO/p379wtveFJUSuiIiIiJwySXw/vve44895pJGIhIeUlNdkePixXnHBw/2/RwvjQpK6KrlQpgZMMD1UX36abeAVuvWcPfdcPLJwY5MiuqNN6BDB3j7bUhJcVeQ77rL9WgrX96N5XeG7/UdxM/8kez74INmZGZ6T9Hdtw9GjlzAGWdsLNHfp0Rf4fz1bzNrluuhm1+9enDttWcQGemXXysiIiISFvxxnp2WFsFHH/UFvJtfv/jiPlq1mlGivw90ri3iL+XKwfffuzY6kye7XMk//wm33BLsyIJPCd0w1LOn+5LwFhUFt97qvvJ78EHvvpvt27u+flI6pKUVnMlLS9NLc2lx++2uqn7t2pyxiAiX5FUyV0RERKTkZWZGkJHheyXD1FSdgImEm6pVXUI3f2/0sk4tF0RC1LffwiOPbGT//mguvbQGQ4dCQkKwo5KS8tNPcNpp3uORkbB6NTRoEPiYxD927ICxY90xr1PH9cLu3DnYUYmIiIiUXt27u5lS+d14o+utLCISLtRyQSTMnH02pKUtACApKSnI0UhJO/VUuPZaePnlvOMPP6xkbmlTrZpbSElEREREAuO559ys1l27csaOP94tQC0iUhoooSsiEiQvvQSDBsEnn0BMDFx8sfphi4iIiIgcq3btYMUKeP11txhxhw5uUer4+GBHJiJSMtRyQSQEWQsvvADPPLObAweiOe+8eP7zH7eQkoiIiIiIiIiIlH4FtVzw3SlcRILqllvgppvgr78qs2VLPC+/DF27QgkvACsiIiIiIiIiImFGCV2RELNpE7z4ovf4+vUwblzg4xERERERERERkdChHroix2D27Nkkl3DZ7Lx5NcjI6Oxz2+efb6JVq/kl+vsAEhMT6dq1a4k/roiIiIiIiIiIlKyAVegaY14zxmwzxizNNVbVGDPVGLPS871Krm33GGNWGWP+MMb0DlScIsFWo8bBQralBDASEREREREREREJNQFbFM0Y0x3YD7xlrW3lGXsS2GmtHWWMuRuoYq29yxhzIvA+0AmoA0wDjrfWZhb2O7QompQWffrAN9/kHStfHhYvhqZNgxOTiIiIiIiIiIgETtAXRbPWzgR25hs+D3jT8/ObwIBc4x9Ya9OstWuAVbjkrkiZ8OGHcNllEBPjbrdrB199pWSuiIiIiIiIiEhZF+xF0WpaazcDeL7X8IzXBdbn2m+DZ8yLMWaoMWaeMWbe9u3b/RqsSKBUqgRvvQU7d8K2bbBgAfToEeyoREREREREREQk2IKd0C2I8THmszeEtXactbajtbZj9erV/RyWSGDFx4P+W4uIiIiIiIiISLZgJ3S3GmNqA3i+b/OMbwDq59qvHrApwLGJiIiIiIiIiIiIhJRgJ3QnA0M8Pw8BPss1PtgYE2uMaQw0A34JQnwiIiIiIiIiIiIiISMqUL/IGPM+cDpQzRizARgBjAImGGP+BfwNDAKw1i4zxkwAfgcygButtZmBilVEREREREREREQkFAUsoWutvbiATT0L2P9R4FH/RSQiIiIiIiIiIiISXoy1PtcaC0vGmO3AumDHEUDVgB3BDkL8Tse5bNBxLht0nEs/HeOyQce5bNBxLht0nEs/HeOyQce5bCiLx7mhtbZ6/sFSldAta4wx86y1HYMdh/iXjnPZoONcNug4l346xmWDjnPZoONcNug4l346xmWDjnPZoOOcI9iLoomIiIiIiIiIiIjIUVJCV0RERERERERERCRMKKEb3sYFOwAJCB3nskHHuWzQcS79dIzLBh3nskHHuWzQcS79dIzLBh3nskHH2UM9dEVERERERERERETChCp0RURERERERERERMKEErqlhDHm3mDHIMVjjBlpjBl+hH1aGGN+NsakFbbv0TyWBFf2MTLGPGSM6VXIfrcZY343xiw2xkw3xjQMZJxSOGPMfcaYZZ7js8gY0znf9tONMZ8Xcv+2nud09mNclGvbTcaYVcYYa4yp5s+/Q/zDGDPDGOO1+u7RvpZL+DLGdDfGLDDGZBhjLgh2POKbMSbT89q91BjzkTEmrgj3PcsYM98Ys8Tz/Ux/xirBo9fsssEY80/PudhiY8xsY0ybYMckxWOMecPXe68xpqHn9XqR59z7umDEJ/5VFl+zo4IdgJSYe4HHgh2E+M1O4N/AgCDHISXEWvvAEXZZCHS01h40xlwPPAlcdIT7SAAYY04BzgXaW2vTPEnXmCI+zEHgcmvtSmNMHWC+MeYba+1u4Cfgc2BGCYYtoUGv5aWYMSYK+Bu4AigTHyTCWIq1ti2AMeZd4Dpg9JHu5DnGO4Aka+0mY0wr4Bugrh9jleDRa3bZsAboYa3dZYzpi+vP2fkI95Hwshno6jlvTwCWGmMmW2s3BTswKVFl7jVbFbphwhhzpzHm356fnzHGfOf5uacxZiJQ3nPF6d2gBipHZIy53HMF+DdjzNv5ts0wxjzruTq81BjTCcBau81a+ytwyMfj3WeM+cMYMw1oHpi/QorC1zHKfQXZGDMqVzXufwGstd9baw96HmIOUC8owYsvtYEd1to0AGvtDs8H+z7GmBXGmB+Bgdk7G2N6eF6fFxljFhpjKlhr/7TWrvTcfxOwDajuub3QWrs24H+VFMgY08hzbN/0PE8nGmPijDEPGGN+9bxejzPGmFx3u7Qor+USGop6rD3v248ZY34AbrHWrrXWLgaygvuXSBHMApoaY5KMMXM9r9PTjDE14fDMmnHGmG+Btzyv0dlJgGVAOWNMbLCCF2+FPI/XGmOeMMb84vlq6tnf57HXa3ZoK8HjPNtau8vzsDrnDiFFPcYe3T3nX6uzP2tZa9Ozz9uBWJQHCynFeC5XN8Z87Dkv+9UYcyqUzdds/UcOHzOBbp6fOwIJxpho4DRgKp5KA2vtP4MVoByZMaYlcB9wprW2DXCLj93irbVdgRuA147weB2AwUA7XALp5JKNWI7VkY6RMaYqcD7Q0lrbGnjEx8P8C/jKz6HK0fsWqG+M+dMY84InYVsOeAVIwr1W18q1/3DgRk81WDcgJfeDeZJ9McBfgQheiq05MM7zPN2Le43+n7X2ZGttK6A8rnI721G/lkvIKeqxrmyt7WGtfToIscoxMK7iti+wBPgR6GKtbQd8ANyZa9cOwHnW2kvyPcQ/gIW5EgUSOnw9jwH2Wms7Af8DnvWMFXbsJbSV9HHWOXfoKcoxBld4cRrufXpU9qAxpr4xZjGwHnhC1bkhpyjH+TngGWvtybj34fEBjjVkKKEbPuYDHYwxFYA04GdcYrcbrrJAwsOZwERr7Q4Aa+1OH/u879k2E6hojKlcyON1Az6x1h601u4FJpdwvHLsjnSM9gKpwHhjzEDcVPzDjDGX4p7rTwUiWDkya+1+3If7ocB24EPcdN011tqV1loLvJPrLj8Bo42bZVHZWpuRvcEYUxt4G7jSWquKvtC23lr7k+fnd3AfFs7wVPsswb2+t8y1f1FeyyW0FPVYfxjoAOWYlTfGLALm4dpkvIqryvvGc4zvIO8xnmytzX8xriXwBHBtQCKWovL1PAbPa7Pn+ymenws79hLaSuw4G2POwCV07/JrxFJURTnGAJ9aa7Ostb8DNbMHrbXrPcnCpsCQ7AptCRlFOc69gP953scn486zKwQq0FCihG6YsNYeAtYCVwKzcUncM4DjgOXBi0yKyAD2CPvk317U/SX0FHiMPMm9TsDHuH4/X2dvM27RtPuA/qr+CS3W2kxr7Qxr7QjgJqAnBRxna+0o4GpcVd8cY0wLAGNMReAL4D/W2jmBiVyOga/X5heAC6y1J+EqtMsdYX8JD0U91gcCFZiUmOyZbW2ttTdba9OB53GV2CfhkrQFHmNjTD3gE1wvdM2uCE0FvQZbH2OFHXsJbSVynI0xrXFVfudZa5P9FKsUT1GOMbjit2y5W2G5HV1l7jJyZj9LaCjKcY4ATsn1Pl7XWrvP7xGGICV0w8tM3NTdmbiE7nXAIk812CFPCwYJbdOBC40xiXB4un1+F3m2nQbssdbuKeTxZgLnG2PKe65KJZV0wHLMCj1GxjXmr2St/RIYBrT1jLcDXsYlc7cFNGIplDGmuTGmWa6htsBWoLEx5jjP2MW59j/OWrvEWvsErhqshTEmBpcMeMta+1GAQpdj08C4BfHAHd8fPT/v8DyP86+qXJTXcgktRT3WUjpUAjZ6fh5S0E6eavsvgHtyVRNJ6CnoeXxRru8/e34+qmMvIemYj7MxpgEwCbjMWvunf8OVYijKMfbJGFPPGFPe83MV4FTgDz/EKsVXlOP8La6gBgBjTNtABBiKooIdgBTJLFy13s/W2gPGmFRy2i2MAxYbYxaoj27ostYuM8Y8CvxgjMkEFuIqr3PbZYyZDVQErgIwxtTCJYIqAlnGmGHAidbaBcaYD4FFwDrUfiPkHMUxqgB85unBaoBbPeNPAQnAR8atvfO3tbZ/QIKWI0kAnvd8qM8AVuHaL0wEvjDG7MCdhLTy7D/MM40vE/gd15vtQqA7kGiMucKz3xXW2kWe1gx34vrwLjbGfGmtvTogf5kUZjluit7LwErgRaAKrvfmWuDXfPsX5bV8byD+ADlqRT3WhxljTsZdrKkCJBljHrTWavp2eBiJe8/diFsYqXEB+92Em7J7vzHmfs/Y2br4GnJ8PY9vBmKNMXNxhU3ZF19H4uPY6zU7LBzzcQYeABKBFzzn3BnW2o4B+wvkSIpyjAtyAvC0McbiPm/911q7xI8xS9EV5Tj/Gxjr6YkchSuguq4svmYbV9wpIqHAGDMDGG6tnRfsWERExDHGNAI+9yyIJaWYjrVI+CvoeWyMWQt0zF7LQsKbjnPpp2NcNug4F59aLoiIiIiIiIiIiIiECVXoioiIiIiIiIiIiIQJVeiKiIiIiIiIiIiIhAkldEVERERERERERETChBK6IiIiIiIiIiIiImFCCV0RERERCWvGmLXGmGp+fPz9Rdz/dGNMV3/FIyIiIiJlmxK6IiIiIiIl63RACV0RERER8QsldEVEREQkLBhjGhljVhhj3jTGLDbGTDTGxHk232yMWWCMWWKMaeHZv6ox5lPPvnOMMa094z2MMYs8XwuNMRU8VbUzjTGfGGN+N8a8ZIyJyPW7HzXG/OZ5nJqesSRjzFzPY0wzxtQ0xjQCrgNu9Tx+N1/7FRSHZ/wOY8yvnrgf9IzFG2O+8MSw1BhzUaD+3UVEREQktCihKyIiIiLhpDkwzlrbGtgL3OAZ32GtbQ+8CAz3jD0ILPTsey/wlmd8OHCjtbYt0A1I8Yx3Am4HTgKOAwZ6xuOBOdbaNsBM4BrP+I9AF2ttO+AD4E5r7VrgJeAZa21ba+0sX/sVFIcx5mygmSeWtkAHY0x3oA+wyVrbxlrbCvi6eP98IiIiIhLulNAVERERkXCy3lr7k+fnd4DTPD9P8nyfDzTy/Hwa8DaAtfY7INEYUwn4CRhtjPk3UNlam+HZ/xdr7WprbSbwfq7HTgc+9/H49YBvjDFLgDuAlgXEXNB+vuI42/O1EFgAtMAleJcAvYwxTxhjullr9xzxX0pERERESiUldEVEREQknNgCbqd5vmcCUZ6fja/7W2tHAVcD5YE52S0aCnnsQ9ba7J9zP/7zwP+stScB1wLlCojZ534FxGGAxz3VvW2ttU2tta9aa/8EOuASu48bYx4o4HeJiIiISCmnhK6IiIiIhJMGxphTPD9fjGtnUJCZwD8BjDGn49oy7DXGHGetXWKtfQKYh6uCBehkjGns6Z170REeG6ASsNHz85Bc4/uACkfar4A4vgGuMsYkePapa4ypYYypAxy01r4D/Bdof4TYRERERKSUUkJXRERERMLJcmCIMWYxUBXXM7cgI4GOnn1HkZNMHeZZWOw3XP/crzzjP3v2WwqsAT45QiwjgY+MMbOAHbnGpwDnZy+KVsh+XnFYa78F3gN+9rRomIhLDp8E/GKMWQTcBzxyhNhEREREpJQyObPHRERERERClzGmEfC5Z1Gwkn7s04Hh1tpzS/qxRURERERKkip0RURERERERERERMKEKnRFREREREREREREwoQqdEVERERERERERETChBK6IiIiIiIiIiIiImFCCV0RERERERERERGRMKGEroiIiIiIiIiIiEiYUEJXREREREREREREJEwooSsiIiIiIiIiIiISJpTQFREREREREREREQkTUcEOoCRVq1bNNmrUKNhhiIiIiIiIiIiIiByT+fPn77DWVs8/XqoSuo0aNWLevHnBDkNERERERERERETkmBhj1vkaV8sFERERERERERERkTChhK6IiIiIiIiIiIhImPBbQtcYU98Y870xZrkxZpkx5hYf+/zTGLPY8zXbGNMm17Y+xpg/jDGrjDF3+ytOERERERERERERkXDhzwrdDOB2a+0JQBfgRmPMifn2WQP0sNa2Bh4GxgEYYyKBsUBf4ETgYh/3FREREQkZ06enMmzYAubOTQl2KCIiIiIiUor5LaFrrd1srV3g+XkfsByom2+f2dbaXZ6bc4B6np87AaustauttenAB8B5/opVREREpLiSk6FrV+jVqxzPPdeeLl3KM3AgpKUFOzIRERERESmNAtJD1xjTCGgHzC1kt38BX3l+rgusz7VtA/mSwSIiIiKh4NZb4eef84598gk88URw4hERERERkdLN7wldY0wC8DEwzFq7t4B9zsAldO/KHvKxmy3gvkONMfOMMfO2b99eEiGLiIiIHJX0dPjwQ9/b3n47sLGIiIiIiEjZ4NeErjEmGpfMfddaO6mAfVoD44HzrLXJnuENQP1cu9UDNvm6v7V2nLW2o7W2Y/Xq1UsueBEREZEjyMhwSV1fDh4MbCwiIiIiIlI2+C2ha4wxwKvAcmvt6AL2aQBMAi6z1v6Za9OvQDNjTGNjTAwwGJjsr1hFREREiiMuDs480/e2pKTAxiIiIiIiImVDlB8f+1TgMmCJMWaRZ+xeoAGAtfYl4AEgEXjB5X/J8FTbZhhjbgK+ASKB16y1y/wYq4iIiEixPPssnHmmZceOnI5Rxx2XxYgRAVmqQEREREREyhhjrc/WtGGpY8eOdt68ecEOQ0RERMqYHTvggQdWs2xZKp06xTBiRFMSEoIdlYiIiIiIhDNjzHxrbcf84/6s0BUREREpE6pVg//+txbTpk2jV69exMUFOyIRERERESmtlNAVERERKQFxcXH0798/2GGIiIiIiEgpp+ZuIiIiIiIiIiIiImFCCV0RERERERERERGRMKGErohIkGzaBFdcAVWqWCpXTuOGGw6xd2+woxIRERERERGRUKYeuiIiQZCSAqefDitXAhgglhdfhCVLYNas4MYmIiIiIiIiIqFLFboiIkEwYUJ2MjevH3+EH34IfDwiIiIiIiLhZv9+ePddeOklWLMm2NGIBI4SuiIiQbB0afG2iYiIiIiIiCuEqV8fLr0Urr8emjaFESOCHZVIYCihKyISBC1aFG+biIiIiIhIWZeeDhddBLt354xlZcFDD2nGo5QN6qErIhIEgwfDww/DunV5x084YR9nnlkhOEGJiIiIiIiUsNmzZ5OcnFyijzl/fnW2bu3ic9uoUWvZu3dJif4+gMTERLp27VrijytSHKrQFREJgvh4d+V44MAMIiMziYk5xGmn/cG330ZiTLCjExERERERCV2ZmQWnszIylOqS0s9Ya4MdQ4np2LGjnTdvXrDDEBEpkpkzZ7FixXJOPPFETjvttGCHIyIiIiIiEtIOHIA6dWDvXu9tkydDUlLgYxLxB2PMfGttx/zjumwhIhJkHTt2oFatWrRv3z7YoYiIiIiIiIS8+HgYNw6i8jUSvfxyOPfc4MQkEkiq0BURERERERERkbCzdi3cf/8KUlIi+fe/m9G9e7AjEilZBVXoalE0EREREREREREJO40awYUXrgSge/dmwQ1GJIDUckFEREREREREREQkTCihKyIiIiIiIiIiIhImlNAVERERERERERERCRPqoSsiIiIiIiIiImHnwAH44Yc6pKRE0bo1NGwY7IhEAsNvFbrGmPrGmO+NMcuNMcuMMbf42KeFMeZnY0yaMWZ4vm1rjTFLjDGLjDHz/BWniIiIiIiIiIiEl5kzoX59ePrpDrzwQhuaNIEHHwx2VCKB4c8K3QzgdmvtAmNMBWC+MWaqtfb3XPvsBP4NDCjgMc6w1u7wY4wiIiIiIiIiIhJG0tPhootg166csawsGDkSzjgDuncPWmgiAeG3Cl1r7WZr7QLPz/uA5UDdfPtss9b+ChzyVxwiIiIiIiIiIlJ6fP89bNnie9v77wc2FpFgCMiiaMaYRkA7YG4R7maBb40x840xQwt57KHGmHnGmHnbt28/xkhFRERERERERCSUpaUVb5tIaeH3hK4xJgH4GBhmrd1bhLueaq1tD/QFbjTG+CyYt9aOs9Z2tNZ2rF69eglELBIaDhyA119P47rrFrN4cUqwwxERkaOQlRXsCERERERKvzPPhIoVfW8bMCCgoYgEhV8TusaYaFwy911r7aSi3Ndau8nzfRvwCdCp5CMUCU2zZ7vVOa+6KpaXX25N27bluOOOYEclIiIFGTsWGjeGyEho3RomTgx2RCIiIiKlV0ICvPQSROVbGerSSyEpKTgxiQSS3xK6xhgDvAost9aOLuJ94z0LqWGMiQfOBpaWfJQioSczEwYPhuTknDFrDf/9L3z1VfDiEhER38aMgZtugrVr3e0lS+DCC+GLL4IaloiIiEipdvHF8McfcMklKzj//FV89x28/TYYE+zIRPwv6si7FNupwGXAEmPMIs/YvUADAGvtS8aYWsA8oCKQZYwZBpwIVAM+cTlhooD3rLVf+zFWkZDx44+wfr3vbe+/D337BjYeEZHSYvbs2STnvlpWAqyFhx7qBZT3Gr/rrmSysmaX6O8DSExMpGvXriX+uCIiIiLhpkkTGDx4JQBnnNE0yNGIBI7fErrW2h+BQq+LWGu3APV8bNoLtPFHXCKh7tCh4m0TEZHAS0mJJDm5vM9tGzYkBDgaEREREREpC/xZoSsixdCtGyQm5m25kO388wMfj4hIaeGPqlZr4e67c9ot5NaxYyxJauIWljIyICLCfYmIiIiIhBqdpoqEmNhYePVViImxecYvuCCDCy4IUlAiIuKTMXDffd7jkZFwzz2Bj0eOzcqV0L+/ey+Oj4crr/R9gVVEREREJJiU0BUJQeedB6tWGYYOXUPv3ot49tklfPRRlCqFRERC0NVXuwU4GjfeQ7lyGZx2Gnz5JfTsGezIpCj27oXTT4cpUyArC1JT4Y034Jxz3PaMDBg1Cpo3h1q1YMgQ35XZIiIiIiL+ppYLIiGqfn145pmaTJu2hF69egU7HBERKcSll0KlSjMB1GYhyIq7+N2XXzZk06bWXuNz58Jjj83mu+/qMX16g8Pjb70FX3yRwnPPzaRixfRjitkXLX4nIiIiIgVRvZ9ICIuLi6N///7ExcUFOxQREZFSbePGghexW768Ct9/X99rPDm5PN9+28DHPURERERE/EcVuiIiIiIlYP/+KJKTy3PggOu/KsFR3KrW7dtduwVfWrc+gXfe8b0tLe0EkpJOKNbvFBEREREpDlXoioiI+NnWrfDxx6k8++wMDh48GOxwpIQdOgQ33QRDhpzNzTefTp068MgjwY5KimrwYGjWzHv8rLNy+uj60rSp/2ISEREREfFFCV0RERE/uu8+aNAALrigHLfeejqdO2ewZUuwo5KSdP/9MHYsHDoUCbjFte6/H159NciBSZHExcEPP7hF7qpVg3r14M474dNP4cQToW9f7/tUrAjXXhvwUEVERESkjFNCV0RExE8++AAeewzSc62XtHRpRS6/PDN4QUmJysyEl1/2vW3s2MDGIseudm145RXXfmH9enjiCZfoBfjwQxg6FGJjMwDo3h2mT3eLmIqIiIiIBJJ66IqIiPjJa6/5Hp82LYLNm13ySMLbwYOwe7fvbZs2BTQU8bMKFVzyvm/fr8nIiOCCC/oFOyQRERERKaNUoSsiIuInBSX6rDXs2RPQUMRPKlSANm18bzvttMDGIoERGWmJjVWVvYiIiIgEjxK6IiIiftK7t+/x2rVTOf74wMYi/vP44xCVb85ThQrwwAPBiUdEREREREo3JXRFRET85NZb4YQT8o5FRmYyZowhQu/ApUbfvvDTT9C9+waaNdvF0KHw66/QunWwIxMRERERkdJIPXRFRET8pGpVmDvX9dL97LPtGLOFK65I54ILOgQ7NClhnTrB8OELAUhKSgpyNCIiIiIiUpopoSsiIuJHFSrALbfANdfEM23aGnr16hXskESkmA4dgvnza7B/fxSdO0ONGsGOSERERETKIiV0RUREAiAuLo7+/fsHOwwRKaYFC+C882DDhs4APP88PPII3HFHkAMTERERkTJHHfzC0Lp1MHz4Ibp23cT996ezdWuwIxIREREpvTIzYeBA2LAhZyw9He68E378MXhxiYiIiEjZpArdMPPrr9CrF+zdGw3U4eefYfx4mDULmjYNdnQiIiIipc+sWe6Cui9vvw2nnRbYeERERESkbPNbha4xpr4x5ntjzHJjzDJjzC0+9mlhjPnZGJNmjBmeb1sfY8wfxphVxpi7/RVnuBk+HPbuzTu2ZQuMGBGceERERERKu4MHC9524EDg4hARERERAf+2XMgAbrfWngB0AW40xpyYb5+dwL+B/+YeNMZEAmOBvsCJwMU+7lvmpKXBzJm+t33zTWBjERERESkrund3Cxz6cu65gY1FRERERMRvCV1r7WZr7QLPz/uA5UDdfPtss9b+ChzKd/dOwCpr7WprbTrwAXCev2INF1FRkJDge1uVKoGNRURERKSsSEiAMWMgIt+Zc1ISXHBBcGISERERkbIrIIuiGWMaAe2AuUd5l7rA+ly3N5AvGZzrsYcaY+YZY+Zt3779mOIMdZGRcPnlvrdddVVgYxEREREpS664AhYvhoEDV9Gnz1omTYJPPnEX3EVEREREAsnvp6DGmATgY2CYtXbvkfbPvpuPMetrR2vtOGAcQMeOHX3uU5o8+SSsX5/BlCnu0BmTxaWXZnHHHfo0ISISijZvdpV9P/0EderADTe46dsiEn5atoQrrlgOQFJSo+AGIyIiIiJlll+zgMaYaFwy911r7aQi3HUDUD/X7XrAppKMLVzFx8PkyVG89948fv55Oz16VOOCC04OdlgiIuLDpk3QuTNs2JAzNmECvPFGwTMuRERERERERArjt5YLxhgDvAost9aOLuLdfwWaGWMaG2NigMHA5JKOMZwNGHAiZ511iH79WgY7FBERKcDTT+dN5gJYC/fcAxkZwYlJREREREREwps/K3RPBS4DlhhjFnnG7gUaAFhrXzLG1ALmARWBLGPMMOBEa+1eY8xNwDdAJPCatXaZH2MNO3FxcfTv3z/YYYgfLVsGb74Ju3fD2WfDgAHq0yfiL7NnzyY5ObnEH3fy5G5AZa/xTZtg3LjvqV9/f4n+vsTERLp27VqijykiIiIiIiKhxW/pIWvtj/juhZt7ny24dgq+tn0JfOmH0ERC3ttvw5VXQmamu/3KK9CnD0yeDNHRwY1NRI5e5cppPscjIrKoWDE9wNGIiIiIiIhIaaB6P5EQc/Ag3HxzTjI329dfwwcfwGWXBScukdLMX1WtERFw7rne4xdcEMGll/b2y+8UERERERGR0k0JXZFj4I9p2gsXVmfPni4+t40bt5HKlReU6O8DTdMW8ZdzzoExY2DECNi1CyIiLAMGGMaNC3ZkIiIiIiIiEq6U0BUJMbGxBa+UVK5cZoHbJHwlJ0NkJFSuHOxIxB9uvhmuvhpeemkmVaqkccUVZwU7JPGD336D559vzebN8UyfDrfcAo0bBzsqERERkfAyfz7MmgV16sB550FsbLAjEglNSuiKHAN/VLWecw6MHw+rVnlvu+++Bpx+eoMS/50SHEuWwA03wI8/uqn5ffvCiy9C/frBjkxKWvny0LTpnmCHIX4yfTr06wfp6Q0BWLoU3noLfvoJTjghyMGJiIiIhIHMTLj0UtdmMFvduvDNN9CyZfDiEglVEcEOQETyioiAiROhQa68bUwMPP44nH560MKSErZ7N/Ts6ZK5AFlZ8MUXcPbZ3v2TRSS03XknpOdb427XLnjwweDEIyIiIhJuXn01bzIXYONGuOKK4j3ekiWu9dn770NKyjGHJxJyVKErEoLatIG//oJHH53D/v3RDB/egZo1gx1V2eWPXslffNGI7dtP8hpfsQIefHAuJ5+8rUR/n/okSzjwx3PN31JSIlmwoJ/Pbd98k8qUKVMDHNGx0+uFiJQVe/dCfLxrfSWlz+rV8NJL7nv79jB0KFSrFuyopCD5k7nZ5s1zn42PO+7oHsdauO468qxZUb06fPkldOx47HGKhApV6IqEqKgoaN9+O927b1IytxTatq18IdviAhiJSOhITk4Ou4RuTEwWcXGHfG6rXDktwNEcu3A8BiIiRTV5MrRqBZUquUTPffdBRsHLWEgY+uknaN0annoKPv7YHeO2bWHdumBHJgUpbJZiUZ6fEybgtQDx9u1wySUu2StSWqhCV0TkCPxRqZaSAp984nvbVVedRKdO3tW7ImVBYmIiSf9v777Do6q2Po5/dxqdAKF3FEWaFBEVVFAsiGIv1y6o2LvAvVbUK4q919feUBERRMWKoIB0KYLKpRdBQq8hyX7/WBNTZhIIZFry+zzPPGb2OTOz4iEzZ9bZe63evaMdRrFcdRU8+WTweP/+qXH3u4waNSraIYiIhNX48XDmmbnJo/XrYfBgOzd74onoxiYl55ZbYOvW/GMrVsADD1i/EskVKyukDjywGePGtQkab9x4E8OHz+ann+qTne044ohVdOiwNt8+OfGPGjWKp57qBNQLep4//4SnnhoX030ttEpKikMJXRGRKDjjDDjkEOvimlfv3tC5c3RiEpG989BDVhf7nXdsBkmFCnDzzXDNNdGOTEQkfoUryTR4cCeysoKTPS+8kMlhh31NxYol28xACZqiheM4b9mSxJQpJ4Xc9tln2znttG9L9PUgvo9zzuqctLS0qMZx0klLmDKlDr/+WuufsUqVMmjefCN33NH1n7GvvmpKr16LuPrqOf+MJSXlprayslyhr1HUtmiLhaS6xBcldEVEoiA5Gb77DoYMgXfe2UxSUjZXXZXKrbdGOzIRKcymTdZYY+lSOOwwOOUUa2RZrhy8/roldhcvhhYtoFq1aEcrIiKh/PVX6NJWO3cmsWFDeSpW3Bpyu8SPlJRsUlKyyMgILo5cqVLoMkllXayskDrjDPjqK2scXa8edO6cwuGHNwra74svmnHffc1o3x4efxzefBM2b4aTToLzzoMpU4Kfu1EjuOWWo2K2ZrZWSUlxKaErIhIlqam2xO+II8YCxMRJlIiENmsWHHec1WDL0bUrjBljDXUA6tRBNc9FREpIuGY7DhtmF98KqlEDLr30WMqXD8vLSiHCdZwvusguthZ0881Vdc4dw5yzpOxJgQnWTz1VeN3bzz+HZ5+Ft9/OHfu//7PE7cknw+jRueOVKsEbb6gBopQuaoomIiIishtXXZU/mQvWcOXxx+3n1atthu4VV8Bzz9lsXhERiT0DBuReiMvr3/9GydxS5KmnLKmXIzHRSiHdeGPUQpK9ULly4dt27rRyVwUtWwbHHgvffgv/+Y/Vxl64EHr0CF+cItGgGboiIiIiRVi1CiZNCr1t+HA47TT74rBuXe74E09Y450GDSITo4jsve3b4ddfoVYt2H//aEcj4da6tb0/P/AA/PDDDmrW3MFdd1Xj0kujHZmUpCpVbAbniy/+wF9/VaRfv8P0mRyHzjrL+hIUbHCXkgLNmhU+e3fGDLj1ViVxpXTTDF0RkTDLzraTinnzoh2JRMOPP8LRR8Ppp59C377H8fDD9m9C4kdRy/MSE62Tdt5kLsCiRXD//eGNS0T23Usv2YWXI46A5s2ttMqaNdGOSsKtQwe7IPf229/wxBPjlcwtpV54Ae6/vzMPPNCZU08FlSiNP9WrW5mUGjVyx6pWhffeK7qRtC7OSVmghK6ISBiNGQP77QcdO0KrVnDIITB/frSjkkiZMQNOPNFmAmVnO9aurcB//mPLvyR+1K4NxxwTetuZZ8IPP4Te9vnn4YtJRPbdDz/YEuz163PHvvvOam+KSHx76im47jr4669KeO+YPh1OPx2+/jrakUlx9ewJy5fDyJHw6aewYgWcfTa0bx96Bm5qqpXAEinK2LHWQO+oo+y72erV0Y6o+FRyQUQkTJYutRPHHTtyx6ZPh1694I8/ICnJlgktXVqZxMRC1gtJXHviCavvVdDzz8Ndd9lyQIkPr7wCxx+fv5HOKafATTfZst1QxzlUjUYRKRkTJkwgPT19n57j0Uc7AsFrsL/5Bp54YgS1a28hNTV1n16jKGlpaWFrCCVSlmVlwSOPBI9nZ9v4CSdEPibZNxUqQKhedp98YiulPvjAvnMddZSdfzdsGPkYJX688QZcfnluyY6ffrJZ35MnQ9260Y2tODRDV0QkTN56K38yN8eiRTY7YPx4OOgguP76Y7jmmmPp1Al++y3ycUrh1qyxZlh16tiJYf/+sGXLnj++sOO5das1bNgTP/5ozbbeeQe2bdvz15aS1by5XYgZNgyefNIaoo0aZc06/vWv0I+55JLIxigixbNpU0qh29avTyYzMzOC0YhISdmwwerfh6KVcqVLaiq8/rod882bYdw46NQp2lFJKFlZVurmmmvgjjvg99+jE0dGhjXBLFh/edkyO8ePJ5qhKyJxrSRm6ITLL7+0AZqF3Pbpp7N5772D2L49+Z+xadOgW7ftvPzydyQnx9+M3dI202jHDujePX/t48ceg6lTC19iX1CbNjYru6DKlaFx46Ifm5EBZ5wBX3yROzZggM0ca9Nmz15fSlZysjXnKOjJJ6178vjxuWPnnmvHS0TCoyQ+b3791W4F1agB7dpBuXJp9A41JUxEYlr16lYbe8WK4G2tW0c+Hgm/cuXsJtFV2HfzzEzH4MGHMnVqnX/GHnkkm5tvnkG3biv3+Pk3btwIUKzVM7/+msasWbWoXDmD7t1XsHFjCmvWdA+574gR6znttHlx8502bDN0nXONnHM/OOfmOefmOuduCrGPc84945xb4Jyb5ZzrmGfbYufcbOfcTOfc1HDFKSLxLT09PWYTum3ahI7LOc+GDeXyJXNzrF1bgSlT6oR4VGyL5eOwtz7+OHQju7Fj7eo/wN9/w4gRNlszVJfdW2+F8uWDx2+80ZK6eWVl5b///PP5k7kAf/1ly4MktlSvbv8mfvnFlmvNnQsffmgdmEUkdl17LbRoETx+yy3w5ZdNGT26aVzW1BMp6xISQvcrSEy0mXlSungPkybZpIetW6MdjYQyblyDfMlcgKysBF5+uS07dyaQkZHAF1804b77OvPww4cwaVJw3YPMTMeWLYRcPbNyZSUmTKjLkiW59eys9EpH7r67Cx9/fABvvNGaK6/swZIlVUhICD15qnr1EDXUYlg4Z+hmArd576c756oA05xz33jv8y5APQk4IHA7DHgx8N8cx3jv14YxRhEpBdLSYnMGzUkn2cnFjz/mH7/hBke5cgcW+rhGjQ4NWSMqlo0qhW2DZ80qfNvs2TYbM2/t1NatrVnDfvvl7teunTXYueceGD8+ixo1djBgQCVuvjl3n6lTbSbn2LHWtffyy+HBBy2hHMrkybBkCTRpsq+/oZS0zp2L7rgsIrGlRg2YOBFeeMFWXtSuDRUr2nu29zaN74034O23rXGKxLe//7YaqnXi77q57IXrrrO6q4MGbWb16op06pTIPfcU3uRU4tNvv9nqqZxSGqmp1hDvssuiGVXZVdjM1nfeCb3/li0pVKlyMg8/bN+FckyYUJ+BA+Hhh63c3W23wbvvWvm5Fi3W8frrNejSxVY0XnYZDB2aO7nmpJPgo4/se9lPP+V/vYyMRN577xBOPdUm5RQ0aFBdunSJnyK6YUvoeu9XAasCP292zs3Dug7kTeieBrztvffAJOdcNedcvcBjRUTiWlISfPUVvPqqfaCUL2+ds887z2pvPvpo6McdfXRk45TQDjig8G0bNlhTs7zmzrVjO2VK/vEuXeDbb2HUKJtum/fiw6JFcOyxVvMLYONGa+SwYkXoGb85itom0fH775YUWrDAui5fdx3Urx/tqERkd6pXhzvvtNuMGdCxY/7tGRnQp481UapePToxyr5ZuBD69bMLrGCfyy+9BG3bRjcuCb++faFWrbEAMTn5Q/ZNdjacdpqde+XYuNEmR7RvbzeJDRUrFr7tl1/yJ3NzPPaYraS54Qb7Lp3j999rcMIJVjLp3XetIV5eX35pk2X+/jv06/31l30mOAeffWb/jmrUsIk6PXsW+1eLqojU0HXONQU6AL8U2NQAyNsWZnlgbBXgga+dcx542Xv/SiHP3Q/oB9B4dwUJRUTC5LffYOBAS+BWrmxXCh980D68brjBbnmdfDL06JH75SLHZZepPmoo0aiVXK1aIjVrHsPatRXyje+330a+/HILoTqjT50Kzz03lu3bk3jvvRbMn1+dtLQdnHzyYo44Ih3n8s9mfuONlmze3DzoeT76yHPWWX8CwTO5mzffwOzZ45k9e59/xWIrbXWSS8r48XDiibB9u93/4gu7kPPzz0VfGBCR2PLRR6HHt2+3C7FqdBh/du2C44+3pG6OCRPguOPyJ4FEyrKNGzeSmZkZdyvuZs9OY8GC4PPS7Gy4556FXHnl3ChEtffS09NJSgpfii6avWeaN68JHBE0Xq/eFiZMWAs0DdqWlQX33vsbI0e2Ctq2dSv077+An3+uDwRni994I5NOnVYT6vsawJw5P9Gnz3pOPbU8GzaUo1GjzaSkZBOpP4GS+k61R/9anHPlvfc7CozV3JNyCM65ysAnwM3e+00FN4d4SM68o67e+5XOudrAN865+d77cUE7W6L3FYBOnTppzpKIRNzq1dCtG6wNvCNu2GBLfRYutKt+oSQkwOefw8svw6efWq3N88+HSy+NVNTxJadGb1paWsRes0KFLB58cAKvvdaaqVPrkJiYTdeuq7j88rk8+WSHQh/3v/+l8sILB5ORkQjAypWVefXVNvz9dzZnnZW/jsOKFZVDPQXeO1q2XE/HjmuYPr32P+OpqTu54YaZ+/7L7YXSViO5JN1+e24yN8fff8N999nMAckVy40s91RO/PH2xbcgXaAJppURpc/IkfmTuTnWrLFZXfXqRT4miZy1a+HTT/dj9eqKrFlj59pFzRSU+LJlS3A/kj3ZVlZF4/tUjnbt1nLhhfMZOvRAsrKslVfNmtv597+n8fPPhb8R79oVKmVoVq2qxPbtoVOaO3cm0rXrSn76KTihW7v2Ng48cD0AaWk7SEvbEbRPOJXkefCepv+nOOeu9N5PAnDOnQU8RKipQ3k455KxZO573vvhIXZZDjTKc78hsBLAe5/z3zXOuU+BzkBQQldEJNr+7/9yk7l5jRxpy/AL66ZbvjzcdJPd9pb3tlykLIhWreR+/WyGT0JCIomJDYGGpKfD9OnB+9aqBWvWdCAjI3jb998fzLvvHkylSrljv/xiNXELSkyEfv0O4/77bRb3xInWrfncc8tRqVL3kvrViiUSyat4nCGyfXsikyf3Crlt9OgdjBr1TYQj2jfhnh0SzS8TJSWc/38iJd6T6uFy9tkwZEjwePnycMopkY9H9t3SpUVvU0K39Jo1y8papafbifgXX9gS7h9/tHrZkis1NRWIv7IUXbrAk0/CjhD5uMsvb0Tv3o2CN8SwSJz/RrP3TO/e8MgjVrO+enU44YQKJCV14+STrZ5twe9PzZrB4MEtGTo0uHk0wEkn1WO//eD994O39ejhePjhQ9m6FZ57Lnc8LQ1GjKjIEUdE7996SR7nPT0jvQB43Tk3FqgPpAHHFvUA55wDXgPmee+fKGS3kcD1zrmhWDO0jd77Vc65SkBCoPZuJeAE4P49jFVEJKLmzSt82/z5hSd0d2fDBpvhu3OnlWhokOcC4/PPw+OPWw3WDh1g0CA49dS9ex3ZveQCF/mvvNKK70+alDuWmAjPPGMnKqFs2gTLltlJ57vv2lKhww+3E4uCuZXLLoOGDe3nHj3sJrEpOTmbChUyQ84QqFo1RGZfYraRZVkSTxdNIqlTJ6uP/t//5o4lJdlqmji+BlGmHXZY4dvUxLJ0u/HG4POr+fPt7/uZZ6ITk5SstDQ7nrffnn/8mGPgnHOiE5MUrX59uPDC/GP772/NoK++GlYFumkdfDB8+CE0bmzfu156Kf9j6tWz/bdutfq7K1fmbqte3S7eADz7LFxzjfUzqVEDzjiDfJNr4t0eJXS997Odcw8C7wCbgaO998t387CuwMXAbOfczMDYHUDjwHO+BHwB9AIWANuAPoH96gCfWk6YJOB97/1Xe/g7icSNXbvsavGaNbZk/8Ai57xLrCqq5m39+nD//TYTs2FD+0DZkwL9o0bZsrCtW+1+UpI1Ubv5ZmuaddttufvOmGEfTl99ZXXiJPwqVrSry++/D99/bzNz+/a1BisjR9oxKahSJft7v/323KW7L71knVgrVsw90bj8cqvHXBbF6wyRvn3tIktBt95aNe5+FyX6pKx74AH7/H3ooXmkpGRz332t/7nAJvGnSxe7KD56dP7xzp0tuTdiRCdq1tzOfvvt/QV4iT2bNtlM3FBGjlRCtzS57Ta7GPfWW9Zk+KSTrAl1Skq0I5PiOPVU6NXL+pFUrGgJ3RzPP289KV57zS7S9OhhifycmfazZtm2WbMsn3LllflXX7RqZbfSaE9r6L4G7A8cjJVZGOWce857H+Lri/He/0ToGrl59/HAdSHGFwLt9iQ2kXg1d669aeUsBXPOkn3PPVd2ltCXhFhYot2wYQrVqnVjw4by+cY7dVrN6adXYc2a3GJdr7+ezcCBUznssNVkZCTwxRdNmTSpLklJ2Rx99AqOO24ZO3Yk0afP8flm/GVmwi23gHNj+e9/Dwfyv1Z2NvTv/zcPPDCJaAj3Mu1YVL68JfL69s0/fuut8MknwcuG+va1LuoF6zB++aUl8IcNC2+8Ej6PPGI1c4cNs7/FlBSbNVCwGaKIxIdWreDcc61jVsOGyvLFu08+sd4GH35o51Mnnmj9C+ziqX3rHzMGhg+35K/Ev6Qku2VmBm+rUCF4TOJbt252k/iWlGSrFwtKSLBZ18OHWyPyDz+03hUvvAB169pM7QEDIh9vLEjYw/3mAMd47xd578cAhwMdwxeWSOl34YX563p5b29KQ4fmjmVmOrZvT4x8cFIsqakZPPTQBLp2XUn58plUr76Ds876k9q1t+VL5gJkZibw2mutycqC++47jNdfb81vv6Uxa1YtnnuuPU8/3Z4pU+oUWuD9hx8asX59+ZDbli8P3WBLIiM722bmli9vSdojAo1c69eHwYNtllCoGl9gDfIkflWsaCeXCxfajO1ly+Dpp+0EVERi29SpdgHm7LNtFtC2bdGOSEpauXKWvJ0+3WZwJSTA//6Xf5+MDFsFpeZ3pUPFinDmmaG3XXRRZGOR8MrMtNrnLVvaasgrr4Tlu1tLLnFl7Vo47jj4+We7n5VlF+V69dJ79p6WXHiywP2NwOVhiUikDJg7F379NfS299+3guG33QZvvnkSGRmJPPWU1UvNSRBJrtTU1Jho7tKgwVYGDpyWb+yGG0JfKv7rr0p8+20jZs+uGbTthx8aUb/+lkJfxzlPWtp20tODpxc0bry5mFGXrJzl8mXR2LFWKiGnk3abNlYnt23b3KReweWeeZWmWk5lWZMmdhOR+PDWW7Z6Ijvb7n/yCbz+euFLtaV0+Prr0OMLFtjn+P77RzYeCY9nn7XE/bQ8p+dnnAH9+0cvJil5l18Ob7+de////g+++cYmWVSvHr24pOS89RasWxc8PmOGfQc75piIhxQz9mjuiHPuAOfcMOfcb865hTm3cAcnUlrt3Fn0tvPPh1degYwMm507cSKccII1wJL80tLSYrZbepUqoRsiJSRks3hx1UIfl5SUTVJSiFaewBFH/MVZZy0I+Zxnnx08HimxfBzCbc0auwizMM+n4pw5VsNr167cseOPt2VBBTkHF18c/jhFRCTXjh1WIicnmZtj+nR49dXoxCSRUViSJyEBqhZ+eiZxpnZtm4E/ePAEbrxxJjNn2pJt1VYtPRYsgHfeCR5fsgTeeCPy8Uh4FJUDKev5kT0tePgGcC/wJHAM1rxMVT5F9lL79jaLa8mS4G2HH24NOQrassUaKA0ZEvbw4kqXLl2iHUKhNm8O7uIJcPbZCRx++H6Fztg87bTWHHEEXHtt/i+aN90EAwYcCdi/kyeesJkHhxwC99yTwPHHx+7/i9Ls3Xft77OgVaus8cY558DMmfDTT9Zx+emnYfVq26dcOevCuieN8kQkury32ZtvvAEbNkDPnlazLacph8SXadNCz/gBm8HZvHlk45HI6dvXGpsW1Lu3NTmV0qVNm3TatEmnXbv20Q5FStivvxa+5D5Ug2KJT5067d22smBPE7oVvPffOeec934JMMg5Nx5L8opIMSUk2OyP006zgt45evSw5FxhCtb7kth2wQXwxx/WMCnnOPfqBS+/bDM3Bw2yLrx5NW4Mp5wCycnQvbvVVN650/6tHHZY7n59+thNom/NmsK3rVplSf33388da9wYXnzRZgj16AE1gytvSJz7/Xd46CFbXdGggTVHO+OMaEcl++qWW+yCTI65c+2izdSpmtUXj4paiqtluqXbRRdZY53HH89tYNq9uy3VFpH4UVR5FJVOKT3+9S+bADN3bv7xs8+Ggw+OTkyxYk8TujuccwnAn86564EVgOYjSEybMGFCTNRWLcoLL5Tnhx8asmFDOdq0Wcuhh64mPb08CQk9yM4OrohSvvx8Ro36MwqR7pu0tLSYnkkbToMG2azMWbOsUH/eGT9ffAFXXAHz59v9Qw+1GkHJyXa/RQu4V5fNANi4cSOZmZmMGjUq2qEEKV++NnBYyG0///w7H33UIt/Y0qXw9NPreOSRn5k4MQIBlpD09HSSkvb0tKHs+vNPm0G/YYPd/+MPmwn2/PM2617i04oV8NxzweN//mmzdm++OeIhyT5q1coulP7yS/C2iy6C6dPTSE7O5uST1eCwtBg1ypqUzplj51jPPw/Ll/9CWtp2brihe7TDE5Fiat/eJkd8913+8dRU+44l8WPbNvjgA5g9296fL7ww92J5+fJW237wYLuQXr68fU7femt0Y44Fe/rN7GagInAj8ABWduGSMMUkUiLS09NJT0+P6bqeaWk7guqe1qq1g+OPX8aYMfk769SosYOePUPUaIhxsZ5Uj4QaNWzmR0Fdu8K8efDCCz+QlJRNv349Ih6b7LuOHddwyCGrmTatTr7xE05Ywty5oaffzp9fgzVrKlC79vaQ2yV+PfJIbjI3r/vusy8Xqt0Xn6ZNs67KoYRKCEp8+Ogjmz0/fbrdr1jRyuRceimsXWsXol9+GT780C66Sn7xMHkix5QptfnvfzvjvVUNnDYNrrwS+vXbQdOmi2PygvGeKssTJ0SGDbMVNB98YKsajzrKZt83bBjtyGRPrVwJRx+dfzXygw9aEnf//a1PyZ132mSoKlXg3HPtQnrOJKiybE8Tuh54B2gC5PxvexUo4xOcJdalpaXRu3fvaIdRbL16wVNP2ayf9evhxBPhnnvK06zZidEOrdji+QQ5Uho1ClGAVfJJTU0FiNm/5549ra7m8OF2cnH++XDBBU3o2rXwx3Trdlxc1WjU3/KemTw59PiaNVY3/YADIhuPlIzGjQvf1qhR5OKQktW4sSX2pk2Dv/+G+vUtcZuRp6fpokVWW3XxYpsVJLniYfJEjo8+OuCfZG5eo0e346ijlkUhopIRLwn1aJkwAYYMOYTVqysyahTcfjsceGC0o5KSVK2anYO/9JKVtKtcOdoRSXHdeWdwackVK+zv9f/+z5L0K1fa+KZNNlN3/nz45JPIxxpr9jSh+x7QH5gNZO9mXxHZR4mJcNttNptryxarwSgisSslBa66ym55nX46IcsqtGmjhjulxebN8OWX1pSjZ09reDlrVvB+5ctDnTrB4xIf2re3LxTjx+cfL18e+vWLSkhSgnL6FzzwQP5kbo7Vq2H0aDjrrMjGFQ/iZfLE+eeHHl+xohoXXHBR3JbV0MXWwo0cCWeeCVlZ9QFYsMBm2//8s52HSelSrpzdpHCxWsJu2LATgeAlbKNGZXPbbfNZubJV0Lbhw+H553+gceP4mxhVkmXs9vSj62/v/Ujv/SLv/ZKcW4lEICJB1q2z4t81a9pykTZt4Ntvox2V7KusrMKX7ErpdMMN0K1b/rHUVGuKKPFvxAi74Hbeefae3aCBNWdwwZPAuOwyNc6Kd598YsvzExPtfqtWVpNTF2dKj/XrC9+2bl3k4pCS16JF6PHmzVUjubT697+Dz7s3bbILNyISO5KTQ88ZTUrKZsmSKoU+bunSKmzZksyXXzZh6NAD+O23stfRdE/Twvc65/4P+A7YmTPovR8elqhEyrhzz81f3H3uXFvuN3Nm4SekEruWLbOi7SNG2JeGs86CJ56AunWjHZmUpO3bbZZmxYq5YxUq2N/y6NE2I6R+fSvyXzN0aV2JI3//bTO+duzIHdu61WroPvOMdeNdssT+PfTta/clvtWqZTNC1q+31TMqtVD6HH88PPlk8HhCAhx3XOTjkZIzcKBdfAs1LkWLp1rJOTZvTmbevJ4ht3333XZGjYq/mTKqlSz7KlZL2PXta3WPC7rooiT2268RY8eGflzLlp24+mq7UAPw/vs2weLdd3MvvseikpwhvafXI/sA7YGeQO/A7ZQSi0KkDMjew2Ilc+YEd+oESxq8/HLJxiTht3MnHHOMFezPzLSlnB98YB1ZMzOjHZ3szurV8PDD1jjlhRdseX1BK1dakr5KFavbddJJ1vk+R2IinHoqDBkCN92kZG5p8fHH+ZO5OXbtstvChbB0qdXOffZZLQMsTapXVzK3tOrZ02ZhFzRgADRrFvl4pOScey689x60bGn3998fLrnELrbefbfVSJbQcmolx5MKFTKpWHFXyG01aoT48I5x8XgMwsF7Oxf3PtqRSEm67z77bpzX4YfbJInLLw/93enEE+1xOcncHEOHWmK3rNjTGbrtvPdtwxqJSCn1449W6HvCBKhdG6691u4XdtVo6dLCn6uobRKbhg0LLvIO8NtvNmvztNMiH5PsmZkz7eQi7zLbJ5+EceOgXj27n5Vls7bmzcvd56uvLIn/++9QqVLxX/evv2D5cpuNXyXPKqO//4bnnrMannXrwtVXW0dYiY7t2wvftm2bzehT0k8kvjhnF2s+/BBeeGElKSlZDBjQiJ6hJ/pJnLngArutXQvHHgtvv5277YknrITKscdGL75YFi+1kvO69trQq2Puuqt63P0usVbzNBqefdYSfMuXW7+CO+5QDfvSolIlKy85cSLMnm3fgfKWrBs71i6sfvWV7XvJJXDOOdC9e+jnGzYMLr44EpFH354mdCc551p5738LazQipczMmXb1aGegUMnq1XDvvbZcM9SSPoAOHSApKfTszc6dwxaqhMkff+zdNom+m24Krpm4YAHcfz+8+KLd/+KL/MncHCtW2Ezsyy6zzrvDhlmi4Nxz4dJLQ1/Q2b7dTkw/+MASxZUrW/23O++0ZO5hh1m39RxDh1rn1759S+xXlmLo3Rv69w89S+TUUyMfj0gsiccl2nlVqQJXXGHx79qVRjznUrRMO9jTT1vSIK9t2+D66+2Cu8SXP/6whPyMGTbz+uab7TvT4MF2XF97zb6LVatm51WXXBLtiKW4XnwRbrwx9/6SJdaIuEKFspO4KwuOOMJuBbVubROhsrNza55PnVr484TqZVFa7WnJhSOBmc65351zs5xzs51zIXo4i0heTz2Vm8zN6+WXYcOG0I+pVy//B1aOZs1s2ffatfCf/1hH5h49bPmYxK62RaxtaNTIZlleeunx9O17HAMHWg1Oib4tW2wmbiiff577c6jZ1zkWLrSrx/36wddfw5gxtmzoootC73/LLVbzKaeBx5YtcNddNvbUU/mTuWCJxH//O3RHdgm/Aw+041NQ//5F/92LlAWlYXlwUlJSiXWhjpbScBzCYfTo0OPz5tlnt8SP2bPh0EPtu9XkyXZRvGtXu+CenAzPP28rn+bOtRJZqpkcnwrrQ/Doo7k/p6drNWu8mzIFzj4bDjgAevXKX4YyM9PyHueeaxdl1q6F/fYL/TznnBOZeGPBnp6laKGRyF74/ffQ49u325XFtWttlt3OnXD66ZakBfvQatkSXn/dZvOeeKKdgCQkWD2ZvDM7v//eTlIGDw77ryN74fTTrev9rAKXwA491Or+zJ8PUB6wZURTptgxlWDp6ekRW3KWkZFAUlJPMjODp9J6v4VRo34AYPv2NCD0zKdFi35nxIjgLoZDh8Ihh4ynRYsN/4zt3JnIG2+cCAS/3oMPrgtcaa4RtO3vv+HFF39kv/02BW0raenp6aSlpYX9deLJ/ffbCedHH9kKjPXrYdIkuyh3882Fn2iKlAXxuES7tNEy7dAqVw497tzelUqS6Ln//uAampmZNvmlVy+7v3OnTZjYtctmdEp88b7wCy0LFlivgiuvtAkX2dk2m/PZZ638mcSPCROs5E3OZLgFC2wyzCef2Mq3M88k32qZd96BPn3s3Hv9+tzxiy+2psVlxR7N0PXeLwl1C3dwIvGudevQ45Uq2ey/Fi2sEcN//wudOsHtt9t25+CKK+yNbd48m51Xr54trw61TP/xx+3DTGJPUpIlaK+5xmoo161rS/mvuCInmZvfDz/ATz9FPs5Yl5aWFtFkYkpKNl27rgq57eijV/D114147bVWrFxZiTZt1gbt06zZRqDwjg1z5uT/XbZtSyIjI3Rh7Q0bypGaGmKqP+Ccp2rVyEzRjfQxiBeHH26N8IYNgy+/tBrHzz5rF+jmzo12dCIiUtCll4YeP+EEqFMnsrHIvinsnHnWLPtudOml0LChlWCoXx/uuSey8cm+c84mx4TSoYP1Ixk5MrcB+dy5cPLJwSvbJLY98EDwyubsbMuVjB5NyNJHb79t7wH/93/WxHryZBtL2NM6BKVAfK8jEinCxo0byczMjOrshA4dKlOu3FHs3Jn/T+3YYxdy661NyM7On8B5/HGoU2c8Bx20gcmT6/DNN43ZujWJ9u3/5uSTFzN8eDugftDrZGTACy/8wiGHxF5WNz09Pe6XLJZELcCTTrJbjjfeaAk0D7nvu+/OZv36xfv0egXFew29aMTepYtdEZ4wIXfslFNg4sQW+bphN25sdfe+/NJmf5x5Jtx9dyoff5zK0KGhn/uYY1pRsWIrRo+2CzwXXGAXeELN6j/ppEr861+VOPHE4G0nn+zo0+f4ffo9Zd8NHBhc+mLDBps59OGHUQlJREQK0bcvTJ8OL72UmwTq0MFWxkl8qV/fSioUlJpqn8F5G99t3WpJo8aNbWKF5BfJlXDFdfLJdZk9uxPe5xZHTUjwtG49h1dfDa5ztX07DBz4JxdfHGL2TAyLxGq4WD3OP/98IpASND5nDrz44iKgWdC2rCx45ZUZ9OixnNq17b0gBn+1ICV5nMOWZXHONQLeBuoC2cAr3vunC+zjgKeBXsA24DLv/fTAtp6BbYnA/3nvHw5XrCLh0rjxFgYPnsB77x3Eb7/VoHr1HfTqtYRKlTJCLuUGmDixHrNm1eLddw/6Z2zOnJr89FN9WrZcF/IxADVqFNFyXWJOvXqFF8utX1+FdGNBWhr8/LMtof/f/6B9e3joIfIlc8Hqda1da0uD8jrvPKtxW7Beds2aVlP3/fdzxwYPtm7M//tf/oaINWtaF9/mza0O3F132bIi52wp4VtvleAvHCNi9USzMNu3JzJjRq+Q277+egejRn0T4Yj2jUpriEi8+eUXS9A2a2azbHc3O8s5+0zt398e26iRXcTdUzt2WOm0+vWtgZ5Ez7XXhk7OXn651dUN5cUXldAtKNY/94844i/uvnsyn3zSnOXLK9OkySbOPnsB27YlF/qYtWvLRzDCkhHu1XCxfJxr1drO5s3BCd1q1XYUuRqxUqVd4QwrLEryOIdz2lwmcJv3frpzrgowzTn3jfc+b+/Qk4ADArfDgBeBw5xzicDzwPHAcmCKc25kgceKFCk1NRUgJuq33Xprzk+Vgda8+27h+zZt2pwXXwweX7w4lfPPT+W774Jngh19NNx4Y/eSCbaExVNipjDhmB16zDG2PGj58vzj7dvD3XcfXqa6c8a6ww+3G8Bnn4XeZ8SI4LFq1awpR58+uTNvGzXaTP/+VYIaH2ZnWxfmr76yJO3ixVaG5eabbSYJ2JeWPn2sAUidOtCkyb7/brEmlk80C5OSkk3FirtCfqmoXj10qYxYptIaIhIvduywBjp5m5y1aWN1F+sHL2gL0rSp3QravNnK6KxZA927w2GH5W575BFb2rt+PVSsaI1PH33USmxJ5F1+OaxaZcdg0yYoV85mYA8cCE88Efoxq1dHNsZ4EA+r+Hr3tv4jphZQi6VL7W8yZ6Z9Xmed1YjevRtFMMLYF8vHef360OVwBgwoz7nntmD4cFsJmVf9+nDvvZ1JCc4Dlxlh++jx3q8CVgV+3uycmwc0APImZU8D3vbee2CSc66ac64e0BRY4L1fCOCcGxrYVwldKRV697Zl1ltDTMRs3txOUEP54w8YPtxqsP7vfzYD4eSTLREk8aVyZauXe+ut9kUkKck6cj7xBErmxrDkQiYCFHYiccQRVit59mz48cexNGmymS+/DH2Raft269Cbd3lgQRUqWB240iqWTzSLcs01VjKnoAEDUmPioqKISGn06KP5k7lgy3Ovv55/vvx/+qnVWKxf35IF9eoV/Zy//GIrYNblWRR3wQXWgOettyxRmGPbNutzUbEiPPhgif1aUkx33QW33GKNsxo2hOrVbbxtWzv/Kqhbt8jGJ+HTuLGdgz3/fP7xgw6CSy6JTkyydy65xFY1PvSQlU6oXt2aDOc0hn/vPTvWOVUQ99sPPv648O9gZUVEriU655oCHYBfCmxqACzLc395YCzUeJ5ro/meux/QD6BxzjQmkRiXmgrvvgsXXmgngwCJiTBkSO5MwFDq1rUEbq9etrw7NdUabUl8at7cZulmZNgHlWZ3xL4LLgg+acwZ//VXW4LZsaN9ocirbVtYvHgzYLNHClM+/laHCVYyY+NGePPNbDIzE6hUyb5cXn11tCMTEQmfaPereOWV7kBwzYPPPsvmnXe+YfDgQ5k/v8Y/4/ffn8ndd/9CmzahS5h5D9dccwzr1lXON/7++1C79gxGjWoGVAt63DPPZHDooWNIDF1NLaxKQ6+KklCpkp1r5fXII9YLIe+svho11BittHn2WWjXDp54Yh3btydx3nlV6d9f5VDi0Y032orE1aut7Fze70znnGOT4h57bCLJyVn0739kvvI6ixfbSsqkJDjrLMublAVhf/d3zlUGPgFu9t5vKrg5xEN8EePBg96/ArwC0KlTp8JbiovEmNNPh2XLbKn2zp3WbKlRYFVI587WpTGvxMTcek/OwQEHRDJaCaeyfmUxnjz4oCVu83ZV7tzZZoC0b2/3ExPtZOTpp+1vdccO+OADeP/9dqSl7eCCC2xGT0E1a1rtP4k/KSnw6qvQrds3rFlTgcsvP5pA1R8REQmTzMzQxXKzsxP44oum+ZK5ANu3J/Hiiwfz/PNjAVi+vBK//16dmjV3cPDBa1m4sCorV1YO8Yzw00/1Wbu2QshtW7akkJGRSIUKWXv/y0iJ69nTZlw/+6ytbDzkEFvlWBpLVpVlzsGVV0Lduj8D+cstLlxotZQXLbJSZldcYUl9iV1JSdCgQeht5ctDu3Zrgfy10p98Em6/Pbf0xi23WJPLiy4Kc7AxIKwJXedcMpbMfc97PzzELsuBvIVNGgIrsfZ2ocZFSpUaNazOU0HDh9vs3R9/tPt161oCKCdhJCLRkZoK48fDuHEwdy60amUzdj/+OHefrCz78tC6NZx/vtVLnj4dwFaRjBxpNfdefz23AVr16vDRR5qhG882bIDx4+vz11+VSEuDc8+1EhkiIqVVamoq6TnrX6PgsMP+4rPP9g8ab9t2LTNn1gr5mGXLqrBsWSVGjNifb79tjPc2j6hx401cdtm8Il+vZct1TJoUXLOhSZNNUU3mpuoKYqE6dLDzLSl7xo+3pH7OatiPP7Zz9p9/Dl5JJ7EhM9Mmu82aZZPXzjkn/3ej+fNh+PD9SUnJ4tBDLUcyb17efkVm1y6rr33CCaV/NXPYErrOOQe8Bszz3hdSkpyRwPWBGrmHARu996ucc38DBzjnmgErgH8BF4QrVpFo8B4++QQ+/NASQGeeacmfxES7KjV2rF1V3LDBlhAVVrtTRCLv6KPttnGjXYAJ5Y03bMmQJXNzbd9u9ZMXL4avv7ZlgqecYjX4JD7Nn2+Nc1avtvWeI0daCZ2xY0v/iaSIlF3RbqB47rl/8uuvNVm8ODehmZq6k6uums3LL7ct9HGTJtXjm2/yT9NcurQqI0bsR926W/nrr0pBj+nSZRX77beRmTNrsWNH7lfohIRsLr54fgn8NntHjSylLMjOhjffhKFDLVl3xhlw1VVFlzG7+ebcZG6OpUtttV2oBuQSXenp0KOHrYTMce+99p2pSRMrlfLAAwCtAPv38O67ltANJSPDSjBceWW4I4+ucM7Q7QpcDMx2zs0MjN1BYIqS9/4l4AugF7AA2Ab0CWzLdM5dD4wBEoHXvfdzwxirSMRdfTW88kru/U8/hVGjLMGbo0YNS+QqmSsSXhMmTNirWUbp6eXIygpdJ2HFis28914mUD1o259/wqhR39OggXVG/O67Yr90SGlpaXHbWCye3XRTcNfsefPg/vvhueeiE5OEx/LlVk9z40Y48US7sCNly++/w9q1Vi+9rM/Cj4XPm7PPhmHDYNo0a5Jz0UXlSE09hvLlc0uV5dW1Kyxc2DLkc82aVYsRI6x52saNuePWtLY9iYlw3HHw2GMwc6b1Qrj55gS6di3F3UpFYkDfvtaUMMfYsfa9ecyY/Evvc6xdGzyhIseYMWEJUfbRoEH5k7lgpTJuuQX+/e+cZG6ujAzo08eaYBYmpwRDaRa2hK73/idC18LNu48Hritk2xdYwlek1Jk1K38yN8dHH1ntzbZtLeE7fLjN3m3Z0upxHn985GMVkcKlpe2kSZNNLFlSNWhbx45/s3hx4R0ZypdXrb3SYPt2+Oab0NtGjFBCtzT59FP417/sSwRYM7yLL7Yvma7IM14pDVauhPPOy62hXr26zcQv7bN/Yl1KijUmvaDAWs4+fWDChPzL7Zs3t7/Xc88t/PkOPthW0Hz4IaxZY2WTjjwyd3vr1rYCR0q///3Plu3XqWNLt6PR9E4syZc3mZvj22/hq6/g2GPhvvvg5ZePZ/v2JE45Be6+294bcj6v86pWLewhl2l7O0nmvfeOB4Jrz332WTbZ2QuB5kHbtm6FVavmAq2DtiUlZVO+/LeMGrWz2LHE0wQZtcQUiYKiZuN9+63N6vr++9yxefOsq+PMmXDQQWEPT6TM2ZcP7cqV4eSTLbGXY//94eWX92PMGLjssuDHHHssXHaZrtCUBgkJ1sAhbxftHKqJXHps32712Ap+OXznHSuZdPrpUQlLIujcc632Yo71623Jb6tWNutTYktCArz2mjXKmTAB6tfPTcr17h169l6bNtCsmf181VWRjVeKZ+RIu6g2d659Nxo40GZrl5QbbrB6qz7Qcn3//eGLL+DAA0vuNWTPjB9f+LZx4+yizSefQE4ycNgwe8xpp+XvcZGjT5+whCn7yDkfcjwhgX9qnYdSq9ZOLrhgPu+/f1Cex3j69ZtNjRrFT+bGGyV0pVRLT09n1KhR0Q4jyNKlDYEOIbfNm/cn339/QND4zp0wcOBCrrgivqqPpKenq7aXlGrHHAOzZ9us+yVL4NBDLfFTrRpccglMnQovvJC77KdtW6v7JKVDuXJw1llW162ggjPGJH79+KMl8EIZPlwJ3dLut9/yJ3NzeA+vvqqEbixr2dJued16qy3XzpvUrVzZPqsl9n32mdVQzUm2Tp1qZTGGDrVZ9MWxfbudw9WuDU2b2tj77wevrvnf/+Cii2Dy5H0OX4qpbt3CtzmXk8zNb/Vq+7s/4QTrVwF2Meeqq+C6kOvDpaTs7SSZSy+FJ58MHj/rrARuuWV/Ro4M3laxItx9d0dSU+HOO20lVXIynHOOo1mzdkC7vYolniihK6VWLCcRjzhiFa+91prNm1PyjZcvn0nTppsKfdzatfE33UvNGqQs2H9/W3pbkHPw7LNw220waZLNEDrqKC3PLm2efhr++CN/cuCkk+A//4leTFKykoo4Y1ad+/izdCk880xuHdTrr7fZmWAX30aMsBmAKSlw4YVFP9fff4c7WilpVavarN0PP4QPPlhMzZo7ePjhg2jQINqRxaaNGzeSmZkZM5Nk+vc/Eu+D+xMMHLiJihV/zDe2cWMK333XiL/+qsj++2+ke/cVlCtnJa+++qoJ77xz0D/fxzp0WMNtt83gySfbA3WCnn/KFHjppdz+B5GUnp5OUlEfRHFgb5fiJyQkULPmsaxdm79oeYUKu9i6dS7QPuTjxo1bzq23zuDUUyuzenVFmjXbRM2aOxg9ei+CzyOeluPHk0GD7LvSxIm5Y61aWZK3Xj244w6blZ8jOdlmZ6em5u7bqlVEQ44J8f2uIFKEWH+jbdzYviQsXGj3GzaEN99MonXrQ3jmmdDLd087rT69e9ePbKAiss+aNs2d+SGlT+3aNkPowQcnsmpVJS699GA6q0dOqdKtm80S+uuv4G3/+lfk45G9N3++1UTNySt8952tmvjyS+je3c7N8s64f/VVuzhTtSpsCnHN/dhjIxG1lLRy5WwVTfXqswFo0EA1zeJFqL4FAEuXVsH73IvmixZV5a67jsg3gWbEiP0ZPPhnli2rwgsvHJzv8TNm1OaJJzqwa1eILlsBGRkqpBtpycnZDBo0iSee6MjChZa9a9BgCzfc8CuVK4cokhvQsOEWABo33kLjxlsiEqvsvapVbSXM119bv6EDD7SSdjnXMR580D6fR42ykmbnnGMTZco6JXTjUEaGTSf/808r3H/yySrSHo8OP9yO4ZQp1vjssMNyj+ONN8Ljj+fff7/91HhDRCRWOQft2q2lXbu1dO588O4fIHElOdmSfKefDhs22Jhz0L+/GpbGm/vuy03m5ti5EwYMsNk/ocqnPPII3Hsv3HNP/vG2bXVuFusWLYL33oPNm23lRPfu0Y4o/qQGpsD17t07ypGYli2tUVZBBxzgOPXU3Bi7dbPjnteKFZWZMuVE1qwJ/dzTp9fmrrusDENBTZvC9dd3I6HwfG/YxMrs6H2xr5OtrrvOVkPt2gWtWlXGOat1M2aMJfnyqlkTHnvsIOrU0YWaeOIcnHii3UIpq7Nwi6KEbpxZtgx69LBEYI5DDrFGWurYGH8SEiyRm2PHDpv989//2snK44+vY8uWZM4+uwoDBlhHZREREYm8bt3sPOzTT2HjRvvCcUBwyXuJcT/8EHp86lRC1ugDu/Ber5499tVXYe1aOO44q8dYNfRkQYkBQ4fCxRdDZqbdf+QRm5X75psqfVRcsdSX5Pjj6/Prr4cEjffsOZNRo5YBsG1bEuPGnRTy8R99tI06dbYBNUNur1z5J1q1aslvv+WWjEtJyaJPnymMHh2dGivqSWJCNaUbOtTqp775Zu6FmyFDoE5w1QyRUkcJ3Thzyy35k7kA06bZrIGnn45OTLLvvIcHHrAaMRs2QI0aNutnyBDrwBErV8RFRKRw6enlWb26Il26gL53lU6VK1uCSOJXrVrWMKegKlWKvnBetarN7tQMz/iwZQv065ebzM3x9ttw9tmgU+s9F2uJxKOPXklWluPjjw9g+fIq1K27lRYt1jN+fH1++aUu3bsvp1OnNSQlZZOZGTydNiUli9at05k9OzihW6VKBs2bb+TBBycycWJd5sxJo3r1nRx77DJq1doRiV8vJPUkKVzFivYdOlRDLZHSTgndMNnbot9Fycx0jBjRCwj+YHr33R0cd9w3Jfp6oKLfkfLkk5aUz7FundVru/rqJvTqtSR6gYmIyG7t2AFXXAEffHAc2dmOe++FG26w2WCaBRaf1qyxLuc//WQ12q69FnQ6tOdipYlSVhZMnFiPyZPrkpKSRbduK+jSpQpz5rQN2rd794U0bLiIxMRjyMrKf65dpUoGCQnf8MEHCcybV4NKlXbRsuX6mP/7Lg2NlPbW998HL7fPMWKEJXRXrYLJk+uQlrY9orHFm1j8Lti7NzzxhJVL6dWrEt9/X+mfbb/8UpdbboGzzrLGdwVdc00VrrqqBVOnwoIF+bc9+mgKZ511MmAldnJp6b6IxJ6y+QkfQ6ZPr8W33zZi69Zk2rf/m549l1ChQtZePJMv8dgkcgqbXT1q1H5K6IqIxLiBA61GI1h2Z+dOeOwxaNIErr8+qqHJXvjrL6tzvyTPx+8HH9jMvgsvjF5cUjzew6OPHsKECbldU77+ugnnnz+fM85YwOjRzcjISCQhIZtu3VZw6aXzSEnJ5pZbZvDiiwezdWsyADVqbGfAgGl89VUT3nmn5T9NkRo12sx//jOFhg0j3/Fedi8lpehtAwbAU0/Brl3WwXLYMBg+3JpcSvz4/HNL3hf09NPwyy9WQ3ny5Nzxs8+2VZDJyTBpkl24GzvWludfdRUcc0zEQhcR2WfO+9KTCOzUqZOfOnVqtMPYY488Yl8C8zrkEBg3zpYOhHLOOXbCUdBNN9lJicSnhAT74lFQSkoWw4Z9oZILIiIxKjPTlmlvCdFAuU2b0I1VyrKcGZux/Lk2YAA8+mjweP36luQtDRMew30cYuE4f/kl9OoVPJ6YCIsX27n2/PnW6Khgp+ytW61ebvnyVmJh4kQ4+ujg54r1v/FYOA7RkpEBjRuHLq/xn//AQw8Fj/fuXXgdZYlNN9xgSdlQXn8dzj8fLrvsd5YsqcJFF9XnmmuISlMzEZF94Zyb5r3vVHC8FJySxqd162DQoODxadPgrbfgmmtCP+7JJ62rZ946up065X+ulSvtC0fLlmqUFi86d7aryAUdeOD6yAcjIiJ7bMeO0MlcgL+j0ztF9tHYsaHHV660DtvqsBwfxowJPZ6VBd98A336FF5Go1IlOOWU3Ptvvhl6vzlzYMoUOPTQfQpVCrGvJexuvDGNwYM7sXWrTddNSPCce+4ffP55GqEaYo0e7Xnnna+pVi1jr18zFJWwC59atQrflp0NBx0ES5a0AGxG7nvv2XtDlSoRClBEJIx0fSpKJk2C7YWUayqs+y5Aw4Ywdy4MGDCViy6ax6hRlgisVs2e78IL7Wp0ly422+DOO8MSvpSw++8PnvGTnAxnn/0nmzcnRycoERHZrcqV7cJqKMceG9lYpGQUtuQ6IcGa3W3bBiXcJkHCIDW16G2bNsH06bB2beh91q61RrWQ+99QNm7c2wgl3Nq2Tef117/lttumc+21s3j55e+44II/2LIl9Ll1drZj+3bNd4onl14K5coFjzdpAh9/nL90Dths+wcfjExsIiLhpk+sKCnqamLNmjBzJrz7ri35Ovlku+U0XkhOhiOPXAXAKae0/Odxt98O77+f+zzbt8PgwbaU7MorS/53kJJzwgk2I+ixx2z534EH2gySBx/szK5diTz5pBX+P+qoaEcqIiIFPfoonHSSzdbNkZaWv9mlmFhpllWUDh3qMHp056DxQw75i3/9K5OffqpHZmYizZtv4Ior5tKq1booRLlvykKzrIsvtvPgzMz847Vr24q4Sy6x8+zkZLjsMlu2nZJi5+DXXmuJn4QEK9tw1FFWX7Wg1FQ44ohI/DZlU0nNaj333Pz3f/4ZhgwJ3u+AA+DKK3vEfLM7ydWkif1tXnUVLF9uYwcfDK+9ZisgQ/n4Y3j44cjFKCISLqX7TK4I+7qEpyTst9/RLFyYf/pAQoJnzZoFdOzYHO/tbOKll+Coo1Zw223TSUiA779vyMcfH8nq1VVp2nQD//rXH3To8DevvXYioQ7pI49soG7d8ZH4lYpNS5Byde1qN7AvD19+CWCNN6ZOhZ49YdYs2H//qIUoIiIhdO9u79O3376Yv/6qxPHH1+KGG6BRo2hHJnujc+fVXH75XD744EC2bUvGOc+hh65m69Ykpkyp+89+CxZUY9Cgw3j22bHUqVPIsiuJmubN4Z13rIxZzgzbRo3gggss0Ztj1y549VVLzv7739Cjh5VGA1uy/fnn8L//WVJ3fJ7Taefg8cetPIPEl9tvhxEj4Pffc8fKlbNGWkrmxp9evawu9vTpVve6bVsrheRc6B4lOsYiUlqU2YRueno66enppKWlRS2GO+6YwqOPduT332sAULXqTi64YD6vvdbmn2RujvHjG9C9+3LWry/Pc8+1+2d8wYJqPPjgodx++zR27gx9ODdsCLEOJQZEO6Eeq+bNy0nm5rdtmyX3QzVqERGR6GrdGq691rojlcUGRHsqNbAOPtb/H/Xubc1m58yBevUcmzbV5eCDg/fbsSOJhQuP44orIh7iPonEDOn09PSoz8SuVAlefTWROXPSSE7OonXrdG699WgguB7Diy/uIj39d9ataxO0bd48uOuuX+jYMYUZM2pRufIujjtuGbVrbySGJ5tH/btOrKpZEyZPtqZZEydaSbsrr7R6qxKfEhPz17KuXNlWzoweHbxvwRnbIiLxqswmdMFmh0b7C8Xll9tJ4vr1cMgh5fjss3a89FLofdesOYyvvw4e994xcWInDj7YZnAW1KtXhaj/nqFE+yQ/Vi1atHfbREREpORUrgyHH24/F9X5fuHCyMQTT2IpiViuXBaHHLLmn/vr14ee6LB1azJ//VX4dNt16yrQs+cSevRYXuIxhktaWlpMHYtYUrUq3Hyz3aR0eu45+O23/N+funaFO+6IXkwiIiWpTCd0Y0XL3DK4VKxY+H7lyhWe0Js7F4YOtRklGXkas9asCXfdVTJxSmS0a2cN0grWfAPo2DHy8YiIiJR17dtbPdXs7OBthTXFK8tiuZzWccfBsGHB4x06wIUXNgu5Sgrg8ssPpmPHENO0RSQmNW1qvUnuumsaf/1VkQsvbMkJJ6jkgoiUHgnRDkDyO+EEqFMneNw5a9jQtGnox7VqZY+dPBmuuMI6a/fvb7WEDjggnBFLSWvQwAr7F9SwIfTrF/l4REREyrrGjUM3mG3a1FZbSfwYNMjq5eaVnGxNks4+25L3BZ15pi6qi8SjlBQ46qiVnHPOAk48UclcESldwpbQdc697pxb45ybU8j26s65T51zs5xzk51zbfJsW+ycm+2cm+mcmxquGGNRSop16syb1C1XDp55xmYO/Oc/wY9xzpo4gM3ufPVV+O47eOQRNWSJV888Y40ZmjXbSO3a27jySuvIW7NmtCMTEREpm154wT6b27eHZs2s2dZPP0H16tGOTIqjdWtrYnjddbb8+pJLYNIkmxhRrhz88AMMHAgNGmyhWbONDBliq+BEREREYkk4Sy68CTwHvF3I9juAmd77M5xzBwHPAz3ybD/Ge782jPHFrC5dYOlSGDMGtm61pWE5ibx+/Ww5/iOPwJ9/wsEHw913wymnRDdmKVkJCXDjjdCs2Tgg9pvHiIgIbNuWxLp15dm+HSpUiHY0UtJyPptvvDHakci+at7c6muGUq2azdbt2vUHQOdgIiIiEpvCltD13o9zzjUtYpdWwEOBfec755o65+p471eHK6a8Nm7cSGZmZsw35qpUybqv5lWrFjz6aP6xGP81QkpPTycpSWWcRUQkvmVmwm23wUsvnUBGRiJ33GEz/HJWz4iIiIiIiJSkaNbQ/RU4E8A51xloAjQMbPPA1865ac65IquGOuf6OeemOuem/v3332ENWERERKSge++1UjkZGYkAbNhgJZLeeCO6cYmIiIiISOkUzemRDwNPO+dmArOBGUBmYFtX7/1K51xt4Bvn3Hzv/bhQT+K9fwV4BaBTp05+T188NdANobQso/Le6rht2ABHHWXLxWJdrM+OFhGR0mXChAmkp6eX6HNmZcEzz5wIpARte/DBDdSsOb5EXw8gLS2NLl26lPjzioiIiIhIfIhaQtd7vwnoA+Ccc8CiwA3v/crAf9c45z4FOgMhE7oC8+bB6afDH3/Y/QoV4KGH4KabohqWiIhIqbdzZyJbtgQncwHS08tHOBoR2Vfbt8Pzz8Mbb3QhOTmbtWvh0kuthrKIiIhIrIhaQtc5Vw3Y5r3PAK4AxnnvNznnKgEJ3vvNgZ9PAO6PVpyxzns488zcZC7YiejNN0OnTta9V0RERAjbrNYHH4TZs4PHjzmmfKlZCST5ZWbCRx/BV19B1aqW8Dv00GhHJfsqMxN69oRx4wDSAOjbF37+Gf7v/6IamoiIiEg+YbvW7Jz7AJgItHDOLXfOXe6cu9o5d3Vgl5bAXOfcfOAkIGc+aR3gJ+fcr8BkYLT3/qtwxRnvJk2C+fNDb3vzzYiGIiIiUiYNHgyJifnHKleGe+6JTjwSXpmZcMopcOGF8M47NpvzsMPghReiHZnsq88+y0nm5vfaa/Dbb5GPR0RERKQwYZuh670/fzfbJwIHhBhfCLQLV1ylzcaNhW/btClycYiIiJRVp5wC48fDk0/CggXQoQPcfju0bBntyGRfzZgBX34JVarAeedB7do2M3fMmPz7eQ/9+1uSN9CmQeLQTz8Vva1Vq8jFIiIiIlKUaDZFk720cyf88IM1YunUyb5kbN4cvF/PnpGPTUrOZ5/B4MGHsnVrMrNmwXXXxUezOxGRsuiII+wmpceNN8Kzz+beHzgwt8xCKNu2wY8/wqmnRiY+KXn16u3dNhEREZFIU3n/OPPdd9C4MZx0ks0IOugguOgicC7/ft27wwUXRCVEKQH//a81ups8uS5z56Zx111w9NGwZUu0IxMRESn9vv46fzIXrEfBpZdCxYqFP65q1fDGJeF1ySVWLqWgZs3s3FtEREQkViihG0c2boQzzoA1a3LHNmywul6jR9sMzgsugLfesqWA5cpFLVTZB+np1mCnoNmz4Y03Ih+PiIhIWfPxx6HH162DFi2CL6QD7LefXXyV+FW3rp1Tt2iRO3b44TYrO0nrGkVERCSG6NQkjgwfHrq0QkYGzJ0Lzz0X+ZjKugkTJpCenl6izzltWm127Dgs5LahQ1fStOm0En09gLS0tLB1fxcREckrPT2dUaNGRTuMIi1dejDQJOS2FSu+55JLKjN0aEd27rRT6bp1t3LTTVMYPTrEiVoMSk9PJy0tLdphxKSjj7aGwy+88APJydlceWWPaIckIvsgK8uxbVsS3oe+GCciEq+U0I0joZK5OdQArfSoVm3nXm0TERGJdfGSROzadSVffx2c0K1SJYMWLVbQpk0WJ56Yzty5aVSsmEnr1ukkxNG6t7S0tLg5FtHSqJHqXInEM++tjN2jj57A5s0p3HUXDBpkpVVEREoDJXTjSM+edlXR++BtqusVHeGa1Tp0KPzyS/6xxEQYPLgZ7do1C8trioiIhFu8rAbp3RvWr4ennsodq1gR+vZN4amnerF1azLnnFOVAQOgVq2ohSn7aPlyK2nWsiVxlZAXkd3773/hnnsAUgBYtMjqoFetar1KRETinRK6ceTAA6F/f3jkkfzjl1+uztqlzfDh1uzuhx/sfv369qWyXbuohiUiIlJmPPkk9O0LX3xhCYBff4Wnnwawma2PPQYjR8KUKWqGFm9WrYLLLrPmdwBNmtixPe20qIYlUiaFo4RdVpbj0UdPICeZm9edd6aTmDihRF8PVMJORCJPCd04M2QInHACfPihNc/atcv+O2QIXHkl1KgR7QilJNSvD99/b1eSN2yAtm3VjENERCTS2ra124oVcOONwdv/+MMalt50U+Rjk7135pkwaVLu/SVL4JxzYMYMaN06enGJSMnYti2JzZuDk7kAq1dXjHA0IiLhoRRRHOrRA7Ky4NRTYWegpOqIEfDyy/Dzz1CvXlTDkxLUTNUVREREom7aNMjMDL1t0iQldOPJ9On5k7k5du2CV1+1FVHp6TB2bAOSk7Pp0cPKbYhIeIRjVqv3cNddNjkm+PUq0Lt37xJ/TRGRSFO1qDh18825ydwcixbZTF0RERERKTmNGu3dNok9K1cWve3VV6FhQ3jiiY4MGdKJBg3gm28iF5+I7Dvn4N57g8fLlYM77oh8PCIi4aCEbhxavhzmzQu9LacWmIiIiIiUjA4d4Mgjg8fLl7eSVxI/OneGlNArsWneHK6+GnbsyB3bsMHKMWzZEpHwRKSEXHopfPopHHUUNGhgzS7HjoXDD492ZCIiJaNMl1xIT09n1KhR0Q6j2LZsSSIx8USysoLz8d6vY9Son6MQVfGlp6eTlpYW7TBEREREdmv4cOjXD0aO9GRnO1q2hGeegQMOiHZkZdO+NFI6/fQWfPTRgfnGGjfexPz5q8nODj6gGzfCoEHT6NatiOm9e0FNlETC6/TT7SYiUhqV2YRuPCYSs7Jg+fIqVKy4i44dlzBlSnCB1eOPXxqFyPZOWlpaXB4HERERKXtq1bLZXu+9N4YdO5K4/PLjoh2S7KWLLvqdpk038d13jdiyJZmOHf+md+9FfPxx80Ifs3NnYgQjFBERESma895HO4YS06lTJz916tRohxEWn35qDTeWLbP7bdqsxXvH3LmWEE1Otu2PPhrFIEVERERKuZzVXWqqU/r8+CN07x48npQES5eq8bCIiIhEnnNumve+U8Fx1dCNA3PmwLnn5iZzbawmmZmOOXPgyy/tJFPJXBERERGRvdOtm5XVKGjIECVzRUREJLaU2ZIL8eTVVyEzM3j8999rkJEBPXtGPiYRERGRsiQ7G55/Hp566mi2bk3izDPhrrugfv1oRyYl6eWX4bzz4LPPoFw5OP98a4onIiIiEkuU0I0DK4vov7BqlU4yRURERMLtuuvgpZcAUgF48UVbJTV9OlSvHtXQpIQde6zdRERERGKVSi7EgaOOCj2enJzFoYdGNhYRERGRsmbpUnjlleDxxYvhtdciHo6IiIiIlHFhS+g65153zq1xzs0pZHt159ynzrlZzrnJzrk2ebb1dM797pxb4Jz7d7hijBd9+kDr1sHjZ521gFq1Ih+PiIiISFkyc6aVXAillPbjFREREZEYFs4Zum8CRVV3vQOY6b0/GLgEeBrAOZcIPA+cBLQCznfOtQpjnDGvShUYPx7uuw+OOMKWgHXtuoJVqyoxZAisXRvtCEVERERKr2bN9m6biIiIiEg4hC2h670fB6wrYpdWwHeBfecDTZ1zdYDOwALv/ULvfQYwFDgtXHHGi+rV4Z57rBnH9Onw888N+PHHhvz739CuHSxaFO0IRUREREqntm2hR4/g8UqVoF+/yMcjIiIiImVbNGvo/gqcCeCc6ww0ARoCDYBlefZbHhgT4LbbYMOG/GMrV8K990YlHBEREZEy4eOP4cILISkpC4BOneCrrzRDV0REREQiLymKr/0w8LRzbiYwG5gBZAIuxL6+sCdxzvUD+gE0bty45KOMITt3wg8/hN725ZeRjUVERESkLKleHd59F04/fQw7dyZw4YVFVRYTEREREQmfqCV0vfebgD4AzjkHLArcKgKN8uzaEFhZxPO8ArwC0KlTp0ITv6VBUhJUrAjbtgVvq1o18vGIiIiIlDXlymVRrlxWtMMQERERkTIsaiUXnHPVnHMpgbtXAOMCSd4pwAHOuWaB7f8CRkYrzliSmAgXXxx6W58+kY1FREREREREREREIi9sM3Sdcx8A3YGazrnlwL1AMoD3/iWgJfC2cy4L+A24PLAt0zl3PTAGSARe997PDVec8ebRR2HZMvjiC7vvHFxwAQwcGN24REREREREREREJPzCltD13p+/m+0TgQMK2fYF8EU44op3VarA6NHw3HNjWbmyEn37Hkrz5tGOSkRERERERERERCIhmk3RZB80abKZJk02K5krIiIiIiIiIiJShkSthq6IiIiIiIiIiIiIFI8SuiIiIiIiIiIiIiJxQgldERERERERERERkTihhK6IiIiIiIiIiIhInFBTtDg0ZQo89lgHVq6szIgRcNtt0KpVtKMSERERERERERGRcFNCN858/TWccgrs2tUQgAUL4MMPYdw46NgxysGJiIiIiIiIiIhIWKnkQpz5z39g1678Y1u3wqBBUQlHREREREREREREIkgzdMNkwoQJpKenl+hzZmQkMH36ySG3jR2bwahRY0r09QDS0tLo0qVLiT+viIiIiIiIiIiIFJ8SunEkKSmbKlUy2Lw5JWhbjRo7ohCRiIiISNkxcSI8//zBbNuWxNq1cOGFkBJ8WiYiIiIiElZK6IZJuGa13ngjPPhg8Pi//12V3r17h+U1RURERMq6556DG24AaALA+PHwzjvw1VdK6oqIiIhIZKmGbpwZNAhuugnKl7f7VavCfffB1VdHNSwRERGRUmvDBhg4MHj8hx9g6NCIhyMiIiIiZZxm6MaZpCR46ilL4i5fDk2bQqVK0Y5KREREJDaEo4/BlCm12bbtsJDbXnttOdWrzyjR1wP1MRARERGRwimhG6dSU+0mIiIiIuFVqVJmodsqV94VwUhERERERMB576MdQ4np1KmTnzp1arTDEBEREZFSxHs46CD444/8487BL7/AoYdGJy4RERERKd2cc9O8950KjquGroiIiIhIEZyDESOgRYvcscqV4cUXlcwVERERkchTyQURERERkd1o2RLmzYOJE2HjRjjySKhSJdpRiYiIiEhZpISuiIiIiMgecA7Up0xEREREoi1sJRecc68759Y45+YUsj3VOTfKOferc26uc65Pnm2LnXOznXMznXMqiisiIiIiIiIiIiJCeGvovgn0LGL7dcBv3vt2QHfgcedcSp7tx3jv24cq/CsiIiIiIiIiIiJSFoUtoeu9HwesK2oXoIpzzgGVA/tmhiseERERERERERERkXgXzhm6u/Mc0BJYCcwGbvLeZwe2eeBr59w051y/aAUoIiIiIiIiIiIiEkui2RTtRGAmcCywP/CNc268934T0NV7v9I5VzswPj8w4zdIIOGbk/Td4pz7PQKxx4qawNpoByFhp+NcNug4lw06zqWfjnHZoONcNug4lw06zqWfjnHZoONcNpTF49wk1GA0E7p9gIe99x5Y4JxbBBwETPberwTw3q9xzn0KdAZCJnS9968Ar0Qo5pjinJuqGsOln45z2aDjXDboOJd+OsZlg45z2aDjXDboOJd+OsZlg45z2aDjnCuaJReWAj0AnHN1gBbAQudcJedclcB4JeAEYE7UohQRERERERERERGJEWGboeuc+wDoDtR0zi0H7gWSAbz3LwEPAG8652YDDhjovV/rnNsP+NR6pZEEvO+9/ypccYqIiIiIiIiIiIjEi7AldL335+9m+0ps9m3B8YVAu3DFVcqUyVITZZCOc9mg41w26DiXfjrGZYOOc9mg41w26DiXfjrGZYOOc9mg4xzgrIStiIiIiIiIiIiIiMS6aNbQFREREREREREREZFiUEK3lHDO3RHtGGTvOOcGOedu380+BznnJjrndha17548l0RXzjFyzt3vnDuuiP1udc795pyb5Zz7zjnXJJJxStGcc3c65+YGjs9M59xhBbZ3d859XsTj2wf+pnOe47w82653zi1wznnnXM1w/h4SHs65sc65oO67e/peLvHLOXe0c266cy7TOXd2tOOR0JxzWYH37jnOuY+dcxWL8djjnXPTnHOzA/89NpyxSvToPbtscM5dGDgXm+Wcm+CcU/nHOOWcezPUZ69zrkng/Xpm4Nz76mjEJ+FVFt+zw1ZDVyLuDmBwtIOQsFkH3AicHuU4pIR47+/ZzS4zgE7e+23OuWuAR4DzdvMYiQDn3BHAKUBH7/3OQNI1pZhPsw24xHv/p3OuPjDNOTfGe78B+Bn4HBhbgmFLbNB7eSnmnEsClgKXAWXii0Qc2+69bw/gnHsPuBp4YncPChzjtUBv7/1K51wbYAzQIIyxSvToPbtsWAR0896vd86dhNXnPGw3j5H4sgroEjhvrwzMcc6NDPR1ktKjzL1na4ZunHDODXDO3Rj4+Unn3PeBn3s454YBFQJXnN6LaqCyW865SwJXgH91zr1TYNtY59xTgavDc5xznQG892u891OAXSGe707n3O/OuW+BFpH5LaQ4Qh2jvFeQnXMP55mN+xiA9/4H7/22wFNMAhpGJXgJpR6w1nu/E8B7vzbwxb6nc26+c+4n4MycnZ1z3QLvzzOdczOcc1W893947/8MPH4lsAaoFbg/w3u/OOK/lRTKOdc0cGzfCvydDnPOVXTO3eOcmxJ4v37FOefyPOyi4ryXS2wo7rEOfG4Pds79CNzkvV/svZ8FZEf3N5FiGA80d871ds79Enif/tY5Vwf+WVnzinPua+DtwHt0ThJgLlDeOVcuWsFLsCL+jhc754Y45yYHbs0D+4c89nrPjm0leJwneO/XB55W59wxpLjHOODowPnXwpzvWt77jJzzdqAcyoPFlL34W67lnPskcF42xTnXFcrme7b+IcePccBRgZ87AZWdc8nAkcA3BGYaeO8vjFaAsnvOudbAncCx3vt2wE0hdqvkve8CXAu8vpvnOwT4F9ABSyAdWrIRy77a3TFyztUAzgBae+8PBv4b4mkuB74Mc6iy574GGjnn/nDOvRBI2JYHXgV6Y+/VdfPsfztwXWA22FHA9rxPFkj2pQD/i0TwstdaAK8E/k43Ye/Rz3nvD/XetwEqYDO3c+zxe7nEnOIe62re+27e+8ejEKvsA2czbk8CZgM/AYd77zsAQ4EBeXY9BDjNe39Bgac4C5iRJ1EgsSPU3zHAJu99Z+A54KnAWFHHXmJbSR9nnXPHnuIcY7CJF0din9MP5ww65xo552YBy4Ahmp0bc4pznJ8GnvTeH4p9Dv9fhGONGUroxo9pwCHOuSrATmAiltg9CptZIPHhWGCY934tgPd+XYh9PghsGwdUdc5VK+L5jgI+9d5v895vAkaWcLyy73Z3jDYBO4D/c86diS3F/4dz7iLsb/3RSAQru+e934J9ue8H/A18iC3XXeS9/9N774F38zzkZ+AJZ6ssqnnvM3M2OOfqAe8Afbz3mtEX25Z5738O/Pwu9mXhmMBsn9nY+3vrPPsX571cYktxj/WHkQ5Q9lkF59xMYCpWJuM1bFbemMAx7k/+YzzSe1/wYlxrYAhwVUQiluIK9XcMgffmwH+PCPxc1LGX2FZix9k5dwyW0B0Y1oiluIpzjAFGeO+zvfe/AXVyBr33ywLJwubApTkztCVmFOc4Hwc8F/gcH4mdZ1eJVKCxRAndOOG93wUsBvoAE7Ak7jHA/sC86EUmxeQAv5t9Cm4v7v4Sewo9RoHkXmfgE6zez1c525w1TbsTOFWzf2KL9z7Lez/We38vcD3Qg0KOs/f+YeAKbFbfJOfcQQDOuarAaOAu7/2kyEQu+yDUe/MLwNne+7bYDO3yu9lf4kNxj/XWSAUmJSZnZVt77/0N3vsM4FlsJnZbLElb6DF2zjUEPsVqoWt1RWwq7D3Yhxgr6thLbCuR4+ycOxib5Xea9z49TLHK3inOMQab/JYjbyks29Fm5s4ld/WzxIbiHOcE4Ig8n+MNvPebwx5hDFJCN76Mw5bujsMSulcDMwOzwXYFSjBIbPsOONc5lwb/LLcv6LzAtiOBjd77jUU83zjgDOdchcBVqd4lHbDssyKPkbPC/Kne+y+Am4H2gfEOwMtYMndNRCOWIjnnWjjnDsgz1B5YDTRzzu0fGDs/z/77e+9ne++HYLPBDnLOpWDJgLe99x9HKHTZN42dNcQDO74/BX5eG/g7LthVuTjv5RJbinuspXRIBVYEfr60sJ0Cs+1HA//JM5tIYk9hf8fn5fnvxMDPe3TsJSbt83F2zjUGhgMXe+//CG+4sheKc4xDcs41dM5VCPxcHegK/B6GWGXvFec4f41NqAHAOdc+EgHGoqRoByDFMh6brTfRe7/VObeD3HILrwCznHPTVUc3dnnv5zrnHgR+dM5lATOwmdd5rXfOTQCqAn0BnHN1sURQVSDbOXcz0Mp7P9059yEwE1iCym/EnD04RlWAzwI1WB1wS2D8UaAy8LGz3jtLvfenRiRo2Z3KwLOBL/WZwAKs/MIwYLRzbi12EtImsP/NgWV8WcBvWG22c4GjgTTn3GWB/S7z3s8MlGYYgNXhneWc+8J7f0VEfjMpyjxsid7LwJ/Ai0B1rPbmYmBKgf2L816+KRK/gOyx4h7rfzjnDsUu1lQHejvn7vPea/l2fBiEfeauwBojNStkv+uxJbt3O+fuDoydoIuvMSfU3/ENQDnn3C/YxKaci6+DCHHs9Z4dF/b5OAP3AGnAC4Fz7kzvfaeI/QayO8U5xoVpCTzunPPY963HvPezwxizFF9xjvONwPOBmshJ2ASqq8vie7azyZ0iEgucc2OB2733U6Mdi4iIGOdcU+DzQEMsKcV0rEXiX2F/x865xUCnnF4WEt90nEs/HeOyQcd576nkgoiIiIiIiIiIiEic0AxdERERERERERERkTihGboiIiIiIiIiIiIicUIJXREREREREREREZE4oYSuiIiIiIiIiIiISJxQQldERERE4ppzbrFzrmYYn39LMffv7pzrEq54RERERKRsU0JXRERERKRkdQeU0BURERGRsFBCV0RERETignOuqXNuvnPuLefcLOfcMOdcxcDmG5xz051zs51zBwX2r+GcGxHYd5Jz7uDAeDfn3MzAbYZzrkpgVu0459ynzrnfnHMvOecS8rz2g865XwPPUycw1ts590vgOb51ztVxzjUFrgZuCTz/UaH2KyyOwHh/59yUQNz3BcYqOedGB2KY45w7L1L/30VEREQktiihKyIiIiLxpAXwivf+YGATcG1gfK33viPwInB7YOw+YEZg3zuAtwPjtwPXee/bA0cB2wPjnYHbgLbA/sCZgfFKwCTvfTtgHHBlYPwn4HDvfQdgKDDAe78YeAl40nvf3ns/PtR+hcXhnDsBOCAQS3vgEOfc0UBPYKX3vp33vg3w1d797xMRERGReKeEroiIiIjEk2Xe+58DP78LHBn4eXjgv9OApoGfjwTeAfDefw+kOedSgZ+BJ5xzNwLVvPeZgf0ne+8Xeu+zgA/yPHcG8HmI528IjHHOzQb6A60Libmw/ULFcULgNgOYDhyEJXhnA8c554Y4547y3m/c7f8pERERESmVlNAVERERkXjiC7m/M/DfLCAp8LML9Xjv/cPAFUAFYFJOiYYinnuX9z7n57zP/yzwnPe+LXAVUL6QmEPuV0gcDngoMLu3vfe+uff+Ne/9H8AhWGL3IefcPYW8loiIiIiUckroioiIiEg8aeycOyLw8/lYOYPCjAMuBHDOdcfKMmxyzu3vvZ/tvR8CTMVmwQJ0ds41C9TOPW83zw2QCqwI/HxpnvHNQJXd7VdIHGOAvs65yoF9Gjjnajvn6gPbvPfvAo8BHXcTm4iIiIiUUkroioiIiEg8mQdc6pybBdTAauYWZhDQKbDvw+QmU28ONBb7Fauf+2VgfGJgvznAIuDT3cQyCPjYOTceWJtnfBRwRk5TtCL2C4rDe/818D4wMVCiYRiWHG4LTHbOzQTuBP67m9hEREREpJRyuavHRERERERil3OuKfB5oClYST93d+B27/0pJf3cIiIiIiIlSTN0RUREREREREREROKEZuiKiIiIiIiIiIiIxAnN0BURERERERERERGJE0roioiIiIiIiIiIiMQJJXRFRERERERERERE4oQSuiIiIiIiIiIiIiJxQgldERERERERERERkTihhK6IiIiIiIiIiIhInPh/tCRqtOJuIXcAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1728x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "phoss = [\"wt\", \"clp1d\", \"dis2\", \"Sds21\", \"pab1\", \"par1\", \"Par2\", \"ppa1\", \"ppa2\", \"pph3\", \"ppe1\"]\n",
    "\n",
    "fig, axes = plt.subplots(2, 1, figsize=(1*24, 2*4))\n",
    "sns.swarmplot(x=\"phosphatases\", y=\"duration\", data=df_stats, ax=axes[0], color=\"blue\", order=phoss, s=7)\n",
    "sns.boxplot(x=\"phosphatases\", y=\"duration\", data=df_stats, ax=axes[0], color=\"white\", order=phoss)\n",
    "\n",
    "sns.swarmplot(x=\"phosphatases\", y=\"max\", data=df_stats, ax=axes[1], color=\"blue\", order=phoss, s=7)\n",
    "sns.boxplot(x=\"phosphatases\", y=\"max\", data=df_stats, ax=axes[1], color=\"white\", order=phoss)\n",
    "\n",
    "plt.savefig(\"./_phosphatases_duration-and-peak-value.png\")\n",
    "plt.savefig(\"./_phosphatases_duration-and-peak-value.pdf\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e0cc4b01-f861-4537-8451-3b736b9ba762",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2160x864 with 10 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2, 5, figsize=(5*6, 2*6))\n",
    "phoss = [\"clp1d\", \"dis2\", \"Sds21\", \"pab1\", \"par1\", \"Par2\", \"ppa1\", \"ppa2\", \"pph3\", \"ppe1\"]\n",
    "for n, phos in enumerate(phoss):\n",
    "    df_test = df_all.loc[(df_all[\"phosphatases\"] == phos) & (df_all[\"time-end\"] > -120)]  #分裂から１２０分までを抜き出す\n",
    "    df_wt = df_all.loc[(df_all[\"phosphatases\"] == \"wt\") & (df_all[\"time-end\"] > -120)]  #分裂から１２０分までを抜き出す\n",
    "    i = int(n / 5)\n",
    "    j = int(n % 5)\n",
    "    #sns.lineplot(x=\"time\", y=\"ratio\", data=df_test, ax=axes[i][j], ci=None, hue=\"cell ID\", estimator=None)\n",
    "    sns.lineplot(x=\"time-end\", y=\"ratio\", data=df_test, ax=axes[i][j], ci=95)\n",
    "    sns.lineplot(x=\"time-end\", y=\"ratio\", data=df_wt, ax=axes[i][j], ci=95)\n",
    "    axes[i][j].set_xlim(-130, 10)\n",
    "    axes[i][j].set_ylim(1.4, 2.25)\n",
    "    axes[i][j].set_title(phos)\n",
    "plt.savefig(\"./_phosphatases_timecourse_aligned-by-end.png\")\n",
    "plt.savefig(\"./_phosphatases_timecourse_aligned-by-end.pdf\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "102d0182-6cde-4d0c-8072-8e57d82ff8c9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2160x864 with 10 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2, 5, figsize=(5*6, 2*6))\n",
    "phoss = [\"clp1d\", \"dis2\", \"Sds21\", \"pab1\", \"par1\", \"Par2\", \"ppa1\", \"ppa2\", \"pph3\", \"ppe1\"]\n",
    "for n, phos in enumerate(phoss):\n",
    "    df_test = df_all.loc[(df_all[\"phosphatases\"] == phos) & (df_all[\"time\"] < 120)]  #分裂から１２０分までを抜き出す\n",
    "    df_wt = df_all.loc[(df_all[\"phosphatases\"] == \"wt\") & (df_all[\"time\"] < 120)]  #分裂から１２０分までを抜き出す\n",
    "    i = int(n / 5)\n",
    "    j = int(n % 5)\n",
    "    #sns.lineplot(x=\"time\", y=\"ratio\", data=df_test, ax=axes[i][j], ci=None, hue=\"cell ID\", estimator=None)\n",
    "    sns.lineplot(x=\"time\", y=\"ratio\", data=df_test, ax=axes[i][j], ci=95)\n",
    "    sns.lineplot(x=\"time\", y=\"ratio\", data=df_wt, ax=axes[i][j], ci=95)\n",
    "    axes[i][j].set_xlim(-10, 130)\n",
    "    axes[i][j].set_ylim(1.4, 2.25)\n",
    "    axes[i][j].set_title(phos)\n",
    "plt.savefig(\"./_phosphatases_timecourse_aligned-by-start.png\")\n",
    "plt.savefig(\"./_phosphatases_timecourse_aligned-by-start.pdf\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "834e7e68-9621-4bb2-9887-270a2b8210a3",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}