temperature&environmental_policies.ipynb

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    "Example with Temperature and Environmental Policies\n",
    "\n",
    "https://towardsdatascience.com/a-recipe-to-empirically-answer-any-question-quickly-22e48c867dd5\n",
    "\n",
    "1. Variables selection\n",
    "\n",
    "Central aspect: Climate change is a global, long-lasting, relatively low pace phenomenon. Hence, the effect of heat waves on climate-change laws is arguably causal (e.g. the behavior of France in 2020 is not expected to affect the average temperature the same year or the year after).\n",
    "\n",
    "outcome: Environmental policies,\n",
    "explanatory variable: Average yearly temperature,\n",
    "additional explanatory variable: Heat-waves might be aggravated if rainfall is low, hence I will also add average yearly rainfall.\n",
    "This is the minimal ingredient list I would select: an outcome, an explanatory variable, and a third variable to explore the potential heterogeneity of the effect (here rainfall).\n",
    "\n",
    "2. Sample selection\n",
    "\n",
    "- cname: Country name\n",
    "- year: Year\n",
    "- oecd_eps: Environmental Policy Stringency Index² (from Botta and Kozluk (2014))\n",
    "- cckp_temp: Annual average temperature in Celsius³ (from the Climate Change Knowledge Portal)\n",
    "- cckp_rain: Annual average rainfall in mm³ (from the Climate Change Knowledge Portal)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>year</th>\n",
       "      <th>oecd_eps</th>\n",
       "      <th>cckp_temp</th>\n",
       "      <th>cckp_rain</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>11722.000000</td>\n",
       "      <td>799.000000</td>\n",
       "      <td>11135.000000</td>\n",
       "      <td>11135.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>1988.188193</td>\n",
       "      <td>1.567856</td>\n",
       "      <td>19.009990</td>\n",
       "      <td>100.390635</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>20.252364</td>\n",
       "      <td>0.960634</td>\n",
       "      <td>8.123073</td>\n",
       "      <td>71.011072</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1946.000000</td>\n",
       "      <td>0.208333</td>\n",
       "      <td>-9.216667</td>\n",
       "      <td>1.166667</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>1972.000000</td>\n",
       "      <td>0.687500</td>\n",
       "      <td>11.691667</td>\n",
       "      <td>46.045833</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>1990.000000</td>\n",
       "      <td>1.354167</td>\n",
       "      <td>22.416667</td>\n",
       "      <td>86.850000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>2005.000000</td>\n",
       "      <td>2.262500</td>\n",
       "      <td>25.466667</td>\n",
       "      <td>144.287500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>2020.000000</td>\n",
       "      <td>4.133333</td>\n",
       "      <td>29.366667</td>\n",
       "      <td>417.391667</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               year    oecd_eps     cckp_temp     cckp_rain\n",
       "count  11722.000000  799.000000  11135.000000  11135.000000\n",
       "mean    1988.188193    1.567856     19.009990    100.390635\n",
       "std       20.252364    0.960634      8.123073     71.011072\n",
       "min     1946.000000    0.208333     -9.216667      1.166667\n",
       "25%     1972.000000    0.687500     11.691667     46.045833\n",
       "50%     1990.000000    1.354167     22.416667     86.850000\n",
       "75%     2005.000000    2.262500     25.466667    144.287500\n",
       "max     2020.000000    4.133333     29.366667    417.391667"
      ]
     },
     "execution_count": 1,
     "metadata": {},
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   ],
   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.stats import skew\n",
    "import shapefile as shp\n",
    "import seaborn as sns\n",
    "import geopandas as gpd\n",
    "import numpy as np\n",
    "import plotly.express as px\n",
    "#import data from the Quality of Government Environmental Indicators Dataset\n",
    "df = pd.read_excel('https://www.qogdata.pol.gu.se/data/qog_ei_sept21.xlsx')\n",
    "#select a subset of variables\n",
    "df = df[['cname', 'ccodealp', 'year', 'oecd_eps', 'cckp_temp', 'cckp_rain']]\n",
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
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       "      <th></th>\n",
       "      <th>year</th>\n",
       "      <th>counts</th>\n",
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       "      <th>0</th>\n",
       "      <td>1990</td>\n",
       "      <td>28</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1991</td>\n",
       "      <td>28</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1992</td>\n",
       "      <td>29</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1993</td>\n",
       "      <td>32</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1994</td>\n",
       "      <td>32</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1995</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1996</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>1997</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>1998</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>1999</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>2000</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>2001</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>2002</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>2003</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>2004</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>2005</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>2006</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>2007</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>2008</td>\n",
       "      <td>34</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>2009</td>\n",
       "      <td>34</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>2010</td>\n",
       "      <td>34</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>2011</td>\n",
       "      <td>34</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>2012</td>\n",
       "      <td>34</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>2013</td>\n",
       "      <td>17</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>2014</td>\n",
       "      <td>17</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>2015</td>\n",
       "      <td>17</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    year  counts\n",
       "0   1990      28\n",
       "1   1991      28\n",
       "2   1992      29\n",
       "3   1993      32\n",
       "4   1994      32\n",
       "5   1995      33\n",
       "6   1996      33\n",
       "7   1997      33\n",
       "8   1998      33\n",
       "9   1999      33\n",
       "10  2000      33\n",
       "11  2001      33\n",
       "12  2002      33\n",
       "13  2003      33\n",
       "14  2004      33\n",
       "15  2005      33\n",
       "16  2006      33\n",
       "17  2007      33\n",
       "18  2008      34\n",
       "19  2009      34\n",
       "20  2010      34\n",
       "21  2011      34\n",
       "22  2012      34\n",
       "23  2013      17\n",
       "24  2014      17\n",
       "25  2015      17"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show the number of observations by year where 'oecd_eps' variable is not null\n",
    "df[pd.notnull(df['oecd_eps'])].groupby(['year']).size().reset_index(name='counts')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
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   "outputs": [
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>year</th>\n",
       "      <th>oecd_eps</th>\n",
       "      <th>cckp_temp</th>\n",
       "      <th>cckp_rain</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>663.000000</td>\n",
       "      <td>663.000000</td>\n",
       "      <td>663.000000</td>\n",
       "      <td>663.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>2002.583710</td>\n",
       "      <td>1.606863</td>\n",
       "      <td>10.686664</td>\n",
       "      <td>76.825842</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>5.773822</td>\n",
       "      <td>0.940719</td>\n",
       "      <td>7.445290</td>\n",
       "      <td>41.994952</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1993.000000</td>\n",
       "      <td>0.333333</td>\n",
       "      <td>-7.433333</td>\n",
       "      <td>28.183333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>1998.000000</td>\n",
       "      <td>0.750000</td>\n",
       "      <td>7.458333</td>\n",
       "      <td>49.870833</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>2003.000000</td>\n",
       "      <td>1.479167</td>\n",
       "      <td>10.141667</td>\n",
       "      <td>63.166667</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>2008.000000</td>\n",
       "      <td>2.333333</td>\n",
       "      <td>13.729167</td>\n",
       "      <td>92.204167</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>2012.000000</td>\n",
       "      <td>4.133333</td>\n",
       "      <td>26.375000</td>\n",
       "      <td>281.100000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
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      ],
      "text/plain": [
       "              year    oecd_eps   cckp_temp   cckp_rain\n",
       "count   663.000000  663.000000  663.000000  663.000000\n",
       "mean   2002.583710    1.606863   10.686664   76.825842\n",
       "std       5.773822    0.940719    7.445290   41.994952\n",
       "min    1993.000000    0.333333   -7.433333   28.183333\n",
       "25%    1998.000000    0.750000    7.458333   49.870833\n",
       "50%    2003.000000    1.479167   10.141667   63.166667\n",
       "75%    2008.000000    2.333333   13.729167   92.204167\n",
       "max    2012.000000    4.133333   26.375000  281.100000"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Selecting the sub sample\n",
    "df_s = df[pd.notnull(df['oecd_eps']) & (df['year'] >= 1993) & (df['year'] <= 2012)]\n",
    "df_s.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
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       "      <th>cname</th>\n",
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       "      <th>0</th>\n",
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       "      <td>20</td>\n",
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       "      <th>1</th>\n",
       "      <td>Austria</td>\n",
       "      <td>20</td>\n",
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       "      <th>2</th>\n",
       "      <td>Belgium</td>\n",
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       "      <th>3</th>\n",
       "      <td>Brazil</td>\n",
       "      <td>18</td>\n",
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       "      <th>4</th>\n",
       "      <td>Canada</td>\n",
       "      <td>20</td>\n",
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       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>China</td>\n",
       "      <td>20</td>\n",
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       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Czech Republic</td>\n",
       "      <td>20</td>\n",
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       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Denmark</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Finland</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>France</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>Germany</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Greece</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>Hungary</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>India</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>Indonesia</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>Ireland</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>Italy</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>Japan</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>Mexico</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>Netherlands</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>Norway</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>Poland</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>Portugal</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>Republic of Korea</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>Russia</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>Slovakia</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>Slovenia</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>South Africa</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>Spain</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>Sweden</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>Switzerland</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>Turkey</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>United Kingdom of Great Britain and Northern I...</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>United States of America</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                cname  counts\n",
       "0                                           Australia      20\n",
       "1                                             Austria      20\n",
       "2                                             Belgium      20\n",
       "3                                              Brazil      18\n",
       "4                                              Canada      20\n",
       "5                                               China      20\n",
       "6                                      Czech Republic      20\n",
       "7                                             Denmark      20\n",
       "8                                             Finland      20\n",
       "9                                              France      20\n",
       "10                                            Germany      20\n",
       "11                                             Greece      20\n",
       "12                                            Hungary      20\n",
       "13                                              India      20\n",
       "14                                          Indonesia      20\n",
       "15                                            Ireland      20\n",
       "16                                              Italy      20\n",
       "17                                              Japan      20\n",
       "18                                             Mexico      20\n",
       "19                                        Netherlands      20\n",
       "20                                             Norway      20\n",
       "21                                             Poland      20\n",
       "22                                           Portugal      20\n",
       "23                                  Republic of Korea      20\n",
       "24                                             Russia      20\n",
       "25                                           Slovakia      20\n",
       "26                                           Slovenia       5\n",
       "27                                       South Africa      20\n",
       "28                                              Spain      20\n",
       "29                                             Sweden      20\n",
       "30                                        Switzerland      20\n",
       "31                                             Turkey      20\n",
       "32  United Kingdom of Great Britain and Northern I...      20\n",
       "33                           United States of America      20"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Final sample\n",
    "df_s.groupby(['cname']).size().reset_index(name='counts')"
   ]
  },
  {
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           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          }
         }
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Additionally, I often really like to see on a map the geographical coverage.\n",
    "df_map = df_s.groupby(['ccodealp']).size().reset_index(name='counts')\n",
    "fig = px.choropleth(df_map, locations='ccodealp',\n",
    "                    locationmode='ISO-3',\n",
    "                    color='counts', \n",
    "                    hover_name='ccodealp',\n",
    "                    color_continuous_scale=px.colors.sequential.Plasma)\n",
    "fig.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "3.1 Outcome variable: Environmental Policy Stringency Index\n",
    "\n",
    "The Stringency index is a continuous variable taking values from 0.3 and 4.1 within the sample selected.\n",
    "\n",
    "The mean is 1.6 with a median slightly lower (1.5).\n",
    "\n",
    "Observations:\n",
    "\n",
    "- Histogram and table: The data are slightly asymmetric on the right (skewness 0.48) with a density of very low values. The skewness is a measure of asymmetry. Negative values mean that there is an asymmetry on the left, a null value means that the distribution is perfectly symmetric while positive values imply an asymmetry on the right.\n",
    "\n",
    "- Map: It seems that the stringency of the environmental policies is highly correlated with GDP: Europe, North America, or Australia have high values while African, Asian or South American countries have lowers values. Hence, it would be important to take this into account for the multivariate analysis (e.g. include as control variable in a regression model).\n",
    "\n",
    "- Line graph: Overall there is a positive trend. There is also an interesting drop in 2007. I would try to explore this later to find out if it is driven by a subset of countries."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count    663.000000\n",
       "mean       1.606863\n",
       "std        0.940719\n",
       "min        0.333333\n",
       "25%        0.750000\n",
       "50%        1.479167\n",
       "75%        2.333333\n",
       "max        4.133333\n",
       "Name: oecd_eps, dtype: float64"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_s['oecd_eps'].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Skewness oecd_eps: \n",
      "0.4828352014462478\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#histogram and skewness\n",
    "df_s.hist(column='oecd_eps')\n",
    "print(\"Skewness oecd_eps: \")\n",
    "print(skew(df_s['oecd_eps'], nan_policy='omit'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\dovile.meskauskaite\\AppData\\Local\\Temp\\ipykernel_18976\\1777655725.py:2: FutureWarning:\n",
      "\n",
      "The default value of numeric_only in DataFrameGroupBy.mean is deprecated. In a future version, numeric_only will default to False. Either specify numeric_only or select only columns which should be valid for the function.\n",
      "\n"
     ]
    },
    {
     "data": {
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        "plotlyServerURL": "https://plot.ly"
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         "hovertext": [
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          "AUT",
          "BEL",
          "BRA",
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         ],
         "locationmode": "ISO-3",
         "locations": [
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       "layout": {
        "coloraxis": {
         "colorbar": {
          "title": {
           "text": "oecd_eps"
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         },
         "colorscale": [
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        },
        "legend": {
         "tracegroupgap": 0
        },
        "margin": {
         "t": 60
        },
        "template": {
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           {
            "error_x": {
             "color": "#2a3f5f"
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            "error_y": {
             "color": "#2a3f5f"
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            "marker": {
             "line": {
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             "pattern": {
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            "type": "barpolar"
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          "carpet": [
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             "linecolor": "white",
             "minorgridcolor": "white",
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             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "#2a3f5f"
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            "type": "carpet"
           }
          ],
          "choropleth": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "type": "choropleth"
           }
          ],
          "contour": [
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            "colorbar": {
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             "ticks": ""
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   ],
   "source": [
    "#Spatial distribution\n",
    "df_map = df_s.groupby(['ccodealp']).mean()\n",
    "df_map.reset_index(inplace=True)\n",
    "df_map = df_map.rename(columns = {'index':'ccodealp'})\n",
    "fig = px.choropleth(df_map, locations='ccodealp',\n",
    "                    locationmode='ISO-3',\n",
    "                    color='oecd_eps', \n",
    "                    hover_name='ccodealp',\n",
    "                    color_continuous_scale=px.colors.sequential.Plasma)\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\dovile.meskauskaite\\AppData\\Local\\Temp\\ipykernel_18976\\837354285.py:2: FutureWarning:\n",
      "\n",
      "The default value of numeric_only in DataFrameGroupBy.mean is deprecated. In a future version, numeric_only will default to False. Either specify numeric_only or select only columns which should be valid for the function.\n",
      "\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Distribution over time\n",
    "df_line = df_s.groupby(['year']).mean()\n",
    "df_line.reset_index(inplace=True)\n",
    "df_line = df_line.rename(columns = {'index':'ccodealp'})\n",
    "plt.plot(df_line['year'], df_line['oecd_eps'], label = \"Environmental Policy Stringency Index\")\n",
    "plt.xlabel('Year', fontsize=14)\n",
    "plt.xticks(np.arange(1992, 2013, 5))\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "3.2 Explanatory variable: Average yearly temperature\n",
    "\n",
    "The average yearly temperature is a continuous variable taking values from -7.4 and 26.4 within the sample selected.\n",
    "\n",
    "The mean is 10.7°C with a very close median 10.14°C.\n",
    "\n",
    "Observations:\n",
    "\n",
    "- Histogram and table: The data are pretty symmetric with a density in the middle of the distribution and a set of small values (Canada and Russia).\n",
    "- Map: Average temperature is highly related to distance to the equator (no surprise here). Even if the result is obvious here, I find always useful to check that we have what we expect. It allows spotting anomalies or issues with how the different datasets have been merged sometimes.\n",
    "- Line graph: Overall there is also a positive trend. Almost a two-degree change over two decades. There are two drops in temperature in 1993 and 1996. Also something I would investigate later to understand if some countries are driving this."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count    663.000000\n",
       "mean      10.686664\n",
       "std        7.445290\n",
       "min       -7.433333\n",
       "25%        7.458333\n",
       "50%       10.141667\n",
       "75%       13.729167\n",
       "max       26.375000\n",
       "Name: cckp_temp, dtype: float64"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_s['cckp_temp'].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Skewness for cckp_temp: \n",
      "0.07896144264298412\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#histogram and skewness\n",
    "df_s.hist(column='cckp_temp')\n",
    "print(\"Skewness for cckp_temp: \")\n",
    "print(skew(df_s['cckp_temp'], nan_policy='omit'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
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     },
     "execution_count": 12,
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    "# Which countries have average temperature below -2.5?\n",
    "df_s[df_s['cckp_temp'] < -2.5]['cname'].unique()"
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      "C:\\Users\\dovile.meskauskaite\\AppData\\Local\\Temp\\ipykernel_18976\\1526116129.py:2: FutureWarning:\n",
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      "The default value of numeric_only in DataFrameGroupBy.mean is deprecated. In a future version, numeric_only will default to False. Either specify numeric_only or select only columns which should be valid for the function.\n",
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   ],
   "source": [
    "#Spatial distribution\n",
    "df_map = df_s.groupby(['ccodealp']).mean()\n",
    "df_map.reset_index(inplace=True)\n",
    "df_map = df_map.rename(columns = {'index':'ccodealp'})\n",
    "fig = px.choropleth(df_map, locations='ccodealp',\n",
    "                    locationmode='ISO-3',\n",
    "                    color='cckp_temp', \n",
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  {
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     "text": [
      "C:\\Users\\dovile.meskauskaite\\AppData\\Local\\Temp\\ipykernel_18976\\813141552.py:2: FutureWarning:\n",
      "\n",
      "The default value of numeric_only in DataFrameGroupBy.mean is deprecated. In a future version, numeric_only will default to False. Either specify numeric_only or select only columns which should be valid for the function.\n",
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Distribution over time\n",
    "df_line = df_s.groupby(['year']).mean()\n",
    "df_line.reset_index(inplace=True)\n",
    "df_line = df_line.rename(columns = {'index':'ccodealp'})\n",
    "plt.plot(df_line['year'], df_line['cckp_temp'], label = \"Average annual temperature\")\n",
    "plt.xlabel('Year', fontsize=14)\n",
    "plt.xticks(np.arange(1992, 2013, 5))\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Additional explanatory variable: Average yearly rainfall\n",
    "\n",
    "The average yearly rainfall is a continuous variable taking values from 28mm and 281mm within the sample selected.\n",
    "\n",
    "The mean is 76.8 mm with a median slightly lower 63.2 mm.\n",
    "\n",
    "Observations:\n",
    "\n",
    "- Histogram and table: The data are positively skewed with a skewness of 2. I would not at this stage log-transform the data for two main reasons: a) The asymmetry is ‘acceptable’ (rule of thumb is if the skewness is between -3 and 3), b) It will make the interpretation (keeping it in mm) and comparison simpler (the other main explanatory variable is also in level). If you are not familiar with the idea of log transformation for skewed data, you can refer to this article.\n",
    "- Map: Indonesia is an “outlier”. To say the least, it has clearly the highest values of rainfall. This variable will be used to see if the effect (of temperature on environmental policies) is different when there is a lot versus little rainfall. Hence, as I will dichotomize (above/below median) the rainfall variable for the heterogeneity exercise later, an outlier will not affect the analysis.\n",
    "- Line graph: The time trend is relatively noisy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "count    663.000000\n",
       "mean      76.825842\n",
       "std       41.994952\n",
       "min       28.183333\n",
       "25%       49.870833\n",
       "50%       63.166667\n",
       "75%       92.204167\n",
       "max      281.100000\n",
       "Name: cckp_rain, dtype: float64"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_s['cckp_rain'].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Skewness for cckp_rain: \n",
      "2.067542872406307\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_s.hist(column='cckp_rain')\n",
    "print(\"Skewness for cckp_rain: \")\n",
    "print(skew(df_s['cckp_rain'], nan_policy='omit'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\dovile.meskauskaite\\AppData\\Local\\Temp\\ipykernel_18976\\405132515.py:2: FutureWarning:\n",
      "\n",
      "The default value of numeric_only in DataFrameGroupBy.mean is deprecated. In a future version, numeric_only will default to False. Either specify numeric_only or select only columns which should be valid for the function.\n",
      "\n"
     ]
    },
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "coloraxis": "coloraxis",
         "geo": "geo",
         "hovertemplate": "<b>%{hovertext}</b><br><br>ccodealp=%{location}<br>cckp_rain=%{z}<extra></extra>",
         "hovertext": [
          "AUS",
          "AUT",
          "BEL",
          "BRA",
          "CAN",
          "CHE",
          "CHN",
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          "DNK",
          "ESP",
          "FIN",
          "FRA",
          "GBR",
          "GRC",
          "HUN",
          "IDN",
          "IND",
          "IRL",
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          "SVK",
          "SVN",
          "SWE",
          "TUR",
          "USA",
          "ZAF"
         ],
         "locationmode": "ISO-3",
         "locations": [
          "AUS",
          "AUT",
          "BEL",
          "BRA",
          "CAN",
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          "CHN",
          "CZE",
          "DEU",
          "DNK",
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          "GBR",
          "GRC",
          "HUN",
          "IDN",
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          "IRL",
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          "RUS",
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          "TUR",
          "USA",
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         ],
         "name": "",
         "type": "choropleth",
         "z": [
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        }
       ],
       "layout": {
        "coloraxis": {
         "colorbar": {
          "title": {
           "text": "cckp_rain"
          }
         },
         "colorscale": [
          [
           0,
           "#0d0887"
          ],
          [
           0.1111111111111111,
           "#46039f"
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          [
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           "#ed7953"
          ],
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          ],
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           "#fdca26"
          ],
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         ]
        },
        "geo": {
         "center": {},
         "domain": {
          "x": [
           0,
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          ],
          "y": [
           0,
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          ]
         }
        },
        "legend": {
         "tracegroupgap": 0
        },
        "margin": {
         "t": 60
        },
        "template": {
         "data": {
          "bar": [
           {
            "error_x": {
             "color": "#2a3f5f"
            },
            "error_y": {
             "color": "#2a3f5f"
            },
            "marker": {
             "line": {
              "color": "#E5ECF6",
              "width": 0.5
             },
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "bar"
           }
          ],
          "barpolar": [
           {
            "marker": {
             "line": {
              "color": "#E5ECF6",
              "width": 0.5
             },
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "barpolar"
           }
          ],
          "carpet": [
           {
            "aaxis": {
             "endlinecolor": "#2a3f5f",
             "gridcolor": "white",
             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "#2a3f5f"
            },
            "baxis": {
             "endlinecolor": "#2a3f5f",
             "gridcolor": "white",
             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "#2a3f5f"
            },
            "type": "carpet"
           }
          ],
          "choropleth": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "type": "choropleth"
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   ],
   "source": [
    "#Spatial distribution\n",
    "df_map = df_s.groupby(['ccodealp']).mean()\n",
    "df_map.reset_index(inplace=True)\n",
    "df_map = df_map.rename(columns = {'index':'ccodealp'})\n",
    "fig = px.choropleth(df_map, locations='ccodealp',\n",
    "                    locationmode='ISO-3',\n",
    "                    color='cckp_rain', \n",
    "                    hover_name='ccodealp',\n",
    "                    color_continuous_scale=px.colors.sequential.Plasma)\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\dovile.meskauskaite\\AppData\\Local\\Temp\\ipykernel_18976\\1238207731.py:2: FutureWarning:\n",
      "\n",
      "The default value of numeric_only in DataFrameGroupBy.mean is deprecated. In a future version, numeric_only will default to False. Either specify numeric_only or select only columns which should be valid for the function.\n",
      "\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Distribution over time\n",
    "df_line = df_s.groupby(['year']).mean()\n",
    "df_line.reset_index(inplace=True)\n",
    "df_line = df_line.rename(columns = {'index':'ccodealp'})\n",
    "plt.plot(df_line['year'], df_line['cckp_rain'], label = \"Average annual rainfall\")\n",
    "plt.xlabel('Year', fontsize=14)\n",
    "plt.xticks(np.arange(1992, 2013, 5))\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "554      0\n",
       "555      0\n",
       "556      0\n",
       "557      0\n",
       "558      0\n",
       "        ..\n",
       "11034    0\n",
       "11035    0\n",
       "11036    0\n",
       "11037    0\n",
       "11038    0\n",
       "Name: cckp_rain_bin, Length: 663, dtype: int32"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a binary variable taking the value one if the country is above median (wrt rainfall). This is for the heterogeneity exercise later\n",
    "\n",
    "df_s.loc[df_s['cckp_rain'] > df_s['cckp_rain'].median(), 'cckp_rain']\n",
    "df_s['cckp_rain_bin'].astype(int)\n"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "4. Bivariate analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Environmental Policy Stringency Index')"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Simple scatter plot\n",
    "sns.scatterplot(x='cckp_temp', y='oecd_eps', data=df_s)\n",
    "plt.xlabel('Average annual temperature (°C)')\n",
    "plt.ylabel('Environmental Policy Stringency Index')"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Observations: It seems that the dots are spread in small groups vertically. I guess that the average annual temperature have higher between-country variation than within-country. Hence, it makes more sense for the analysis to look at how within-country variations in temperature are associated with the outcome. To confirm this idea I will simply plot the same graph while coloring the dots by countries."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Environmental Policy Stringency Index')"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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kFosKwhll0MFNZ2cnH/jAB3j55ZeRJIk9e/Ywfvx4br/9doqKirj//vtPRz9HPVlScOvlTNIvH+muCMJp1RPPn8zMsEyixtCXJtDk/FNdsqRx4h1UuVmJWL8jNoIgjIxB/zZ+7nOfQ9M06uvrcTr7UknfeOONPPPMM0PaOUEQRh+3Zuu33SYP/QL6GveivG1jvcuwKYNbf2dFg5iHtmP+/SeYj/8/rLVPY/mz18wJgjAyTmrNzbPPPktNTU3G8UmTJnHo0KEh65ggCKOTV7dT7vDQGs3Ovj29oBKPNvRTPA61iDklN7OpIzPRqEsrY2bx+1BlfcD3sqIhrNV/xdr4Ut+x5v1Y7zyPfNPdSIXlQ9ZvQRBOzqCDm3A4nDFic1RXVxc2W/+fyARBEHy6gzumL+cH216hPdaXpbfOXcg/TToPpzbwQGOgdMXFxILLqXTNZV/Pi0SNbsZ4zqfUMXXw69pC3RmBTa9YCPONP6e3eYs1OIIwogYd3Fx00UX8+te/5utf/zoAkiRhmibf+c53WLFixZB3UBCE0afc6eXfZ19GdzxKTyJCid2FT3fiPY1Bga640JVxLKz4GKZlIksDn5U3TQvDMFEUGfZvwpowD8NdhOJvRTq0ra/Mwt4NsDwMIrgRhBE16ODmO9/5Dpdeeinr1q0jkUjwxS9+kW3bttHV1cWbb755OvooCMIoVGBzUmBzAsO/I3CggY1hmATCCbbv7aC5I0yRz8HMiSto8QTY3RigokphxsL3437rD8iNO6GfqtCCIAyfQQc3M2fOZPfu3fzwhz/E4/EQCoV43/vexx133EFlZeXp6KMgCMKwSBoRIqkuDgXeJGb0UOlcSDRQzKbd3cTiBvXNQTbtauOyJXWYpsWaXT28s0fi/RfcREXkx1BQBrbsaXtBEIbXoDMUD6WHHnqIhx56iIMHDwIwY8YMvvrVr3LllVfmPP+RRx7hIx/5SMYxm81GLBbLeX4uZ2KGYkEQRl7SiHIw8Brr2n6ecdyj1TDL/Xkef7YN00y/XOqazOXnj+WpV/cD4HXp3Dg9hbuiEqlIfMgThNNhyDMUb968ecAPnz179oDPramp4b777mPSpElYlsWvfvUrrrnmGjZs2MCMGTNyXuP1etm1a1fv15J0cvkpBOFM409ESZoGiiTj1ewoIm/KsIqmurICG4BgspGm5DNMGnsxu/YHAEgkTSwLFFnCMC0C4QSxsim4C13D3W1BEHIYUHAzd+5cJEnCsqyMYOLooM+xxwzDGPDDr7766oyvv/nNb/LQQw/x1ltv5Q1uJEkSFciFUSWSSrDH38afD2ygNRrEqWpcWjWViyonnpY6S6NR0jAIpeIAeDQbqjz42k39ZTFuCL/KvPGXs2t/3zHTPPp6mH4dtCQZaRCLlAVBOH0GFNwcOHCg9/83bNjAv//7v/OFL3yBpUuXArB69WoeeOABvvOd75x0RwzD4LHHHiMcDvfeN5dQKERdXR2maTJ//ny+9a1v5Q2EAOLxOPF4vPfrQCBw0n0UhKFmWhZbu5r4xa5VvcciqSR/q99CQ7ibf5q0+IRJ7851nbEQLx7exdvtBwFYXDqWS6qnUGIfeAFMgLiRnXfnKMNKcOxAmiJL6LpCyjABsNtUHHZR/VkQzhQDCm7q6up6//+GG27g+9//Pu9+97t7j82ePZva2lq+8pWvcO211w6qA1u2bGHp0qXEYjHcbjePP/4406dPz3nulClT+OUvf8ns2bPx+/3cf//9nH/++Wzbti0rqeBR9957L1/72tcG1SdBGC7+RJTH9q/P2baxs5Fr6maL4KYfnbEw39n0PD2JvpIOLzbt4p2Oer4453KK7QOfJqpyzmFH95M524rtk2nv6BuVXjSzgu37Onu/vmzJGFwOEdwIwpli0GOoW7ZsYdy4cVnHx40bx/bt2wfdgSlTprBx40befvttPvnJT/LhD384732WLl3Krbfeyty5c1m+fDl/+ctfKC0t5Sc/+Une+9911134/f7ePw0NDYPuoyCcLtFUgkAy/4L4hnD3MPbm7GJaFuvaD2UENkf1JKK8016POYj9Eh61nGLbxKzjEjIzfP/E3oMxqsrcXHfpRBwOleb2EHVVXm5691TGVnuRZbH+TxDOFIPeCj5t2jTuvfdefv7zn6Pr6UyiiUSCe++9l2nTpg26A7quM3Fi+gVlwYIFrF27lu9973v9BixHaZrGvHnz2Lt3b95zbDbbWZ05OZYKYJJCl12o8tn7fYwGXbEw+wLt7OxppczhYV5JLYW6E00Z/PqOo1RZoW/VRjaXKv7O84mkEqxtz1/yZW3HQc6vGD/gkS+HvYwl5Z9nb88LHAg9R9KMUOKYznTfTXjkCq69xIaqKthtKrF4ikljCtFUGZs+9LWwBEE4NYP+rfzxj3/M1VdfTU1NTe/OqM2bNyNJEn/7299OuUOmaWaskemPYRhs2bIlY4pstIilemiNbGVH15PEjADljplML74Ot16BIokX0+HWGg1w/6YXMkZZnji0iTumL2dqQflJLWCFdBHJ6YWVbOtuzmqzySqVTt9J93m0kyUJXcn/u6DLKvIgdlMGwwn+8HQTJYXzmDZpCboq0dqe4snVIaaO7eaihbWoSnqw224Tv4OCcCYb9G/oeeedx/79+/nd737Hzp07gXRF8JtvvhmXa3DbIO+66y6uvPJKxowZQzAY5NFHH+WVV17h2WefBeDWW2+lurqae++9F4B77rmHJUuWMHHiRHp6evif//kfDh06xMc+9rHBfhtntHgqyPr233Ao8FrvsYPB16gPrWblmG9QZB8/gr0794STcX67Z03W9JFpWfx4x+t8bcFVFA9y8epRTlXnpgmLeHDLi3TGw73HVUnmjhnLKRC7pfJyqjqXVk1hX6A9Z/ulVVNwqgOvU9UTiBGKJAlFkhw8HMpo27Knk/kzKvC5xUiaIJwNTurjh8vl4hOf+MQpP7ytrY1bb72V5uZmfD4fs2fP5tlnn2XlypUA1NfXIx+zRaG7u5uPf/zjtLS0UFhYyIIFC1i1alXeBchnq0iqMyOwOcq0kqxr/QXLa/4Dm+IZgZ6dm8KpBLv9bTnbkqZBcyRw0sENQKnDzRfmrKQx3M1efzuldg9TCsoptDlErpsTmOgrZWZhFVu7mzKOzyysYoKvdFD36gnlHzFOGSaplHlSfRQEYfidVHCzZ88eXn75Zdra2jDNzF/4r371qwO+zy9+8Yt+21955ZWMrx988EEefPDBAd//bNUSyZ80sTO2m6QREcHNMEqZ/eduiqYSp/yMQpuTQpuTWUXVp3yvc4lPd3Dr5MW0RAK80ZJee3dBxQQqnb5B5wgq8uUvdqlrMpraF2gmUwbJpImqyujaya+5EgTh9Bh0cPOzn/2MT37yk5SUlFBRUZGRwE+SpEEFN0JuipR/KF1CBsSujOHkUHUKdEfOXTkANe7CYe6RcCyf7sCnO5jkKwMY1DqbjPu4bRR4bfQEskdwFs6owOXQSKYMeoJx1mxppr0rSoHHxnmzKyn22cXCYkE4gwz6t/Eb3/gG3/zmN/nSl750OvojABXOWXnbqlzz0JWBTYFYlkUs1YOFiSxp2FVRS+tkFOgObpywkJ/seD2rbUnZWLxa/k/8wvA52aDmKLdT5/rLJvPM6wdoak+vuVFkiXnTypk1uRRZlmhoCvL4i3s4usO8yx9jf6OflUvrmDa+CFUVoziCcCYYdHDT3d3NDTfccDr6IhxhVwuZU3IzmzoezThuU7zMK/swunLiqsOxlJ+G4Nts73qcSKqTQlsdc0o/RLF9Iroi6t8MhiRJTCso53OzLuHPBzbQEOrGpzt4V810FpSOwZVvq7ERBCsGkh3ENOJZweexcc2lE4nGkiRTJnZdxeXQUFWZUDjBs28eJFfqnJfX1DOm0ovPI4IbQTgTDLoq+O23386iRYv4l3/5l9PVp9PqbKkKHjdChBIt7O55hliqhyrXAmrcC3HpZSe8NmGE2dj+W/b5X8hqW1r5Weo854saOCcpmIyRNI4Ut9TtuQu3GiFI7IPOH6f/q42B4n8B25RhDXKMRAQzFQdJQlZtKNrJ77yyTBMSUZAVJH1gI1VWMg5GCjQ70inkAjpTtHdF+M3f8icqveGKKdRWiCD2XONPROmIhdgf6KDA5mScp5gC3XHS6SGE/Ia8KvixJk6cyFe+8hXeeustZs2ahaZlphz/zGc+M9hbCjnYFDc2x0QW2z6JSQpFsg24Anos1ZMzsAHY0PYIZY5pOLXioezuOcOj2aG/LPtWCsKvQ8tdfcdSbdD4MSj7MnivhtOcjNEyDZLhDnr2vkwqki4RoLlK8U1cgeYqHnRga/k7sHa+hbV/E9jdSAtWIpXUIjlzv5FbsTBWZzPWO89CqBtpzHSYeSF4S5BG8e6vU5wVE85C3fEID21/nUOhvlIcqiTzqRkXM8lXKgKcETTokZtcpRd6byZJ7N+/P2/7mWAkR25iqQBxw0/KjKErbmyKb0BTTIPVEHybN5ruz9t+5dgHKLCNGfLnCkCyGQ59AMwcRRglO4z9C2hVp7cL0W7aN/wfWJm7vCRZpXTuB1EdA08MaHW3Yv7+WxDLzPsizb0U6fz3Ih23Bd6KR7E2vYz1xp8zb6TZkG+8C6msdnDfzBkkFEnw+6d3Egxn745TVZnbrpmBV+TBOWckjBR/3P8Or7fsy2pTJZmvLXzPoIu3Cv07rSM3x1YIFwYulGjlzabv0hU/GvxJjPVcxNyyD+FQh3a3jSb3P/0giwzHp4/RnTuwgfT6m1T7aQ1uTDNFuGlTVmADYJkpwi1b8dYtQRrAJ0orEcdc83RWYANgbXwJac4KOP7FOxLAeuMv2TdLxjFf/A3ytZ9BcpydL/hup867LhjLn1/Yg2lmfia8fGkdTlE485wSTMZY3Zr7/TBlmRwIdorgZgSJd7lhEE128+rhewkkDh9z1OJg8DU0xcHc0ltR5YFnUj0Rj16JKtlJWdkFGYvtk0WOnNPqBEGDdHqHqS0jScKfXcrhqETgMKaRROknuDGSUcxEmESwDXnaXNTpi5BW/x2pcXf6GbOXY01fTDzWAe0hdHcZsuZAVnWs5n3krZTVvA9iYRhkcNMdD9MWDdERC1Hh9FJidw86h81QqSxzc+vV09m4s42WzggFXhsLZ5RT4Lb3lmYQzg0pyyRl5U/s2BOPDGNvhOMNOLj5/Oc/P6Dzvvvd7550Z0arSKrzuMCmzz7/i0wtvBq3Xj5kz7OrhVxY/QVea7wXk1TfccXH4op/FcHN6aQUgFqWXmdzPNkHSslpfbwkKSi6i1S0K2e7rHv6HbUxEmF69r1CvOtg3z1llcIL34O26hmsmklESgoJHTh2TZeEp24JzvLpSCec5R7ULDhNET/f2/JSRo6hcoeXz8y8eEQ+FauKTFGBg+WLakmmTFRFRj0muZ8VCUA4gBUNIrl84PSetSNVQv/sskqJ3UVHLJyzfbz39P6uC/0bcHCzYcOGE54z0AWv55pwMnfqfgDTShFKtpGy4jjV4iHZpq1IKmWOabx73IM0htYSSDRS7phBqXMaLm1wKemFQVLLoOI+OPzPYCWPaVCg8lugnt4XPFnVcdfMJ+5vyNnurp6LrOSePrFMg3DLtozAJn08RdfB1yi94L0YZoLQwVePv5LgodXo3kr0qon5w5eyOrAP/N93TzzC/257JSt5Yms0wCO7VvPJ6cvyb8M/zRRFRjlupMbyd2D+9X+hvT79NUDNFOQrP4bkKRr+Tgqnlc/m5IZx83koR/6rOneRmJIaYQMObl5++eXT2Y9RzaXl374tSypJM8LLB+9hTsktTCxYOTQBjqzh0SuYVnT1Kd/rnGGZkGqF+C5I1IN9KmhjoZ+/v2MZlok/HsWSxlMw5o/Igb8ixbeDPgkKrge1CoZhvZPqKsFdex6hhjXHHJXwjl2K6sy/vstMRtPrdXKxTBKpEMmYP+/1ocMbKBy3HGnRu7HWPp3ZqKjIl92K5Bj4qGEgGcv7qXhPoJ1gMj5iwc3xrEggI7Dp1bgL88XfpgMc29BvHhBG1mRfOZ+cdhF/3L+ezngYVZJZUj6O94yZOWJTp0KaWHMzDJxqMR69imCiKattrHcZjaH0m9Cmjt9R5Z4nkuyNBMtKBzWNn8hcEKzVQPWPQa/p9/JgIsba9kM8Vb+FcCqBJilcO3Yl55fdhlNzn/a1NsdSNDvuqtk4SyeRCLaCJGesi8nHskwsI3+drFQyjEX+NQZmPISlKMgLr4AxU7HWPAPhHqSaKUjzL4NBFrIMJ/uv2ZUwUv22D6tIMDuwOWr/JogEQAQ3o45T05lbUstYTzFxM4UqKXg0G7oi3lpHmvgbGAYOrZCLq+/O2i01xrOUCudsVjd/v/fcg4HXmVtaNzIdPZel2uDwp7J3OiUbofW/oeq7oOTeemiYJmvaD/LH/ev7LrMMHjuwkQ2dh/mXaRfh0U8Q3BgBMLrSWY1lN6hFoAx8y/bxZNWGrNpQHQUDvkaSVVRHAaloT852W0Et8UB2gH6U7qtCVjQkzY5UNwOrYlw6iZ/uQFIHv5OosJ9gQJVknP0EaoORMuMkjBAgYVd9yCcRiFrRPDvkjkpkL+4XRo8CEbiecURwM0zcejnLa+4mmuommGxGkXRawptZ3fyDjE/D8dQJXiSF0yPVAkZn7rbounTgkSe48SeiPFW/JWfb3kA7PYkInv6y+iZbofWbEHmt75hjEVTcA1rlQL+DU6boTjxjL6B7x9+z22xeNFcJit1HuGlzzhw6roqZGYuVT3UaxqPZmFdcy4bO7PVDl1ZPxTvATMn5WJZJKNnK9s4naAi9jSJpTPStZELBpYNOcik5vfnXGkkS6OLNTxCGk9i7OIzsqg+XVsb+npd57fB97O55GovMN4laz5IR6t25K5pKYKS6+z/JzK4UfVTMSBJJJfO2N0Xyr1PBCELbvZmBDUB0LbR8GYye/vs1xGyeSgqmXIGs902N2grHUjzzGhSbG9XupWTWdajOvjd/zVVC8czrUGxDuwvPpdn44IQFrKicjHYkaLIrKu+tm81l1VNOeeg/lGzj2UN3sT/wEkkzTMzoYWvXY7zS+C0iyTyBbj5OL9RMzdkkTV0KrjO31IsgjEZi5GaY6YqTuWW30HpoC6aVuWagwFZHgU1MSQ2nUDLOS027WFpQTN4VIbIr76gNgCYryEiYx312dyga470lVDn7mV4yuiB8/O6jI6LvQKorvb18mMiaDUfxBGyeCkwjgSQpyJodWU0v3JVkBd1TTvGMazCNGHDqdav6U2Bz8r7xc7msZipJ00CXVQp0e795egYiZSbY0fUkSTN7wbI/UU9HbA9jBjF6IzncyFfejvni79JrbLBAkpGmLkG66PoB1+MSBGFoDDq4GTt2LB/96Ee57bbbGDNGpPA/GR6tmsvH3Mem9t/REtmEKtuZWHA5kwvehVMTW0ZPSbIFohsgshb0OnCvALU8bz2nhlA3f6/fip0JrHBdihZ+Mfukon/uy0+TbIHoRoisAX0MuC/Bp5Uwr6SWdzrSC0plSeLW8ZOZ4kzgib2EEl4HypWgVcPx2ajNEP3mfjH7GfU5TSwjgWWmsEwjXfAyRy0qRXegMDy7QXRZHfJttQkjxOHQ2rztB/2vUuNaiCwP/CVS8hQhv+t2iAbTa2xsjnSeGxHYCMKwG3Rwc+edd/LII49wzz33sGLFCm6//Xauu+46bLYzY0vm2UCRVQrtdZxfdScpMwJI2FQfiiiLcGoSB6Hh9sy1Mx0/gOrvgeM8kDMXtUZTCZ5p2ArAEw0HqJv2UerUauyBP4EVAaUYq/iTSO5L09cmDh25f8cx9/8hetX/44Pj59ARC3Eo1MU/T5rOjOQv0dqOGZHx/w6874WSO9OLhY+SPYBE3gBHPvlFxSfDiAfp2fcq8e5DR45IOMum4qlbjKKPnl18kiShyDbIrlIBgCrbcwZ1J7yv3Ql2sb5GEEbaoAtnHrV+/XoeeeQRfv/732MYBjfffDMf/ehHmT9//lD3cUiNZOFM4TRK+aH58+mpnOPlKVgZSES5f/MLtB7Z6SIhMa+4gkvLi7HJJklLo8o7EbtqA8MPTf+WXlyc5/4Bq5BAIkaZ8RZ6613Z5wFU/whc5/d9bQSh5SsQfiX7XPt8qHoge7TnNDGSUbp3PEMimF2+wVk2He/4C/MmADwZVjQEYT9WTys4PEjeYnAXDjoZaCwWwzRNJEnCZrMhD6DyuGWZ7Oz6Gxs7fpuz/bLar1PqzL2GRhCEkXFaC2ceNX/+fObPn88DDzzAj370I770pS/x0EMPMWvWLD7zmc/wkY98RGQsFoaP6c8d2EC6YGXiQFZwY1c1JnpLe4MbC4v1nc2s70y/ub+rZjp1BUfezI2e3IFN7/3343VdiFdJwuHf5+2m1f0bTPtsFOXINIvigbK7oNXMvVtqmAIbADMRyRnYAETad+KumY88iIri/bFC3ZjPPgyHtvUdc/mQ3/c5rJKaAb12JJNJurq62L59O+FwGFVVGTduHHV1ddjt/U8FSZJMnfci6oOrjknPkDbBexkereLkvjFBEM4IJx3cJJNJHn/8cR5++GGef/55lixZwu23305jYyN33303L7zwAo8++uhQ9lUQ8rP6T/iGkV3ZWpdVVtZM4+22g1kF8GyyygUVE1COjgJYJ0gYd/T+VgpyLFI9SjJD7O5uosxdTfHRUgRaOVR+Y0jz3JwMI5G/31gmZj8J/gbDSiawVv81I7ABIOzH/NMDyLd8Bbz9L+a1LIuOjg7eeacvoE2lUuzZswe/38+cOXOypsoj0STRRArLtLDpKm5nIcuqv0RX/CAH/K+gSjoTtEW4m7vQdz6DNX8lkk/UBxKEs9Ggg5v169fz8MMP8/vf/x5Zlrn11lt58MEHmTq1bwj3uuuuY9GiRUPaUUHol+wFpRSM9tzttsk5D5fa3fzb7Mv4zZ63e7ds17mL+NCk8yg5tg6S7MlfEPPY+ytecF0MiX05Twvbl/H3w4foiu/g32dfRtHRZyjefndkDYcT7XgasimpSABr+6rcbdEgVk9reorqiEQiQTKZ3mqvaRq6rhOPx9m2bVvOW7S1tRGPx3uDG8uyaO+O8o83DtDRna5T5XZqXLqkjtoKH1XWOMp3bkMK+6HhNxCPYgHWnneQP3hXRl8EQTg7DDq4WbRoEStXruShhx7i2muvRdOyX/DGjRvHBz/4wSHpoCAMiFoKZV+E5i9kt3mvATX3G5QqK4z3lvC5WZcSSSWQAJem49aOm9ZQS6H0S9D8bznuf3Xf/SUVCt4H/j9l73RSSujRL2RPIF2EdlNXIxdXTj5jpm9l3YXqLCIVya4obi8ajzxU271TiXTm4nwC6QXhlmURDAbZunUrXV3pPhUVFTFz5kwkSSIWy5/1t6enp3dOPhBK8Md/7CKR7Fs9HIokefKlvdz07qmUH16PtOmV7JuEurF2rYGFVyCdxOJiQRBGzqB/Y/fv388//vEPbrjhhpyBDYDL5eLhhx8+5c4JwoBJEjiXQs1PwTYVkNIjLaX/ASWfOeGoiFe3U+H0Uu70Zgc2vfdffOT+09L31ydAxbeh5POZU0hqFYz5DZbn3SBpINlIuN9LW+kP+N/du3tPW9N2iOgQTfUMBUV3UjT13ajOzHQEuq8G3/iLenPdnDLN1m+dJam4GoBIJMKbb77ZG9gAdHV18eabb57wEbreV5phT313RmBzrDc3HCZu5H8ZtHatgVjkhM8TBOHMMuiRm7a2NlpaWli8eHHG8bfffhtFUVi4cOGQdU4QBkVxg/M8qH4IrDiggFqSDkxyMYKAlL5usPc3Q5BqhtgOiK4H+7R0MCWpR9LtjyFRchetjluJpRK83dnDW/s3Zazt0RUF+QxLEq46fOkEfckIZjKGrDtRNCdyroDvZLkKkBa/B+u1P2a3ldSCtxjDMDh06BCGkR2UGIZBMBikvLyc1tbWrHZZlntHbVKGSWNL/pImbV0RkuMqyFulStVPaku4IAgja9DBzR133MEXv/jFrODm8OHDfPvb3+btt98ess4Jwkk50Q6jZCtE3obA44AMvhvAMR+0soHd34pA06fTO7COkpxQ82Owz+itAG7TPDQnbPxy1/qMy4ttLi6qnMjMwkoiqQSKJKMpw1c1/EQU3YlyOmshyRLS9KVgpLDWPA3JdKZjxs9GvuQWJJePVDxOe3ue9VPAgQMHmDt3LsFgkEikb2RFkiQWLVrUu95GkSUKvXYgdzJEj0tH8eRfuC3NX5nOXSMIwlll0MHN9u3bc+aymTdvHtu3bx+STgnCaZNsTVf/TuzpOxZ9B+xzofI7Jw5wjBC0fTszsIF0wHP4Dqj7Y0axy6kFFUwrqGBHTwsAC0vGMK+kln80bOeJg5vQZYWLKiaysmZav1WwRwMr7MfqbIKtb6S/XnA58uSF6TU4qg5OT2+xTUVRsNlsBIO5R11UVUXXdZYuXUowGKSzsxOXy0VxcTF2ux3lSLAoSRIzJ5WwfkcruTJ6LZldhdOrYo6bAwc2ZTaOm4VUPXHofgCCIAybQQc3NpuN1tZWxo8fn3G8ubkZVRUZdoUzmGVB6OXMwOao2Mb0H+3y/u9hdEP4tdxtZjCdxfiY4ManO/jIlKU0h/1s7GxkWmEFD21/rTcfccI0eLFpF3sD7dwxfTk+2/CUNBhuVrgH87lH4MAx1dN3voU5bg7y5R9GcmWOnqiqyoQJE+jo6CCXCRMmoGkamqbhcDgoK+sLShNJg3giiabJaKqC16XznuUTeOb1A6SM9LSgJMHCGRXUlLuR7Bry5R/G6mqGLa+n/53MXoZUVJnVL0EQzg6DjkYuv/xy7rrrLp588kl8vvQvfk9PD3fffTcrV64c8g4KwpAxe8D/l/ztPX8E5wWg9FNmwIrTby0oI3unkU934NMdVLkK+N7Wl3JefSjURVssOHqDm8bdmYHNUQc2YTXtQ5o0H8tIQagHq6MRYmGKy8awdN5s3tq4hWMTqU+YMCErO2kyZZBKmfQE47y9uZmeYJzSQgfnzaqkwGNjXI2PD187g55AjJRhUeSz47Sr2PT0S6Dk8iG5fFg16S39YneUIJzdBh3c3H///Sxbtoy6ujrmzZsHwMaNGykvL+c3v/nNkHdQEIaMZQFmfyfQb+AC6QR7ckE6UMrFln8aI2GmaAznuQ7Y2dPCJN8A1/2cRaxYBGtDjoKkR9s3PI9ZOwVaDmD99X/T01RHFEycxxXLb6KxOz09VVxcjM1m690NFQwnaGwN0tkTxWnXeGVtQ++1Xf4Yuw91c+0lkxhb7cXntuFz97/jSwQ1gjA6DDq4qa6uZvPmzfzud79j06ZNOBwOPvKRj3DTTTfl3RouCGcEpSBdvLLju7nbfe878c4ptRRKPgVt38huc56fTiSYh4yEJiskTQNFkllZWcviYi8aMQzsxPAM/Hs5m1gmJPvZ8p6MI0WCmE98H8zjdkft3YBcPo66RVciHVczKhhO8Ofnd9Plj/HeFRN4+rXMMgqQjmefW3WQm6+ahseVd0+UIAijzEktknG5XHziE58Y6r4IwuklyeC5PJ1gL1mf2WabAo4BpDGQFHCvBMkGnT9IZyyW7OB7PxR9uN+dWh7dzgXl43mjZR+fmz6bsbFfo7Y9R3o0ScJyXQyu/0iXYxhNbE6kKQux2utzNkvzLsM6tC07sDnCeuc5pBnng7vvZ2uaFlv3dNDlj6HIEinDJGXkHnULR5NE4ykR3AjCOeSkgps9e/bw8ssv09bWhmlmDvN/9atfHZKOCcJpoVWkE/GFXgD/X9MBj+/94Fo28K3gqg+87wHXYjCjIOmgFIPc/5unJiu8q3YGFXaFuuivUMPPHtNqIYVfhtYEVHwr/YxRQpJlmLoEa+NLEOrJbHQXkqibi7Lmr/kz/sRCcNzrTCSWZMue9FbxdEjTf5Zn07QIR5O4HKN7dNm0TGQxtSYIgw9ufvazn/HJT36SkpISKioqMlLHS5IkghvhzKdVQMEt4LmKdCbjgsHfQzqSAXmQCm1OlpUWoxx6PvcJkTfTi5JHUXADIHmLkW+8C2v981g73wIkpGlLsBa+i/0tEWpLJuDkuJ+JqwAKy8HuBDU7KDFNq/e/iiyhqTLJVPaaKrdTo6M7wj/eOMDyhbVUlrmw66NrZ2ck2UlHdDeHgm9iV3xMKLgUl1aGbaAJKgVhlBl0iP+Nb3yDb37zm7S0tLBx40Y2bNjQ+2f9+vUnvsExHnroIWbPno3X68Xr9bJ06VKeeeaZfq957LHHmDp1Kna7nVmzZvH0008P9lsQhCPBSeHJBTanSLFC9LuwOd9i5bOc5CtBuuj9yP/038j/9F9IF72fiOTk1bWN+J3l4DlSn8vpRbry40gXXIdUUo00ZjokYundVEfYbSqTx/ZNU23a1c5FC2qynilLEssW1rB+Rxtd/hiPv7iH+qbAaf9eh1M42c6LDf/Nm83fpTH0Nnv9z/HsoS+xp/sZEkY/ld4FYRQbdHDT3d3NDTfcMCQPr6mp4b777uOdd95h3bp1XHLJJVxzzTV5q/2uWrWKm266idtvv50NGzZw7bXXcu2117J169Yh6Y8gDAu5n63mkK5APkpJqobkLkz/UVQSSYNoPMXT67sJXPFpzIkLkN91O9aqJ7Ceexhr40tYL/0O81dfwWrcjZVKBziqIrNgejkOW3oEpr45QHN7mGsumciUsYVUlLiYMbGYay+dyPa9nb3VwAFeWdtAKHLm1PQ6FYaZYHvXk4SSLVltWzr/SCTVOQK9EoSRJ1lWrryd+d1+++0sWrSIf/mXfzktHSoqKuJ//ud/uP3227PabrzxRsLhME899VTvsSVLljB37lx+/OMf57xfPB4nHo/3fh0IBKitrcXv92flyhCEYWH4ofkuiKzKbrPNgOofgFqU3TYKmKkEphFHQkJWHQQiKR5+fCumZaFrCu9dXEr1lr/A/k3ZF6s68q1fw/IUYaViWFgkDIX1O7vYsb8LVZGYN7WMCWN8dAfibNrVwf6GHgwz+yXutmtmUFRw4pxClmFANACWhaXbiRgqlpUOrhz2vqkty0qv6cnVdqoMM0nM6CGS7AQsnFoJdqUARdaIJDt56sBnMKzcwdqMovczu/TGIeuLIIykQCCAz+cb0Pv3oH8DJ06cyFe+8hXeeustZs2albX9+zOf+cxgbwmki+E99thjhMNhli5dmvOc1atX8/nPfz7j2BVXXMETTzyR97733nsvX/va106qT4JwWig+KP9qOsCJbeg7bpsGVd8ZdYGNZRpYsTCGlSBQv4Z49yEkWcFRNg1X1VxmTS5h0652EkkDu2zAgc25b5RKYLY3EOrZR6RlC5ZpYCusY/HUJcyZXExnZxeNDXt5qzFC1dhZ7DnUnfM2kgSycuJBayvUjbX5VaxNrxC9+FZ2x4tZu7uHcDRJebGT5QtrKStykDQsdh3oYt22FkKRzDb9FNf2JM0oh0PvsKblxxhW+kOaIuksLP8Yte4lWFgYVjLv9QkzSMKIoCuju7SHIBxv0L95P/3pT3G73bz66qu8+uqrGW2SJA06uNmyZQtLly4lFovhdrt5/PHHmT59es5zW1paKC/P3CZbXl5OS0v2kOxRd911V0ZAdHTkRhBGlFYBVd9NLx42OkEpTO+4OssDGyuVgFQSNBuSomIFOrG2r8YYP52Ofc9jmelpJcswiTRvJt59iAtnv5fWzggtHWFk0yBnEaij9w91ETNbsYz0G3q86wAdPY14p13D9m2bendvel0KqiL3lls41oSagt7prLzPCfsxn/oxNO0lvvT9vNrsZFdDXyHP1s4If3x2FzdfNZV3trWy62B3Vtu1l0xkfG3BgH92uQQTLaxu/l7GMcNK8HbLj/CNqcWjV1LhnENLZGPO60scU+mI7KTKk10PUBBGs0EHNwcOHDjxSYMwZcoUNm7ciN/v509/+hMf/vCHefXVV/MGOINls9l6KwQLwhlFLUz/scb2VhI/W1mJGPS0Ya17FqunFaliLMxegbn2GSxNI9ixqzewOZYR82OEW7nu0okEQgl0I5TOZxPKPepilVRhNOzNPGYmibVsYtKE8UiaE023gWVx7SXj+MuL+3t3VQEUeGwsP68Wm97/z9vqboWmvSArRCpnsOvVtqxzZFkiFjcyAptjvfR2PWXFTtzOk8uvkzIT7Oz6a9727Z2Ps6Tq08wr+yeeO7Q9a2qqxDGFhBFih/9JihwTsI+yHXiC0J+THjNNJBIcOHCACRMmnFLBTF3XmTgxnbJ+wYIFrF27lu9973v85Cc/yTq3oqKC1tbWjGOtra1UVFSc9PMFYcQkmyD8JkRWg1YH3qvTRTfls6u+lJVKYu3fhPX0T/uOtRzA2vwa0rs+hqnrxNvX5b0+1rGHwuIJOEpcWJYT6+IPYj31UPaJY2eSSAXTGY+Pkww0UjxhAX9++TDBcAKnXWX+tFL+6T1TaWwLEQglqSn3UFLkwDOQYOPo1Ji3mJZAdlAG4HHptHdF8t4iEE4QTxi4T3JGyDDjBBNNeduDyWYMM45bq+Timv9kV/ffaY1sRZOdjPMuo8BWx1st/4ssqZhW7u9BEEarQe+WikQi3H777TidTmbMmEF9fTrr6Kc//Wnuu+++U+6QaZoZC4CPtXTpUl58MbNGzfPPP593jY4gnLHi++HQzdD2TQi9BN0Pw6HrIfwGmLn//Z+xwn6s5x7JPm4aWK//CcXhRlbyBxSSak8vhCE9tS2NmY507Weg8MiHFpsDFl2JedG1+Js35L6HotPUHiEYTo9eRGIp3tjQzDs7Whlf7eWiBTWMq/ENLLAB8BRBQRmYJjYt98tkKmWin2AESJH7Ty7YH1W2U2gbl7e9wDYWVbajyhrdsQPYFR/zSj/M1KKraYtu583mBzGsBF69BkUS2ZmFc8ugh1zuuusuNm3axCuvvMK73vWu3uOXXXYZ//3f/81//Md/DOpeV155JWPGjCEYDPLoo4/yyiuv8Oyz6cytt956K9XV1dx7770AfPazn2X58uU88MADXHXVVfzhD39g3bp1/PSnP+3vMYJwZkn1QOs9OfLZWNDynzD2cZCrR6BjJ8cKdmYUu8wQ7IREHGfZNIINa3Ke4qqYkZkM1O5EGj8Hs2wMRqgTIxUlEmjAIRk5R20A1OLpbNkezDq+bW8Xi2ZWDvh7SRkm4WiSjsI5xBaOpcyrUuJ0ocidWbuuwtEkRT47iizl3JFVV+XFfgq7phRZY0rRVewPvIJFZmkKCZnpRdegyukp9yr3QjYf/AN7/dnJIeeU3IxNHb3pBQQhl0GP3DzxxBP88Ic/5MILL8x4QZoxYwb79u0b1L3a2tq49dZbmTJlCpdeeilr167l2WefZeXKlQDU19fT3Nzce/7555/Po48+yk9/+lPmzJnDn/70J5544glmzpw52G9DEEaO6YfYxtxtVgLie4a1O6fsRNkkdDuauxTNkz197K6ej2LPsxbE4QZvMT3N7xDrPkAy3ImzYkb27T1VhJQqmtuzp4gsC0Lh/LuJjmUYJodbg/zqiW08+coBnt3QxW9ebWNbfZirLqxDOm4Qxu3U8Egx3rNsbM62SxaPOeVMyG6tnItr7sZxzEJzu1LAsur/wK33/TxdWgmX1P43bq3vmCa7WFLxKQrt+Ud/BGG0GnSeG6fTydatWxk/fjwej4dNmzYxfvx4Nm3axLJly/D7/aerr0NiMPvkBeG0iO9LT0HlU3EveK8cvv6cIsvfgfmrL6d3SR3PXUDyyg/T3bga79gLkBSNuP8wkqziLJuKYveiaPasy1JRP8GGdTjKp2GlohjxMMlQG/aicSi6i0jHbjBNHKWTMFUvP3t8T86dUQA3XzWNipITJE4EeoJxHnlia8YC5KOuXFpLebGDvQ1+eoJx6ooUKm1xXC//klTVJMIX3MzehgA9wRh1lT4qS1143UOzkcGyLKKpbuJGELCwKR4calHGh8ujjp5nWsaR8wqRz/LF6oJw1GnNc7Nw4UL+/ve/8+lPfxqg9xfs5z//uVj7IggDIXtBrYJUnsWitmnD259+WNEQxMLp6SCbE8mVY5TF6UVacRPW87/OPC5JsOImgh07sMwU/v2vImsONHcZmAZmMobuya7PlYoF6NjyZ3RPBbGO3URatqHYfaiOQsJNG0mE27F5KrGXTEb3VBCNmxR6bbQfk4X4KJdDG3CxzPomf87ABuDld5r40EIbC3Y+CXYX7GmGnvQOKnVXJwUT57LQ7UAaVw26E0kfuh2akiTh1IpwaidOE+BQC3H0U5leEM4Vgw5uvvWtb3HllVeyfft2UqkU3/ve99i+fTurVq3KynsjCEIOWimUfxkO38HRmta9fB84I3LdWJYFnc2YL/wamo5MkxWWI112K1LFeCStb4GqpOkweRFScTXmmqfTb/qlY5AWXk5Px1aSkY7ec81klHj3IQA0dyn2ojHHPdck0rYLMxlFdRYT60qnnjBifoxY36hw3N+IkYphLx6L0+HgqmXj+eOzu4jE+nYFaarMNZdMxO0cWHDTE8y/kDuWMLAkJb09PJfuFqwdb2F1tyKtuAmmLUWyZ26TOt0Vu03LIJrqJpxsI2GE8epV2FUfuiieKZyDBh3cXHjhhWzcuJH77ruPWbNm8dxzzzF//nxWr17NrFmzTkcfBWH0ccyF2l9Dxw8gvh3UUii6HZzng3IGTJcGOjH/716IH7OOpbsV608PIN3yFSjLDEokmxOqJiK/+xOQTIBuw0iEiR/Iv5VZsWW/6ZqpOLGu/QBYRhxFc5BvE7OiOZHk9JRLUYGDm6+aRltnhOaOMCUFDqrK3Hhces7pm1xqKjys29aas63IZ0cJd+W9ViqqxAp1AxbWy48iVU8C+xhSpkFnPMzatkM0hruZ4C1lbnENxXbXkAY6ppWiM7qX1w5/m4QZ6j1e57mQeWUfxjECBWIFYSSd1Gq3CRMm8LOf/Wyo+yII5w7ZCY5ZUHU/mFGQVFCLR7pXvay96zMDm94GE3PVk8jv/hiSnp2PR9LtoKfX0Miyiqt8JqGmXNu3JWwFddlHJbl323i0cx/euqXE/Y05++iuntd7bjwex0hGkFJdjCu3UVBgw2aTkQexFbu00InXpRMIZ+/8Wr6wFmd41/HjbGlldViRACT7Rn6sTa9gXnIze4MdfH/rKxhHdnlt6Gzkb4e28PnZlzLWM3R/35FkFy83fj0rkd+h4Bv4bLVMK7pGrL0RzimDDm4CgUDO45IkYbPZ0HWRT0EQckmZBj2JKI2hHiJGgjp3ET7djls7A0ZqjmGlkliHtuU/oWU/xGNwTHBjRYMQ6sFqqwe7C6mkBsldgKtqDolQK4nAMSM4kkzhlCuQ9ezsdrJqS18TaMJMRDDiIZwVM4i0ZPbHXT0fzZUODmKxGJs3b6atLTOL8JQpUxg7dmxW/bt8PC6dG66Ywstr6tnf6EdVZOw2hYsX1VJZ5kIypsNlt2K9+ReIhkBWYMI85BkXYD6dmY7CCnXjT8b46Y43egObo+Jmip/vfJMvzF6JzzY0CRvbotkZio/a2fU3xnmX49TOnOBZEE63QQc3BQUF/Q7z1tTUcNttt/Ff//VfyPLpm18WhLNJ0jDY2dPCT3a+QdLsy1myoKSWGycsxJdjFGTEyAqStyT3KAWAywfKMRWxwz2Yz/86o5K3pepI13wauWYyhVOuwIgHSQSakTUHurcCWXMhK7lffnRPBfbiCcQ69xGsfxtX5WyKpl1FMtKJJGvYCmpQdBeyml6029LSkhXYAOzatYvS0lIKCgryfqvRZDdRo5ukEcGhFeFwell5UQlxQyOWCuDQCnGoKnZVBdww8yKkcbMgHoVIAGvXGsynHsrK8yONn4M/GSOcJ/9PeyxEKBUfsuCmv0zGCTOEaRl52wVhNBp0cPPII4/wn//5n9x2222cd955AKxZs4Zf/epXfPnLX6a9vZ37778fm83G3XffPeQdFoSzUXciwo+2v4Z5XMjwTkcD4zwlXFo9FXmAa0NON0mWYc4KrM2v5G5f/B4kZzopnGUYWJtfzQhsAEglsB7/f0i3fQOloAxFd6J7ynPcLZuiO/GNX467ai6Rjt1YgKzZcZbPyNo2HovF+q13d+jQIXw+X84PZP54I68dvo9QMr3OxqZ4uajqi6xr+zk98YO955U5ZrC08tM4teL0z8ZTBB6wOiysbW+CeVzg4PQijZtJysy9Nf0oI0d7yjTwJ2KEk3FUWcat2fHq2Vvlj1fimJK3za2Vo8gDG70ShNFi0MHNr371Kx544AE+8IEP9B67+uqrmTVrFj/5yU948cUXGTNmDN/85jdFcCMIR2zqbMwKbI56tnEHi0rrKLCdZBGi08FXjHT5R7Be+HXGm7c091Kkmsl950X8WOtfyH0P08Cq34FUkL3d+0QU3YGip0d5+mNZFolEnuzIpNfiWJaVFdxEkp283HAPUaOv6OX0ouuyAhuAtug21rb+jKWVn0ZXjsmXU1COfON/YL74W2g7BEgwfjby8g8geUsoiIZQJDlrWgrAqWq4tczt4uFknLfbDvLEoU3EjfQy6iqnj49PvYAqV0G/P4dCWx1OtZhIqjOrbU7JzWJ7uHDOGXRws2rVKn784x9nHZ83bx6rV68G0juqjtacEgQhPQ2RTzAZwxxcLs3TTtIdMGURUu0UrNZDkEogVYwHpwfJfswbvGnmXnh8VE/7ae2npmmUlJRkZDI/VmVlZc7p8WCiOSOwAQmPXpEV2BzVFF5PzAhkBDeSqkHleOTrPwexKMgS2N1IR6aafLqdq8fM4olDm7Lu94FxC7KmIttjIXy6g5snLGJdxyG2djXTFPFz/+YX+M9576LYnn9Lt/NIhuK3W35Ee3QHALrsZk7pLZQ7xS5W4dwz6OCmtraWX/ziF1lFMn/xi19QW1sLQGdnJ4WF4pOCIBy1oGQMb7Ud6P1EfqxaVyGafObtZJE0G/hKkXyl+U9SNSiqhK7cwQW1k3MfHyKqqjJ58mRaW1sxj5vmsdvtlJSU5Lzu6FTUUYqkkTD6CdKwSJm52yWHBxzZtZt0ReWiyolUuXz87dAW2mNBKp0+rhs7h1pXEcqRoCuSSrA/0M6fDmygORLArmicXz6ej08bzy93riKcSrA/0IlP10kYQUDCrvqydj959AouqvoicTOAYSbRFZfIUCycswYd3Nx///3ccMMNPPPMMyxatAiAdevWsXPnTv70pz8BsHbtWm688cah7akgnG2MAKTaIfQqk6wYX5uxiO0hid8e2JMxUvP+8fPwDGBdxZlIcvmQln0A64nvZTd6S5BKak97H1wuFxdccAHbtm2jq6sLSZKoqqpiypQpOBy5F+x69czCpIaV6DfZnYSMJp+4hMPx3JqNOcU1jPeUkLJMNFnJmo7a3dPKQzte7/06ZiR5qWkXh8M9vLduNqvb9lPjsnin9Rc0htYgSypjvcsY77sYTXbj1Po+SNpUNzZE0j5BGHRtKYADBw7wk5/8hN27dwPpLZf//M//zNixY4e6f0NO1JYShoXhh+7fQVfmFuGU8xJ26Lfxw11bKbI5uXHCQqb4ynGoZ++CTysWwTq0DevV/4NQN71rT1bc1P+ozzGi0SjhcJhIJILH48HhcGC3Dy7gSyQSpFLpkTFd11HV/J/doqluXqz/L4LJvhGnWSUfpCW8mfbo9qzzx3ovZmHZR9GUod3V1hOP8J1Nz9MZD+ds/9dpF+HV46xv/SaGlcjY7u3Va5hd8kEKbWNx6wNbrC0IZ7PBvH+fVHBzNhPBjTAsolug4Z9yNpnl99Cpr0CTlTNrEfEpsCwLwj3pLdKKBo6+tScnEgwGefvtt4nFYr3H3G435513Hk5n/p+PZVmYiQgWJrKsIecowNmfUKKV1S0/pCO6EwBddrG85i62df6FpvAGwEJCps67jLklN+PQhn6q/XC4h3vWP523/V+nXUCRrR1ZgoQRRlc89MQPsr3zcVJWjPllH8Efb2Ru6YfQldHxb0kQ8jmthTMBenp6WLNmDW1tbVnz3LfeeuvJ3FIQRg8zBT2/z93mWoGsFFJKPWCHVOEZUUvqVEmSBO7C9J9BiMVirF27NiOwAQiFQmzcuJGFCxfmTAxqJCJE23cTatqAmYigucvwjr0AzVWCrA4skahbL2dJxb/iTxzGtFLIyOzzv4hXr2ZiwUoMK4VXr8KllvaO2FixCESDkIiBzZHe9n0SU4pJw6AjHqInEUVGyrmTzqXaGONRebv5j3TH+7a7lzqmcn7V51jV9CAt4U3YFR9xI3DKwU0ikegd/dI0DZvN1jv6ZRgG8XicRCKBoigiYatwxht0cPO3v/2NW265hVAohNfrzdhiKUmSCG4EgRRk7MQ5ovjTYEWh4/+B87x0yYVUOxT/M+jjhr2XZ4JYLEYkknuhbldXF4lEIutN1EzG8O9/jVjnvt5jyVAbnVsfp2jae7AXZZd1yEeTnWzt+D+6j9sltbP7b9iVAq6ou68vsAl2Yb74uyM5fSyQZKRpS+DC65HcBQN+JkBz1E9XLMyOnhZmFVWxqetw1jnX1k3k7ebvZwQ2AO3Rnajd/2Bq4XvwJxoxrCSmlRzU848XiUTYuHEjXV3p+lmyLFNXV8fEiROB9FKE/fv3936YLSgoYN68ebhcg1+HJAjDYdAphP/t3/6Nj370o4RCIXp6euju7u79c/QXQxDOabId3Csyj9lngmQDrQoKboT4nvTUlT4REvWQzM6wO9pYOZLWJZP9vykbRnZmXSMRzghsjuXf/xpGnvUrudhVH0sr78SuFGQcVyU7y6q/hOPIqJoVj2JsX5UetTk6ymKZWNtXYb3xZ6xE5shTf8LJOM827KA1GmR16wGWV06izJ6520qRZKYWeOmO7895j+bIBmo851HrWUpP7BCafPKjNrFYjDVr1mS8fpumyYEDB2htbaWxsZG9e/dmjNL39PTw1ltvEY1GT/q555pIKkFnLERXLEzMOLVgVDixQY/cHD58mM985jP9zoULwjnPdREopWAcyfPivRYkHQJ/g+javvNiG0EbA1XfBQaf7O5MZyViEOzE2vomlr8dadwspLrpSN70Fu18u5kgPXqQqy5UIpS7cjeAEQ9gGgkUBj6i4LNVc3ndvXTF9tEZ20uBXkuJcypOtRjTShJOdnAo8AY9NYcoqR1PjfxuHC/9DanlYPp73PEW0pKrewuGnkjcSLHT38K0wgriZoqHd6/m/ePmY1gmDeFuvJqdMe4iDKv/D4vRVDeqZGNGyfW9QdjJiEajhEK58zApisKOHTvyXhcOh/v9OxTAsExaIwEe27+e7T0tyEjMK6nl2rFzKMuRQkAYGoMObq644grWrVvH+PHjT0d/BGF00Cqh9mHo/F8IPg9qGRidmYHNUcl6CD6bnpoaoZwklmViJMJYqQTIMrLqyCp1MOh7JuNYezdg/eMXHB3tsPaux3J6kW/8ElJhBbquU1FRQUtLS9b148aNw2azZR2XlfQxrXAcUuFMkpaKKoMUPkSyfQuSlHtAOpEyCEeSHDjsJxJNUlflo8hrw+XUcWkluLQSaj2Le883LYP26C5ebfwWJuldWI2sYatk55KVn6Xgb3+GUA+4C9JrcAZIkiSShoFT1bArKsFknId3r8ar2Sl3eokkEzSEurlx/Nj890DGwsKhFeHWyvqt93ci4XD+kS5ZlvsdXQsGg3lzCQlpHbEQ9218jriZ/jdkYvFORz17/G38x9wrKLaLqb3TYdDBzVVXXcUXvvAFtm/fzqxZs7I+Wb33ve8dss4JwllNr4Hyr0DJZwAJ2u7Nf27w6fR0lTr8bxRGMkascz+BQ6uwUnEAdG8lBRMvQXUUnPyNw36s5x6G4xfLRgKYL/4O+epPotuczJw5E7vdTn19PaZpoqoq48ePp66uDkXJDvY0dym22uXs6fSw9qUOkqn0dMnYqiIunn99zl1TiZTB3kM9/OONvvUra7a0UF7s5JoVE3G7shfHRlPdvNn03d7A5qiUFWNV8FesuOYO4kaAnlQTDkc7vqRzQEnz3KqNCysm8GzDDj48eQmP7HqLuJkikIwR8MeodPp4//j5ODSTcscsWqNbsu5R41lMc3gjkwouzywJcRL6G3mxLAtFUXJODwJizc0JJMwUzzfu7A1sjhVIxtjU2ciKqsmnFJwKuQ06uPn4xz8OwD333JPVJklS3l8CQTgnyc70HzMK9FNIcQQzMiT8jfj3vZx5LNBMx9YnKZl9Part5JLCWS0Hs4tKHlW/HaIhsDmx2+1MmzaN8ePHYxgGqqpis9lylk0AkFQnBwJFrNqcWQn7YFOQpyIprr98Eq7jXtniCYNX1zZk3au1M8I7O1q5cF41ipL5vGiqG69eha54CCQOE0r2jS6Fki0EbFFePfw/6QNB0GQXF9f8J0X28f0GOJqisLJmGju3vsxzjTv46JSldCci+BNRJnhKqXYVUHTk0/yiio+zvu2RjK3ptZ4l1LoXs77tV0wvujbvcwbK6Uz/HRy/Yw3SO6jGjh3Lvn3Za5x0XcfjEdMq/YmmkmzvzpO9G9jQ2cD55eOxn8V5rs5Ugw5ujt/6LQjCAMiO9Lqb8Ou5271XwXGLWoeDkQgTOLQ6Z5uZCJEMtZ90cEMy3n/7MYGPoigDXscXjhms2ZJ73U1HTxR/KIHLoRONpwiGE+zc30ksYXDp4jE4nAbdoSCBoMn2PWFCkSSbd7Uzf1oZHlffFFgkHkGVHFQ45xBOtTGl8N3Y1UI2tP2KSKqDUsc07GoBF1b9GyATM3rY1fV3Xmn8BleOvR+X1n/ywkKbk8/MXEFjuIcNnQ2UOzxcUD4Bt2bDccxWdk12Uuma17s1XZZUWsIbWd38AxZVfHxICmI6HA4WL17MunXrMqaoKioqqKhIFy6NxWIcPnw445pFixaJ9TYnoCDh0vS8SRo9mq23DIcwtE4qz40gCCfBMRvscyB2XCFFtQJ870tvDR9mlmlgxAJ525PBFhzFJ7dNXaocn6cOOlBYASeZwDCZMokl8o8Qd3ZHKfTYWLethbVb00HQ9EkebN4W9kaewM8hXIVlXLLiWloafazZ5O8dOIvEknT5Q8TVXazteBDryGjbgcCrONQiFld8kqbQejx6NS833EPCTC/EdWvlzC29lZ1dT+KPN5wwuAEosDkpsDmZWVSV9xy76qPGfR47up5kn/8FDCuBUy1mccW/Uumam3d90WB5PB6WLl1KPB4nmUxit9vRdb13G/7MmTOZNGkSsVisNwfOYDNIn4vcup3Lq6fx812rcrZfUjX1jKwrNxoM6NX0+9//Pp/4xCew2+18//vf7/fcz3zmM0PSMUEYddRSqPofCK+Gnv8DKwGed4P3yvQC5BEgSTKSautda3M85VTW3LgKkKZfgLX9zeMfinTZPyG5fCd1W1WRUWQJw8wdOvk8Oj3BeG9gU1nqYtykdlZ19NW/iqa66Ijdx/SKD7HQmI2mysTiKd7e3My4sRbrOr/fG9gce83Orr8xs+QDvFD/5Yy2ULKV1c3f46LqLxBKDG0ldKdWxNzSDzG16D0YVgpVsuFQC4d8nYbdbs8bsGiahqZpuN2ibtVgTS4oZ2HJGNZ11Gccf1fNdCqcIkv+6TKg4ObBBx/klltuwW638+CDD+Y9T5IkEdwIQn/UMvBdA67lgAmKb8R2SAHIuhN39TyCh97KapNkFZuvOsdVAyM5XHDR+6FmMtbapyEcgMrxyBe+L11J/CS5HBozJhazeXdHVpvDplLkc/DG+r4plPmzHWzzP5zzXjsDf+CK6Ytx2DW6/FH2HOqmcmwwb1K8lsgWppq5N00YVoKW8BbGeS8e1PdjWRaBRAwTC4ei5Vx/ocgaLnlgdbqEM4tPd/DBCQu5vGY6m7saUSWZOcU1FNgcONXs3YDC0BhQcHPgwIGc/y8IwgAYAbBSoHj7pp7UghHt0lGSJOMsm0Yq3Em0Y0/fccVG0fSrUPRT2w0jubxIMy/EGjcLTBM0G5J9YNNRqVSKWCxGW1sbiUSC0tJSXC4Xdrud82ZV4A/GOdQc7D3f5dC4alkd0WicWKJvd4puixEP5556M60UcbMTqKClI4yqyKTM3BmT0yxSZv61RP5EAzZ14J/G/YkI77Q38MLhnYRTCaYWlPPeutmUOzyoYrpi1PDodjy6nTrP2V9q5WwxqEn+ZDLJ1KlTeeqpp5g2bdrp6pMgjA6pTohugO5fgxlOj9YUvA/UajiDtn4quhPv+GW4axeRinYjqzYUmxfF5hqyNR2DnYJKpVK0trbS1dlGVXkJkkslHOzm4MGDTJ8+nXgiwuLzSlgsl2ElwYpZGKkYe3ZsYPzEKYyr9rG/wZ9+9gkSsctHAk5ZhkA4gVfNn8PLpZVhWtnbeo8q0GuxKwMLbgKJGI/seovtPX27sDZ2NrK1q4kvzb2cMW7xRigIJ2tQwY2maTm3CwqCcJxUF7TdB6Hn+44l9oH/TzDmt6CPGbm+5aBodhTNjuYc+srXAxGLxbAsC1mWsdlsxGIxXDYJu9ZGfN9bYJnYHAVMqlmKPxXnqdYdvNPZgGlZlDu8XFczk1R7F+FwmMMNB6mbMIsCj42eYJxQSMOllRHOUeJClR04tSJC0TC+AgPLsmhqlqgqWEpTJHsX2YKyj6LJuUezJBTGF1wy4LUwHbFQRmBzVMoy+eO+9Xxy+kW4NDFtIQgnY9Afy+644w6+/e1vk0rl//QiCOe8ZGNmYHOUGYDOh6DfqY9zRzwep6GhgVWrVvHiiy/y1ltv0dnZCako8fqXiXftBSu9sDcV7SEqpfjRrtdZ21GPeWSLU2s0wI/3rMJWWYLD4cAwDJrb/FxzyUTmTStj49Yos32fRJYy17JIyCyt+DSkPHSHO9gX+hMXLSrirQ09lJvXM933IRxKISBRZJ/ApbVfo8wxHZ9ew9ySD/WO+EB6y/aF1f+OZUnEUv4Bfe9bchTLPGpPoE3UHxKEUzDovadr167lxRdf5LnnnmPWrFlZGSr/8pe/DFnnBOGsFXyun7bnoeSz6eR+57BUKsX+/fszEsQFg0EOHjzIlNoCjGhPxvmy7qTVlGiNBsnlr4e3ccOEKXgdPuIpFdOyWDijnLlTypAVk3fVPcDBwCt0xvbg02uYWHA5Lq2UxuYYph6hIfIK471OrrniEnbuTWDX5rBownycThlJMiiw9422TSp8F7WepYST7ZikSBoRdnQ9QUd0Fz59DBdU3YnPVtvv929X8iduUyUZieGfuozFYiSTSWRZRtf1nLW9BOFsMOjgpqCggOuvv/509EUQRpF+BkUlCUbgjetME4/Hc2a+tSyLZKgp67jqKGJnMH8xyYZwN56JxbzwSiPt3elq1aVFDpbOqeKdba14XTrLFl3P9GITRdJ6swgfam5jbF16+md/6GkOSS9SVbcAXS5gR+gg7R3buXzMt2loCRJPpCjy2XHaNdy2Mjpj+1jd/D0s+vLu+BP1vNDwX7yr7tv95ruZXVzNXw5uzNl2XulY3MM4JZVMJuns7GTr1q29Sw9KS0uZOXOmKLEgnJUGHdw8/HDuLZWCIBzD+y7o+XXuNveV6Z1T57hoNJr3eK5dWpYRp1DP/4bvUDQ6u2O9gQ1Ae1eUp1/bz3tXTOSJF/fSHYxxzSUTcTn6diJ5XTqNTQnKC2fTGt2MYcVpCPclXfPoVbS0yDz72q7eY9MnFHPBIh+bOx7NCGyOShhBOqK7+g1ufLqD68fN5c8HNmYcL7a5uKpuJroyfEkd/X4/69atyzjW3t7O6tWrueCCC0QmYuGsM+g1N5dccgk9PT1ZxwOBAJdccslQ9EkQzn5aVbrcwvGUYij+RLocwzkuV1FMSL/RWvYKjh/dSobameEpzjtds6x8Env2ZK93SRkWuw91M6HWR0tHhGA4cy3L2GofG7f7mei4jQI9c6eUW6tgnu9zvLku877b93USjcUy6k0dryO6J28bgFPVubB8Il+edyUXV05iXnENH5tyPv8+5zJK7MOXLC8ej7N9+/acbbFYLOfrvZAtkkoQSMRI5aunJgyrQX80eOWVV0gkElnHY7EYr7+ep26OIJxrlIJ0NXDP5dD9WzCD4L40/bWWP93+ucRut6NpGslk9sLZxpYOxk25gp7dz/UuKAawBQ7zz9Mu4Kc73+xdUAwwxVvKbFctf2vKnYertSPM+NoCqO+hrStCRUnfyJDbqXHFBeP4+4uHWLLgn5lenCRitOOxlaBRwJPPtxKKZPexsyeBQy0imso9VVZgqzvhz8Cp6Tg1nZsmLsK0TOQh2no/GKZpEgjkL8HR0dFBZeXIZNA+GwSTMQ4GO3m2YTvBZJzphZWsqJpMid01In+fQtqAg5vNmzf3/v/27dtpaen7xGIYBv/4xz+orh5cNtN7772Xv/zlL+zcuROHw8H555/Pt7/9baZMmZL3mkceeYSPfOQjGceObh0VhDOKWgTq+eCYm07iJ7tBvNj1stvtLFy4kLfffjujIK+madSOGYvd5aBs/s0kAs2YyRi6twrF5saj6Nyz4Gr29DQTjIeY4C7EJ8ms2tSVt7i6y6kRi6d3eHqcmYtkNVVhbJWXm66aSlNbmM62JDXlNXgcNtZuac4Z2ABs3BZhwdLreaftZ1ltqmSn3DlzUD+PkXojlCQJXddzfmgFxJqbfoSScf52aAuvNveN0rVEA7zZso8vzb2calfByHXuHDfg4Gbu3LlIkoQkSTmnnxwOBz/4wQ8G9fBXX32VO+64g0WLFpFKpbj77ru5/PLL2b59e7+/UF6vl127+ua/h7rGiiCcjEAihj8RIWEYbO1uwp+IMqOwknGeEorso3eNjRXqgWgIjCSWqmEd2IoUDSJNXYLlKUBKxCAWAU0HhwfJkZ5ykSSJwsJCli9fTltbG4FAgKKiIoqLi3E4HEiShKz4UO2ZCQAVoNThpkipomffqySa12LICnMnvpt9Dbm3YU+fUMzLbzdg0xSKC7KnBFVVocCjUODJrK1UVeaGbbkrkEfjBlXORYQKm9nd/XRvLSq74uOi6i/h1IoH+ZMcGTabjQkTJrBjx46sNkmSKC8vJxaLkUgksCwLXdex2WzIopo1/kQ0I7A5Km6m+L997/Av0y7Cqek5rhROtwEHNwcOHMCyLMaPH8+aNWsoLe1bKKfrOmVlZXnn0PP5xz/+kfH1I488QllZGe+88w7Lli3Le50kSVRUVAzoGfF4nHi8L116f8OvgnCyAokorzXvxaPb+f3edVhH6mG/2bqfYpuLz8+6lBLH6Co6aBkpaKvHfPon4D9S58nuQjr/WugOYbXsg23NmJtfAeNIXqyqSchX3o7kS79+yLKMy+Vi3LiBVR6PHymrYNNVFN2Fb9xFBOvfItqxF2eqgfNnl7Nqc2bhykUzK2jvimJaFtdfPhmPK/1mk0oZhKJJmtrCRGNJqss9eFw6LkffyE55sQu3U8s5enPR/BrctkJmFX+ASQVXEEl2oMp2HGrhkcKWZ8ebvyRJVFdX09PTQ3Nzc+9xWZZZsGABhmGwZs0awuEwkB5Zmz59OhUVFef8VvHt3c1523b5W4mkEiK4GSEDDm7q6tLzx8cOHw81vz/9qauoqP+046FQiLq6OkzTZP78+XzrW99ixowZOc+99957+drXvjbkfRWEY+3xt1HnKeJH21/rDWyO6oyH+dOB9dw2eWnOoohnrWAX5mP/A6ljpjNiYayXfod0wxfhwGasDS9kXtO0B/MvDyLf8EUkd8GAHxWKJGhoDrJ5TzpwmT2plNpKD26nB9+Ei/GMWQyWyZxKG1MmlNPaEcay0lvBw9EklgVzppTicelIkkQyZXCoKcBTr+zPWLtTU+HhygvH9QZAHpfODVdM4dk3D9LUFgLAblNYtqCW2goPAJriQFMcePSBfeA6E9ntdmbNmsWkSZPw+/1omobX68WyLF577TUMo2+RbDKZZNOmTTgcDkpKSkaw1yOvvzkD6UQnCKfVgIOb3bt309PTw3nnndd77MUXX+Qb3/gG4XCYa6+9lrvvvvukO2KaJnfeeScXXHABM2fmn6ueMmUKv/zlL5k9ezZ+v5/777+f888/n23btlFTU5N1/l133cXnP//53q8DgQC1tf0n1xKEwQgn46xtP8REb1nGGyVAid1Fkc1FU9hPKBXvDW564hGCyTgp08Sj2fDq9mHd+nuqLMvC2rE6M7A5ViqOtfmV3G3drVg9bQMOboKRBH99aS+tnX1ZnQ+3higvdnLNiom4XTrykYR4KuBwQKG3b3qpJEdFiVAkyd9e2Ze1RqexJcg721soLXRSVebG49Ip9Nq5ZsUEovEUhmFht6m4HBqyPLreuXRdR9d1vN6+KdT9+/dnBDbH2rlzJ4sWLcJmO3dLREwvqoIDG3K3FVbiUsWozUgZ8Kvpl770JWbNmtUb3Bw4cICrr76aiy66iNmzZ3PvvffidDq58847T6ojd9xxB1u3buWNN97o97ylS5eydOnS3q/PP/98pk2bxk9+8hO+/vWvZ51vs9nO6V8+4fQzLAvTsogeky6/3OHloxPGUWjuR09uJqmNwyF1Y5oOGiN+frz9dTrj6WF+VZK5asxMllVOxK3Z8z3mzGKksJr3522WUkmsRD+L/Jv3YTk8UFRxwjVzh5oCGYHNUa2dEQ41B5gxMXv0IBqN0tPTQ09PDx6Ph6Kiot51PAAHDvvzLj7euqeTSxe7+NWT27ju0knUVnhw2DUc9lE06jYAlmXR1ZU/aWIwGDytI/lnA59u54qa6TzbmLmV3qlq3DB+Pg4R3IyYAQc369at44tf/GLv17/73e+YPHkyzz77LACzZ8/mBz/4wUkFN5/61Kd46qmneO2113KOvvRH0zTmzZvH3r17B/1cQRgKLlWj2lVA7ZGdEYU2J5+dPIbi9k+B0Q2AA6DbjVH9M36z+2BvYAPpQolPHtpMid3NeWVjh73/J0VRkEpqsA5uzd2u6qBqkMpTH8lVkJ6e+sAXwZd/aiMaT7F5V3ve9s272plQW4Dd1vdSFgwGWb16dcbun8LCQqbPnAuSgiJL6JqCLElZI20AiaSBokiYpsVTr+7jn947Ha/r3PuAJEkSXq83Y2fssZxO5zm/qNil2ri8ZhozCyt5rnEnwVSMWYVVLCkbR7Fd7DIbSQP+l9nR0ZEReLz88stcffXVvV9ffPHFHDx4cFAPtyyLT33qUzz++OO89NJLA15UeCzDMNiyZYvIwyCMGEVWuKB8Ah2xEDMKK7m+dgzFXf/dG9j0MkMozZ/jvTW5/63+9dBm/PHcWXvPNJIkI828MO/WdktWkKYtzdnG0emoYCdWc3b5hax7HROAqIrEtImFrFxRy8oVtYyp8WSscIrH42zYsCEjsKkbOwFPyQT+9Pw+Hn58K488sY3WjjDvuXg8qprd/9JCBz3BOKVFDs6fW0UyaRKJnptFLKurq/OOrE2ePFmMigNuzcbkgnI+Pu0CPjvjYq4cM4MSh1vs4h1hAw5uioqKelfSm6bJunXrWLJkSW/70W2Cg3HHHXfw29/+lkcffRSPx0NLSwstLS0ZadlvvfVW7rrrrt6v77nnHp577jn279/P+vXr+dCHPsShQ4f42Mc+NqhnC8JQKra7mF1cw+XV05jmsUEiz5RNqoUqW+41DO2xEIZ15g/zW5EAVsdhLMtCeu+nwHbM1mpFRTrvKji8F6adD5MWZF7sK0W+/Das1U+kv26r7/dZDpvKzEnpkZ0Cj413XV7H4cIWflz/Mj+uf5ldtnqCZt/rRSKRyNgRWVBQgKEU8MJbjQTD6YAnZZhs2tXOum2tnD83O6HiolkV2G0q08cXs35HG796chuPPbeLvfXdRI/kyjlX2O12zjvvvIxdUZIkMXnyZIqLz46t7sPFpqg4NRvKWbJLbrQb8LTUxRdfzNe//nV+9KMf8dhjj2GaJhdffHFv+/bt2xk7duygHv7QQw/13vtYDz/8MLfddhsA9fX1GUOf3d3dfPzjH6elpYXCwkIWLFjAqlWrmD59+qCeLQhDSZIkyhwefJoDLdnR/7lWDAkpa1dVqd19xr8wWh2H01u/Ow6nD9ROQ3rf55FMA8sykdyFWLKarg3q8MDyG5FmLceK+JF0B1bYj/n8byDYmb6+bEz+Z8XCEPYzvkhng8/O+Usq+On+Vwkm+1I7vN1+kO09zfzH3Csosbuz1oBU1Yzj+TVtOe/f1BZiyexKdFUmkTIp9NpYPLuSWDxFlz/Gxp1902GdPTH++vI+LlkyhlkTS1CUM/vvaagoikJxcTHLli0jFothmiZ2ux2bzYaqnj0L4IVzz4D/dX7zm99k5cqV1NXVoSgK3//+9zMS7f3mN78ZdG2pgYz0vPLKKxlfP/jggzz44IODeo4gDBebqoJVCJINrHiOMxQSUiEWh7Ja3ls3G5/t9NecMpJRzESEVMyPrDlQbR4U24lz8FiBTsw/fgdiob6DDTuwfv9NeM8nkScvBI7b/eopwjq0Devl32MZSTJW8dqcSJUTcj8rGsRa+w+sdf/AaXfx/mv+nRejhzMCm6OCyThr2g7yrtrpaJqGoii9O3xkRSPcz5RSIJzgw9fMJBRN0NIRZs2WFpYtqOHlNQ05z3/jnUbGV/vwus+d6RhZlnE4HKJ4pnBWGXBwM3bsWHbs2MG2bdsoLS2lqipzOPdrX/vaoBcDC8KopJRC0ceh84dZTVbBLeh6KcU2V9ZuqemFpz9PihEP0b3nJRL+vjdvWXdRPP09aK7+c5ZYTXszA5tj2974M1b1JCRXZjZhSZJgwjwIdmGtfaYvmZ+vFPnqO8Cbe2rDamvAWnckyWcsjNWwiS16/per9R0NLK+chN1mY8qUKb2FIGUZJIm8O6PcDg2PW0fTZVKGicOuEk8aec9PJE2i8dQ5FdwIwtloUOOKqqoyZ86cnG35jgvCOUfWwXc9qKXQ+SNItYJSAkUfQ/JcTpFaxBfnrDyS58bAo9mHJc+NaSQJ1q/JCGwAzESYzm1/pWTOB1D7G8HpZ+s3PW19gctxJKcHFl2JNOMCiATTu6icPiRX7pIUViKGtTYze7mcjGN35h85cKgasiShKAo1NTXous6uXbvo7mhlYm0Be+p7sq7RVJniwvQ97bpKbYWX917soDuQa8StjzLK8tsIwmgkJk0FYSiYSTA6wEqmp6TUUvBdA86lQBLQ0seO7KAosDkpsDmHuYtRIu278rYZ0Z7+g5uSfgrjugtBzl9+RdJs4CvFsjkhHMA6tBVL1ZHK6sDlTbcflUpCJLNGlH33WlauvJU9/tzrZy6tGI/tyNo8XdepqamhpKQE0zQZa8h0B+J09PQtPFZVmesum4T7SBHNRCpGMmmRTEk47SpjKj3UNweznlPks+fNd5MyTCzLQlMHV4bmqEgyQTiVACycqo5Lyz86ZJkWlmEiKTLSIIMtyzCxTAtJlcWOHmHUEsGNIJyqVAf0/B66fw9WBJRiKP4kuC8FrWyke9fLMlPQz24sI557yukoacw0LFXPmZVYWnI1HDcllfX8SABr1ZMZmYstWUG64qMwYS6SfiSBoc2BVDcDq6Ox72J/B2OD3SwsrGTdcfV8FhZXU2lEMZNRZJun97jd3pcQ8X0rJ9ETjNPSEcbj0qkoduF2acSNblqDOzgYeAVZ0qm2XUosWMz0CcVUFLtYs7Uvx4tNV7hq2fiM2lMAkWiSjp4oG3e2kUyZTJ9QTM2ROlUDYVoWzRE/f9i3jt1HgreJ3lJumrCQSpcvY5G5mTQwA3Eim5pJdUTQKjw4Zpaj+GxIJ1jkbMZTGP4YkQ3NGP4Y+pgC7FNL09eKIEcYZSRrsPu3z3KBQACfz4ff789IMy4IJ8XwQ+u3IPRsdlvJnVBwC8hnRmbbVDxI+4Y/YBm5SyaUzH4/uqc87/WWaUDLQcy//hAiR7ZbSxLSvMuQzns3krP/3ydzx1tYz/wsR4uEfOvXkI4ZGbK6WzF/+zU4dgGxJBNecRPtddN5q70eRZZYVFSFO9yKUf8WZQv+CdXuyXH/3CLJTl5u/AaBRGPG8Wrn+bgj12BTvKiKxKHmAFWlHmorPXiP1KbqvUc0yStrG9h5IDOTb5HPzvUrJw8owGmPBvnGhmeIHTetZ5NVvjz/Ssoc6e/JMkziB3voeXw7GRvtFImiD8xEr8kfXJpJg9jOdgL/yEx2KukKRTfPRisVCeeEM99g3r/Pjf2MgnC6pLpzBzYAnT8FI3923eGmaE7cNQtytqmukhPumJJkBSrHId/yFeSbv4x0wxeQP/ItpPOvPWFgYwW7sdb8PV8r1tbXM3dP+kqRP3g31EzuO6t6Is7KCRQZcF3FeK4tH4Nz99MY9avRfdVIg0h1b1oG+/0vZwU2AIcjq/AVBVi3rYWqMg+Xnz+OmZNK8LmzRzi6ArGswAagyx9jy552TLP/z46GafJGy76swAYgbqZ4pWk3KTO988sIJ/D/fRccf0vDouep3RjB/GuFzHCSwHPZCROthEHgH3swz9EkhcLoNehpqbFjx/LRj36U2267jTFj8ueoEIRzQjL3lmEgPUVlBOHMGLhBkhWcZVPBMgkdXp/emg3YisbiG7cMRT/xp3dJksFTBJ6iARc8toJdWO0NEPbnP6enDck04MiiakmWobQG+b2fSu+WskxMTBKxbhyaSdLfQU/DuvQ0m6TgG3cBippeo2JaJhJSv1MtcSPAPv+LedubEy9TUng1iWTuhIsApmmxpZ/SEFv3dDB7ciluZ/6gK2ok2d7TnLd9R08L0VQSj65ghpNY8dz9MYNxzGgSxZN7nU6qLQR5Aq1kSwgzmkJ2nCH/UAVhCAw6uLnzzjt55JFHuOeee1ixYgW333471113nUjDLZyblP7XmSCfWYUwFd2Ju3oejtIpWEYcSVaRNQeyenp+f62wH/Ov/4tUPRnK6qB+e87zpLEzkXLsFpPsLrC7kEgPM8uJAqIde4i07kCSVWy+Wjx156HaffTEo9SHunirbT82ReOiiomUOdzoaESiSaLxFJoq47RroIJp5c82bJJAkUFR+gvhLFJGP2uYDAvTyh8cAWiyjFdzAN052726HfVoElPjBCsI+mm2TnjtObU6QTgHnFRwc+edd7J+/XoeeeQRPv3pT/Ov//qv3HzzzXz0ox9l/vz5p6OfgnBmUsvT27yNHFmJHQtALhj2Lp2IJCtH1qYMfH3KSQt0QutBLH878hUfxWzYkf1GanchjZs9oNspuhNX5WwcxROxsJBVHVnR6Y5HeGj7axwK9U0RrWrdz7KKiSywj+eZlw/2Prak0MF7lo9ngu8ytnX9KedzyrVlNKpaOhDKQ5Zlpk8sybnNHGD8GCem3AXk32VmUzQur5nG1u6mnO1X1EzvrSwte3RQZUhlB1SSXe135EUrzz/lqBQ6kGwnfis4WmJH07RzvmCmcOY76X+h8+fP5/vf/z5NTU3813/9Fz//+c9ZtGgRc+fO5Ze//OWg60wJwllJLYPqH4B8XKCgVUP510A9wcjOKGe1H5m2i4Uxt72J9K6PQcExO8hqJiPf+B9IeSqDW5ZJKh4k1l1PpHUHiVAbZjKKYnOh2tzIio5pWbzddiAjsDnqtZa9xNQ4uta3PbujO8pfnt/DGMdV2JTstUKFtgmoqWoWzazIuC6XsiI7FSXZW/rtNpUZU2xs7nyUpBnr9x7VrgKurMkuH3NZ1VTGuAt7v5adGp6Lx+a8h3flBGR3/ukv2aXhWpQjyFIk3NdNJmzGaGhooKWlhUgk0pvhGSAWi3H48GHWrFnDW2+9xZ49e4hEIv1+T+eyQCJKWzRIRyxEzBBrmUbKSW8FTyaTPP744zz88MM8//zzLFmyhNtvv53GxkbuvvtuXnjhBR599NGh7KsgnHkkCWxToO6PEN8FiXqwTwV9bDrwOdcdrQAOsHc9Vlcz0vzLkFwFIMlYpbX9BjbJUDud2/6GZfQtltXcFRRNvaJ3AXQwEeO15r057wGwrucgdVUV7D7YN/UTCCcIhiwuH3Mfe3qeoT64GkXSGedZSbVrMSq+ftfKHKXbkly0VKWpqZDte6KkDJNxtQ6mTtLY0PNdFEnFMBNo/UxPujUbl9dMZ3H5OHb1tGIBUwvK8ep2XMdMF8qagmNaGWqxk9Cb9Rg9MdQSJ+4LxqAWO/vNdyPbVJznVaPVeAmvbsAIJdCqPNgvGcP23Tt7iyJDekRqwYIFlJSUkEwm2bRpE+3tfWuLgsEg9fX1XHDBBTidw5ur6UwWN5IcDHbxh33raIr4kZGYV1LL+8bNpcR+4vImwtAadHCzfv16Hn74YX7/+98jyzK33norDz74IFOnTu0957rrrmPRokVD2lFBOGNJMmiV6T9CBqmkBsvmgPiRBHpdzVgvPYoFSDMvQqrLX/DWiKczJx+/dT0ZaiFQ/za+8cuQFQ3TMkmY+dfPJMwUuWZRugMxaitKmV1yE1OLrkZCwqb4BpXzRZXttCRfxe8+yKKly5HQ6Ept4I32NVgYjPde2m9gc5RT03FqOpXO/kf6ZLuKbUwBWpkLK2UiaQryAKaUABSnjjKxGK3aC4YJusrBhoMZgQ2AaZqsW7eOFStWEIlEMgKbo+LxOPv372f69OliiuqIprCfB7e82Lv0ycTinY56DgY7+cKcyyi0ie32w2nQwc2iRYtYuXIlDz30ENdeey2alj3PO27cOD74wQ8OSQcFQTiLuQuR3/d5zL98ty/AAazKibD4auR+svAmI515c/JE23fjqV1ExDSJGylmFVazqi13eYhZ3hr27MqeRik8srNIkTUccmFW+0AossaUgnfzjP/f6YzvBsCmeJlUeANefRpOrZxQysA38F3qAyL3sxboRJQja3NisRj79mVvD4d0UeNAIJAV+Bzr8OHDTJgwQRTUBMLJOH8+sCHnmu7OeJgDwU4R3AyzQQc3+/fvp66urt9zXC4XDz/88El3ShCE0UGSZazysVg3f5Vka3269EJxJV1J2LthC4sWLcLlyn7RTyQSpPIU6QTS29kt+PO+dazvaOCOGcvZ0NlA9Lg1DlVOHwWmm55g5m4kj0tHIk4sFsvIZJzzUUfWD+Yb0XFpZVxS81+81fK/SJLM1KJP8/jB/ewNbASgzO7hlomLGOctwTYE9cOiyW4iqU6iqS6cWgkOtQiHWjDo+1iWRSKRO3iE9OhMfySp/+3255KEmWJfIMemgiO2dDYxv0SkThlOg/5Na2tro6WlhcWLF2ccf/vtt1EUhYULFw5Z5wRBOLNZ4QBEA5BMgMMNTm9fGYUjYrEYb76zGdM00TSNaOsBTDO942fDhg2cd9556LqedY2k508MqPuq2e5vY037IQAe27+eT0y7kNWtB9jafRhNVrmwdAxLy8azdXsgozJ4SaGDS8+rZMfW9dTU1DB58uScUyvxeDy9vqShASyorqnG5XRjd9hRjyl1oMgapc6pXDbmHoJJuG/jS4RTfYFBWyzI/9v6MnfNvYI6T9HgfsDHCSZaeLXxXoLJvt1VhbZxXFT9BVxa6aDuJcsyXq+XQCCQs91utzNmzBgOHz6cs726ujrnyP25SELCrdkIJHMvHi+2i1Gb4Tbo4OaOO+7gi1/8YlZwc/jwYb797W/z9ttvD1nnBEE4c1ldLZhP/Qg6jrz5STLSrGWw9Jreit9WIkY8HCIWS7/oHz9S0NPTQyKRyAhuUqkU0WiUZCyJ7iwlFcle8yHVLubZPe/0ft0U8fOj7a+xoGQM14+bh09zUBtsJL7zKRZNu4ZJNS4SKVAViEVDbN+SvtZdqNAS2URbdAdurYwK5ywcaiHJhMnmzZtpa+sr1NnUdJji4hImTJ6G1+3CftxaF4dayNttuzMCm96fFRZPHtzEx6ZdgHMQmZSPFU318Prh72QENgDd8QO83fy/nF/1OQAUSUNTTrzQV1EUJk2axDvvvJPVZrfb8Xg8KIpCRUUFLS0tGe0Oh4Nx48ahKCdXJHS08eoOVlZP488HN2S1ScCCUjFqM9wGHdxs3749Zy6befPmsX177gRdgiCMLlawC/PPD0DwmO3Xlpkuiun0wOL3pJPy+dtJhqJ57wNkbDuG9ILWYDDI3r17WbzgQpSOLcS794NlIqt2bJXzMTUXweM+JSdNg7faDvBW2wFmF1Vzi89L8cz3sr++hd27d2ecqygK85dMZU33dwn19L1xy6isqP0qhr8gI7A5qrOzg9IeP8mUTHV55vb/lGmyvTv/GpUDoQ7iRuqkg5t4yo8/kTsjdmt0G4HEYda2/hS7Usj04mspso3DpuYf/YrH47S1tTF79mx2797dG4CWlJQwfvx4JEnCZrMxc+ZMamtrOXDgAKlUiurqaioqKsRam2PIksTi8rHs9rey5ZicRTISt01ZSuEAsn8LQ2vQwY3NZqO1tZXx48dnHG9ubkZVRZHxkRJPhUhZMSRk7KoPWRKfqITTx+ppywxsjm1b/zzSzIuwHG7MNU/jmLMy730URcma2lAUBYfDQSqVYvXajdTWVFE9YTpgkjQsdtU3M71EYZKvjI2d2bWhAGYVVuItG4us6hQUZI+k1NRVsDP0R0LJzBEJkxRNgc1EDtTm7XNrSwOuQo0inx3HMQt7FUnqd8uvT3dmVPgerLjRf9X2mBEgkDhMgMO0NW5lWtG1TC+6Fl3J/cYaj8dpaGjA7/czadIkdD1dFLSrq4v169ezZMkSHA4Hdrsdu91OUVF6Sk1VVbHWJgef7uDDk5fQnYiw29+GU9GZ5CvFqzuGZK2VMDiD/olffvnl3HXXXTz55JP4fOltiz09Pdx9992sXJn/RUw4PZJGDH+ing3tv6Ejugub4mFq4XsY570Yh3ZyO0AE4YS68o9QkIhBKpGu6N15GO3ARqorajjckj0SMmHChKzSLYqi4PP5UFWVVCrFofpGDtX3BTE1NTU4dRtX181ic9dhzOMShno1O9N8FQTDUXTdwOv14nK5CIfDvecUlbnY1rk+Z/cl5KzRpGMZhkEyZZA6rqSBJElcWDGBl5p25dw1c2XNdLz6yZfjsKn5M0pLyMhS5sv5jq4nGO9dkTe4OTqlFAgE2LJlS972o8T6mhPz6HY8up0x7lNbWyWcukF/jLj//vtpaGigrq6OFStWsGLFCsaNG0dLSwsPPPDA6eij0I/u+H6er/8yHdGdgEXcCLCp41HeavlfYqn8hQqFM4hlQbIV4vsh0QAn+IR+RijqJ6ePbgdVB80GxdWo655hmldlYl1t7+iuruvMnDKJujG1OddtOJ1OzjvvvKw31IKCAqZMmYKqqpTbvXxh9kpqXekgXkJidlEVn5p8IVveXsfrr7/Oa6+9RmdnJ4sXL6aqqqp3xEGSwSJ3Xaj2+BYqKvMnYCwuKScQTqHmqDtVZHPxkclLkY8b2VhWMYHphaeWBylhRKh0zcvZNtZ7EU2h7LUz7dEdee+n63renWJutztrkbcgnE0k6yTqJITDYX73u9+xadMmHA4Hs2fP5qabbjorIvtAIIDP58Pv9+P15p+PPhvEUn5eargHf6I+Z/vlY+6j2DFhmHslAOlq1UjpDMb9MQIQWQ3tD0CqDZDBdRGUfhH0/DWJRpoV7ML8w705p6akJVcjHVlzY7Udwvzt19PXjJ9DYsYyTM2GpmloDld6XY7NkS6Qeez9j/z8IpEIoVCIeDyOx+PB6XRmjfQEE7H0FnDToqW+gaZDDaRSmUn9li5dis/nI5FIpHdqaVFebPwKkVRnzu/vPTU/5+3Va3vXoRxlt9uZMn0eJip1VbkT7iWMFP5kjIZQF3EjxVhPMT7NjrOfnD4DcSjwBrKk0RBcTX3wLSwMZEljnHcZZc4ZvNX8w6yAbXHFv1KnXIBlmEiKhOLu68PRXDarV6/u/XkVFhYyZswYCgoK0DTthNvkBWE4Deb9+6SCm7PZaApugokWnjrw6bztc0v/iWlF7x3GHgkk2yC+DQJPg+wG3/tAq4V8eUhCr0DTndnHtVqo/cWIlXAwUwnMVAzLTGGm4kiygqI5kXVX7+hHzt1Ss5engxtX+o3fSsSwDm3Deu4RiEfAU4R8+W1Y297E2r0OTANqpyJf/EFMXylmKkKkdQdGLICtcAy2gjFHinye2J49e9i1a1fOtqKiIhYuXJgxGtEQfIs3mrJHmyudc1lQdjtyysWBg/U0HdkKXVZeQUVlLS4phcuMIFkGOLzg8iGpp/+DnT/ewLOH/oOx3mVUueZhYuJQC2kJbWJb159zjERJvLvqAeK/acIMJ5E9Op4L67BNKOotsmlZFtFolO7ubnRdJxAIsH//fuLxOHa7ncmTJ1NUVEQymUTXdXRdPys+xAqj05AHN3/961+58sor0TSNv/71r/2e+973ntlvpqMpuAkl23hq/2ewyL0+4Lzyf2FCwaXD3KtzWLIVDn8aEpk7cyi4BYo+nh3gpDqg4aOQzD3yRvVD4Fp6WrraHyMRJt7TiBEPEmp8B+tIaQNZd1I45Qp0dzmSnJ5KssJ+iAb7zXNjGSkI+yESBN2G+acHIJSZVA9FRbrpblr3/aP3eQCy5qBk1nWojr71Y5ZlEYvFSCaTyLKMruuoqsq6dety7nCC9HqRZcuWZezwSRhhOqK72ND+awKJw2iyk/G+iylxTGV18/fxajUsq/oSVtKJYZpgSbgDh+Hpn0C4J30TVUda/gGkKedljT4NpVjKzwH/q1hYbOr4be9xu1LA4opP8mbTg6SszFGmWQU3UrllGskNmT9r9/9n773D5LjK9O37VFXnOD05akY552RZDnK2sY0DOC8GL7D+kcEsrEkLCx/eZWENbACWDIuNbWwccLacZStZOcfRBE0OnVOF74/SzKjV3SONrDRS39c1lz11TlWfHs1Uv/We932eC8bgml+FUMx/Q13XiUajNDY2cuDAgazXHjduHLFYjLa2Nmpra5k0aVIho1PgtHDCgxtJkmhvb6esrGxYHxEhxLCFeGcCZ1Nwk9YTrGn/BQfCb2eNCSQ+0PATPNaK07CycxBDg55fQu/Pc4/X/h84pmceS7VA47X5rxn4BJR8+sSt8RgwNI1I2wZkq4v+3cuzJwiZsjm3oziOz+1c3/I2xkt51MsnLSA8fjyx7szsi9VXQ9Hkq5AVG6lUio6ODrZt20Y6baoRFxUVMWfOHA4cOJDXTsDn87Fw4cKsLS2AWLqXaLqTSLqTpvAK2qIbBrMgTqWEy+v+P5yWAEZ/B/rvvwVato+VuPk+pGF8st4v0XQXT+/7FPNKP4bPPoZdfc8RV3sptk9gvO8KdDQOhFfQGduMXQ4wueg6lE2QejuHaq4iUXLPXBSfGaBEo1Gi0Shr1qwh18eBJEnMnTuXtWvXAjB27FgmT55c8JQqcMoZyef3MXVLDaiJHvn/BU4vFsnOzJLb6UnsJpLuOGxEsKji09hl/+la2rmH2gPBv+QfD/01O7gRirl1pecpILbUnLj1HSNaOoqh60TbsrtnADA04t278dSOXIncUNMYu7OLXgdp2oFt+kKOdIFKBVtQk1FUzezM3LhxY8Z4X18f7777LgsXLmTfvn05P6AnTpyYM7ABMNB4veX/y8p8AMTUbsLpNjO42b4qZ2ADYLzzV4yyOoTj5Lg/CyRsspf3un6LTfIxrfgmHEqAaLqTl5u+zvSSW5hZciuqfj2SsKC3J+l9e1Pui6k6RjwNh4KbgwcP4nQ6c/7cwLznHz7W2NhIfX19wRG8wBlNofl+lOO2lnFp7XfoTezlYHQ9TiVAnWcJTksxyjG4ERc4URiQ48NxEC1sFhkfrnOilID/Nuj9VfZ8YQXHvBO/zKNg6CqyzYUa7887Jx3pxNB1xEif3CUJ4fTmbJMGwO5Cz+PuHY1E2LJzC1OnTsVqtWYpHXs9HiwizSVL55FKpekPx9m9r4lkMsmkSZMoKsovi6DqyZyBzQDh1EHKbJMwOhrzv7fedlDT+cffJ3bFz+Si69jY/SeSepB1XUPZL4FMtXsekpCxym60cJI8jWBDHLKP0HWdYDCIxzN8XdPhuja6rp/xGfoCBY4puPnpT396zBf83Oc+d9yLKXB8OC3FOC3F1HgWnu6lnJvoKTMLU/xp6P5J7iDHe21mYAPmOb5bIbkDoodtLQo7VP0UlPLjWo6ha+haGiEpSDnEw3RdxdBUJNmCoWuAAZKCriZASGjJKIrDTzqSp37FVYquqwhDynn9fAhJhlnLMLZmb6MCGLMuJBZszDouO/xE4ylCoRDbtm1j/Pjxg2roHo+HKZMmYEu107f5Lxi6GWA4nMVcsOgydMWFxWLJEBhVVR1V07EoErIsoUg2FGHPG+B4rFUIWUGU12Ps25hzDoEKOEFFxaqqous6iqIMbv1IQqbBdzE9iT20RIYsbmRhZWnVl3Eqxea5/XF6H9mCe0kdktuKHsk2xlSKnUhOc62SJA12kdnt9qzuMDDbwmOxoXyaJEkF24UCZzzHdGd68MEHj+liQohCcFPg3EFPQroF+h6C1E6wNkDlv0PoGYi8NDTPNtn8yoWlFMq/C1oXJLaDXAS28WaXlBhZYtUwdLREiGj7NlKhg8g2N+7q2SiOIiTFhq6mUBNBIm0bsRfVg6aSjvXiLJ9MvGsXyf4WbIF6EOCqnJG35sbmr6V369Pm9atmozjN6x8T/lLEkhsx3vlr5vGGWei1E0nveu7IF8RevZht28yi61AohMvlQlEUpkybRSItY9F6iDa/m3GWGuuhb9tTFM/6MIpiFhGn0hr94STvbe2gL5SgvNjJ7MlleN0+JhZdw7beJ7KW61RK8FjMujUxeRHG6mdz19wsueF9b0mlUimi0Sh79+4lkUhQXFxMXV0dDocDSZLQDZWJRVcz3n85wWQTDqWYInsDLqUEWbKgJ1XCr+5HDyWJrm7Be/l4gs/uxEgNZVmEQ8F//WRk11DXWFVVFWvXrmXGjBmsX78+o43earUybdq0jK3A+vr6QkFxgTOeQit4gQLHg6FDbBW0fgYyutUElH8Pws+bXVO+D4P3g2A5+S3dqUgXPZufyOg2AvDWL8VRNolk3wH6d7+Cb+xFxHv2osZ7KZ5yHT1bnzKzNofW759wKQYGejKS1S3lG3sh0YObSIUOHnb983GWT0U6Rs8kIxmDSD/G3g0Y6SSiYQaGy4dhs5EMthJpXYeeimFxlWGtmMPuAx20tQ/VlM2ePRsdhTfX9zB/so+i4GtoydzO1p5xl6L4xmC12tjT1M+zb+7LGJeE4KbLJ1BaorGl5zH2BpcPFhP7rHUsrb4Pr7XKXLemQts+9GeP6Ja68BbE5PfXLaWqKk1NTVn+fLIss2TJEixOjeXN/0wk3Y6EgtNSjKonKbI3sKji/+FQilD7E3T/ai0D+35KmQv3kjq0YAKtP4Gl0oO11ovszQxMdF2nv7+fnTt30tDQQCwWIxaL4fP58Hg8rF+/flDdudAtVeB0csp0bgZOHU0+I4XgpsAJId0BTbeDlsNfSfJA7Z9AcoASgFPg86Wl4vRsexo1mqM7BkHpnNvp3vgoQrHhrVtE/55X8U+4jHjPHpK9jVnznRXTcFXOxNBVDM3c2hCKjf5dr6DGjhS+E5TNvXNEHVS6miDZ30q0fQvpSAeGlkayOAlM/QCGZKOvt5dgOEpjU+tgV9QAS5cuZV9rlNfXtnHrZTWIxsfzvo6zchYHwh7GjRvPb5/aSVrNLkZxOy3ccc0UbHaNhBYkqYVRJBt22Yv9iPZ9wzAg0g+xkKks7fKCw/O+dW6i0SivvfZazjGv18uEWaW83v6tnOMX13yDStcs1N4Y3b/OtpSQ/XYktxXnrAocU3MH2QPt9QO1TDabKbSoqiqpVApVVQs6NwVOOyP5/D6uXr4//OEPzJgxA4fDMahQ/Mc//vG4FlugwKhE68sd2ADoYdC6zS2nU2RgqquJPIENgEE60olQ7Nh8NSR69wOgOAMke7N1TcAg1r6FeNdOou1b6NnyJD1bnkSL96PGcr1ng1SkPcfxPKtR06RCHfTtfIFUsAVDM4MXPR2je9MTCCHR3h1k997GrMCmuLgY2WJjR6OZqYklNSRr/q4dYfPhdrvp6enB5869dRaJpYknVSyyA4+1ghLHBPy2usHAJpFU6Q8n6A8nSKY0cPvA4cZIRDEObIPuFoxY7szRsRIM5rdKCYVCoOX/Pdrd/5JZA2VVkP3ZGRWtP0G6JYRSkj+zJITA4XDg8/nw+XzY7XZkWcZms+HxeCgqKsLlchUCmwKjhhF3S/3Hf/wH3/zmN/nMZz7D+eefD8Dbb7/NvffeS3d3N1/84hdP+CILFDjzOEo7ih42O6TkY1PXPfkYiMH/MzKO5z/FQHBEVlYIM2NxJHoiuxss1yXDfWhdjYTDufVoMDQSXTuZPNlsm29tbR3MEJeVlTFjxgyQLIPHth+IcfGEuUQO5NB6kizo1gAuWaapqYmyQAnd/fHcL5vjmK4b9AYTvLrqAC0dZrt+TbmbZfOrKHrtt4jm7UPnVoxFuu7/ITzHZ5j4vqoDDB0DA9ltxXvZOPr+sjVrinV8ANld8Io6lUTTSZKaiiIktEP3C7tswXGM27cF3h8jDm7+8z//k5/97Gd85CMfGTx2/fXXM23aNL797W8XgpsC5wayHyQ/6P3ZY8KJ2RoeB05NcCMpNhRHADWeO5tkcZehpeOkQgdx18wj2duIGu/H5q8j2Z9bIdkWqKd3u1ngKyQFIVsOeWZlY3XazIBOzr81ZURD6M/9L8y6cPhW82gHHuscpk+fzoQJE0in0yiKMrhVAjB9QgkdPU109yXQnVXYSqeR7NrGQJgiWZw4Gy5h0859jBs3HpvNhhbPHUC4HBYctuxbYSiS5OHntmdsZbV0RPjzi3u468Jb8bb8y9DPo30fxtt/hcvuQhyHh5Tf78875vF4QM7fej3OfxmyZP5cLNUeArfPIPx6I+m2MJLLgnN+NY6pZYMdUgVOLkktTWs0yLNNm7iochJb+w6ysrORlKYypaiCmxvmUO7woEiFjrOTyYi3pdra2liyZEnW8SVLltDW1jaiaz3wwAMsWLAAj8dDWVkZN9xwQ15vmMN57LHHmDx5Mna7nRkzZvDcc0d2WBQocJKRS6HsK3BkZgNMVeHYOhCO7LGTtRyrE//4ZTkzJ+7ahUgWB76GpWjJMAiBxVNBqPFdPGMWIeTsJ0l7yQQMNYVxqNDYN/YCZIXc16+eipRaDxzlZh3phdZdEOxGcfjzTrO4KxGSjKIouFwu/H4/brc7Y0tkbI2fgM9OKJIikhC0J4twTvogznFX4ppwLaJ6Geu37SedVkkkEowZM4b66uw9eiHg8vPGYLNkvi9N09m0qztnjU5a1dnUnEAfOzvjuLFzlVmLcxxYrVYmTJiQdVySJGbOnInPWTbY7n04JfYpBOxjh+ZbFaw1PopunkrpPyyg+COzcS2oLmRtTiGN4V5+sPEl5pc28NfGDbzetpuElkbHYGtfG99f/wKd8fDpXuZZz4gzN+PHj+fRRx/la1/7WsbxRx55JOcf53C88cYbfPrTn2bBggWoqsrXvvY1rrjiCrZt24bLlXt/+J133uH222/ngQce4Nprr+Whhx7ihhtuYN26dUyfPj3nOQUKnHAkC4Z9BqLqxxB6ClL7TbNL7wdNzRrvdad8S8riLqV09m1EWzeQCrchWd14auaiuEqQLXYcpROwuIoJt27AXT0HLRkh1rWHkhk3EW3fSirYgqTYcVXOQHb46d+1HFugAU/NPBRHESKxgdLpFxLtaCYV7kWyunBVzSItFPr1yThSMo5h4jmjw6zvEZvexHP1R+iNdGSMW3y12CrngcVDV1cX6XQat9uN3W7PMLwE8Lis3Hz5RPY09dHVn0JPaby9cj2SJGEYxuA2z5w5c0il08iyjfpqJ7ddM5nVm9roDycpLXIwe0oZe5v7eW9bB3OmlFFZ6sLlsJJKaxxoy18Hc6A7xfzSsdj3HlbAq2vHLeRnsVhoaGiguLiYPXv2kEgkCAQCjB07FofDgSzLXFb3XRpDb3EgtAJZKEwouppK10wcSrZAoeSwwKmLrQscIpRK8PDetRTZnKi6xsFY9u+Qaug81biJj046D8cpMFw9Vxlxt9Tjjz/OrbfeymWXXTZYc7NixQqWL1/Oo48+yo033njci+nq6qKsrIw33niDCy+8MOecW2+9lWg0yt/+9rfBY4sXL2b27Nn8/Od5fH0Oo9AtVeBEoBsGPfFe7KkdeFLvmNsxaidE3kIvvhfJc9lpq7fRdRVDTSEkOaf+jK6lMDQVIVuG2saFhDHg/m11oWtpDC2NkBWkgcyO2g3t30WXfKiev6etO8WuPY0kk0nA7LBZtGgRHo8nZwelvncDxlP/CYCx8GqSNbWE2jZg6CrWwHhU/1SEZGXTpk2D1wQoLS1l1qxZOduPg5EEew70U1lqJxbup7lpP8lkEr/fz7hx40GS2by7n427elgwvYJ5U8uRZYlYIs2mnV1s3NmVkZ1pqPFxxZIxWBSZv72xl8bW3JmYugoP11o3YVn/wtBBuxtx1zeRvCXD/wMdhXQ6PSjid6RYnm5opLSIacegnCn1XAUG6IyH+ebaZ5hTXIMiyazpylWwDxZJ5rvzr6PIVrCwGAkn3FvqcG6++WZWr17Nf/zHf/Dkk08CMGXKFFavXs2cOXOOa8EDDHQMBAL5i/LeffddvvSlL2Ucu/LKKwfXciTJZDLjRhkKvb+uhgIFAPqSMb6/8VVK7W5uqrmCUiUNsk7YcgMtMYVFHien65lMkhSw5v/TlmQrDAQs8mGrPCwQkmRL5hiYdhEV30JP97N9ZzfNLZnb0MlkkpUrV3LBBRdkuG8PIEpqMCw2SCcRq5/H3j0L25xl6BaFhKuCVDTO5g0bsjqkurq62L17N1OnTs34sI/GUvz1lT30BhPIkmD+rDLGzZkNkoHQBXubYqza2I6mm89vqze3U17iYmyNj627u1m7NTNzBLC/JUh3f4IxlV7mT6vIG9wsaLBjeW1lxrH04stRbRrv111quI4kScjYleMzLS1w8pGEQEKQ0jU8lvxaQHbZkmtDu8AJZETBTSgUYtWqVaRSKR588EFKS0tP2EJ0XecLX/gC559//rDbS+3t7ZSXZ8rSl5eX096euxX1gQce4Dvf+c4JW2eBAgCt0T5iapoDkT4e3NGXMWaVZKYEaimWj1/U7VRi6DroKgaHCocP84wyDONQdkfCMFQEXlKGg9aDuWvjBlR2cwU3uP2IG7+A8cSDoKZg30bEvo3Isy7hYPVcXC53VmAzQF9fH4lkGptNoBzyRYomVHqDCRRZcMWyOt4K7uL/NjehY6AIifPLxrFsaR3L32oebPBaufEgZQEnW/ceqdUzxKadndSWuyktcrJgegVrtmTeW+ZNLaWYfhiom7C7SS++jKbKJJHgC8wp/TvEUbrGCpyduC025pbUsrG3lY9PPp832/fknHdx5QQ81oIQ4snkmIObDRs2cM0119DR0YFhGHg8Hh599FGuvPLKE7KQT3/602zZsoW3387tO3O83H///RmZnlAoRG1t7Ql9jQLnHt2JaN6xlK6h6me+saChqRDpQ1OTJCIHSYbbEBYH7soZSI4i0JLEu/aQDLYg29w4SiaSjvWg2DwsWTiHd1avR9ezC25j4RCGw4pwZaaNhaxA5VjE3d/FaN8P4V6oaMAIVJHasw9ZzvY1slgsTJ46i76IzgsrmrAoErMnl1HidxBLmIHQnJmlvNC7me39Q0GIaui80bEbrdRg8vgStu82u8jC0dShmpxhfi6Hxhx2hQXTK5g6rpjmdjOQqalw0ZJ4mR1aG2Nv/ziSDkkpydbkq3SEtlDpmoNuaMiF4OacxC5buLFhNo2RHnb1d3BF9RReat2eMafeXczSinGF35GTzDEHN1/96ldpaGjg8ccfx263893vfpfPfOYz7N69+30v4jOf+Qx/+9vfePPNN6mpqRl2bkVFBR0dmenkjo4OKioqcs632WzYbCNvzSxQYDhq3fldpj0WO9bRYCzY0YgqQU/zW+ipIWPEVKiVoklX0rvt2UF1YoB45w68Y84j3r0bPZ3gvAULWbEqWxHXI+voL/4W6Yq7EW5/xpiQFfCVIHyZdSkulytntmf6zLm8vKqD3uBQ4LOnqZ+bLpuAJJmJ/dJyO9t35c7cvtu9j8+Oqx8MbsoCTmwWmcljA7yXY1sKYMaEkkHDSrtNwW5TKPYf8qfSYvSFt9Ae28huXs06t9wxbbAt+3SixdMY8TRGWkfYZCSXFckyCn4nzwJK7G6+PPNyGsM9JLQ0X555GZt7W4mpaeaV1FLl9OOzFaq9TzbHHNy89957vPTSS8ydOxeA3/zmNwQCAUKh0HEX5hqGwWc/+1n++te/8vrrr9PQ0HDUc8477zyWL1/OF77whcFjL7/8Muedd95xraFAgeOh1O6m3OGhI0dL5/VjZuAbRjX3TMCI9KPt20g44MgIbABcFdMJ7X8nI7AZINS0isDkq+nd/iy+8jAul2vQdwhMTRZ7qBMaN2G07kJMOjan+oqKCnp6enC73UQipmBeSUkpe1tiGYENQLHfTk8wQSqlMbbGR1jN7eYNoBk66cO8v86fU43DbmHetAB2e5qDHWkaW8OD2ZqaCg+lgfz/dlbZycyS22hv2sSQ9J/AJnsQyNR6Fh/T+z2ZqMEEwed2kW45VC8kC5xzqnAtrM4wzCxw8iiyOTOKhSf4Tr63XIFMjjm46e3tzciq+P1+XC4XPT09xx3cfPrTn+ahhx7iqaeewuPxDNbN+Hy+wae4j3zkI1RXV/PAAw8A8PnPf56LLrqIH/3oR3zgAx/gz3/+M2vXruV///d/j2sNBQocD36bk89NX8afdq9hW79ZWGuXLVxbN525JbVIZ7rfWjyMUTOexMF3soYUZzHpptW5zzN01EQIyeoi3rGVutppbN9hZm/LSkuYXlWC9ZmfmlM3vIpRPx1xDB0hTqcTTdOYPn06e/fupauri+LSCl5b1581t6Haz67GXrp6Y1xz4Vh02/Dt1xYh43ZauGRhHW63Tld8Jzt6nyHu6aGuZCqL5l7Epq1p6ip91FV6cTuHDwB8thourP4qazp+yXj7+YxRZqD092N1lCAlFAxFQ5wmgTYtkqLvL1vReg9TYtYMYmtbERYJ93m1CLmwHVLg7GdEBcXbtm3LKNw1DIPt27cTDg89vc6cOfOYr/ezn/0MgIsvvjjj+G9/+1s++tGPAtDU1DSYIgZTLPChhx7iG9/4Bl/72teYMGECTz75ZEHjpsApp8Tu5hNTziecTqIbGk7FhluxIo8G5VFdN7s1cikO51EhHhrXEELC0HVqin2UzJiELMDSuAnlyT9C+lAmRVNBPzalCSEEXq+XZDLJ9OnT0TQNzZDR9b6suZJkWiOomsGzb+zjmsvqKXd46YhndzZN9VdQZHdwwdxqYqko+8Nr2dr3p8HxnsQe9omXuHTevxBwHFsLtyLZqXLN5dry7yFWPA1b/3NwTLc5EB/8LFSOM7fgTjFaKJEZ2BxGbO1BHDPKUXyFQtYCZz/HrHMjSRJCiJweKAPHhRBo2pldSFnQuSlwwkl3QHIXxDeAtRac80EuhzOg9iIfRqgHbce79DvSpEIHM8a8DRcQa9+c1yIhMPVaerc9i7f+fBzdvbD8/3LOE5fciZi1LKfmzbGgajpvrGlm486ujONVpW7qKj2s3GRmzNxOCxdfVM0fDrxDVyIyOG+Mu4g76hbR2RqjssSGwxPjlYNfwcjhCxawj+Pi6q9hU47tnmAYOsa6VzDeeCR7UFaQ7v4ewn/iukmPldjWDkLP5a+DLP7YHCzDGGgWKHAmc1J0bvbv3/++F1agwFlHqgVaPgnqYQGCsEL1f4NjDohT//R+TLj9SIFqfG433ZHOITE/INq+Ge+YJfTteJ4jLSWd5dNI9h1Atnux24qQ3Aa6rwSC3SDJpp+BpoK/DDF29nEHNgCKLDF/Wjm7GvuIJ4fWd7ArwnmzK/F5bATDSSKxNK+/0cpNcxdgdUNKSlPicOPASltLGFntZtf2HmpmGjkDG4DexF5SehQbx/jAEw1irHk+95imYjRtRfgvHuE7fv8o3mGyMrJAKKMgq1igwAngmO+8Y8aMOZnrKFBg9KGFofP7mYENgJGC1s9D/V/AUnV61nYUhCRD7WTkUDclE64i0r2DZLgNSbHjrpqN1V1K6exbCDetJRVpR7a6cJZPA0NHS0cpnngl0q71UF6PuOmLEAsjYiEMXUd4izFcfoR3SIwzGk8Ti6dJJFWcDgtOuwWH/ei3H5/Hzh0fmMKGHZ3sOtCHIovBVvAPXzGRbXt72LqnG4BUxGB8eTFet9kd2dwWpKLUTTwmcDqdCFqHfa0RibXr+vA+Ur25u7dONrLfjuSxooezi8EdMyuQCh5TBc4RztDHygIFRgFaH8TezT1mxCDVeMYGNwDC5kCU1iKScXzOInRhIBQrssUs5pdtbvwTLzUNNAXmBzoGss0NkSD6wb0YzTsQE+ZhvP4wRtKs9TBkBXH+jRjTL0DYXQTDSZ56bQ/dfUO1IHUVHq5c2oDnGLp3fB4bS+dWM29aOUIInHZlMCO0cEYlMyaY2z8OuzLYHh6KJNnd1M/WPT1omkF9tYclZfMpso2nL5ktrOa31WMdieiirEBRBfTlCGJsDhh77LWHI0FPq+gxM4slOS1Z7d2yx0bgw9Ppe2IbWv9QF5ltYjHuxbVISqGYuMC5QSG4KVDgeDFSHLltk4HWf6pW8r4QNgcCB7k+9nLZMBhqCmPt87B3PdIHP4v+5E8zi5A1FePNx6Ckhlj5pKzABqCpPcyrq5u46vx6bMNYRQwgy1LOLiZJEricmesLR5P85aVd9IeHbFf2tYRoao9wy9X38Wb359GMocyGJCwsLP+HEdkaCJcPceGHB72yALA5SS27i5i7lP6UjuPgQfx+P3a7PaMp4ngwVA0tnCS5v5/4pg70RBprnR/XwhqUIntGB5RS7KTozhkYcQ0jrSEsMpJdKbSBFzinKAQ3BQocL5IH5GLQ8kj52yae2vWcKqIhjM1vQt0UjP2b8nZXGSufJnb557MCmwH2NvUTm6ceU3AzHLpuDGZsAFo7IhmBzQCqqrN+a5CLZn6PrcE/ENf6KHVMYXLRtbis5Vnzj4aongBX3oPxxqOgpkhe/znW7G0lvG/b4BxJkli0aBFFRUXvK8BR+xNE3mgkuW+oeyyxtZPEzm6K75yJpWzI0UqLp0nt6SPy1gH0WBoE2CaX4r2wHtlbEDQtcG5QCG4KFDhelFIo/RK0fz17zH2paTR5NqKmQE0j3H6MYFf+eZHgoEVCPtLp4+uuTKU1wtEUW/Z0Ewwnaaj2MabKi8tpYUdjb97zGlvDTKotpTJ1I7V1VTisXmTp+DIawu6CKech6qagajo79jURjkQy5ui6zurVq7noootwOo9P2FGLptD6ExmBzSCqTvi1/fg/OAXJrmAYBsk9vYRePGzrzYDk9i76emIU3TwNuVB3U+AcoBDcFChwvAgJXBdA1YPQ9SCkm0DyQtFd4LsJZP/pXuHJwWIDix0j2I0oG4Oxf3Pueb4SXI7hHK4F1uOwBEirGnub+3n+raEOzj1N/TjsCndeOwX7MJkgq1VGUWTKSsbisrneVzcXYJqMegKkYzHa2tpyztE0jVAodNzBjaHppJqCecdTTUH0pIpkV9AjKSJvNeacp3ZG0UKJQnBT4JzgmIKbOXPmHPNNYN26bK+ZAgXOWmQvuJeBfQYYSUAxMzbiLG65dfkQ86/AePcZxPyrMDa+ZmZzjkBacgMup5WacjdtXVG0IwT9po4rxjlM8JOPaDzNi283Zh2PJ1SWr2xi0YxKtuVx/Z49uZSqihIUJfetT9dVdDQUaWTbN7quD9ttlUxmb5MdOwIhD3P/lQQDt2cjraFH82fL1I4o1qqCvleBs59jCm5uuOGGk7yMAgVGL5quEdKcGIYDu2LBeTYHNhwyv5x5MaSS6KufQ7r64+hvPmpq3QDYXYhL7sIoqcGeCnPzLCvJiErC5mVzS5LNjWGuP6+Cao+BaNuF4fCA05vlIp6Pjp4Yep5AYn9LkGULapk/rZy1RxhjVpe7mVQfyBnYJNUw4fRBdvU9T1ILU+NZRJVrDi7LsQnxybKM3W4nkcjtc+XzHXux8pEIq4R1TBHR1blb2W0TizGEOFRfI0AWoOX++UieQtamwLnBMSsUny0UFIoLnEj6kjHeaNvNG227SKgqk/3l3NQwh0qnF2U02DC8D4x0CmJBSKdAls3/AjjcGA4voqsJ/an/HNKDEQJj7pVIsy5Gf+l3iJYdQxcrrUO6/lMI39GDiS27u3jpnQN5xz96wzQcdgvhaIod+3pIpXUmNQQIeO1ZnVUASS3Cjt6n2Nb7ZMZxhxLgstp/wX0MxcaGYdDa2sqGDRuyxgKBAPPmzcNmO/5iXrU3Rmx9O7F1mZpKksuC/4Yp9D26BTngxHtJPbHNnSS2dGZdQ1hlij86p2C/UGDUMpLP70JwU6DAcdKfjPPfW9+gKZpZwCoLiftnX0mtu+g0rez0YwS70f/wLUhnbseI+Vdh9LRCrjqd0jqkm7+IcA7/d9nTH+f3T23NOVbktXHLVZNwOY49Q9GfbOL5xvtyjtV7LmRBxSePaZsqnU7T1dXFtm3bSCQSSJJEbW0tEyZMwG5/fwGFYRhowSRaf/xQK7iKbVwRlgoPwWd3ogUP/ZxlQfFdswi9vJf0wSHPP2GVKfrwNCwVHoR0hpu6HgVD09GjKYy0DoqE5LIgFZSXzwlOiv3CAJqm8eCDD/Loo4/S1NREKpW5197bm79ToUCBs4m2WH9WYAOgGTqP71/PJ6csxamcm9sARvP2rMAGzPZpY+0LuU/qaoJoCI4S3LgcFqaNL2brHrOuxmlXGD/GT5HXTl2l56iBTUINoRoJBBJ22U9LOI8DOtAUfoeZpbcPBjeGrptFxDmwWCxUVVVRVFSEpmlIkoTNZkOW3/8HrxACxW9H9tmwVHnQEyrBZ3cRfvUIWxzNoP/pnfiunoAeS6P2xlBKXFhKnUhu26gPbLRYivjmDqKrWjCSGsgCx/Ry3OfVInsKbe4FhhhxcPOd73yHX/3qV9x333184xvf4Otf/zqNjY08+eSTfOtb3zoZayxQ4IxkfU9L3rEd/e0k1PQ5G9zQledno6m5jx/CSEQ42sev3aawdG4NNeUedEVDuDVWdu+nERBaHeloGq/VjtuSmS1RtSR9yf2s6/wtvcl9yMLKrJI7UY3sYugBdDQMXcPobMLY8hZGNIiYMA9RPQHhCeQ8x+FwHOUdjBw9paHHUuhxFc2rkhQhtMtlHLYxWBIOpD5ACOKbO0ju7UWPpOh/bhey24r3yvHIw3lOjRIMVSO2oY3oiuahg5pBfGM7WjiJ/5qJSMdRoF7g7GTEwc2f/vQnfvnLX/KBD3yAb3/729x+++2MGzeOmTNnsnLlSj73uc+djHUWKHDG4VbyPynaZMv7bjMe1VSOhfU5jsuKWfSaZzf8aFtSA7gcFmrqXPxh1yq2NA/VoazpOsAUfwVX1Eyh1l2E57AApy/VyPLmfx40z9SMFJu6H+a8yvz3rErnbCydHeiP/WTwmLH7PQxfCdKH/hHhO/laRlo0ReSdJhLbu7B/uIo13b+hKzEkFFjlmMtsxx0knmzDNb8KOeAASYCqo/UnMtSLRzNaNE0sT1F1al8fWjRVCG4KDDLi3/r29nZmzJgBgNvtJhg09ReuvfZann322RO7ugIFzmDml9blHbuocjwey7mbJhdV48HuzjpuNG5BTF6U+6SayUfdkjqcPcEutvQdzDq+vb+dzniY3kR08FhSC7Gu83dZruCqkSCcPki1e37WdWRhY3bJ7SjP/Cr7xYPdGKv+hpGjBf5EYmg6sQ1txDe0Y11azOrULzMCG4CD8XVsMh7FMttP5O0mLOUu1J4YAMKujJrtGsMwUEMJko19xDZ3kGoLo0WHfr5GUjXrbPKgBXN3qhU4NxlxcFNTUzMoVjVu3DheeuklANasWfO+ugEKFBhtFNmcfLhhTtbxGpefZVWTzvpuqeEQ3mKkW74CxdVDBy12CFQgzr8JMXWJKYJozoaxs5Gu/nuEIzsgykVMTbH84M6842u6DtAaDaIfsoZQ9SS9iWzDTIBNXX9mkv8DLKr4NH5bHQ4lwFjvJVxV/wPc+1rgsCDpcIzt70I0v7jeiUBXNbQ+80NbrxF0J3K/55b4GsQEM2sRXXso4JMF/humjAoncMMwUDuj9PxhA32PbSX0wm56/28jfU9sRQuZ718cpWi4kLUpcDgj3pa68cYbWb58OYsWLeKzn/0sd911F7/+9a9pamrii1/84slYY4ECZyQOxcr5FeOYUlTJmq4DRNIJ5hTXUu0qwm878XUXJxpdS6OnosS796IlQ9j8dVg9Zcg2zwm5viipRvrwlyEWNmttHG5TAFBW4JI7EYuvg2QcrHZweBD2Y1fw1Q2D1DD1OyldRTd0dMPcoRFIKMKOamQ/3euodMf3MsF/OUW2eqLpblJ6FGEIRG9HjqsfQlOhrwMjEYPiKoRyYj5ctZSKEUmRPNBPuj2CUuqkeOFseuS9w5xloAqzgFvrjWOt8VLy0TkYBoTfasRIatgnlaAUO5DdZ95DqB5O0fvYFox45r+p2h4l9Pp+fFdNRHJasNb7STX2Z50veayjJkNV4NQw4uDmX//1Xwf//9Zbb2XMmDG88847TJgwgeuuu+6ELq5AgTMSPWmqEQsHDsVKtWKl2uU/3asaEbqmkuxrom/niww4m8c6tiFb3RRPvwHFcfyic4cjnN6cW03CajeDmuPEqViZX1pHczSH3xIwraiSUrsb5VBnk4yLBs+l7A7l2joXlFqmcyC4ip2hJ5nhuJqAEUCoIUTtZIw1z+deRM0kjJadGGteQLr9fqgYe9zvZwBD1dB64vT9ZStGYuiDPrKiCfs/1AxzpkAxbGiAHHAgeW3EN7UTfXeosDu+sR1LtRf/9ZPOuABH7Y9nBTYDJHf1oF+YQvE78F4xnv4ntqF2xwbHJafF9MwqBDcFDmPE21Jvvvkmqjr0S7h48WK+9KUvcfXVV/Pmm2+e0MUVKHBGoUUgsQ06vgOtn4Lu/4BUI+jDm0OeiejpGH27XmIgsBlAS0UINr6NfpJrSd4vkhAsKK3Hb83OkPmtDib5Kig7LKgShkSdfRlF1iMDEMG8wCfpaY9hMWQu4XZqnnsTz8O/wNkdhP4uqJmUvQBZQVp6M8aWt8HQ0V97BCMeyZ43QrRIitCLuzMCG3PAwNiTpsSeYy1AtWMBxm7z99A1txItlMwIbAZIt4ZIbO8a1iridDCcZQQGGKq5vaj47BR9eDqBO2fhvWo8RbdMp/jvZmEpdZ2ilRYYLYw4c7Ns2TLa2tooKyvLOB4MBlm2bBmadnwuvwUKnNHoSYi8Ch2HyR0ktkDwL1Dzv+DIrr05k0lFOsDIXZyZ7D2ArsaRzvA29mK7i3+cdTnLW3ewustULJ5TXMPSivH4rc6MrUGr1UqqU2ay5WNIvhhdyS1YJS+l1um07O8hUGKlIh3A8uSPBzu5hJDQ3/gz4sq/N7M0294x629qJiLNXoaeiELq0DZX2x5T1+cYa4byocdV1K5YzrHU612c9/HPsLL7Z1ndUrPELSQ2tOFeWoeh6iQ2599Oi77Xhn1K6RmVvVEC+bdxhU1GOswMVXZbkd1WrFUnZvu0wNnJiIMbwzBytrj29PTgchWi5wJnKVo3dH4v+7iRhvZvQu1vQTk2H6IzAUMdzsjRAD1/V8qZRIndzU31c7i8egqqoWOTFNxWG/KhYmXDMIjG0ySSKnZXgHAQ9m/uwGIZT0zTOBDcgc/no2ScE8urT2S2qEsyaCrGc7+AynGIuZeD1QYdB9D/9nOkKz6Grh96mFOscFSFnqMzkKHIOZbSUDptnF/6eVJKjFQygkVyYk04kPoEtqsmEN/cgbBIGHr+zIyRUo9M2J12JI8VS42XdEsoa8y1pA7JVSgWLjAyjjm4uemmmwBTKfOjH/1oRmeUpmls2rSJJUuWnPgVFihwJpBqgXxib+kW0IKjKrixeiryjsl2H+I0ZG20VAxDS4GQkCwOJPnYPtAsskxAzn6wSqU1mtvDLF95gEjM3PYoKXJw+Xlz6WjdRywWZfbs2QSKA1jjPdC+b+hkXwmGy2t2e/W0QttejLbDCnrtbgxNhUPBjZh2PjjffyZBcloQNtlU3z0SAYrPhuJ24iBAqjtI78ObObJEWvbbcS2oJrkrtzO6taEIYTuzOvlkpxX/tZOIvH2A+LYu0A2EXcG9pBb7lNKzRqunwKnjmIObAVdbwzDweDwZKpxWq5XFixfziU984sSvsECBM4KjZTLOsEfhoyBZXdgDY0n07ssa8429ENl66rKwupoiFW4nuP8ttHg/CAlHyXg8dYtR7McfMPT0x3nq1cz27+6+OI+/vJu7rp2KyyFjsZgBlN53EMPlh3gEPMVIl96F/urDSBd+CP35X2W2gysWpMv+Dn31oeLkQBViwdUnpFtKciq4l9QRfm1/1phzTiXSYVtJcpEjZ7ZDCyaw1PqQAw603njmRRQJz5K6jG2eMwXZY8Nz2Thc59WBpiMsMpLbOuotIwqcHo75N/y3v/0tAPX19Xz5y18ubEEVOLew1GH+ueTo6FAqQfYf96XjappwOkFCTWNTLHgtNhwnOXMiWxz4xl2I1VtBpHUDejqGxV2Ot2EJFufJV909nHS0k95tzwwdMHTiXbtIRzopnnYDsm3k95pEUmXF+jxqtmmdPU39zJ9+WPaqdQ9ixgUYrz2MWHgN+qsPQX8n+pt/QbriYxh97dBzEAKViHGz0Vt3I8rrYckNiLI6xAkySZUdVmwTi5E8VqLvNKN2x5B9NpyLarCNDSBZhzIussvMdsQ2dRBbdxAjoWKp9eK9uAHZayPw4elE17YS39yBkdawjQ3gvnAMsv/MtWKQLDKS/8zKKhUYnRRcwQsUOBa0OISegq5/PWJAhur/AVce1d2j0J+M8fj+DazpOoCBgQBmFddw27j5FNmOXffleDEMAz0dwzB0JMmCZDm1H3xaKk7P1qdQY7m3UAJTr8NelF8JOh/haIo/PrONRDJ3e3FDjY/rLh6Hcmi7Q9++ChJh6GhCjJ+D/vR/ZZ5QXA2+EogGka7+OCJQOeI1jQTDMNBCSXN7RhLIvvz/LoZuoEdTZvLQKiHbhzJIhqajx9JgHCrMtZ15GZsCBY6Vk+oK3tHRwZe//GWWL19OZ2dnVkvhudwtlVTDJLQg4dRBrLIHl6UUpxJAiOH3i4/3vAKnENkB3g+AbRL0/hrUVrBNg8Ddh7I6IyehpvjL/vWsOdTpA+bn04aeFlKayscnn4/rJFs4CCFO6RbUkRh6Om9gA5Dsb0bIFmSLE2GxY6gptGQIXU2iOIuQLA5kJfuDX5YFHpclb3AT8NqRD9vuEFXj0P/vO4iZF2HIOW6LPa3mFwx1SJ1EhBAowwQ0GXMlkVfjRchSQf+lwDnJiIObj370ozQ1NfHNb36TysrKc9sc8DDi6T7Wdv6KlsjqwWM22ctFNV8jYGvIG6jE1T7WdvyalsiqzPOq76fI3oAkCinaMwbZA845YPs3MBIgOUE6fiXiUDrJ2q6mnGPb+tsJpRMnPbg53QghIWQLhpZb50SSrYT2vUk62oOreg6SxU648Z3BcUfZZLxjzkO2Zma5nHYLi2dV8cxr2aq+QsD0CSUZ9y7Dakf64GfRX/w1Us3E/BVUsgKygh4LIY3AB6tAgQKnlhEHN2+//TZvvfUWs2fPPgnLGZ1oepqd/c9mBDZgmvW91vwvXF3/Q1yW7E4aTVfZ2fdcRmAzeF7Ld/OeV+A0I7uA95/tiKkpjGEKkSPp4dq1zw4kiwNX5QwiLetyjAos7jLCzebfVbR1Hb5xFyPbfWgJ09Mp3rkDi7MYV9WsrAetmjI3C2dUsGZL+2CHtyJLXHF+Nf36OrRYER5rJQ6lCFp3o7/xCGL+VRh2D0yYB7vfy17R9AswNrwO085D27MB4QkgSqoRniKMvg6MjkZob4TiSkTNJAxPMZJi3maDyThdiQiqoZHWNfYEu3ApVqYHqvBaHLitmYFsTO0lmGymI7YVt6WUcudMnEoRspS7HiuW7iWYMue7LCVUOGfiVAJ55w8Qj8eJRCJ0d3fjdDopKSnBbrcjy4UHqwKjlxEHN7W1tWecuuXpJqH1s7vvxZxjaT1Gb2J/ziDFPO+FYc7bN3ieqicRSMhSQe/hbMFxlFZn1xkuonciEJKMq3ImqVA7qdDBwwfwjb2QaPuWjPmx9i04SycNBjwAkdZ1OErGI9syBfQcdgsLplcwfXwJPf1xkFRkew97o7+is2sDAAHbWC6o+jK2Vc9AsAtj+f+BJCPd+U0Mu8s0x1TTYLUjZlwEReUYr/wRUTUWYbFi/PVBjPqZSBd+CG3dKxiyguhpQax7CcNiR7rpC+iVDQTTKf5321tcWTeN55q2cCDSO7jOJxo3cOf4hcwursFzyJIimu7itebvEk63Dc6TULiw5quUOaZl3Qfyzb+g5iuUO6bnvW/EYjFWrVpFNDrUDSaEYMGCBRQXFxcCnJNITE0RVVNgGDgUK+6zPEt7qhlxcPPjH/+Yf/qnf+IXv/gF9fX1J2FJow/dUHMa8g0QSbfnOS897HmJdB/RdDft0c00hd/GIjmZWHQ1XmsNdqWQEh/teCx2pvor2dbfljVW7w7gOcXFvacL2eqiaNKVaMmwGeAIGcXuJdq+hWTfgYy5uprE6iyluP5iDEMnFm4m0XcAI4/ass2qYLMqyPZ+XjzwT6SjmQ7fvcl97Ox/junFVUgdh15L16CvA1IJpKs+DoCh6xg7V8F7hx5iwn2I8noMQFt6M5GURmPJdOKpNMUVM6ha8iFsr/4B/Zn/Qb/jW7zW04jbamd7X1tGYANmndWf9qxmrLcEj9VOWouzvvOPGYEKmAafb7b+gA/U/xi3dUghPq3FWd+Ve/5brf+eNX8AVVXZvn17RmADZjHz2rVrueiiiwpdsScBwzBoj4d4ZO97bO83PxvGeoq5ffwCqp1+ZKlQa3kiGHFwc+uttxKLxRg3bhxOp3NQJ2KA3t7ePGeevcjCikMuIq7lNvEL2HIb6g13nkCmzDWd5c3/TDTdOXi8ObKS8b4rmFFyayHAOQmkNY2omkISZvAxsNURSSdRdQ2HbMWmZP/ZaLpORE0AAo/FhnQMxeBOi5W/m7CQX+98hz2hrsHjda4iPjFl6eBT/LmAbHUiW51YPeVE2rfSuz3b4NLiKqWoYh5ixTOwfzPIFrxTFuGZeSVCGv5W1hpZQ1qP5hzb0/8KE2feh33bu2Cxo05biFbiQ0SqsL79OPR3Zp9UXImhpdAmLaYtmmbz1q2DQ93dsFdRWHLpx3D97adE0HmjbTe3j1vAw3vX5FyDAazvbqba5SephbK2qgfQjTS9yX0ZwUpSC9ESHmZ+fC8upTRLLyaZTNLenufBS9cJBoNnTHBj6AZ63Oz6khzKqBb160lG+cHGl4ipQ3Vm+8I9/GDjy3xjztVUFGq5TgjHlbkpkIlDCTCj5FZWd/w8a8xtqcBjrcp73szS21jV/rOssXG+y9nd/1JGYDPAnuBLjPNfUghuTiCGYdCdiLD84E429rRgkxUurpzIjEAVTeE+nmvZQiiVYIKvjGtqp1PmcKNIZsq+JxFlRcdeVnXuRyBYUj6WxeUNBI5BnyVgd3HvlAsIpxOE0gk8Fjtei/2cCmyOxO6vIXxEkbGQFIrKZyMe/SEMmHrqGmLTG4im7Ugf/kew5m+dj6u5HzwAVCOB4StGa5hG7IJL2BJ/me6+H+IoLmLqBy6lpEPD+spjQycUV4O7CPZvIX3+zWxZ8W72NVWVTftbWDD7cnRDJ6GpWGSZhJa7ewsgnDazuLqhYgwjGplUM0X7dIafH4/1EtvThn18IKOl3DCMYUsMUqkzwzxVCyWJb+skvrkDDAP71DKcM8qHbY8/U9ENndWdjRmBzQBpXePl1u3cOm4e1qME6wWOzoh/gnfffffJWMeoRghBjWcBqpFgc/ejpHXT+K7COYMF5f+A0xLIe161ez5zyz7G5u5HBs8rd05ncuAaXjjw1byvuT/4BgH7uBP/Zs5RuhIRHtjwIrHD3LAf3ruW1Z0lnFc+lqaI+eG4pusA67qb+cdZl9HgKaEnEeWHm16mNzlkdvjUgU2s7NzPF2ZcckwBjsdqBjO5Q+BzD9nmpXjGTfTvemWwTdxZOgWx4Y2hwOZw+jsxWncjJufWGoql+4b9WwnYx2GxeAledgXLD34PA1POIq728nZiLxMClzB94WVYVi+H+mlIF95CMhFHr55MfzicN0Do7+8nPWMiNklmrKeYg9EgDZ5i9odzt75PLTK1cyySA5dSSlTtyjmv2DE+43uLGH5+QBpL+M1GYmtbCdw+A9lrBgWKouBwOIjH4znPKyo6McKE7wctnKT3sS0ZSsvRd5uJb+mk+I6h9zJaSGoqW/uyt6EH2NnfQUJNYz0DFaRHG8eV29u7dy/f+MY3uP322+nsNDMLzz//PFsPS80eC2+++SbXXXcdVVVVCCF48sknh53/+uuvI4TI+sqXWj2V2GQvE/xXcXX9D7lqzA+5tuGnnF/1JdzW8mM478rB8z7Q8FOWVt2HJKzoRv6nPNU4+ztpThUpTeX55q0Zgc0Ae8PdyELgsw61fGuGzp92ryGSSrK6qzEjsBmgIx5mW2/+m1iB/AghsLpKKJ52PaVzbqd09m14SqdA45a85xg7V5teTznoS+5FM5L4bWNyvRpzSz+KLsGa7t8MBjaHszv6Kqm5S5Du/AbaRbfRFU+zck8Laxrb0IzhpTAMqwOnbOHDY+exubeVW8fO4yMTFnHDmFmUO4asJaqcPqqdfgAclgBzyz6a83pmB1RxxjFz/sdyzi+3zUBpV0DV0UJJEju7B4Mxu93OtGnTcp430DF1uknu78u2kAD0cJL4tq5hDULPRBRJyriXHInHYh80fS3w/hjxT/GNN95gxowZrFq1iieeeIJIJALAxo0b+ed//ucRXSsajTJr1iz++7//e0Tn7dy5k7a2tsGvsrLsYrnTgSRkXJZSiuxj8Fgrscruo590xHneQ+dZZRc17oV5z6n3Xniiln3OE1VTrOtuzju+rb+dcd5MS4LmaB9RLcnqzsa8573TuS9nwHQ2YMRCGD1tGN2tGJG+EXdQGmoKI9iF0dWC0d+FkUMYT7Y6sTgDWFzFCNkKw3woCLsLcnwo6IbKvuBrrOv8PTNLbmes7xJkYXahFdnGsrTqSzgtpaS1KMFU/t+BrsgW9JXP0BOMsHrjFiKRCA0NDRkee0fidrtJe3wc1FW8Vjs31s/i0X3reHTfe6ztPsCl1ZO5sX4WN9XP4t4pF5DQ07RFg3TGw9iVcVxY/TW81hoALJKTqYGbWFz5aeyKL+u1SqRJXFD0jxnzp7ivZ564m+Tyoa3t+NYus3blEMXFxSxcuBC327xXKYrC+PHjmT17doY58ulAT6rEt+SodzpEYlsXeiK3PtKZikVSuLR6Ut7xq2qnnvXaVqeKEee+/umf/onvfe97fOlLX8LjGXryuOSSS/iv//qvYc7M5uqrr+bqq68e6RIoKyvD7/eP+LzRhEWyM6PkFtqi6we3qwYod0zHa60+TSs7+xCYT1Q5HtoBkIVESs8elBDmeXlQhIzE2SVyaeg6dLegv/Br6G4xD7qLEJd9BGomIo6hVsiIBjFWP4ex6XXQVJBkxKRFcMFN+T2aXF7E7Esx3vhzzmEx82JEzn8LCUlYSOsx3m79IdWeBSyq+H8IoRBOHWR77zMsrf7yUcVIZWEhNWUp2/abootWqxVZluns7KSuro6mpkwxRiEEU6dNI6KlebRxHQtK63nosGLilmg/D+1Zw7V10xnvLeMHm14e1DUa6ynh2rrpvNMR4QN1/4jbIiMLBbviQxa5b9kWzYbtWYULL78PzalBVENbFSW+rznD01XIwlQxHDjPYqGsrAyfz4emaQghsNlsSGdCx44Q5nrzIQsYhX9fFQ4v14+ZydMHNmUcv6hyAmM9p9bX7WxmxL/Bmzdv5sYbb8w6XlZWRnd39wlZ1NGYPXs2lZWVXH755axYsWLYuclkklAolPE1WvBYKrhyzL8xwX8lTqUYr7WGBeWf5Lyqz+FQ/Kd7eWcNbouN88tzd7QBzAhUsau/I+PYFH8Fboudiyon5D1vWdVE7CfAKfqMItSD/si/DQU2AJE+jCd/CsewDWekkxgrn8ZY/4oZ2ADoGsb2d9Bf+SNGPHdHkxACMWkBVE/MHltwNfhzb/+mU2nGeS8zXwaV5vC7vNP2E1Yc/BGbuh+myjUHu+zFKnkocUzO/dpIFLsmo1qG6lM8Hg/9/f3s378fl8vFjBkz8Pl82O12ysvLWbBgAZIQJNMprh0zg6cObMx57eeat6IaWoZg475wN7/btZJ5pWP4zrrX6U5IuCzFeQMbAOFUsFa6SbzQjqXVQuLxg6T3BrPM6h1zKpEd2b+TNpsNp9OJw+E4MwIbQLLKOOfk9/ByzqlEdo6+vy+XxcYlVRP5zrxruWP8Am4dO49/nnsNHxwz85xuJDjRjPi32O/309aWfRNbv3491dUnN5tQWVnJz3/+cx5//HEef/xxamtrufjii1m3Lpe6qckDDzyAz+cb/KqtrT2pazyRCCHhsVYwp/RurhjzAJfUfpvx/stNRdUCJwxFkrm4ciJldk/W2OKyBjrjYeKHde64FCu3jZuHQ7Ewvagq59PWFH/FWfcUZhgGxq41kM6lzWSgv/MkRjJ3ceog0SDG5rdyj+3bCPH8Dx/C7Ue69l7Eh/8RMfMixPyrkO76NmL+1QhHduH2gEBdpFtQ4zova9xrrWasbxmSkLEpbhaWfxKLlH2deWX3YJe8SI6hbixVVbFaze2t7du3s3fvXsrKyhg7diw2m42NGzeSTqdpj4ewSLIp1pYD3TCIpFNYpUyxvFA6QTCVoMTu5q+NG4mlh9/elBQZ59wqZJ8dyWnBUpPdSWmp8mCrH133Dku1F2u9P/t4pRtbw+h6L4fjUKxUOL1cVDmBS6onUeXyF7ajTjAj3pa67bbb+OpXv8pjjz2GEAJd11mxYgVf/vKX+chHPnIy1jjIpEmTmDRpaL9yyZIl7N27lwcffJA//vGPOc+5//77+dKXvjT4fSgUGlUBDoAsWXBIo/cPeTQQsLv40sxL2dnfwarORuyywrKqiZQ6PIRSCToTEfqTMaYXVTK7pJbiQ11QfpuTf5hyAY3hbt5q34sQZnq5zh0YtnBwVKKpGC078493HDBNJW3DvO9k3BTJy4MRDQ7ruC1cPoTLB7W5syyDL5NMsmbNGsLhMOGtYSZNv5Lakgtoir+OZiRp8F5EmXMqTstQca7XWsNVY35Ac/hd2mObcColTCi6ErelHIvsAq9CRXk57R0dBIPBjHtRLBZj9+7dg9/X1dWR0jXe7m7kVl9mAfCRWCQJPUfNUku0j1K7m8ZwD0ldxYkZTGl6irjaR3diFwk1SJljKlbZTVTppPfivTilPgLXjcPRVUlyXSeGAfbxAaz1Rcju/KrX8XicUChEJBLB6/XidruHrSk6FcguK76rJ6J2RohtaMfQDZyzKrBUupHdhWCgQH5GHNx8//vf59Of/jS1tbVomsbUqVPRNI077riDb3zjGydjjcOycOFC3n777bzjNpvttBfGFRgdFNmcLC5vYE5JLbIQgzo2RTYnd7kWohk6VknOrM8wdPwWC7NLaplaVIkQZtHgWYkkI4oqMPJ1LXkDcLRtuKM8nQr7iRGNSyaThMNhwMw47di8H5vNRknZJUiSoDQwCacl87WEELitZUwOXM+EoiuRhIJ02FaQxelm6rRphCMRotEozc3NzJgxg82bN2dcx+v1UlVdTUs6QmOkB0VIlDu8dOTISg1YcFQ6fSytGIfHaiehplnZuZ+AzcWBcC8BmwvlULG0pqdoj23i7dYfoaMiCytLq+5jVcfP6E82Dl5XFlYuLPsqzjo/Rk+SxO4ebBPyB1mhUIiVK1dmaNvY7XYWL148WGx8upDdVmR3AEudHwwDyVKwhChwdEZ8F7Zarfzyl7/km9/8Jlu2mF0Dc+bMYcKE/LUHJ5MNGzZQWZn/Sa9AgZFik7P/LBRJQjl8F1ftBa0X4u9BbDXIJVh9N4ClBsje3jobEJIEMy/EWL+crGIOQCy+DuE4ygeh0wN1U6Bpe/ZYoBJOkDprLgG6ZDJJa7O5pT6mNn+NlRACReSufXA6nSxevJhwOExvby92u52LLrqIzs5OEskkgUAAm8POtnAnDzeuY6KvjB3BDm5umM2vd75D8rB2dUkIPjpxMaF0kiXlY3mpZTs9ySgei40LKycwq7iaZw5s5hOTlwzWYsTUXt5q/fdB0b4x3qXsD72REdgAaEaKNzt/wBWV3yXxege+6yYhu3JnbRKJBGvXrs36mSUSCdatW8eiRYvOiAdESTkzaoEKjA6O+xGzrq6Ourq69/XikUiEPXv2DH6/f/9+NmzYQCAQoK6ujvvvv5/W1lb+8Ic/AKY6ckNDA9OmTSORSPCrX/2KV199lZdeeul9raNAgRGhdkGqGdq/Duph9WfBR6D0y+C9AY5RBmDU4SlBXHsvxgu/HhLUEwKx8AOIqqM/4Ai7C+mKj6E//d/QeZhvlL8M6YOfNbechsFIJSAWgnQKrDZw+RA5DEaH+zAWQiBJErquH1fxrMPhwOFwZEhQpC0Sb7fv4bXuHewOdZLQVGpdRVxVM5X/3bGCGqefr8y8nG397ewNdVHj9LOwvB6HpLCiYz9PHlZwHE4nebZpC72JKJ+YvISJhxVLt0c3ZqgRV7nmsOLgj3OuUzOSBJVWipfWYa3z530/yWSSWCxbqwnMjE4qlTojgpsCBUbCiIMbwzD4y1/+wmuvvUZnZye6nin7/cQTTxzztdauXcuyZcsGvx+ojbn77rv53e9+R1tbW0aLZSqV4r777qO1tRWn08nMmTN55ZVXMq5RoMBJJ3UA+h/JDGwG6PohuM4/a4MbYbXB2FmIu7+L0dcBWhpRXAUOL8J2bJ0ewluMdOMXINqPEexGuP3gCZj/HQYj0ofx1uMYO1aBoYOsIGYtgwVXZwVFNpuN4uJienqy1YArKytpbm6moaEBpzO/ZcNIKLLYuLCkjj6Xn35vKUXuAA67k4OxEJ+YfD7FNhcui5UraqagG5MGvcd6ElFeaMktfrqycz9X1U7LMFCNqZnvx8DIKTw4QNIawTmvCmkYxVtNy3/+sYwXKHAmMuLg5gtf+AK/+MUvWLZsGeXl5UfVhxiOiy++eFjxr9/97ncZ33/lK1/hK1/5ynG/XoEC7xu1H/QERF7LPye6AqwNp2xJpxqhWMBXgvAdfzeYcHlN7ZqyY8v+GvEI+ku/y1Qp1lSMdS+bBcoXfAhxWD2P1WplxowZbN26la4u05ZACEFlZSUVFRWsX7+eqqqqExbc0NWC55EH8AB1NickomDolJ5/k6nBYx96ncNNVaNqMq/flAH0JqMZRorlzuls6/3r4PdpLYZTKc4KegYodowfNrCB4bNckiQNdoUVKDCaGHFw88c//pEnnniCa6655mSsp0CBMxz90Fd+awy03FotBd4HsXBe+wVj0xuIuVeAvzTjuKZpeDwe6uvr0XUdIQRdXV2sX78ewzCyss7HixELo7/y+yHdnthQ4bDx9uOI8XPBnjuIskjDF8cOFBwP4LPW4LXWEEqZOkN7gq8wJXAD73X+OuvcEvsknJajB6BWqzWnECEw2NpeoMBoY8TBjc/nY+zY/MV4BQqc1cg+QAL7TEhsyj3Hdf4pXdJpR+0FPQQIkLxwEnSYjGh+V290DXL4e1ksFpqbm9m3b1/WmBAip3eSYRjE1T7SegxJKNhkL1b5KNmdZBQ6swODwWu27UUEKjKOabpGfyqBJAR17qJBY9bD8Vjs+I5oq3dYAlxc8zU2dT9CU2gFvYk9VLvmc17l59jY9RAxtRtZWGnwXcy0wE3HJPZpsViYOHEidrudffv2oaoqFouFCRMmUF1djSwXupMKjD5GHNx8+9vf5jvf+Q6/+c1vTrsGQoECpxwho1nHIgf+Hg7eR1YGx7UULOeIv7ehQmIndP4LJA/p39gmQ/m3wDYRhlHUHSnC7s7Rn3UYOVrMB4whN2zYkDU2ceLErIxESovSEdvCus7fHtrmEVQ65zC//J6jGOAeZWv+iK37UCrB2+17eLFlOxO8pfzdhEX855bXCR0mjmiTFD499UL81uzAymUpZUH5J5hRcguGoaFIdhxKEeWOaahG8lBQ5kORjn07yW63M378+EGJD1mWsdvt76vsoECB08mI7z633HILDz/8MGVlZdTX12OxZKZNh1MLLlBgtBNJJ3lifxPXVdfgr/kFou93EF8Psg/DfyeG+3IkJXC6l3lqSLdAy8fAOKyFOLkDmu+BMY+C9f11U2bg8kFRBfS1Z4+NmWa2mB+BJEmUl5ezePFiduzYQSQSweFwMHXqVAJ2GamvDUNNm+c6ffSk9vD2wR8edgWDttg6Xm1u5rKqb+KQixBWO0Y6BbGguVUmW0zRwvHzYM97ORYuEJXjBr9L6Sqvtu7k+ZatSEJwSfUkfrPzHW4bN59wOkFbLESJ3UW5w4PHYkfKE1wokg23lGkY7LC8v987SZIKD6wFzhpGHNzcfffdvPfee9x1113vu6C4QIHRRjidYEXnPlZ2NbK4tJorKj+H0w+diTRPNx3kI5MclIw+u5uRo6eg7+HMwGYAIwH9j0LJ50E6MT8M4fIh3fA59L/+GPoPc4ouq0e6/O684n8Wi4WSkhIWLlxoZiQkCUuwE/3R/0IPHvLCkxVSH/4M65N/yHmNqNpFb3AbVbv7YNYyjK1vY6x+bqjGxluCdO296JFeaN+fue6lN2Vo94RSCV45uAOAGYFq1nc30xYL8b873iZgc1Jsd7O9v52OeIiLKidwy9i5g2KSBQoUOHZGHNw8++yzvPjiiyxduvRkrKdAgTOSuJoinE5yMBoEQDN0VnQ2s6Kz+Yh56Vynn33oUVPAMB/xteYcyX/CXlIUlSPd8lUI92JE+s1uLZff7Lw6CgMdP0awG/2xH2TW6GgqmhYnmMpfN9Op7aEy5YR9mzDefTpzMNSN/viPkG77GsbWFaZFhbsIMf9KRKAScVjdTExNkT5kP1Hp8LKtf0hOoDcZo/ewde0OdhJX03isheCmQIGRMuLgpra2Fq/3xKiIFigwGoikk7x2cCcvNm/jY5OX4JAtjPWWYBiwN9yVoTp7pAHiWYuwglIOqT25x5UKkIZqWgw1bZpmhrrBMBBOL4bNjnB4zdbyY31Ztx/c/qNVueTFOLgnZ/GxSCaxSm5SeiTneW5RjKgZg/HmY7kvnIxj7N+MkYojJi2CSfOR3NmF1dbDrDmiahK/1UkTuYul/VZnIWtT4MRjGKB1g6Ed+js+O7fRRxzc/OhHP+IrX/kKP//5z6mvrz8JSypQ4MyiOdLH35q2IAlBrc3g29NqccaWg5AJ117ClrDg4cY9TPFXZAiundXILgh8DGIrco8H7gbJzFgYyTjGnnUYy/9vUNXYUKyICz6EUVwNFWMQp8pkNE9Xk23jKiafdxmbwk9mjUkoVMrjEULFCOfWkwGgrwOCXWZremcTxmV3ZWjvAHgsNib5ytkZ7GBddzN3jF/Apt7WnJe7qnYqjhEEfgUKHBW1x9To6v0VqB1m4X/JF8A+HeSzyzZmxNrjd911F6+99hrjxo3D4/EQCAQyvgoUOJuIq2leaN6KTVa4f/p8ikM/xt9xL9bwY1hDf6a485OcJz3J/5s0nTsnLMDAGNx2OOuxToDiT5PZLSSZtTbWoSJa+toxXvzNkF0DgJrCeO0hRCqeWUNzCF1NoavJE7/msjoorkJdeBnqwsugrB596iLUqjoalLlUO+dnTJeFlQsCn8L2znKMWBg8wzh8F5XDoZZuY+eqDL2bAVwWGx+ZuIgKh5eomuJApJera6chDvsZCuD6MTOpcflPxDs+ZtLpNKo6jH5TgdGNFoaen0Hn90BtBwyzy7H1/0H0bVP1+yxixJmbH//4xydhGQUKnJmouka9p5iraqdSYryHHM1WJrZGn2V61TU8176PLf1tVDq8XFYzmTK7B2sOE86zBsUH/tvBcyUktgIC7FNBKQbJLPA10kn0Nc/nvYS+/V1EzSQoqkRYrGipKKlwB9G2TRi6hrN0IrZAPYrtxDxVJurr6SxazJ7UKgDGTr8Yp1LC1t4n8GlBZgduY0bgZvpC27AKJ36tCNsbryA17cKIRRELrsZ49f+yL2x1IPxlGL2Hamh0DfLUX5XY3Xxx5qX0JCK0x0LUuPwsLqunOdKHAdR7ivFY7KcsaxOPx+ns7KSlpQVJkqivr6eoqCinDlCBUYzWC8G/5B7r+ndwzAXLcJIHo4vj6pYqUOBcQZYkimxOmoIHmCI9AnIAvNeDtR60fgj9DVJ7EH3/R0K9i8ZwD43hHlZ27ucfplzAzEA18nGYM44aZLf5la/tO50yt2vyEeyCqgmgJtGMNP17XiPZN2SoGQy3Ix/cQPG0G1Ds7y/AiaV7eavjQXqTQ6J+XfHtFNnGMiVwHe+0/YQ9oeVcXPx56sVMjLceg2azswkhEGVjEGNnQTyU3S11yR3oK4ZsEbC7YZgtSr/Vgd/qYJx3SFW5wjm8aejJIB6Ps3LlSqLRIVXtnp4eSktLmTVrViHAOZtIZYtZDqINCHGew8ENgK7r7NmzJ6dx5oUXXnhCFlagwJlATE3x2L513DKmAWyzzDqTvocg+BgoZeC7GZCRwi9Q7RxqRzaA3+9aybfmXkMgT5vyOYHVhiitw+huyTksiqtAUcBiJx1pzwhsBtASIWId2/DUzke8jwLb9timjMBmgL7kPmJqD37bGPqTB1gZ/B2Xi7txNMxEzLsCbE5TZ8fpRVjtMP9qxNQlEA2ahcShHvTX/5yxvSaW3ABHMQI93ei6TnNzc0ZgM0BXVxehUKgQ3JxNSOfWfWjEwc3KlSu54447OHDgQJbppRCi4CBb4KyiOx5BNXQ6kgLdPwvp4H0woJWb2m+6gHs/CEUfYbpw4VQsxA5tR8S1NMF0/JwOboRihflXYux41+zSyBiUEJMXgycAkkysPbd3FECsczuuiunIttw/S81QSaj96EYaWVhxKEWIwwwqU1qEPf0v5b1+c3glla7Z9CcPEFd7Sfks2Fe8i7j8biitRRzaXjTUNEYiitA0M+hxejE6DkDoUKGx3Y1YcgNi0gLEGZ6xS6VSNDc35x0/cOAAJSUlSGf4+yhwjCg1ZoCj5/C+s083bVSsRpai9mhlxMHNvffey/z583n22WeprKwsiPgVOKvRDwUykz1WpK4HIZcJQOgp8N+Oq/unLKu4g2dbhoTchjG9P3fwlyJu+DzGS7+DaL95zO1HXHgLut2F5C9DN9Sj/LAMELnH42o/e/pfZGffc6T1GDbZy/TiD1HnOR+7YspWGIaBMYyBg4GRUdSLx490w+cQnqEmCSPSh9HXAfs2om9+C1JxcLgRC69FfOz/M2tsLHbzvZ0FAYFhGFkPsAVGMZINyr4J7d8gwzZGLoLi/wf9Dx/qmjo7HsZGHNzs3r2bv/zlL4wfP/5krKdAgTOKMrsHWUiUWg0IHsw/Mb4eObWHaT4P7cWVXFlRikuKU2TtA1U6a7UkcmHEQqY1gaaCww0uH6J+OuKOr0M0BBhgtWNYnWY40dsGhoa7fDpqIoQay263dpRMQlKy28VTWpSNXX9if+j1wWNJLcR7nb8hpUWYErgBWbJgUzyM8y2jN5Fbl6favYDW8GoA7LIfa3sHWvtWtgUWklAFs+ocKHvXItr3Y+xYNXRiPILxxp8hGUUs/MCINHtON1arlerqavbsyf0zqaurK5hmniC64mF2B7vYHeqkxO5mdnENHosN76mSQABAgdg6qP4xxDcMtYJbqqHz38zuxxPoB3e6GfE7WbRoEXv27CkENwXOCTxWOx8eOwdDHKUtWVgBQbHdwV0lu3H23G/aEADYJkHlv5lFyGc5Rncr+nO/gO5D2i0WO+L8GxFTFptZkEOZECOdgtZdGC/+FuNQNkd2+ym+9E76La0kg0N6NJLVhatyes56m6QWojWa289uW++T1Hsvwm01PZiqXPPwWp8nlMqs//Faa/BZq9mc3IdAYqH3Tmwvv4roaaP8urk8sqKLSS4v3qJy9Ncfyf2+176AmLYUfCUj+nmdTiRJoq6ujpaWFhKJRMZYUVERfr//9CzsLONgtJ//2LyccHroHvJc0xb+fvISxntK8dpOUYCj+MA5D1o/A/YZZsYm+IS5vQ5Q/u0h4c10F+hhM9iR/SCPPuHeEQc3n/3sZ7nvvvtob29nxowZWcaZM2fOPGGLK1DglKDHzP3m1H4QEljqQSkByYZNVlhU1kAq1YNhm4lIbso+X1hBKUb13oojuQFb//9kjid3QvPHoe7/wFJxSt7S6cAI9aA/+gNIHKbym05gvP6wmb2ZtGDoeLAT468/ydTWiPTD0z+j6M6v06OnMLQUjuLxWEsakI5wxzZ0DS0VRY7FWeb9FNic7I+9za7QUF2NZqQOKQ6bwY3TUsyymm/QElnDvuByDKDBexFFtno2dj/EGOdipjguwbX6HUSHWdhs0xK4nVbk3oMYLis5tyXB3JJKREdVcAPgdDpZsmQJra2tHDx4cLAVvLS0tFBMfAKIpBP8fteqjMAGQDV0fr9rJffNvOzUBTcAzvngvhoiR8gzFN0NtrHmvTC+Hjq/D+lDDyiOxVB+P1jHnLp1ngBGHNzcfPPNANxzzz2Dx4QQGIZRKCguMPrQQhB8Crp/wuA+tLBA2dfBfTnILpyKFadSiV7xz4jme0APHnYBCUq/DOHXkAMfR2n9eJ7X6TYds8/m4ObgnszABgAB5XUYjZsx6qYiHC4MNYWx5sXcomGGjrFuOa4556MlwyRDB0mF2vCNvxjJbj496lqaZH8z/btextDVwdepr5yCN1DJ2t7fD15OEdaMyzstxUzwX0mdZwkA1lAMdc1LLPUuRuntRt7+Szjsg0iy2UilYxgON8IiDVO1A4yiLanDcTqdjB8/nrq6OoQQgz5cBd4/kXSKcd4SLqgcT0JNs7qrkQORXgASmkpnPEzA5sR9qpTNlWIo+woEPgKR1817nftis/NT9prbVa2fzjwnvhKa7zn0cFZ5atZ5AhhxcLN///6jTypQYLSQ3A3dP8o8ZqSh49vmdpI8ZfCwZB0LYx6G6FsQWwVKlXljAHBdhDDS5j52PhLbhuafRRi6DvEwtGbWbohJCxFTl2BIEkLXMd57EcNqN7Vi/MNkOLpa0MJdhDuGsmThlvfwjb0ASVLQkmH6drxAZhbFINm2jRLXebgtFUTS7QTs47HlSKcLIYYKja0a8u7NyOHe7HWU1xPDxrKFdcSI4Io2mQrFuSwYyseAY/TK1wshsNlsR59Y4JhJaxoJLU17PMSKjr14LHbOLx/HxVUT+ePuVeiGQVxNn/qibaXI/LJPyTyuBqHrx7nP0Xogvg4sH8g8nIyipSKAQSrUjpaOYfVUIts8SBY7is19Ut7CsTDi4GbMmNGVmipQIC9axPRYyUffHw/tQx96khUCLFXgvxV8HwIhm9mHgZbjdIe5j63lNkLENi738VGMYejQ2Yj+6sOI8XMGj4tJC6GiASMRwdj6DkbTtqFz3n4csfg6xJzLMNa/kn1RfymamlkDEu/ciad6DsLuI9axnXzbQ+m23UyoupSd4RdZUvk5bMrwtQLCXYR0w+fRH/v3zKyTJ0D4grv56zvtFPvszJpYjNtTjvOyv0N//ldZc6Vr/gHh9GBoGugqKNZR3Uk6kIEvFBQfP03RXn648ZXBjsuEFuHJAxuZGajmuroZPHVgE1UuHw7lDMmUGQlIbs0/Hn0HvEPBjZoME25ei9VTTnDP6wz8TUZZj+Iowjv2AtA1FMepF6eE4xTx27t3Lz/+8Y/Zvn07AFOnTuXzn/8848adfTfvAmcxRhLSw3RApZsPFQXnuPmIQzf9w7RUUEqg6KPQ/WD2fMltFvGdbUT60Z/8T4iFEIuvxVCsoKURU89Df/dpM0tzWGAzgLHyGaTrP42x+c1MzynAmH0R8dYjDDkNDUPXMAwNNZ4neAT0ZIRa9wXUFV2A0zKMD9ThlFTDnd8k2doIfR2oRVUErcU8v6qPeEKlJRFh1qQyNvc6WDA2gPSh+0ybhVCPqYFTUg1WB0ZnE8aGVzFC3Yi6qTBpAXiLM/R2znQSiQTBYJADB8yao7q6Ovx+f6H+ZoSEUwke3rN2MLA5nE29rZxfMY7zy8fhszjOHOd3IYFcCmqee6JlSIVc11QiTWtwFI+ld8fzHPmwocb7iHdsR3YU4aqcgXwaDIVHHNy8+OKLXH/99cyePZvzzz8fgBUrVjBt2jSeeeYZLr/88hO+yAIFTgqS09R1SGer4gJgn23OOVbUHrOt0nudacsw8Acvl0LVg6CcPfU2hqZCPALh3kGDSH3lM0jXfAJ905sYLbsRExdgbHo9/zX2b4aGmbB7rXlAsWJcfAuR6EEMLdOXSSg2hGxBkhRsvuqcSsYAiqsEh7UYSRl+i8WIR8xWdasdYbUTlT38easFp72BcEuKeCLTzPNgV4TFsyqRbRagGFE2dKM30kmMHSsxXv7D0LGm7RhrnkO69X4zeBoFJBIJNmzYQHd39+Cxzs5OioqKmDdvXiHAGQFxLU1zNH8Q3hYNcl3ddPy2EdxfTjZyianA3vn/5RiUwHPF4Hd6OkYy3I7iLMpruBnv2UvRxMvR1fjoCG7+6Z/+iS9+8Yv867/+a9bxr371q4XgpsDoQXKYf8zhF8kQtQIQNvB/aGS6D7F3oOM74L8Fqv/T9J6SnOb2lxbKzPKMYoxgF8b65Rj7tyAWHbYH374f/Z0nERfdCvs2gdVudhDlu04shLjs72DuZeYBl5dwxxZi3buy5npq5iEf2r+3F48l3LwmKwAC8I5ZPGxgY8TCGAd3Y6x61rRPqByLtPh6FEcx8YRKJJbb7NJhU3DY8hQMR4MYr+Qw00zG0V/+vSkG6Dh9tQfHSm9vb0ZgM0BfXx9dXV3U1taehlWNTiQhEIi8wpFui42iM025XAhwXwLxjRD+22HHLVD+L2b2eQDDQJJkdHUYiYyBoEc/PU1GIw5utm/fzqOPPpp1/J577ik4hhcYfVhqoeZnZgGxngTfjeb2kaXafJI5VtR+6H8EMMz/9j9iBkhGGtDBsQAcs0a9+qfR34X+0PcGa06Ew4WBYDBL1d2K8cKvEeffBO37oHoC7N2Q81pi/FzTkNIdAFnCcHpx2eaiqTGS/abOjc1fi7dsJrLiMAUA3X5km5fiGTfRv+sV1FgPstWNqJqN8NUSVqz4dC1nqt9IxDBW/S2zzmf3e+h7N2D/0JeZP62cVZvbc651wpgiADRdJxZX0XUDhPkhZqQlHPUzkRo3Zqsst+01A7wzOLjRNI1kMomiKEyePJkDBw4Qj8cz5jQ2NlJeXl7opDpGXIqNWYFqNvRme6oJYJL/DDWoVIoh8PfguRJSe0y7BqUM+h+F6NtQ9o8g+xGyBRBYXPnvkbLDj5ZOYHGfnkL1EQc3paWlbNiwgQkTJmQc37BhA2VlZSdsYQUKnBIkGzgXQPXvQGuHrv+A3l+aTyuea6D4H8wi4qOiHwpkDsM47KlmIMgZxRhqGmPtCxnFtEbjFsSUxRjb3x2aGDVb5Y3OJqQlH0Rv3DLkoA3gLkLMuQxRUoPRuBW8JehvP4GYOB9l0kJ845dhqEkkVYM9G+AvP8aIhzG8xYglNyIaZmB1lVA87XqSWpqDyQSP7F9H076tWCSZpRVjubJmKkVH+lDFQrkLmHUNY/kfmfWBL7Cj0UYwnPk0ev6cKtxOC5FYik27uli/rZNkWqPIa2fBjAq6+2JYqq5h5vRLcT73k8z3CnnT9mcC8Xicffv20dTUhKZpeL1epkyZQltbG21tbYPzdF0vWDGMAIdi4eaxc2iM9NCfygwU7xi/AO9p2KY5JrSg+aCX2GrKVhgpUA/bog3cDbIf2erEU38eaqwPi6eCdDj7ocBTMw+EktcP7mQz4uDmE5/4BJ/85CfZt28fS5aYWhErVqzg3/7t3/jSl750whdYoMApweiH5o8xuD1lpE3PqPhaqPn10fVpZJ8ZDPX8NPe49zqQR2+rMGBaDQzUxxzCWP8q4vKPIHwlGBtfN1vCvcUgq0hXfxx91zqk6z6FvvYFaNmFmH0p1E7GWPs8xqpnwFcKsy9BWnY7+p++C/0dyEtvAsWJsfJxjI2vDb1YqAfjhV/BRbfC7EuQrU7aQl38cPPyweR/Wtd47eBudvd38dnpy/AfJpBmtGU7gg/Sc5BkOMTSudXEEypNbSGcDgszJ5TidVvRdIOX3znA/tYhjaO+UIKXVjRy6eI6tuyO0NEvuPL827C/edgWVaASzrTth0MkEgnWrl1LMDj0nkKhEOvWrWPu3Ln09/cPZnCqq6sLWZs8xNU0wVSczb2txNQU0wNVlNrdlDk8fHXWFewIdrCpp4Uim4ulFeMI2FzYz1RNJC0MiY3m/6ezs05E3zUtGwCruxyBhFLrJ9G7n3jXTgwtjeIM4KmZj2RxorhOX0H9iIObb37zm3g8Hn70ox9x//33A1BVVcW3v/1tPve5z53wBRYocNLRItD9X2TV3YCp0pnYdPTgRsjgvRqCj4HaljlmGQOupSdsuacNIUA+8pZhYLz8e6iZhLjqHoRHB3UfIvlz6O1FTP0FaG7E5R8DDGjZifHMfw+d3tVsnr/4OsT5N2C88yRi7uVgGGawlAPjnacQE+YRcbh4dO+6nFUNLbF+2uPBjOAme+2Z6AiefWMfRV471148ltKioWLPrt5YRmBzOKs2tbFkdhUvvXOA6KRx5geXmgZJRlz2EYTzzJSuj0ajGYHN4ezZs4cxY8awY8cOHA4H1dXVo7q1/WQRU1Os7NjPI/veGzz2XPNWJvnK+fvJSwjYXSyxj2VxWT3SaKi5EwKQyJtlFkNbTJJixeavRkvFUJwB3FWzADAQSLIF2Xp6i6VH9NNWVZU//vGP3HHHHbS0tBAMBgkGg7S0tPD5z3++8MtfYHSihSC2Ov94+JWhWgq1B5K7zPnJfWYadwBLJdT+BgL/YAr8WWqg+LNQ8wuwnKF77CPB4UFMvyD3WMtOEEFE/+cRoX8x1Zi1TqTQTxG+IoTdAb1tGG8+lvN0Y/VziNopZlAT7sUI95HX6iCdgESEpKbSGMkhqHeILb2ZQaaoqM9b1G1Ujae5z7yh94USbNubed2Onlje14nE0lgtZo1Pe0iH8gaYMA/pzm8hKhrynne6yVU8PEAoFMLtdjNhwgSWLFmCoihEIhG6u7sJBoNZXlTnKn3JWEZgM8DOYAcrO/ajH7pvjIrABkDygSvP3ziAc3HWIdnqRLG5URx+FIcfi8N32gMbGGHmRlEU7r333kF9G49nlKfZCxRQeyC119xWUuPZ45IX7NPMJ5pUMxz8gjl/AOdFUPHPQ67flkoo/gT4P2x+LxcNaeKMcoQsw4wLMXaugb4j9tgnz0HYD0DoiEyAEgBkDCEj7C6MZJ4gQddMN3FJRljskLfP5BCyBSEkbLJC8sgal0P4rEfUNTh9iEvvxHjlj5nHbQ6i593G6pVDa3fZM2+NDnv+W6UQIEni0Et4ka69Fyw2xJGvf4Yx3DaTJEl4PB7KyspIpVJs2bKF1tbWwXGHw8GCBQvwes/MrNSp4t2O/Ir9rx7cyaKy+jOr3ftoyG4o/ZKZrT5SjLT4c6aW1yhhxNtSCxcuZP369QWl4gKjH0OD0DMQfRO812aqFctFUPJ50xRT7YDwy2Zbtxj4wFLMYmPbeAj+xeysci4wuw0kp3kTMHTz3OROSDWBfbLpDK6M3sJ74TkkYteyC2PbO+aH+KzzELYdiNCPsk/wfRgjEYVt75j1NcNdGwPD6QWXDzDA6R3U0MmgtA4cHrwWGxdUjOeV1h05rgUzA5n6MsJqg0mLEBVjB8X2UpWTiNXO5tn1QWKJoSBpbG1RxrklRQ4UWULVstP19VU+mtvDKLKgNOBCuEaHjUFZWRlbt+ZWpK2rq8PhcGAYBo2NjRmBDZiFyCtXruSCCy7A4TiFxo9nGMFUjgeiQ0TVVE4RvzMe6xio+xNEXjOtZuQS8N8G1joz+BkljDi4+dSnPsV9991HS0sL8+bNw+XKLJYruIIXGBUYGqjd0Ps70PtNSwXHfLOAWHJBxfeg64emU/gAwglV/24W1dmnmPo4PYfVjyBB+bfAc7k5N7kTWj4JenhoiqUaqn8B1ppT9EZPPMITMDukxs8BISEIQfuvgSP0LEo+D5ZajF2bMd54BC69C/xl0N+ZfVG7C0PTkG78ArrLhyTEkC1C+rAtEKcX6QOfRDg9KMBl1ZPZHewcNCMEM7D56MTzcj4xC5sDyurgsr8jFUvw9qZONr+W6Qd21dJ63M7Mgk+Xw8IHLxnPk8t3o+lDH1g+j405U8p47q19XL9sfNZ5x4pu6MNuXRi6gZCOb9t/oMvpyLIBm83G3LlzWbduXcZxr9fLuHHjkCSJeDzO/v37kSSJkpISFEUhFAoRiURIpVKEw+FzOriZU1LD6q7GnGMTfWXYpeMyATj9WKrAfwf4bgIsMArfhzBG2N8nSdl/gKPJFTwUCuHz+QgGg+d8SvWcwzBMafHoCoitBP+d0PL35piwQskXDmVcDFPEKvpW9jUkD1T9FyS3QNe/536dMX8x5zXdabqBH4ljHlT+Byinx3PlpKD2msXX0TfN4NB1IShlGHEV/c/fN60K/GVIF96C/nym8zaSjLju04TLatgVD/NedzM+q53zK8ZRjISjeTt0H4TKBkRZPcIbyHjpYCpORzzMtt6DeKx2pgeq8Fud2I5SQAwQjaXoCyVpPBjEabfQUOPD5bRgVbK3EjVNJxxL0dQWJhhOUlnqwm5TCEWSVJW5cTutKPLIaiui6S7ao5s4GF2Hy1LOWN/FuCylWCQHejKNFkwS39SOFk1jn1CCtcaL7D22zNCAlUJLSwuyLFNXV4fL5cJms5FOp4nFYvT19eHxeOjv7yeVShEImD/bUChEZWXlYOamtLSUzs7OwTkOh4OtW7cybtw4GhrO3Lqik01fMsaPNr1C1+FeY5j6R1+ccSkr2vbQ4C1heqCKYpurUJf6PhnJ5/eIg5sBz5F8nOnbVYXg5hwmuc9s99YP1VaUfwt6fp6p4yB5oPIH0Pop8ha0Vj1onpfcmXvc/1HwXALNH8m/lvonzS2qsxgjGYdYCP23Xxs6WNGAdN4HMQ7uwehpRRRVIMbPIWSx84P9a+k+QtH4xvpZXFQ54cwxFzyBhFIHWd70LRJaZp3S4orPUGNfQHJjL5E3GjPGZK+NottmoPiGr+cZaPPu7+/POF5bW8vEiRNpa2tj27Yhzy+v14vL5aKuro41a9ag6zpCCC688EIOHjzI7t27M67jcDiYMWPGYEbnXKYnEeHZpi2s6mxENXTGeUu4omYqrx/cxfZ+szbNqVj5x5mXUeXyn97FjnJG8vk94hLuMWPGDPs1Et58802uu+46qqqqEELw5JNPHvWc119/nblz52Kz2Rg/fjy/+93vRvoWCpyLaP3Q8c9DgQ1A8Ekz9Xo4ehj0CHkDGzA7pPRhZMe1nswuqlwMd/4ox4hH0A9sRX/6vzA6Gs3amQHa96P/9ccYTdsRihXKxpDau4GnOvdlBTYAf23cmCWCdjaQ0qK81/HrrMAGYFX7/5DQg1mBDYAWShJ9pwk9nT9DbhgGBw8ezApsAFpaWkilUhmBDZgfGm1tbTQ3N1NVVTV4nWQymRXYgFlz09zcnFWWcC5SbHdz27j5fHf+dXxn3rVM81fy0J41g4ENmC3jv9u1kki60GV2qjimjbSnn36aq6++GovFwtNPPz3s3Ouvv/6YXzwajTJr1izuuecebrrppqPO379/Px/4wAe49957+dOf/sTy5cv5+Mc/TmVlJVdeeeUxv26BcxCtHxKbM48lNoH7Yii6B/ofOuQADiCD5DdrcXJhqTFrZ9KNucddi0xbh3wI5+gX9MuDkYhhvPcSxupnze91DTF7GcY7T2VObNuL0d2KNGkhkboprGralPeaG3paqHSeRVt4QFIL0x7L/Z4NdLpju3D7nGjB7CA4vr0L1/l1SJbcXXjJZDJvht3r9dLR0ZFzDKCtrY05c+bQ0tKCz+cbtl28vb2dKVOm5B0/l9AMHSFA1TUaI72EUtlBzIFIL5F0CveZqk58lnFMwc0NN9xAe3s7ZWVl3HDDDXnnjbTm5uqrr+bqq68+5vk///nPaWho4Ec/MrsypkyZwttvv82DDz5YCG4KDI+R5/ey+6fgXgY1vzK3p4QEWsyUGe/+SfZ85yJIbDPNMWMrySqiVcrMwmTJAe4rIfJi9jWKP2k6hZ+NxEKDgQ0Arbth8iLE9KUYW1cM6QW5fEjXfQrD7ga7A/XAhryXTKi5zSxHM8ZRLBlUPZG/M0Uzhk0sAnnvw5Ikoaq5W+fNdRmDdSGSJA17Py/YMZjBTHssxBONG9je145NVlhUVs+npl7Ib3a+Q/wIc1ftDLbiONs4pm0pXdcHfaN0Xc/7dbKLid99910uu+yyjGNXXnkl7777bp4zzKeYUCiU8VXgHET2gpJHZTjymrkd1fZlU8em42ugx6D0y0Nt28IOvpvB92Ho+S+z/bvyX8E68dBFJNNRd8CqQfaZJnOBj5sFtgByMZR9HbwfBOkMlV9/nxgHs7cwjOV/Akkx3bFv/hLSHd9EuuMbUDkOKVCB3WJnoi9/e/zM4uq8Y6MVi+zEa83/vkqdk9H6c29hWGq8CGt+7SSr1Up5eW7RyHA4PKwHYFFR0eA9MhQKDRYY55urKKOvi+ZE0h4P88CGF9na14aOQVxL83rbbp5s3MgtY+dmzC2yOnGdhbVjZyojrrlpbm4+Ges4Jtrb27P+aMvLywmFQlkutgM88MAD+Hy+wa/a2mG2CwqcvSilZmBBjm4F7w2YSczDnkR7f2m2epd/F8Y8BuX/YioZt/2TaSYXfcvUyKn6MdQ/DfXPmHOth/1+KSWmWvGYv0D9U1D3kBkgKZkaKmcVIldWwMDY9Dr6X3+C8BYjKurNdvJDGQKXxcYtY+eh5GiFnuKvoNR+9m3hORQ/88s+gchxC673Xohd9mOty7EVJwu8l4xFduQPjiVJYuzYsVgs2XPsdjtOp5PS0uzMoRCCcePG0dRkOrJrmoYsy3nnTps27Zz2m4qrKZ7Yvx41RzamNdaPAfitQ23yt4+fj8967rbNn2pGHHbX19ezdOlS7rrrLj70oQ9RVHRm36jvv//+DEPPUChUCHDOVZzzoPb30P2fkNxuZmWKPmoWEIeegMofQv/DpnWAUgaeq8ygyDrGbBWPvmluN0kOM4Pjvf7otgqSBaTKU/L2Tjt6ClFWioEg575JZQNYcz9PVTq9fH3OVTx9YBPb+ztwKVYurZ7EvJIxOGQLPYkIoXQSCYFdVkirKQzDwKNY8dldiGNo+z7TKHaM54ox32dj18P0JHZjl/1MCXyQavc87IoPy9UOEju7ib3Xih5XsY7x4T5/DErg6B+QTqeTpUuXsnfvXtra2pAkibq6ukFxvlmzZtHW1sb+/ftJpVIUFxczYcIEmpub0TQNj8fDxIkT8fl8WXNLSkqYOHHiOV9MHNfUjKLhI9kV7GS8t5RQOsGN9bOocvoLreCnkBHfEdauXctDDz3Ev/zLv/DZz36Wq666irvuuovrrrsOm+3kKnNWVFRkFcN1dHTg9XrzCknZbLaTvq4CowTJCY6ZUPUj0OMgFHM7qvEGczy2ygxYvNeaBcjBv5qaNEI2A5zyr4P2WUAybQXOEluFE4aQQexALLkC450jao0sdqSLr0HYct9yFEmmyuXnoxPPI66lEAh8VgdxLcW7nft4bN86Urq57e212Ll13DzeaNtNbzLKveMXUe3wItlHkcw9oEg2AvZxnF/1RVQ9gRAyDsU/OC67rTjnVmKfVAwGCKuMlOfndyRCCFwuF9OmTWPChAkIIbBarYM6ZXa7nfr6+kEtG0VRsFgsOJ1Oxo8fjyRJGffNXHPPdSTAIVuIqqmc4z6rncurpyAJCZfl3M1wnS5GvC01Z84c/v3f/52mpiaef/55SktL+eQnP0l5eTn33HPPyVjjIOeddx7Lly/POPbyyy9z3nnnndTXLXCWIXvNjItSbNbDWA6pBWu90Pc76Pg2dP8Y9BDIh9UcSA7zPEtpIbDJhZARromIug7EzffAuFlQ0YCYdxHSbX8Pji7T1iIPupZGUWPYw21Yg82oiSAHwr38ac+awcAGIJRO8Nud73JlzVR6ElH+Y8db9B5qF9dSMVKRTmId20n0NaEmw2d84atVduG0FGcENgMIIZDdNmSP7ZgDm8ORZRmHw4Hdbs8SYBVCYLfbcTgcg8GK1WrF4XBkPRDmmnuu47HYuLByQt7xhWX1eKz2QmBzmjhuq1IhBMuWLeOXv/wlr7zyCg0NDfz+978f0TUikQgbNmxgw4YNgNnqvWHDhsE93/vvv5+PfGRICO3ee+9l3759fOUrX2HHjh38z//8D48++ihf/OIXj/dtFDjXUUrN7SjpiBS7sEPlj8zxAseOpQ5hSSOl70ea3490sQcxdg0i8TOEe67pMpkDXU2R6NlL57qH6Nv5Iv27X6G3cxdPHcjdLq0aOtv725noKyemptnb344eDdK7/Tm6Nz5G/55X6d32DF3rHyEd6TzjA5wCow9ZkrmocgJ1ruyi6xvrZxGwntvbdqeb496obmlp4aGHHuKhhx5iy5YtnHfeefz3f//30U88jLVr17Js2bLB7wdqY+6++25+97vf0dbWNhjoADQ0NPDss8/yxS9+kZ/85CfU1NTwq1/9alS0gWt6ipjaS0t4NaF0K8X2CXit1Wh6Gp+tGqelOOucaLqLrtgOOuJb8VmrqXYvwKkEkKXCk8AJxTYRxjwK0ZWQ2AK2yeA+3+yuKuyRjwzFD4G/B881iNBzYETAf/chw9D8SrZaMkz/7sysrGHz0BFvynMGdMbDFB3yj2qOh5mbDJGOZG5bG1qSnq1PUzrnNhTb2VeYXOD0UmRz8plpF9Ea62dddzNui5UFpfUUWZ04Cxmb08qI7Rd+8Ytf8NBDD7FixQomT57MnXfeyR133HHG2y4McDrsFzRDpTO2lTdb/hWdoW4Su+xnceWn2dT1CEurv4jLMtSiGUy2srz5WyS1odZ1CYWLar5GmXMKkhh9BZQFzi50LY1haEiyFTGM6WMuDMPA0FIYugaSQrhpJbG2TJFFuWYBv+3rY3+4J+c1LqueTHOkj53BDu4ZM4vpJAg2r8w5NzD1WuxFJ+YelU6nEUKc823QBQqcak6q/cL3vvc9Fi1axHvvvceWLVu4//77R01gc7pIqH283frDjMAGIKH1s6X7Marcs9nU9QjqIUn+pBZiVft/ZwQ2ADoqbx38d+Jq3ylbe4ECR6Kl4iT6munb8QK9W/9GpHU9auLY9aPUZJh0pJNY5076dr5AtG0TWq7zO7dzbeX4nNdQhMQUfwW7gh04FQvj/OWEOzbnnAugJSN5x46VeDxOY2Mjq1evZs2aNbS3t5NIFOT0CxQ4Exnxo0dTU1OhnW2EhFMHUY3cN8HuxC6mBD7Itp4nmVl6G4pUSlIN05PIFkMDUPU4kVQHLkuhFqTAqUdLxwk3rSLWsXXwWDrSQfTgRkqmfxBFiZv1S7IftD4w0mb90iEHdDURJh3tItK8hnTUlPY3dB1bUR3JvkzLAC0VoTTWzu0Ns3niwBaSuvlwMNAt9WLLNortLu4dvxC/JNOt5xcRVZzFpNPpERfDptIayZSGQGX1qpXEYrHBsZ6eHsrKypg5cyZ2u52EGkQ3VGRhxaYUtsAKFDidjDi4EULQ39/P6tWr6ezsRNczBYwOLwAuYJLWhzf+09HQUdEPWQQcmeEZ6fUKFDhZaMlIRmAzgJ6OE25aia9oD5Isg+cK6HgAUrvAOh5KPothnUKidx+Grg0GNmAGR57a+QjFhqFmeilpBzeyaM5tTPWVEVHNFnGn1UFKTXFL3QxcQmDp24+omomnbhHBfW9krU1xltLdH6N5WyOTJ0/G7XYfdUtJ1XT6w0neXd8KAupLUhmBzQCdnZ2EwiF61R1s7P4TkXQHPmsNs0ruoMjegFUuFJUWKHA6GHFw88wzz3DnnXcSiUTwer0ZWRwhRCG4yYHPml800C770fQkfls9FsnU6rFKbmyyN2tbagCv7eyToy8wOkj07M07Fu9twlMxD6nzMxB5AwIfhfavQ2IjtHwcvfpxdC1Fsrcx69xQ4zsUTbycSPNaUmFTGE12+PHULkARCvqOJygtnwZCInpwA7KaMH3AAmOxVs4AyYJmL8dRu4Rk2zr0Q+O2wFhE8XTWvbcZVVV5++23Wbx4MSUl+YubAfqCCR56djuabnDZoio6WobWXFxcTE1NDYqioOs6/X399KTfoj9pzulJ7ObVlu+wqOIz1HuXIhVkA84q9HgaPaGCEEh2BcleqL06Exnxv8p9993HPffcw/e//32cztElmnW6sCk+xvouYV/w1ayxacU3s7v/ZeaV3YP9UOreoRQxt/RjvNuebdw4znc5dvnsckguMIoYzvjPMBi0t0jtNv25LDWQbjGPJfcAAXKpF6vxPvp3L8ddswDPmPPQ03G0VJRI83sEplwDhkG4eTVWXzXehqUISQYhSPY1EW3fjKNmMe+uXofX62HsmMsocjuIx5O0dvTQvGZjRoZ58+bNnHfeedjtud2ZE0mVN9Y2o+kD6xx6gJsyZQqaprF9+3ZSqRSKolBXV8dY11UcCL+NwdDrrOv8LeXOabgswwdSBUYHhqajdkUJvbyXdLtZw2Vt8ONdNhY54CiUa5xhjLhbyuVysXnzZsaOHXuy1nRSOR3dUgAJNUhzeCXbev9KTO2lyDaGyYHriaa7KXdOx2+tQ5GHhLNSWpSexB42dP0f/ckDOJVipgZupMazCIdSCG4KnB5S4Q66N/0l55g9UIe/0oqk2MxaG9kP6Tbo/D4YCQzXZYSNOxCGRrhp9eB5QrEhVc4m7SolLVtxGBpS53bU7l3YAg34x19KrH0zMcVBwuLGEOC0OEgbBsgWJEkmoaaRJQmrkJF1g2QwMqiflYuLL74Ytzu363YokuRXjw8VJ4+r9dFQmiSdSuJ0Otm7Nzt7VVlVjlS5hx2hJzKOX1n7AEW2+lFpD1EgE7UnRvfv15uu7Ich7ArFH5mN4ssdLBc4cYzk83vEf3FXXnkla9euHbXBzenCrvgY77+CavdCDDQMw0ASMrLTik3JvslaZReVrlkU2erRjDQSMnbl/2/vveOsqO7//+fM3Lm9bO/sLtvoHWkqREFAjT0RjcYSY/lETSxpJlFikk9MNDF+NP4+5pOYRL/WmFiiRGMXBaRXKctSdoFtbL+9zfn9ceXCZYtggItwno/HfcDMOTPznrmzd15zzrvI2iSS9KJZ3Vhzqgm1pTq8K5oFV+lEVO9j0PMaEAcUcJwGhb+Gph+i+N/DPuguYsEeTLZMYsFOVN2OqD6Lv9Z/wvb6WiARCTWzsJLTKs/E7S4Ak06bp4w/bVlCJB7jmiFTeX77GqbkD6bR381HzXXJ4oWV7hwuKBuDw23H4XDg9/v7PI8B/44UBU1VkiM3DqtOyaACIiE/q1at6nOTpsYWJlVM7SVuFF83YuM7MOJUFFvfYkpy/GNE4/iX7U4KG8WsgaYgogaKqhDe2oY2oVj+Ph9HHLa4Offcc/ne977Hxo0bGTVqVK/og/PPP/+IGXeioSgKdv3wCo1a5SiN5DhC0214Bp+GLbsSf+MajFgYa0Ye9rwqNP+z0PPKAb1Fonq6EUz43/S8jklXQMklo3om4a5dBG1ZPFK3mtaQN7lVTBj8u3ErttJRnGV20R7y89v17xI14lxVPZnn6lZQYHfTHvLxflNtin3betp4qm4Z5w4aSdnwIWxc3luMZGdnD1jN2m4xMbwqm/W1bditJkqL3Pzj7R1cfEZJrwCKAzHCFkyKNRkZ6dQLsLR3IRb+DRwelGFTDu0iS447RDhOuKEbvcSNY0IRoKA6dUTMIN4TRnOaiXWHiLf5Ua06mtuC6rJIsZNGDlvcXH/99QD87Gc/69WmKArxeP/hmBKJ5IuPZrZjy6nE7CmGuB+1+y8o6ND1VN8bBFdA9g3gPAtMWZhMICx2VN1BU9CbImwO5N97NjMpv4Lle+uJGnGsmo6uarSGvJxXNoqn65b3uV1r0IumqnQYiWmkA6OczGZzny9lB2IyqUwbU0QoHCfTZWHN5la8/giB0AD+RoCq6dhMWXijjZgUK9NcV2N5/x8AiEUvIgYNRXFmDLgPyXGKpmCpysKc78S3qAHXjHK6/rkFw7s/uk8vduOYVELHC5+gmjUyLxmOKd8pBU6aOGxxM9Cbi0QiOXnQdCvoVtCu+tRpeIDfBsMPQgNjI/g/SmT4dZ1Dc6BvYQMQjEeJxGNs70mEjXvMNtpCCUdOTVEJxaP9brs36AUhmDpuHE1NTQQCAbKyssjOzkZRFILBEN6gwbaGTgwBpQUuTLqKU4lgCfdgrV/PORbwl5/O+q2J4ze1h8jIIUnJzgAATwtJREFUyKCrq6vX8axWK9GYSpn7VEwxhRLLGGyv/w26WhMdetohPnCKB8nxi2bTsY/Mp/2ptXjmVNH97zoMX2o18OieHoKftGAbkUdwbTMdz28g+9pxmNz7fXGCsSjdkSDrO/YQiEUYmVVErtWJ22w71qd0wiO93CQSyX+GngciCFo2wnYqoKNEVkFkx/4+WgZ0vQDef+1f1/kUuVn9jPYAZlVD1zSKHR42dDbijYbItOzPG6OrGtF+EvdlWhzEoxHWrVvHmDFj2L59O7t372bjxo1omsbEU06hoSnMkrVNACxd18Sl04uw1r2N0tFELLsELeTDVLcMj2sQwXCMlRvbOP9Lw9n8yWqCwf25pnRdZ9iIsfh6QgxrBtXuRjQsAMMgNvpM1GgItWkbqDIk/ItMeFsHiqaApu4XNqqCpTwD1WUh3hMmXNdOxvnDCK5tRkTixFp8xB0auqoRjsf4uGUHz21fmdznv3Z9Qo0nn28OnYZHCpwjyiGXXzjnnHPo7u5OLv/qV79KeYNpb29n+PDhR9Q4iUTyxUBEnBjKzzGW52B87MTw34DI+C2obrAMAZRUYQNgdFOg1OPW+44ymV5YTYbZxqTswaiKQiAWQVMUPGYbq9p3MSVvcJ/becw2TIpCkdmNzWajsbGRxsZGenoSeaPi8ThrVq+mcpAT3ZT4CXTadTLinfhrprO68iu8akzkXfeZ+ItHMmVYwk8uGI6x4MNdlFaMYsSocQyuqGbc+AnUDJ/A+ytbyDeHUVa+hZJXin/cl9kw8kpeNU7hTet0mmffQVCXCf2+yMTaAygWE0YgMWJoHpxJ5sXDUd0W4p1BTBlWMi8ekXA2/pRAu4+/b1/NyzvWsTfkSxE2+6jtbmFJy3YMWbn+iHLIoeCaptHU1EReXqK4o9vtZs2aNcmoqZaWFoqKio57n5t0hYJLJCcKRiyMiMdAM6GZLIhAD8Z7z8KWZakds4tQv3whit0MHY+D//3eO9MH0Zj9ML/fvI728P7Ipok5pVxaOQErZj5e34itUPDMzqU4dQuXVU7k+W0rOL98DCv21rOmfXdyuxyrg69VTcJqKHh3t1BYUMCqVav6/F2aNGkSyzb1ULuzi2kjs6kqtPP8B42EI6l9v3LmYFraAyxa34rxaQRVhtPCjEkl1NZ3Ur+nh9nTyskz9mKPB+ixF/K3D5vwBVKnzSaOyOeUUYXYLHLA/ItIYG0zPe9sI+O8ofg+3oVjQhHdr28F44BHqKqQefFwvAt3Emv1w4UV3N+2hFJnJvk2dy8H+H14zDZ+NHYOGRaZO24gjkoo+MEa6DDT40gkki84RixCLNiBt2E50UA7JqsbV+kU9O7u3sIGoL0RsbUBhlpQoo197zS6i/z4Rr47/DS6I0GCsQgZFhsukxWHqhGOGTTs6cHUovLNUdOJ63HMiombh88gEI1w7qARnF82mu5IEKtmwqrpmFEhaJBTPpjFixf1+8IVi8WYOjqP1o4gBbku3l67t5ewAfjHezu4dm45pSVD8AdjKAo47WZ6/BGqBmVSVujmo1V7OGVEHpWl5Xy8bFcvYQOw4pMWhlVkS3HzBcVSnoGia8S7QzinDqL7jYOEDYAh6H69Ftf0cnxLdtFijeKPhbFqOv6DSosciD8aRvSR3FLy+ZF/ZRKJ5DMRwiDc1UDnln8n10UifgJNG3DX9V+SQWz4GKVyNtjHJepMHYThmEvQn0uo/jksKFhVDWHE8AKmoWejZ5QxuMTDsvXNNL3r54xTiuj07aS2NeGoq6qJaSWTycTUqVNxORIFKzc0tZHjHtjHxW63s3HjBuZMHUrc0Ghs7TsnjhDQ1BEGHdbXtdPY4sMQApOWyIWz7z1vTW0bRflutuzo7PeYWxs6yc2Sb+eHghGNYwSjIBJ5ZTTb4RU9PdKobgvZl4+m+62tuE4vRwT7dhA3/FEUu070y6U8Uf8RALv8nZxVPJTle+v73KYmIx+Llt7zO9E4ZJ8bRVF6hbTJEDeJ5OQgHvHTte393g2KArH+o5aIxyDWBY4ZoPaulG24LqOnYZ8fgkAY+x8Y3dveR4kFGVWdi8WsYdZVst0aez8VNpCI3jQMg0gkwsaNG4lGE7aUFrjYsK2b6urqPs0qKUnkrOno6KC1aReCgX/LYooJfzBKLGYkfSNi8f3CBiAeFwjEAWUbehONyWjTQyHWHcL79nba/rSStv9bQddLG4k2+xDx9F0/RVEw5dhxn1WNGOA7Bgjrggd2fkBPNJHzqC3kw24yk2vtnchRVRQuLh+L3dR/7iXJ4XNY01LXXHMNFkuiREAoFOKmm27C4Ug4yYXD/Q+5SSSSLzZGNNSrYjdAxNuMqBmPsn1tn9spNeOBOtj7DBTeD13PQGA5hutiDMcFGMJD5pDZhNq3E9y7FRQVe/5QLBmlKKqGEY9iV8Nc9+VB9IRUmpub+rVx7969RKNRdF3H7bRwysgCur0BRo8ew9attQSDQcxmM4MHDyY/P5/Vq1dTUTUElzsTm81EdoaV9q5Qn/suyHNi0xWqS53E43EMQ9DeHWXJulY6uhPbDKvIxqQqDC72sGNPd5/7qSk7vCSeJyPxnjCdz68n3r3/fovu8dL+9FqyrxqLnptex2xFVxHheOLfaG+xpZg12tQwgYNE/9+2r+LamimsbGtgaetOYsKg0pXDpZUTKLBJ/88jzSGLm6uvvjpl+corr+zVR1YEl0hOTFJGaZVPB3yFQTzcQ6zAgym/DKXloCF3mwtl/GwUhwriSkCHgv8mHo3Ts2slwe3vkZhzULDnDSWjaiaKSSfYtpVA03rsBSPo2LSAeCghFKw5VVgt5QPaeKCdHpcVu00nFnXhcjlRVRUhBHv37mXlypXUDBvDh6taaNy7kwyXhdMnFLPggx29olZOG1+EKiJ4vSE2b96cLOlgt9s5a9IIPt7QRZc3THmxm5ffreO08SXsbvH2GqUZXOLB47QgGZhIozdF2CQxBL4P6/GcW4OaRr8lzWkm1u7HOa0U7wc7P12pJOrBGgLXzAraLL2nrLzREN5omEsrxvPl0lEYCKyajlOX98TR4LALZ37RkdFSEsnhEw/76K77AEfGYLRoFOJxDLsDf+d2wv4W8mq+DNvWINa+C7EYSs1ElFHTEWE/imoCsxUjGkbVTBjREIqmQ8iPiEUQrgyIx1FDfoSqElUMFFcm7Z/8E4SBZnHhzhuFrphR4oKgyUZTl4/a+t0pgQ0lJSWMHDkSk6n3g6+9vZ0lS5Ykl0ePPYU3ljSnOP6WF7mZNKqQVZtaaG7z47DpjKrJoSTHQiwWZsWKFb2SmCqKwuSpp6KZrPz9zS14/VHys+2cOr6YTdva2dXsxWo2MWFEPuXFbhw2OfUwEEIIul/dQmhLW5/tiq6Sc90ENFd6BIERjmH4o8S9YRRdRTFrGMEYhj+CYjahZVgQkThGKIZwmFgfauWVpg3kWF2cVzaKYocHW7qmn0QcYnsTHxEGUyEoZjC6Id4BWlbiY8pKj32HwFEtnCmRSE4+VM1Chq0E8fL/B+FEAjtNM+GafC7OIbNRXJkwbibKkFMgGsGoXYF44m4QRiIGJCMP9ZwbMNYvRCmsQLz3DISDKDOvRNm6CvHJR0mhojs8cO4N6PZsjHiE7MJTUF7/M3QnHng2oLx6Iplj5rB0/SaEEFitVmpqavoUNgBOp5OioiIaGxux2Wx4A6JXRNPOxh7GDM3FbjUxcUQBoXCM9s4ATpOfnp7uPrOzCyHYs6se1VaI15/YX0t7gFfeqaOmPJMJIwpw23UGl2RgMh2yi+NJi6IoqM7+H/6KVU/4eaWBuD+Cb+FOghsSPl/2iUWoVhO+JbtQ7TqeOdV0vbSJeMf+BI9VVVncM3M2cbuWXp8aEYPgOmi6E+KdoDoTBW3bH4PQ+v39rCOh8AHQC9Nn6xFCiptjTCjWQyDWRmtgI2bNQa5tGDYtE5O2/02kOxKkPeSjrnsvbrOVQruH5kAXBXYPWRYnLnMi6Zkh4oRiXfREYzQH/DQH/RQ7MimxZxIVBnXdewnGI1R78sg023HoZjrDQRp8HbSFfJQ6s8i3uWRuBcln09OGeOX3IA54wMdjKItfQS2oQMksAhI1o8SyBbD6ndTtu1oxXv1f1PO+hfHsfyf2U1wNQS9iw4epff3d8NIjeL7ybUQ8ivLq/4G/K6WLunUFHkcGQyrHodts5OXlYbP1n+HVYrEwYsQISktLaWtro6mzb9+aeFywrnb/qMHU0XlALJkAsC+6urrItOSl7scQbN7RQZZbx2HVaGioR9NUsrOzsVqt/YowCdhG5hNY2XfqAMeEIlTHsY8qEnGDwJqmpLBRHTp6vpPuBYkIQOe0Unrequs1nRap60CzmXDNrDzmNqcQbYI9N4H4NLNy5tcTuacOFDYAoQ3Q9GMofjCRVfwLjPwLO4YEY50sa/4Djf79WSoVVKYU3EKJ6xRMqpXOcIDHNn7ITl97so9JUbmqZjJ/37EGq2biyqpJuM1WusO76AgbPLZpTdIr/5TcMva6/Pxt+6qUvAlfKqhmSv5gHtrwXkpNnjyri++MOoOcPrz4JRJIhIGLDR+lCpsD25e8gsgfjGJzgL8bsX5h3zvKLkRsWZrcjzJ8GmLRS333jYZQW3dDRl4vYbMPdcNCKsbPQs3IPaTzsFgsWCwWMjMzidR1AL2nPjQtdXTFH4qDB2w2W78Cx2639xltNXtqCYGuPaxakeoEPWLECEpKSgYs3nkyo7ktuM4YjPe9HSnrzWUerMNy0hKla/gjxDqCWIfmEG3yYh2ZjxAC55mDE2UZzFpS2KhOM+bSDLQcG/HOIJHdPRj+KGpGGstv+D/YL2zQwD4VIvVgGZFYZS5NjOgElkNoFcQ6+hU3whAo6vEfKS3HSY8RQhjs7P4wRdgACAyWND9CINpOxIixoGF9irABiAmDJ2uXclbxMNZ1NLJ8706CsW4a/Q08uXVjUtioisLkvHL+tn1lr4RQlZ5cfr/xg17FBltDXp7euoxALLUInESSJB5HtO3uv71rL+y7f2KRfkPDFUcGomP/g16x2CHQ/4iI0tmKEg72204sgvI5ilFqmkZpkQuT1vsHurHVR2nh/rn8LTu7sNndlJSU9Lu/iooK8nNSXw5yMm3oSoiWlt7RXZ988klKpXJJKqrVhG1UPjnfGI9rRjmOqSVkXTEaz7lD0NLgkB0PRol7I6iaijAEztPLsVZnE93dQ2yPF8fEYjAEiq7inl2F58s1WIflYHQEEeE4jqmlkO6C06HNiX8dZ0Dx/4DvXRAhcJ0NeXeBmgnmikSb84xEodsDMKJxYu0BvB/upOufm/GvbCTWFTquk/nKkZtjRDDWxebOV/tpFTR4F1PoPJslLYm3FQWFEZmFVLpzyLY48MciqIpCuTOLt/fUMjorB03Npzm4m2pPHkM8eXh0G03+7qSs0RSVU3JLGZc9iByrk2l5FSxsruslcDZ2NeONhmWeBUnfaKaEn8zODX235xTDvogPU8J5mEjvaR/RsxelqBqxIzEULgI94M5OVMzui/xyhNXefwYasw30z3fPuuxmLj6rhlfeqSMc3Z+VOBSJMmtqKa+9v53WjkAiY7GqoRgxhgwZQm1tbfIHXVEUhgwZQiwWIyvLw8wppby3bBeGIRhe4aFpT//JDevr6xk5cmQyCaEkFdViQrWYMGWnd8o8HoziX7qbwPI9yXXh2nZMOXacp5fT9fJGQnXtZFwwDPecaoxglNCmNoJrm3v1z7xkBJo7TZFRtrEQawHndNjzbeBTseV7N5F/qvA+aPkZdD0H+T8BbX/KAhE3iNR30/XyRvY9XMJb2/Etqifr8tFpD83vDylujhmCcLz/t1RfdC9xIYgJgzybi8sqJ9Ia8FJgd7OoZRu7fJ1kWRzMGTScnT3tGAgUNG4ePoPt3jZWt+1GVRSm5JVz/dBTeb+xlksGjyMUj/Fe4xaag14K7W6+NXw6i1u283Fr6pBv1Dj8N2DJyYGiKDBsKmL5G/tHaA5APfUiFOunDyGbBWXcdMTSN3vvyNeNUjUesfJNiEUQ6z9EGT8b8f6zvfvanCgFg1FUFZGRB12tvbooE+eCI+NznZOmqRTlOvn6+cPp9oUJR+JkeazYrTpWi4mLZlXjD0Tp9oWxW3Xqtm5n8ODBnHbaaclRF7PZzM6dOwmHw+Tn5zO8IpvyIg8d3UHcDo2Vjf3n/gqFju+3XkmCeHcoRdjsI9YWIFLfibk8k8iOTkQ0TtwXxpRhw/vO9j77B9Y24ZxWiqKlQdDap4IpB5p+SFLY7MPwQtvvIWMetD0CrfdD2QvJ5rgvQvdrmzm4OoQIx+n+Vy2ZXx2BZj/+XoyluDlGaIqFHNsQ9gY39dle7ByPRTVRYHMzr3ICrzWs58yiITz8yXvJvBvNwR42djVxfukoLKoZjyWLRz75iLaQL7mfXTs6KXNmcU3NFLb27OWZuuXJtpZgD2vad3N19WQ6wn5quxMPDJumY9eOv5tTchzhykL96ncx/vV/yaglrE6UmVdAdnGym2Kyw7AqiIYQaxcnMhQDFFWhzvw6xqq3UM+5HuOD52FvA4THoUw5LyF4op+KgZwS1HNvRMksAEBcfAfG63+CprpEu2ZCGXcWyujpoKqEQolRogNHVCwWS4pvRiQSIR6Pp7SpqoLbacHdx1SHw6bjsOnkZdsJh8P4/X4WL16Mruvouk40Gk1mQ540aRIAuq7h0TU8LguxWIzs7GyamvpOOpiXl4empdEHQ3JIhNa39NsW3LQX1+nlRHZ0Eu8JE+8OpURKHUxgbTP2sYXpCWPXCyGyIzEV1RfhzZB9Y+L/IpToax4EJKLEnDPK0exmYp1Bguuak/5FsVY/RjAmxc3JjMXkZGzu13m74SeIg5Szw5RLlrUKh27j6popvNu4hcl5g3lp59peCcUAXtu1gan5g1mxty5F2Oyj3tdBg6+TRfseBgfxt+2ruLJ6UlLcnF82Go+5/0gTiUTRTFBYiTrvLgj6Ek7BNic4MlAOnFpRdRRnLlTXowy/CiKA7kLoFoh2oJ4yF4RAvfA2iEcBgbB7UEecBiE/aCawu1Ds+/1elIxc1AtvhaAXohGw2sHhIRwzaNyxA7/fT3Z2Ntu3b6erqwuLxUJlZSVFRUWYTCa6u7vZtGlTrzar1XpI574v0mrJkiUpogbA4XDgcvUuK2Eymaiurqa5ubnXCI3ZbCYvL6/XNpLjD6OPQqpJYgbKgeH9QvSZsTjZPEDbUUdRgc8YnRcHtMdaINZGPOwm1uzDv2wPhjeMKc+B89Qyok1eAqs/Fe6fUYoiXUhxcwzxmAdxxqB7WNnyON2RXSiolLgmMzbnChx6DgBus5U17bsZnzOoT+ECYAiBNxpm2d5d/R5rSet2ytzZ1Pt7F/ELxqOYVRMes43zy0YzNrsETc79Sw4BxZkBzoyBO+nFKNmXwd5fQzDhQK/YJkLeD8GcB0rqiEVyfMWT0/9xbc6EmPqUSCTCJ598gs/no6KiglWrViXbwuEwGzduJBQKkZ2dzfLly3u1dXZ2MmrUKMzmxBunEIJgrJOoEUBVTFg0N2Ztv7+Hx+Nh8uTJbNiwAb/fj6IoFBYWMnTo0H5D0B0OB9OmTWPDhg10dyeyLOfl5TF8+HDsdpl+4YuAbVguoY17+2wzl2cS2ZNwNYju6UHLsaMX2ght6ru/pSoLJZ0V4c0VJP7a+hAjpjww9jm5K6AXI2Jd+BZ1Ely7f/Qq1uqn+1+1uM6sQC92E+8KoVqPTxlxfFp1gqJrVvLtIzhz0HyiRgAFDYvmQtf2/zhqioqKgvIZhfyAAfsoKH3ew/tw6RbuGjuHDLNNFkCVHFkUDaw1UPggGJ/6mWlu0DxH7BChUIimpiZGjRpFbW3vauOQCNHesKFvJ+impiaqq6sxm81E4n5aAhtY1foXArF2QKHQPo6J+d/Aac4HEiMxubm5TJs2jWg0iqqqmM3mAfPVaJpGZmYmkyZNIhZLvBWbzWYZAv4FwpTnwFTgINacGj2k6Cr2MQV0vZJwM4g2eXFNLyfS7MWU7yTW4uvV3zWtFNWcxqlIxQoZX4Oup3u3Zd8EXX9L/N9zGfiXgvO8FGFzIP6Pd+H60mAUszpg0sV0Il/X04DV5MFlLsRpzksRNgAO3cykvHK6IgHybb2HuyGR98ZttnFaQf+JoU4rqGSnt+8oFIfJgsdsI9Nil8JGcvQweRLz9uZBfQobIxokGugg4m0hFuzC6KMwZ390dXUBoOs6wWDffg4Wi6XftgP30R7aykeNv/lU2AAImgKreHfXvfijqblwLBYLTqcTu91+yIn4LBYLDocDh8Mhhc0XDM1pIePcITgmFaO6zCgWDevwXDIvHYlv2W7QVGyj8smaN4poux/NZcF9xuCU/pZhuWRfNRYtM41T/0YUvK+B+1zIvxfMlaA6wDYBih6C4CcJX5vc74PnAvB/QDzc/+iiEYiiZdkwl2Yct88QOXJznGFWTcwtGc5fapdwUflY/rR5EbGDkqddXjURh8nMxNwyFrVso+mgXCE1njxKnVmcUTSEJ7cuTcl5o6Bwdc1kPBbpYyNJH7GQl67aN4l494fMWrIqyKg8Hc382Qkl9wmLgUKpP+tHV9d1QrEeVrc+2avNbsoGRaErXJ+cMpacnIioQbTZh2NSCYpJJdroJbS1DeeppSiqgmLWaH9uHbZhudhG5BMPRjFXZ2EbXQCaimozoeppdh6PtyUyEiuuRMK+gnshvB1izRDaCrZRYC5JCJ6OPyPy78VoG3jqVDVraS1g+lkcv5adwIRiMbzRIDt9HRjCoNyZjdtsxarpdIYDdEYCXFY5kUZ/J98eeQYr9tbT4Oskx+pgZvFQdFVlb8hHVzjAN2qmsdPXzsetO1AVlTMKa6h05+I2W9FQ+O7oWXzYvJXmgJcih4eZRUPItbnQFDloJzkMInsg1gqR2kTBPXNlovhe6BMgDpahoNoh3g2ROlA/HbWJ7AFTdsKhMdwA1mHEyaRzy5tEfanh3eGO7XSrGhmVX0IdIOdSPOzDaRGoqkpHRwc5OTm0tfXONtzR0UFubi579/b2gVBVFYfLSjjupTuy33et2DmRSs8s/NFW4iKKWXUQjvuxaH3n8ghE2/FGm/FHWnBZinDq+dhMmX32lRwacW+YWFeIeGcQLcuGatUxAhHinSG0DAumLPsxjThS7TqxjiCRg0K8A8sa0TwWHJNLEIEYgZVNROq7sY0pwAjFcE4ZdPxk8jV8icR8mhO6X4CMKxIiJ7QewpvAVAyeixJFNXNuJh7IwgiFUcwaog+nar3AiWo/vkchpbg5xgSiEZbu3cHz2/aXR1CAr5SPpSazgP/Z8B6+aBibSefHY+ayobOREkcGHrONtpCP1xs2cGbxUP5300LCn4bZDnJkcmp+BWOzS8i07v8RzrY5ybDaKbS5iWNgN5kxqTL8VHKYRBqg+UeJujMAWd+E4Hro/BMJxy4FCn4FPa9C4KP92ylWyL8b2p8FIwhZ10HDpRj5z/USNvsItdVhlE4aUNzEQt2Em1YxZuRINmyqZdy4cfh8vmRIOCRGbZwZZvKKi/F6vb3aho+uYmXH/1KTNQez6sSsOanKmI3DlMOHe36DOCCypMpzFqNzLsdiSp0m9kfaeG/Pz/FG9tVBUih1TmV83jXYdClwPg+xjgAdL3yC0ZN4sGacN4Tut7YRa9uf0Vl16GR+deQxSx6nOs1kXDiMzufXp0Q8KWYN15kVeN/fnzMs1hZA81ixVjuOH2EDib9FFIh3JV5I9twEzjPBNhmsYxKlGYIrQa9AaIMIrNxBtNmH+6xKul/fmhIRpdp13GdXo9qOb3GjiJMsk9ThlEw/EgSi7XSEtmFS7ZhVG21hnd+u/6hXv28Mmcrft69OllK4qnoyO73tLGxODef+1vDp/HHzIqJGbzV9VvFQLiwfIwWM5MgRbYW9vwHfp0n5tKzEvHzzD/f3sZ8Klgro/H997MAERb+DxlvBdQ6odkLqXDpql/Z7yJwxl2J29l8vyt/8Cd3b3kfPHIw5bwztXX48GVkEgkHaO9qxWFUy8+zU+l6mM7KNCZn/BcFM9u5txWIzkZXnoNb3CnsCH1PmOo0hzkvo7vbS0xHGbFXIynNS63uJPYGl2E3ZTMj8FiLooaOti6KiIjRNo7GxkbiIkpPvpIdt7A1voMZ5IR17/ShxE0VFJXR3d9PZ2Ynb7U4W9pQZifsn7o/Q8fx64u0JPynHpGKiLX4i9V29+qouM9lXjDlmIzjCEMR7woR3dBJt8WLKsGHKdeBbVE+sJdXZ2H3+EN7Qd+PQLVS6c2kKdFHhziXTbMf+OTNq/8fEfdD8Y4i3g2MGtD/aRycVyl7EoITOFzcS3d2DuSwDx8QiInu8xL1h9DwHpiIHagaEOncQC3Riy6lCNVkJttdhxCLYsivR7VloliMvPg/n+X1cjNw8+uijPPDAAzQ3NzNmzBgeeeSRZGKsg/nrX//Ktddem7LOYrGkvJkdL/iirby7617G5FxOR2A73mg7G7tH9epnUU0oKElhAzDImclz21ak9MuxOmkL+foUNgALm+o4o2gI2dbjMx225AuI0ZNI0b4P11nQ88/UPu65iaymfRKD8BYwV4PvLSj4JVp8oAeSgqoN/EZosmUAEO3cQbRzB25XAZa88WwM/R0jO07E8LGmtZZ94YLre/4fNRnn0COWEjF8rP20TVftVNq+zOplm1N+P3bUKYwYcz6KXaXGeQHrV+4gFGpgxIgR1NfX09y8309oVz1UVVdQ6RrBysXrsFgsjB49mo8//jglH86mTZuYPHkyWVlZx60D5rFCxI3EVIeuoZpUjEgcYRgY/khS2ADoxW78y/ZnBzblOzAP8oAB4e0dxL3hYyZuFFXBlGHFNK6QuC+Lzhc3Efuwvs++PVaDd3ZtISYMTIrK1TVTeGrrMsZklzC9oCo9AkdzJlIx7LktkanYeVbi73Efip4YfTXlo6Ci5zmI7u4hUt9FpL4LvdCJajcTbupBLYnSvuZ1EAb2gpFEehrx7d5fMzHY8gm6I5fMYedgsqSvIHPaXyOef/557rjjDubPn8+qVasYM2YMc+bMobW172FrALfbTVNTU/JTX9/3TZZOokaItXufJhr3Y9dz+aTjH+iqm85I74gQq0nHF01dbwhB5CAR4zRZ6I70H/0RNmLE+6ncLJF8LowQKcm/1IyE782BKNZECvf+iO1NREuJxMNejW9C72dkxppThaoP7MhosnrQLPuniCLeZqKxALv9y2j0r6QtuIUD8yBYNCdd4R292ipdc9hR29rrxUgIwcZ1dQz3XJZst9lsaJqWImz2keHJYu2a9QghqKioYNOmTSnCBsAwDFasWHFcvoQdK0TcINYRwPv+Djr/8Qk9b9QSafYS6wjgX7yLePdB1yb+6bS9zUTGBUOx1iQqcsf2+rFPLAJVIdrixQgf29IxisWEnt/3C6Qpx84uvMkgkJgweLpuGbOKh/LSzjV0RPx9bndM0Auh5FEwV0HGZVD6DOT/NJGyoexlcJwGmg1FU7GPLYQDptWiTT7C2zqwjfLQtfPNRBJPRcWaWZoibJL9/XsJNH+C6OdF/FiQdnHz4IMPcv3113PttdcyfPhwHnvsMex2O3/+85/73UZRFAoKCpKf/Pz8fvuGw2F6enpSPkeDqBEiEG0nGOtECINwvIdd3o+pzpxLfXdiGsoXbaCyj2ym3mioz9GWLEvqj/zekI/iAWrpZFscmOWUlORIojoTzsH7iOwA60Gjj7FmMA/ufx/WIRBtSExpGUG0zt+TWTkOs6swpZslqwJP+bQB/W0ANIuT7BHnY7JnJdeJkB+3ue/K3d5IE7m2Yb3WF1pOoW1v3+kSDMMg6I3h8yYeRgUFBezZ07vG0L5RY+PTqs92ux2vt2+hF41GT2pxE23y0vbX1QRWNRFt8hGp70YEonQ+v4HAykY4eMpOSeSH8cytwbuwHt+H9UT3eIns6sb79nZ8C+uJNvsJbW3HiB67h6iqazhPLcMyLFWg6wVOwnNLeKtjK+eVjeKq6smcXzqKqfkVZFnsXFk1iXpvx7ExMtYG0ZbEdNQ+jEhClGiZoFeAlgO2KQmfG80B6v5RMNVtIfPi4SlOw6rTjOKMIT4tvGxxFxHu6j+RrL95PfFo/y/jR5u0TktFIhFWrlzJXXfdlVynqiqzZs1iyZIl/W7n8/koKyvDMAzGjx/PL3/5S0aMGNFn3/vuu4977733iNu+D0PE8Uaa2ND+Ak3+NeiqjeqMsxnkmoymmDEpVnxGIhFSa2Adkwov5YPmhqQzcGIfguZAD0M8eWz5tCTC8r31fLl0FE9u3e+b4I+FiRsGBTY3zcHeIu3iwWPJsMjMp5IjiJYFWddA2/8klv3vQdHD4F2QcEIE6PoHZF0LLfN7b28qAsWWGO3J+Q70vASGD5NJkDXsbOLRICIeRTFZ0HQbqunQphlMtgyyR1yAEQ0ijBiqbmdc7Co+2PPLXn0VVDKtg3GYcvHHEpFTozK+jpmsXn0PJBaNJes/qaqaTMSXcnk0LWX9Z7kwxuPpe5NNJ3FfOOGYGt9/fWyjC/B9vDsZjROp78I6JIfQlkTkW3DTXhwzyonu6Sbe2fshGanvwjo0B9+SBswlHtSMY/dipznNeM6qxJhWihGOYZhgqXc3vkgLXyqs4b2mWlqCXgpsbmaXDGNdxx4+at7GKblldIT8ZB0t14FYG/jeg84nIN4J1gmQc3PiBSXeDN0vg2s2+JeA91+JkgvOGeC+ILG9pQo0D6quYS7LIPuqsRj+KEIINKdOJOk8D2gmjD4K6e5jnwhKF2kduWlrayMej/caecnPz+9z+BdgyJAh/PnPf+aVV17hqaeewjAMpk2bxu7du/vsf9ddd9Hd3Z387NrVv9L8PHgjjfy7/oc0eBcTNQIEYu2sbXuKJU2PcErBjez2LafYOREAgcGW9j9x8/DxlDn3/7AW2T1Ue3K5ZshUTs2vQFNU3t6zmSyLnSuqTsGtJ2rgKChs6WrhW8OnMzqrOJmh2K1bubZmKsMyCo7ouUkkmNzgmgs5tyempEQUOv4Exb8Hc02iT3RnQrwU/HcijTsASsLROP/Hif45305MccU6oOQPYC5F1W3o9izMrnx0W8YhC5t9aGY7uiMbsysfk9VFjq2G04ruTOSo+dSGQvt4zhw0H5e5gDMHzafQPp4yx5dQu8ro6fYOWAbBnbF/lLWrq4ucnN75boLBYEptKSHEgMn9+ivVcKJjBGPEu1JHrcwlLqw12WScP5SMi4ahl7hxnlaamHIyqYRr29FzHIRq+x5dAwhvbccyKKPXvo8FqsWEKcuGudBF0K2yLdKJAJ7YupQGXyfheIx6Xwd/3LwIXdUodWbxTuMWfrf+XTrCR2F6KtYJrfdB639DdHci9DuwEBqugNhuaL43MfXUeh90/b+Ec7HRnfCha/puIrVDzxtgJFwkFFVBc1nQC5yYC11oLmvKaGnUtxezp6hfcyyeEpQ0ziQcFw7Fh8PUqVOZOnVqcnnatGkMGzaMP/zhD/z85z/v1d9isWCxHB2ns0g8wNq2Z4mL3n407aFazOol+KOtOM0FeMyD6I7soiuynU3tD3B2ybk49LE49DxcuhO3OSFgLqucyDmlI4kacSyqiUpXLkMzCgjHo5hUDatmIhKPcVnlBL5aMZ64MLBquiyjIDl66IXgmQfOLyVCuhVrQsQU/z6R10YRgAUUBxT/EYiAYgFMiR/Mov8BtEQG1IyvJhwajwJmzcEg1xSyrTV91ohymvOZVvQdwqEoC9d+hNPZRXV1NWvXru21r4KCAiwWneHDh7F8+Qra29uprKxk165dRCL731aFEHi9XgoLC2lqaqKhoYGqqio2b97ca58VFRXJWlYnO9YhOSAgsK4ZETHIOH8Ihi9C5yub0LMdZJxTg2IzodpNMMBomBBgHpwxYJ9jgcdsY1bxUO5f91af7W/s2si1Q6ayobOR1pCXzZ0tTCuoOLJGxFrA905fDbD3t5B1FUR3JT4HE+8E3weJlw/n6aD2LVo03YY9fySBlg0YET8KCiZ7NrHAQQJUUXGVTsLXuBZnwYgUH7ljRVrFTU5ODpqm0dKSWr+ipaWFgoJDG4XQdZ1x48ZRV9d3BeyjSdQI0ORb3W/7bt9yZg76KWvbnuPUotup63qLHT0fEIp10R1aT5lrFC6zC/2AuU6zZiJHS/UwzzMd+xtDIklBs4JWdtA6O+gHV7dOfzZfu54F/Uw5mTU73lB7UpS0tbUxfvz4lIriFRUVFBcXY7Vasegxpk6dyqZNm9iwYQPjx49n165dNDUlKiIXFBTg8Xiw2+24XC7q6+txu92MHTuWbdu24fV6sdls1NTUkJeXd9KWX1CtJlSXBcMbRnWasQ7NofMfGwHIuGQ4hj9C1ysJQRhvCxLe3kHGBcPwvr8DS1V2wienD6xVWRjBKHrh0U/rMRCqohITRr+RrGEjlpIpfuneHYzPHYT1MyIDD4vAsv7bwptAHww9fYWA79t+MXguRkTaiXV5QAERF6i6msjvo4BiUnEUjsfkyMK/exXdOz4ic+hcwp0NBFo2IuJRLBklOAedQrBzN2ZHDu0bF5A94jw087GN4k2ruDGbzUyYMIF33nmHCy+8EEg48r3zzjvccssth7SPeDzO+vXrOeecc46ipX2joKCpZgyjb299XbXhthQzKf8GYiLM8KxLqMk8h31hqFbTkSskKJFIDo0Dc83s2bOH9vZ2SktLqaioIBqNkp2djdWaGEk1mUxkZ2czadIk4vE4iqIwatQohg4dis/nY8+ePSxfvhzDMMjMzKSmpgZd14nFYpxyyikoioKiKMn9naxoLgues6vpfGED9tEF+JcnnLO1bBuKquBbkuqsbR2SS3B9C5HtXTguKSK8tZ14T+oIuV7oRDGpCQE0eGD/qWOB6TNyGKkHFDo2qya0QyiOfFioA/lbqomPOsB9qFhBRBGGSmBlI9EWH87Tyuh+fwea04x9bCE97+8g46uDMWeUY3YXgRFH0UzY80dgy6kiHvYR8TbTWfsWWTVziPiaESJOLNh9cokbgDvuuIOrr76aiRMnMmnSJB566CH8fn8yl81VV11FcXEx9913HwA/+9nPmDJlClVVVXR1dfHAAw9QX1/PN7/5zWNuu0VzU+GZyZbOV/tsL3dPT/QzubCwb/RFChqJJJ1YrVZ0XU+Ga4dCoWRlcYfD0Wf05cHTSSaTiWAwmOLr19nZSWdnJwBDhw7FZpNTxQeiF7nIvnocRjCKb3FDYl2OAxSINqZGmJly7UkB5F1Uj+eCYYTr2glvbf+0WGUe5hIP/hV7EMEY4hhGS/WHS7fi1q0p+cr2kWG24T/A+fbMohp07Qg/fu2TSOS772OKzjED/B8k8tv4P+x7e/dc8K8gHptNcP1uMi4eTveCLYhIHPeZFXS+tDHhEG4SKBhEvC10b3tvAIMEUW8Luj2bSE8TlgH8c44GaQ8FnzdvHr/5zW+45557GDt2LGvWrOGNN95I/sA0NDQkh4Ah8QNy/fXXM2zYMM455xx6enpYvHgxw4cPP+a2a6rOkMxzcJuLe7UNz7pIFtyTSI5DLBYLEyZM6CU8NE1j3LhxhzzK4nQ6KSsr67Xe7XZTXFwshc1BqLqGnutAy7Ci2BIPdiMcA0FyeR8iHE+GIcc7Q4hwDFO2DeuQHCyDMwmua6H9yTVoLguOScUoWtofZWSYbdww7DRMB9Xt01WNeZUTeHtPYtptUm4ZxY6jUJ7DlA15d/WxPi8RMRX4OJGPyjmzdx/rWDCVIDK+SfebnZhyHcT2+hHhOPaxhUTb/Ziy7eglblBUFEVB1T/j70TVUHUbRix8VLIVfxay/MIRIBBtpz1Ux86eD7FoLqoyZuEw5fWqRSORSI4P4vE4wWCQxsZGenp6yMzMpLCw8LBHWyKRCH6/n4aGBmKxGCUlJXg8npN+GmoghCHwL9uN78N60BQy540iUteeko1Yy7JhH1eI953tKLpG5leG0/Hs+j7357lgKJayjOOiQnXciNMeDrBibz31vg7KndmMyipi5d4GOiIBTi+oJN/mxmU+SvdH3AexpkTId6wpIVrMg8CIg7kIwnUJZ3/VAd43EukcnGcgTPnEvS7i4Sw6n9+EpSoLvciFnusg1hPGlG3H8EeINvuwDPWALYpqMtG+4WWMWO+RKrOnGGt2JSaLi44t/yZv3GWYrP/5rMXhPL+luDmCGMJAQZFvbBLJFwjDMP7jmk/7fkbl3/6hsS/vTWRnF7aRedjGFuJbuJNIQ3eyj2tmBdFmXyISKi6S+W8OxlyeQcb5Q4+ZuBFxA2EIFJM64PdtCAP101EcQwgUjvH9EVgHrfdCZFti2ZQHjjNBL4FIYyLfTbwDwzqVWEeMzhc+wTO3mq5/bsY2pgBzsYued7aTce4Quv9dh+FN+Dx5Lh+KKUsHBYywl47NryPi+6fcNKuHrGHnEO7aQ9TXgi23Gou7BEX7z8PCv3C1pU4UVCX9Q6MSieTwOBLFLKWoOTw0pwXPOTUY3jCR3T0Y4SiusyoxfBGie3pQHWbMJW4sQ3IQ4Rg9r2/td1/x7jAiZsBRLjNlRGLEu8MEVjcS7wphHuTBOiwXzW3tswL4gc8DNR33R2jlfmEDiVxU3c/tX3aMg+5nUB2TMMJx7OOLCG/rSE79db28Cccpxfg+3pUUNvogN6orSsfmN8kcMhfV4iZn9FeI+lqJhXswO/PRLC6EEUOzZWDNKkXTnUdE2BwuUtwcR8SNOL5YBAWwajrBWBQQqKqKIQQu3fof/ZH0RIIIAXbdjC7LNEgkkjSiOcxoDjN6wQHT91l2LKUZKf2E1YRe5OrldLwPvdCJYj66v2dGNE64roPuBbXJdZH6bvxL95B1+Sj0/PQViOwX6wB+qKa8hP+NdRyoNvTcOKpFI7CmGduIXGIdITAEeqEL/9L9TvPWMZnEIz7iwU7a1jyLanZiKxiFxV2ESVHxNW/AM/hUzPa+a8cdS6S4OU5oC/n4sKmOBm8Hc0tHsLx1Jxu6mrBqOlPyysm3uWkL+ZiYW0bmYZZY6A4HWdexm3caawnFo4zJKmZm8VByrM70vFFIJBLJIaJoKvYxhQRWN6WUb0g0gmNSCap+lMWNP0r3G71Hj0Q0TvcbW8n86gg0+3GWoNE8ODEFFe0je3/GldC9AArmg6Kh2TUUk4pz6iCEIRCtn2ZQNlKvt2o1YcT2h+QbER/+hiWk5FsunXzkz+VzIOdRjgPaQz4eWPsW7zXWMmvQMP6/jQv5sGUbneEATYFuXtq5lncat6CrGg9veI/OcOCQ990dCfL4lsU8VbecpkA3neEA7zdt5Zer32BvaIBKzhKJRHKcoHksZF02Ci3TlrIu89KRaBlH33k71h7oLaz2tbX6EcFjW5n8kDDlQcljYDtAbKguyP4WKCbIvR30/eHZqtmEyWNFz7RhHpRw/hVxIyWSLbrLj8mW0e8hFZMFRTs+RJ4cuUkzccPgo+ZtdEWCnF5QyYdNdYT6KDi2tbuV0wsq8UZD1Ha3MDlvgCrMB9Ac6GFLd0uv9cF4lNfq13Nl1WQsA9TCkUgkknSjaCrmIjdZl4/CCMZACFSbCc15lB1t9hE3Bmw+buNy9BIoeiBRXsEIJiKlFFMi4V+yBltvNI8VvcRNcF0LzskleN/fCUBwbRvW0VVYsysJtW/rtZ27dEpawr77Qo7cpBl/LMzyvfUAVHvyWd+xp9++mzqbGezKYXHL9j4FUF8sbd3Rb9vq9t0E4r3rYkkkEsnxiOYwo+fYE/lyjpWwAUy5/T+wNY8F1XocvyBqbjCXgXUoWAYnQsMHEDaQuM4ZXx6CqcBJPBjDPbsSLcOKCMXwLWzBNWgSzpIJqKbEqJlmdZNRMxtrThXKcRJYcxx/IycHCkoybbchBCZVJdbPW4JJVYkLA5OipaTyHghd7f8rTiSbkj43EolEMhCqXccxtQT/koP8VxRwz646pkLrWKG5LLhOL8PwRxCKgrkskXhQ0RRUmxlH0RhseUNBCBRNx2Q5vpyqjw+JdRLj1C1ML6gGYF3Hbibk9M54uo/hmYXUde/lS0XVmA8xdffU/P6nr6blV+A0nXh/lBKJRHIkUS0mHOOLybh4OHqhC9VpxlKVRfZVY9GL01u082iiaCqa24rJZcGUYcWUYUVzWVBUBU23odsy0O2Zx52wATlyk3YURWFcziCWtOxgTftubhk+g81dzbSHU/zPmZI3mD3+LoZk5FPqPPQicTlWJ9MLqljYXHfQegczi4eipyH/gEQikXzRUO061spE5l7iBorZhHqUQ9Alnx+Zofg4oSscYFtPG6vbd3FaQSWtQS+r2nZh03ROySsjasRxmiyUODPxmG2fvcMD8EZCNAd7eG/PFgLxKJNyyxmakU+W9fhw/JJIJBKJ5LOQ5RcG4HgVN/uIxGMoioKuakTiMVRFSaTuVgb2nzkUYkYcQ4hDntKSSCQSieR4QZZf+AJzoPA40iLEJLMSSyQSieQkQDoUSyQSiUQiOaGQ4kYikUgkEskJhRQ3EolEIpFITiikuJFIJBKJRHJCIcWNRCKRSCSSEwopbiQSiUQikZxQSHEjkUgkEonkhEKKG4lEIpFIJCcUUtxIJBKJRCI5oZDiRiKRSCQSyQnFSVd+YV8prZ6enjRbIpFIJBKJ5FDZ99w+lJKYJ5248Xq9AAwaNCjNlkgkEolEIjlcvF4vHo9nwD4nXVVwwzBobGzE5XKhKEq6zTmi9PT0MGjQIHbt2nVcVjw/lshrsR95LRLI67AfeS32I69Fgi/CdRBC4PV6KSoqQlUH9qo56UZuVFWlpKQk3WYcVdxu93F7cx5r5LXYj7wWCeR12I+8FvuR1yLB8X4dPmvEZh/SoVgikUgkEskJhRQ3EolEIpFITiikuDmBsFgszJ8/H4vFkm5T0o68FvuR1yKBvA77kddiP/JaJDjRrsNJ51AskUgkEonkxEaO3EgkEolEIjmhkOJGIpFIJBLJCYUUNxKJRCKRSE4opLiRSCQSiURyQiHFzQlMeXk5iqKkfH71q1+l26yjzqOPPkp5eTlWq5XJkyezbNmydJt0zPnpT3/a67sfOnRous06JixcuJDzzjuPoqIiFEXh5ZdfTmkXQnDPPfdQWFiIzWZj1qxZbN26NT3GHmU+61pcc801ve6TuXPnpsfYo8h9993HKaecgsvlIi8vjwsvvJAtW7ak9AmFQtx8881kZ2fjdDq55JJLaGlpSZPFR49DuRZf+tKXet0XN910U5os/nxIcXOC87Of/Yympqbk59Zbb023SUeV559/njvuuIP58+ezatUqxowZw5w5c2htbU23acecESNGpHz3H330UbpNOib4/X7GjBnDo48+2mf7/fffz8MPP8xjjz3G0qVLcTgczJkzh1AodIwtPfp81rUAmDt3bsp98uyzzx5DC48NH3zwATfffDMff/wxb731FtFolNmzZ+P3+5N9br/9dl599VVeeOEFPvjgAxobG7n44ovTaPXR4VCuBcD111+fcl/cf//9abL4cyIkJyxlZWXid7/7XbrNOKZMmjRJ3HzzzcnleDwuioqKxH333ZdGq4498+fPF2PGjEm3GWkHEC+99FJy2TAMUVBQIB544IHkuq6uLmGxWMSzzz6bBguPHQdfCyGEuPrqq8UFF1yQFnvSSWtrqwDEBx98IIRI3AO6rosXXngh2WfTpk0CEEuWLEmXmceEg6+FEELMmDFDfOc730mfUUcAOXJzgvOrX/2K7Oxsxo0bxwMPPEAsFku3SUeNSCTCypUrmTVrVnKdqqrMmjWLJUuWpNGy9LB161aKioqoqKjgiiuuoKGhId0mpZ0dO3bQ3Nycco94PB4mT558Ut4jAO+//z55eXkMGTKE//qv/6K9vT3dJh11uru7AcjKygJg5cqVRKPRlPti6NChlJaWnvD3xcHXYh9PP/00OTk5jBw5krvuuotAIJAO8z43J13hzJOJb3/724wfP56srCwWL17MXXfdRVNTEw8++GC6TTsqtLW1EY/Hyc/PT1mfn5/P5s2b02RVepg8eTJ//etfGTJkCE1NTdx7772cfvrpbNiwAZfLlW7z0kZzczNAn/fIvraTiblz53LxxRczePBgtm3bxo9+9CPOPvtslixZgqZp6TbvqGAYBrfddhunnnoqI0eOBBL3hdlsJiMjI6XviX5f9HUtAL72ta9RVlZGUVER69at4wc/+AFbtmzhxRdfTKO1h4cUN18wfvjDH/LrX/96wD6bNm1i6NCh3HHHHcl1o0ePxmw2c+ONN3LfffedMCm2JX1z9tlnJ/8/evRoJk+eTFlZGX/729+47rrr0miZ5HjisssuS/5/1KhRjB49msrKSt5//31mzpyZRsuOHjfffDMbNmw4aXzQBqK/a3HDDTck/z9q1CgKCwuZOXMm27Zto7Ky8lib+bmQ4uYLxp133sk111wzYJ+Kioo+10+ePJlYLMbOnTsZMmTIUbAuveTk5KBpWq8Ih5aWFgoKCtJk1fFBRkYGNTU11NXVpduUtLLvPmhpaaGwsDC5vqWlhbFjx6bJquOHiooKcnJyqKurOyHFzS233MJrr73GwoULKSkpSa4vKCggEonQ1dWVMnpzIv929Hct+mLy5MkA1NXVfWHEjfS5+YKRm5vL0KFDB/yYzeY+t12zZg2qqpKXl3eMrT42mM1mJkyYwDvvvJNcZxgG77zzDlOnTk2jZenH5/Oxbdu2lAf6ycjgwYMpKChIuUd6enpYunTpSX+PAOzevZv29vYT7j4RQnDLLbfw0ksv8e677zJ48OCU9gkTJqDresp9sWXLFhoaGk64++KzrkVfrFmzBuALdV/IkZsTlCVLlrB06VLOOOMMXC4XS5Ys4fbbb+fKK68kMzMz3eYdNe644w6uvvpqJk6cyKRJk3jooYfw+/1ce+216TbtmPLd736X8847j7KyMhobG5k/fz6apnH55Zen27Sjjs/nSxmh2rFjB2vWrCErK4vS0lJuu+02fvGLX1BdXc3gwYO5++67KSoq4sILL0yf0UeJga5FVlYW9957L5dccgkFBQVs27aN73//+1RVVTFnzpw0Wn3kufnmm3nmmWd45ZVXcLlcST8aj8eDzWbD4/Fw3XXXcccdd5CVlYXb7ebWW29l6tSpTJkyJc3WH1k+61ps27aNZ555hnPOOYfs7GzWrVvH7bffzvTp0xk9enSarT8M0h2uJTk6rFy5UkyePFl4PB5htVrFsGHDxC9/+UsRCoXSbdpR55FHHhGlpaXCbDaLSZMmiY8//jjdJh1z5s2bJwoLC4XZbBbFxcVi3rx5oq6uLt1mHRPee+89AfT6XH311UKIRDj43XffLfLz84XFYhEzZ84UW7ZsSa/RR4mBrkUgEBCzZ88Wubm5Qtd1UVZWJq6//nrR3NycbrOPOH1dA0D85S9/SfYJBoPiW9/6lsjMzBR2u11cdNFFoqmpKX1GHyU+61o0NDSI6dOni6ysLGGxWERVVZX43ve+J7q7u9Nr+GGiCCHEsRRTEolEIpFIJEcT6XMjkUgkEonkhEKKG4lEIpFIJCcUUtxIJBKJRCI5oZDiRiKRSCQSyQmFFDcSiUQikUhOKKS4kUgkEolEckIhxY1EIpFIJJITCiluJBKJRCKRnFBIcSORSL4QXHPNNSdkiYQvOtOnT+eZZ545YvvbuHEjJSUl+P3+I7ZPycmHFDcSyQEsWbIETdM499xz022K5DD561//mlLR+URm586dKIqSLGiYLv75z3/S0tLCZZddlly3ZcsWTj31VEpKSvjFL37Ra5vVq1fz1a9+lfz8fKxWK9XV1Vx//fXU1tYCMHz4cKZMmcKDDz54zM5DcuIhxY1EcgCPP/44t956KwsXLqSxsfGoHksIQSwWO6rHkHyxiEQiX6hjPvzww1x77bWo6v5HyS233MKVV17JK6+8wiuvvMLixYuTba+99hpTpkwhHA7z9NNPs2nTJp566ik8Hg933313st+1117L//7v/8q/D8nnJ821rSSS4wav1yucTqfYvHmzmDdvnvjv//7vZNvll18uLr300pT+kUhEZGdniyeeeEIIIUQ8Hhe//OUvRXl5ubBarWL06NHihRdeSPbfV8TwX//6lxg/frzQdV289957oq6uTpx//vkiLy9POBwOMXHiRPHWW2+lHKuxsVGcc845wmq1ivLycvH000+LsrIy8bvf/S7Zp7OzU1x33XUiJydHuFwuccYZZ4g1a9YMeM7f//73RXV1tbDZbGLw4MHiJz/5iYhEIsn2+fPnizFjxognn3xSlJWVCbfbLebNmyd6enqSfWbMmCFuvfVW8b3vfU9kZmaK/Px8MX/+/GT7jh07BCBWr16dYisg3nvvPSGEELFYTHzjG99IXruamhrx0EMPpdh69dVXiwsuuKDP8+irQOQ+G0KhkLjzzjtFUVGRsNvtYtKkScnjCiHEX/7yF+HxeMSrr74qampqhM1mE5dcconw+/3ir3/9qygrKxMZGRni1ltvFbFYLLldWVmZ+NnPfiYuu+wyYbfbRVFRkfj973+fYtdnfSf7ru8f//hHUV5eLhRFEUII8frrr4tTTz1VeDwekZWVJc4999yUwqcHn+uMGTOS38V3vvOdFBsuuOCCZNHQA+3++te/LlwuV7Ltww8/FKeddpqwWq2ipKRE3HrrrcLn8/V5vYUQorW1VSiKIjZs2JCyfsKECWLp0qUiEomI888/XyxYsEAIIYTf7xc5OTniwgsv7HN/nZ2dyf+Hw2FhsVjE22+/3e/xJZKBkOJGIvmUxx9/XEycOFEIIcSrr74qKisrhWEYQgghXnvtNWGz2YTX6032f/XVV4XNZks+6H/xi1+IoUOHijfeeENs27ZN/OUvfxEWi0W8//77Qoj9D+DRo0eLN998U9TV1Yn29naxZs0a8dhjj4n169eL2tpa8ZOf/ERYrVZRX1+fPNasWbPE2LFjxccffyxWrlwpZsyYIWw2W4q4mTVrljjvvPPE8uXLRW1trbjzzjtFdna2aG9v7/ecf/7zn4tFixaJHTt2iH/+858iPz9f/PrXv062z58/XzidTnHxxReL9evXi4ULF4qCggLxox/9KNlnxowZwu12i5/+9KeitrZWPPHEE0JRFPHmm28KIQ5N3EQiEXHPPfeI5cuXi+3bt4unnnpK2O128fzzzye3GUjchMNh8dBDDwm32y2amppEU1NT8rv65je/KaZNmyYWLlwo6urqxAMPPCAsFouora0VQiTEja7r4qyzzhKrVq0SH3zwgcjOzhazZ88Wl156qfjkk0/Eq6++Ksxms3juueeSxywrKxMul0vcd999YsuWLeLhhx8WmqYlz/tQvpP58+cLh8Mh5s6dK1atWiXWrl0rhBDi73//u/jHP/4htm7dKlavXi3OO+88MWrUKBGPx4UQQixbtkwA4u233xZNTU3J/R2quHG73eI3v/mNqKurS34cDof43e9+J2pra8WiRYvEuHHjxDXXXNP3jSOEePHFF4XD4UjatI8FCxYIl8slTCaTuPDCC5OC8MUXXxSAWLx4cb/7PJDJkyeniGSJ5HCQ4kYi+ZRp06YlRwui0ajIyclJPnz3LT/55JPJ/pdffrmYN2+eECIxOmC323v9cF933XXi8ssvF0LsFzcvv/zyZ9oyYsQI8cgjjwghhNi0aZMAxPLly5PtW7duFUBS3Hz44YfC7XaLUCiUsp/Kykrxhz/84ZCvwQMPPCAmTJiQXJ4/f76w2+0pIzXf+973xOTJk5PLM2bMEKeddlrKfk455RTxgx/8QAhxaOKmL26++WZxySWXJJcHEjdC7B+BOZD6+nqhaZrYs2dPyvqZM2eKu+66K7kdkDIycuONNwq73Z4iZufMmSNuvPHG5HJZWZmYO3duyn7nzZsnzj77bCHEoX0n8+fPF7qui9bW1n7PSwgh9u7dKwCxfv16IUTf11SIQxc3B4+eXHfddeKGG25IWffhhx8KVVVFMBjs06bf/e53oqKios+2UCjU65x+/etfC0B0dHT0d5opXHTRRQOKK4lkIEzHbP5LIjmO2bJlC8uWLeOll14CwGQyMW/ePB5//HG+9KUvYTKZuPTSS3n66af5+te/jt/v55VXXuG5554DoK6ujkAgwFlnnZWy30gkwrhx41LWTZw4MWXZ5/Px05/+lAULFtDU1EQsFiMYDNLQ0JC0zWQyMX78+OQ2VVVVZGZmJpfXrl2Lz+cjOzs7Zd/BYJBt27b1e97PP/88Dz/8MNu2bcPn8xGLxXC73Sl9ysvLcblcyeXCwkJaW1tT+owePTplua8+n8Wjjz7Kn//8ZxoaGggGg0QiEcaOHXtY+ziY9evXE4/HqampSVkfDodTrpXdbqeysjK5nJ+fT3l5OU6nM2Xdwec0derUXssPPfQQcOjfSVlZGbm5uSl9tm7dyj333MPSpUtpa2vDMAwAGhoaGDly5KGefr8cfA+uXbuWdevW8fTTTyfXCSEwDIMdO3YwbNiwXvsIBoNYrdY+92+xWHqdkxDisGy02WwEAoHD2kYi2YcUNxIJCUfiWCxGUVFRcp0QAovFwu9//3s8Hg9XXHEFM2bMoLW1lbfeegubzcbcuXOBhEABWLBgAcXFxSn7tlgsKcsOhyNl+bvf/S5vvfUWv/nNb6iqqsJms/GVr3zlsBw9fT4fhYWFvP/++73a+osgWrJkCVdccQX33nsvc+bMwePx8Nxzz/Hb3/42pZ+u6ynLiqIkH7aH0mefs+mBD7doNJrS/7nnnuO73/0uv/3tb5k6dSoul4sHHniApUuX9n/Sh4DP50PTNFauXImmaSltBwqXvuw/lPP+rGMfyndy8P0AcN5551FWVsYf//hHioqKMAyDkSNHfuY9oapqLxFx8LXu65g+n48bb7yRb3/72736lpaW9nmsnJwcOjs7B7TnQPYJzM2bN/cShX3R0dGRIjglksNBihvJSU8sFuPJJ5/kt7/9LbNnz05pu/DCC3n22We56aabmDZtGoMGDeL555/n9ddf56tf/WryATh8+HAsFgsNDQ3MmDHjsI6/aNEirrnmGi666CIg8aDZuXNnsn3IkCHEYjFWr17NhAkTgMRI0YEPlvHjx9Pc3IzJZKK8vPyQjrt48WLKysr48Y9/nFxXX19/WLYfCvve4JuampKjWAeHMC9atIhp06bxrW99K7luoBGnvjCbzcTj8ZR148aNIx6P09rayumnn/45rB+Yjz/+uNfyvlGOz/OdALS3t7Nlyxb++Mc/Jm3+6KOPUvqYzWaAXuebm5tLU1NTcjkej7NhwwbOOOOMAY85fvx4Nm7cSFVV1SHbOW7cOJqbm+ns7EwZReyP2bNnk5OTw/33358cIT2Qrq6uFNG3YcMGvvKVrxyyPRLJgchQcMlJz2uvvUZnZyfXXXcdI0eOTPlccsklPP7448m+X/va13jsscd46623uOKKK5LrXS4X3/3ud7n99tt54okn2LZtG6tWreKRRx7hiSeeGPD41dXVvPjii6xZs4a1a9fyta99LWWEYOjQocyaNYsbbriBZcuWsXr1am644QZsNhuKogAwa9Yspk6dyoUXXsibb77Jzp07Wbx4MT/+8Y9ZsWJFv8dtaGjgueeeY9u2bTz88MN9PnT+U2w2G1OmTOFXv/oVmzZt4oMPPuAnP/lJL1tWrFjBv//9b2pra7n77rtZvnz5YR2nvLwcn8/HO++8Q1tbG4FAgJqaGq644gquuuoqXnzxRXbs2MGyZcu47777WLBgwX98bosWLeL++++ntraWRx99lBdeeIHvfOc7wOf7TgAyMzPJzs7m//7v/6irq+Pdd9/ljjvuSOmTl5eHzWbjjTfeoKWlhe7ubgDOPPNMFixYwIIFC9i8eTP/9V//RVdX12eexw9+8AMWL17MLbfcwpo1a9i6dSuvvPIKt9xyS7/bjBs3jpycHBYtWnQIVyoxWvSnP/2JBQsWcP755/P222+zc+dOVqxYwfe//31uuummZN+dO3eyZ88eZs2adUj7lkgORoobyUnP448/zqxZs/B4PL3aLrnkElasWMG6desAuOKKK9i4cSPFxcWceuqpKX1//vOfc/fdd3PfffcxbNgw5s6dy4IFCxg8ePCAx3/wwQfJzMxk2rRpnHfeecyZMyfFvwbgySefJD8/n+nTp3PRRRdx/fXX43K5kj4PiqLwr3/9i+nTp3PttddSU1PDZZddRn19Pfn5+X0e9/zzz+f222/nlltuYezYsSxevDgl18iR5M9//jOxWIwJEyZw22239UruduONN3LxxRczb948Jk+eTHt7e8oozqEwbdo0brrpJubNm0dubi73338/AH/5y1+46qqruPPOOxkyZAgXXnghy5cv73e65XC48847WbFiBePGjeMXv/gFDz74IHPmzAE+33cCiaml5557jpUrVzJy5Ehuv/12HnjggZQ+JpOJhx9+mD/84Q8UFRVxwQUXAPCNb3yDq6++mquuuooZM2ZQUVHxmaM2kPCZ+uCDD6itreX0009n3Lhx3HPPPSnTtAejaRrXXnttip/OZ3HBBRewePFidF3na1/7GkOHDuXyyy+nu7s75Z549tlnmT17NmVlZYe8b4nkQBRxuF5eEokk7ezevZtBgwbx9ttvM3PmzHSbc1JSXl7Obbfdxm233ZZuU9JGc3MzI0aMYNWqVUdMiEQiEaqrq3nmmWd6vUBIJIeK9LmRSL4AvPvuu/h8PkaNGkVTUxPf//73KS8vZ/r06ek2TXISU1BQwOOPP05DQ8MREzcNDQ386Ec/ksJG8h8hxY1E8gUgGo3yox/9iO3bt+NyuZg2bRpPP/10r4geieRYc6SLmVZVVR2WY7NE0hdyWkoikUgkEskJhXQolkgkEolEckIhxY1EIpFIJJITCiluJBKJRCKRnFBIcSORSCQSieSEQoobiUQikUgkJxRS3EgkEolEIjmhkOJGIpFIJBLJCYUUNxKJRCKRSE4o/n9knq+UhCbmpwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Scatter plot coloring the dots by countries\n",
    "sns.scatterplot(x='cckp_temp', y='oecd_eps', legend=False, hue='ccodealp', palette='Set2', data=df_s)\n",
    "plt.xlabel('Average annual temperature (°C)')\n",
    "plt.ylabel('Environmental Policy Stringency Index')"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Observation: Indeed the temperature is relatively stable over time, while there is significant variation for the stringency index within-country.\n",
    "\n",
    "Hence, let us compute the difference from the mean for the temperature variable for each country rather than using the level (within-country variation)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Environmental Policy Stringency Index')"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Computing the within country deviation from the mean for the temperature\n",
    "df_mean = df_s.groupby('ccodealp')['cckp_temp'].mean().to_frame()\n",
    "df_mean.columns = ['cckp_temp_mean']\n",
    "df_s = pd.merge(df_s, df_mean,  how = 'left', left_on = ['ccodealp'], right_on = ['ccodealp'])\n",
    "df_s['cckp_temp_dm'] = df_s['cckp_temp']-df_s['cckp_temp_mean']\n",
    "#Redoing the scatter plot with the within country deviation from the mean and coloring by country\n",
    "sns.scatterplot(x='cckp_temp_dm', y='oecd_eps', legend=False, hue='ccodealp', palette='Set2', data=df_s)\n",
    "plt.xlabel('Average annual temperature (deviation from the mean)')\n",
    "plt.ylabel('Environmental Policy Stringency Index')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>cckp_temp_dm</th>\n",
       "      <th>oecd_eps</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>cckp_temp_dm</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.124348</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>oecd_eps</th>\n",
       "      <td>0.124348</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              cckp_temp_dm  oecd_eps\n",
       "cckp_temp_dm      1.000000  0.124348\n",
       "oecd_eps          0.124348  1.000000"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Correlation coefficient\n",
    "df_s[['cckp_temp_dm', 'oecd_eps']].corr()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Observation: The relationship is clearer and as expected it is positive.\n",
    "\n",
    "Next? Heterogeneity: Now let’s look if there is some heterogeneity with respect to rainfall."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Environmental Policy Stringency Index')"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Scatter plot with coloring based on rainfall\n",
    "sns.scatterplot(x='cckp_temp_dm', y='oecd_eps',  hue='cckp_rain', palette='plasma', data=df_s)\n",
    "plt.xlabel('Average annual temperature (deviation from the mean)')\n",
    "plt.ylabel('Environmental Policy Stringency Index')"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Observation: Visually the relationship is unclear. However, the countries with the highest rain seem to have a low-temperature variation and low environmental policy stringency index (potentially Indonesia).\n",
    "\n",
    "Let’s do a sample split to explore the relationship between temperature and environmental policy stringency index for countries with rainfall above versus below median (heterogeneity exercise)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>cckp_temp_dm</th>\n",
       "      <th>oecd_eps</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>cckp_temp_dm</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.190651</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>oecd_eps</th>\n",
       "      <td>0.190651</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              cckp_temp_dm  oecd_eps\n",
       "cckp_temp_dm      1.000000  0.190651\n",
       "oecd_eps          0.190651  1.000000"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Correlation for each sub sample below median rainfall\n",
    "tmp = df_s[df_s['cckp_rain_bin']==0]\n",
    "tmp[['cckp_temp_dm', 'oecd_eps']].corr()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>cckp_temp_dm</th>\n",
       "      <th>oecd_eps</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>cckp_temp_dm</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.036122</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>oecd_eps</th>\n",
       "      <td>0.036122</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              cckp_temp_dm  oecd_eps\n",
       "cckp_temp_dm      1.000000  0.036122\n",
       "oecd_eps          0.036122  1.000000"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Correlation for each sub sample above median rainfall\n",
    "tmp = df_s[df_s['cckp_rain_bin']==1]\n",
    "tmp[['cckp_temp_dm', 'oecd_eps']].corr()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x2a9ca54d790>"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Plot the best fit line for the two subsamples: below/above median rain.\n",
    "df_0 = df_s[df_s['cckp_rain_bin']== 0]\n",
    "df_1 = df_s[df_s['cckp_rain_bin']== 1]\n",
    "a, b = np.polyfit(df_1['cckp_temp_dm'], df_1['oecd_eps'], 1)\n",
    "plt.plot(df_1['cckp_temp_dm'], a*df_1['cckp_temp_dm']+b, label='Rain above median')\n",
    "a, b = np.polyfit(df_0['cckp_temp_dm'], df_0['oecd_eps'], 1)\n",
    "plt.plot(df_0['cckp_temp_dm'], a*df_0['cckp_temp_dm']+b, label='Rain below median')\n",
    "plt.xlabel('Average annual temperature (deviation from the mean)')\n",
    "plt.ylabel('Environmental Policy Stringency Index')\n",
    "plt.legend()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Observation: The correlation between environmental policy and temperature (deviation from the mean) is positive. The correlation is almost zero for the sample with rain above median (0.036) while it is relatively large for the sample below median (0.19). From the last graph, we can see that the slope of the linear fit is steeper for the sample with low rain but the intercept is lower. It would be heroic to conclude anything from those simple preliminary graphs. However, it suggests some potential interesting heterogeneity. This is as far as I will go with the descriptive statistics (already more than a bivariate analysis by the way)."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "5. Conclusion\n",
    "\n",
    "There is a positive association between (within-country) temperature variation and environmental policy stringency index (for OECD countries from 1993 to 2012).\n",
    "The relationship is strongly reinforced for observations experiencing low rain during the same year.\n",
    "From this simple heterogeneity exercise, it remains unclear if this association is stronger for countries where there is little rain on average (e.g.: Australia, Spain, or South Africa) or for any country during drier years (e.g.: France in 2003).\n",
    "Next: I would now refine this exercise and in particular look into three things: 1. What happened in 2007 with the drop in the stringency index (one country, all countries, and understand why), 2. Explore also which regions are driving the aggregated drop in temperature in 1998 and 2010 (it could lead to an interesting event study). 3. Use an event study to inspect if the effect takes place solely the same year, or with lags etc. Then, depending on the findings, I would fit a multivariate model to quantify the effect and control for confounders."
   ]
  }
 ],
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