{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from pathlib import Path\n",
    "from shutil import copyfile\n",
    "import pickle"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Data manipulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plotting / Visualisation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 6)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Gaussian Process Regression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "import gpflow\n",
    "import tensorflow as tf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "import gpflow"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "from gpflow.utilities import print_summary"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "gpflow.config.set_default_summary_fmt(\"notebook\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "MATLAB engine"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matlab.engine"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "eng = matlab.engine.start_matlab()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matlab.engine.futureresult.FutureResult at 0x7fbd4d48b760>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eng.load_system(\"../Simulink/polydome\", background = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load weather data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Which experimental set to simulate:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "exp_id = 'Exp2'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Copy the corresponding WDB to the model input location:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'../Data/input_WDB.mat'"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "copyfile(f\"../Data/Experimental_data_WDB/{exp_id}_WDB.mat\", \"../Data/input_WDB.mat\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>time</th>\n",
       "      <th>timestamp</th>\n",
       "      <th>zenith</th>\n",
       "      <th>azimuth</th>\n",
       "      <th>dni</th>\n",
       "      <th>dhi</th>\n",
       "      <th>OutsideTemp</th>\n",
       "      <th>Tsky_rad</th>\n",
       "      <th>relative_humidity</th>\n",
       "      <th>precipitation</th>\n",
       "      <th>cloud_index</th>\n",
       "      <th>pressure</th>\n",
       "      <th>wind_speed</th>\n",
       "      <th>wind_direction</th>\n",
       "      <th>aoi</th>\n",
       "      <th>incidence_main</th>\n",
       "      <th>incidence_second</th>\n",
       "      <th>poa_direct</th>\n",
       "      <th>poa_diffuse</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>201706101600</td>\n",
       "      <td>37.637775</td>\n",
       "      <td>244.184376</td>\n",
       "      <td>778.389320</td>\n",
       "      <td>153.014998</td>\n",
       "      <td>24.0</td>\n",
       "      <td>18.0</td>\n",
       "      <td>50</td>\n",
       "      <td>-9999</td>\n",
       "      <td>0.5</td>\n",
       "      <td>96300</td>\n",
       "      <td>0</td>\n",
       "      <td>-9999</td>\n",
       "      <td>37.637775</td>\n",
       "      <td>-9999</td>\n",
       "      <td>-9999</td>\n",
       "      <td>616.396540</td>\n",
       "      <td>153.014998</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>300</td>\n",
       "      <td>201706101605</td>\n",
       "      <td>38.415872</td>\n",
       "      <td>245.558388</td>\n",
       "      <td>779.663530</td>\n",
       "      <td>151.020217</td>\n",
       "      <td>24.0</td>\n",
       "      <td>18.0</td>\n",
       "      <td>50</td>\n",
       "      <td>-9999</td>\n",
       "      <td>0.5</td>\n",
       "      <td>96300</td>\n",
       "      <td>0</td>\n",
       "      <td>-9999</td>\n",
       "      <td>38.415872</td>\n",
       "      <td>-9999</td>\n",
       "      <td>-9999</td>\n",
       "      <td>610.883028</td>\n",
       "      <td>151.020217</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>600</td>\n",
       "      <td>201706101610</td>\n",
       "      <td>39.202383</td>\n",
       "      <td>246.896456</td>\n",
       "      <td>776.559233</td>\n",
       "      <td>150.272165</td>\n",
       "      <td>24.0</td>\n",
       "      <td>18.0</td>\n",
       "      <td>50</td>\n",
       "      <td>-9999</td>\n",
       "      <td>0.5</td>\n",
       "      <td>96300</td>\n",
       "      <td>0</td>\n",
       "      <td>-9999</td>\n",
       "      <td>39.202383</td>\n",
       "      <td>-9999</td>\n",
       "      <td>-9999</td>\n",
       "      <td>601.769888</td>\n",
       "      <td>150.272165</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>900</td>\n",
       "      <td>201706101615</td>\n",
       "      <td>39.996665</td>\n",
       "      <td>248.200516</td>\n",
       "      <td>767.177588</td>\n",
       "      <td>151.349615</td>\n",
       "      <td>24.0</td>\n",
       "      <td>18.0</td>\n",
       "      <td>50</td>\n",
       "      <td>-9999</td>\n",
       "      <td>0.5</td>\n",
       "      <td>96300</td>\n",
       "      <td>0</td>\n",
       "      <td>-9999</td>\n",
       "      <td>39.996665</td>\n",
       "      <td>-9999</td>\n",
       "      <td>-9999</td>\n",
       "      <td>587.720827</td>\n",
       "      <td>151.349615</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1200</td>\n",
       "      <td>201706101620</td>\n",
       "      <td>40.798119</td>\n",
       "      <td>249.472420</td>\n",
       "      <td>762.559533</td>\n",
       "      <td>150.949974</td>\n",
       "      <td>24.0</td>\n",
       "      <td>18.0</td>\n",
       "      <td>50</td>\n",
       "      <td>-9999</td>\n",
       "      <td>0.5</td>\n",
       "      <td>96300</td>\n",
       "      <td>0</td>\n",
       "      <td>-9999</td>\n",
       "      <td>40.798119</td>\n",
       "      <td>-9999</td>\n",
       "      <td>-9999</td>\n",
       "      <td>577.270157</td>\n",
       "      <td>150.949974</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   time     timestamp     zenith     azimuth         dni         dhi  \\\n",
       "0     0  201706101600  37.637775  244.184376  778.389320  153.014998   \n",
       "1   300  201706101605  38.415872  245.558388  779.663530  151.020217   \n",
       "2   600  201706101610  39.202383  246.896456  776.559233  150.272165   \n",
       "3   900  201706101615  39.996665  248.200516  767.177588  151.349615   \n",
       "4  1200  201706101620  40.798119  249.472420  762.559533  150.949974   \n",
       "\n",
       "   OutsideTemp  Tsky_rad  relative_humidity  precipitation  cloud_index  \\\n",
       "0         24.0      18.0                 50          -9999          0.5   \n",
       "1         24.0      18.0                 50          -9999          0.5   \n",
       "2         24.0      18.0                 50          -9999          0.5   \n",
       "3         24.0      18.0                 50          -9999          0.5   \n",
       "4         24.0      18.0                 50          -9999          0.5   \n",
       "\n",
       "   pressure  wind_speed  wind_direction        aoi  incidence_main  \\\n",
       "0     96300           0           -9999  37.637775           -9999   \n",
       "1     96300           0           -9999  38.415872           -9999   \n",
       "2     96300           0           -9999  39.202383           -9999   \n",
       "3     96300           0           -9999  39.996665           -9999   \n",
       "4     96300           0           -9999  40.798119           -9999   \n",
       "\n",
       "   incidence_second  poa_direct  poa_diffuse  \n",
       "0             -9999  616.396540   153.014998  \n",
       "1             -9999  610.883028   151.020217  \n",
       "2             -9999  601.769888   150.272165  \n",
       "3             -9999  587.720827   151.349615  \n",
       "4             -9999  577.270157   150.949974  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_wdb = pd.read_pickle(f\"../Data/Experimental_python/{exp_id}_WDB.pkl\")\n",
    "df_wdb.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\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>Power</th>\n",
       "      <th>Setpoint</th>\n",
       "      <th>OutsideTemp</th>\n",
       "      <th>SupplyTemp</th>\n",
       "      <th>InsideTemp</th>\n",
       "      <th>SolRad</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>timestamp</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2017-06-10 16:00:00+02:00</th>\n",
       "      <td>5543.500000</td>\n",
       "      <td>20.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>13.1</td>\n",
       "      <td>22.866667</td>\n",
       "      <td>769.312933</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-06-10 16:05:00+02:00</th>\n",
       "      <td>5028.724138</td>\n",
       "      <td>20.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>13.1</td>\n",
       "      <td>22.666667</td>\n",
       "      <td>761.799900</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-06-10 16:10:00+02:00</th>\n",
       "      <td>4546.931034</td>\n",
       "      <td>20.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>13.4</td>\n",
       "      <td>22.650000</td>\n",
       "      <td>751.934367</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-06-10 16:15:00+02:00</th>\n",
       "      <td>4550.766667</td>\n",
       "      <td>20.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>13.4</td>\n",
       "      <td>22.650000</td>\n",
       "      <td>738.959167</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-06-10 16:20:00+02:00</th>\n",
       "      <td>4575.310345</td>\n",
       "      <td>21.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>13.4</td>\n",
       "      <td>22.633333</td>\n",
       "      <td>728.104467</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                 Power  Setpoint  OutsideTemp  SupplyTemp  \\\n",
       "timestamp                                                                   \n",
       "2017-06-10 16:00:00+02:00  5543.500000      20.5         24.0        13.1   \n",
       "2017-06-10 16:05:00+02:00  5028.724138      20.5         24.0        13.1   \n",
       "2017-06-10 16:10:00+02:00  4546.931034      20.5         24.0        13.4   \n",
       "2017-06-10 16:15:00+02:00  4550.766667      20.5         24.0        13.4   \n",
       "2017-06-10 16:20:00+02:00  4575.310345      21.5         24.0        13.4   \n",
       "\n",
       "                           InsideTemp      SolRad  \n",
       "timestamp                                          \n",
       "2017-06-10 16:00:00+02:00   22.866667  769.312933  \n",
       "2017-06-10 16:05:00+02:00   22.666667  761.799900  \n",
       "2017-06-10 16:10:00+02:00   22.650000  751.934367  \n",
       "2017-06-10 16:15:00+02:00   22.650000  738.959167  \n",
       "2017-06-10 16:20:00+02:00   22.633333  728.104467  "
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_pickle(f\"../Data/Experimental_python/{exp_id}_data.pkl\")\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "def load_weather_data(exp_id):\n",
    "    copyfile(f\"../Data/Experimental_data_WDB/{exp_id}_WDB.mat\", \"../Data/input_WDB.mat\")\n",
    "    df_wdb = pd.read_pickle(f\"../Data/Experimental_python/{exp_id}_WDB.pkl\")\n",
    "    df = pd.read_pickle(f\"../Data/Experimental_python/{exp_id}_data.pkl\")\n",
    "    return df_wdb, df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Experiment runtime: 136500\n"
     ]
    }
   ],
   "source": [
    "runtime = df_wdb['time'].iloc[-1]\n",
    "print(f\"Experiment runtime: {runtime}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Simulink"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the CARNOT simulation initial temperature `t0`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "eng.workspace['t0'] = float(23)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the CARNOT simulation air exchange rate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "np_air = np.zeros([df_wdb.shape[0], 2])\n",
    "np_air[:, 0] = df_wdb['time']\n",
    "np_air[:, 1] = 2.75"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "eng.workspace['air_exchange_rate'] = matlab.double(np_air.tolist())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Generate Heat Random Input Signal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "Pel_max = 6300\n",
    "COP_heating = 5.0\n",
    "COP_cooling = 5.0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "Define a function for generating random signals:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def get_random_signal(nstep, a_range = (-1, 1), b_range = (2, 10), signal_type = 'analog'):\n",
    "\n",
    "    a = np.random.rand(nstep) * (a_range[1]-a_range[0]) + a_range[0] # range for amplitude\n",
    "    b = np.random.rand(nstep) *(b_range[1]-b_range[0]) + b_range[0] # range for frequency\n",
    "    b = np.round(b)\n",
    "    b = b.astype(int)\n",
    "\n",
    "    b[0] = 0\n",
    "\n",
    "    for i in range(1,np.size(b)):\n",
    "        b[i] = b[i-1]+b[i]\n",
    "        \n",
    "    if signal_type == 'analog':\n",
    "        random_signal = np.zeros(nstep)\n",
    "        # Random Signal\n",
    "        i=0\n",
    "        random_signal = np.zeros(nstep)\n",
    "        while b[i]<np.size(random_signal):\n",
    "            k = b[i]\n",
    "            random_signal[k:] = a[i]\n",
    "            i=i+1\n",
    "        return random_signal\n",
    "    elif signal_type == 'prbs':\n",
    "        \n",
    "        # PRBS\n",
    "        a = np.zeros(nstep)\n",
    "        j = 0\n",
    "        while j < nstep:\n",
    "            a[j] = a_range[1]\n",
    "            a[j+1] = a_range[0]\n",
    "            j = j+2\n",
    "\n",
    "        i=0\n",
    "        prbs = np.zeros(nstep)\n",
    "        while b[i]<np.size(prbs):\n",
    "            k = b[i]\n",
    "            prbs[k:] = a[i]\n",
    "            i=i+1\n",
    "            \n",
    "        return prbs\n",
    "    else:\n",
    "        raise NotImplementedError"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "len_signal = len(df_wdb)\n",
    "\n",
    "random_signal = get_random_signal(len_signal, a_range = (- COP_cooling * Pel_max, COP_heating * Pel_max), signal_type = 'analog')\n",
    "prbs = get_random_signal(len_signal, a_range = (0, 5), signal_type = 'prbs')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure() \n",
    "plt.subplot(2,1,1)\n",
    "plt.plot(random_signal, drawstyle='steps',label='Random Signal')\n",
    "plt.legend()\n",
    "plt.subplot(2,1,2)\n",
    "plt.plot(prbs, drawstyle='steps', label='PRBS')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "power = np.array([df_wdb['time'], random_signal]).T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "eng.workspace['power'] = matlab.double(power.tolist())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Set the simulation parameters and run it"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "eng.set_param('polydome', 'StopTime', str(runtime), nargout = 0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "eng.workspace['result'] = eng.sim('polydome')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Interpret the simulation results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "def carnot_to_series(eng, start_timestamp):\n",
    "\n",
    "    # Compile the simulation dict\n",
    "    dict_simulation = {}\n",
    "    dict_simulation['SimulatedTemp'] = np.asarray(eng.eval('result.SimulatedTemp.Data')).reshape(-1)\n",
    "    dict_simulation['time'] = np.asarray(eng.eval('result.SimulatedTemp.Time')).reshape(-1)\n",
    "    \n",
    "    # Create the dataframe from dict\n",
    "    df_simulation = pd.DataFrame(dict_simulation)\n",
    "    df_simulation.set_index('time', inplace = True, drop = True)\n",
    "    \n",
    "    # Define the timestamps and set it as index\n",
    "    df_simulation['timestamp'] = start_timestamp + df_simulation.index.map(lambda x: pd.Timedelta(seconds = x))\n",
    "    df_simulation = df_simulation.reset_index().set_index('timestamp')\n",
    "    \n",
    "    # Resample the dataframe to 5 min intervals\n",
    "    # Taking the mean when there are multiple points, padding with zero order when data is missing\n",
    "    df_simulation = df_simulation['SimulatedTemp'].resample('5min').mean().pad()\n",
    "    \n",
    "    return df_simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_simulation = carnot_to_series(eng, df.index[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.loc[:,'SimulatedTemp'] = df_simulation\n",
    "df.loc[:,'SimulatedHeat'] = power[:, 1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure() \n",
    "plt.subplot(2,1,1)\n",
    "plt.plot(df['SimulatedTemp'], label = 'Simulated Temperature')\n",
    "plt.plot(df['OutsideTemp'], '-.', label = 'Outside Temperature')\n",
    "plt.title('Temperatures')\n",
    "plt.legend()\n",
    "plt.subplot(2,1,2)\n",
    "plt.plot(df['SimulatedHeat'], drawstyle = 'steps', label = 'Heat Input')\n",
    "plt.title('Heat Input')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Export the resampled data-set for further use"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_simulation.to_pickle(f\"../Data/CARNOT_output/{exp_id}_prbs_simulation_df.pkl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "def simulate_carnot(df_wdb, df, power_signal):\n",
    "    \n",
    "    power = np.array([df_wdb['time'], power_signal]).T\n",
    "    runtime = df_wdb['time'].iloc[-1]\n",
    "    \n",
    "    eng.workspace['power'] = matlab.double(power.tolist())\n",
    "    eng.set_param('polydome', 'StopTime', str(runtime), nargout = 0)\n",
    "    eng.workspace['result'] = eng.sim('polydome')\n",
    "    df_simulation = carnot_to_series(eng, df.index[0])\n",
    "    \n",
    "    return df_simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "## Try an iteration"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [],
   "source": [
    "train_exps = ['Exp1', 'Exp3', 'Exp5', 'Exp6']\n",
    "test_exps = ['Exp2', 'Exp4', 'Exp7']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfs_train = []\n",
    "dfs_test = []\n",
    "\n",
    "for exp in train_exps:\n",
    "    df_wdb, df = load_weather_data(exp)\n",
    "\n",
    "    len_signal = len(df_wdb)\n",
    "    rnd_power = get_random_signal(\n",
    "        len_signal,\n",
    "        a_range = (- COP_cooling * Pel_max, COP_heating * Pel_max),\n",
    "        signal_type = 'analog'\n",
    "    )\n",
    "\n",
    "    df_sim = simulate_carnot(df_wdb, df, rnd_power)\n",
    "    df.loc[:, 'SimulatedHeat'] = rnd_power\n",
    "    df.loc[:, 'SimulatedTemp'] = df_sim\n",
    "    \n",
    "    dfs_train.append(df)\n",
    "\n",
    "for exp in test_exps:\n",
    "    df_wdb, df = load_weather_data(exp)\n",
    "\n",
    "    len_signal = len(df_wdb)\n",
    "    rnd_power = get_random_signal(\n",
    "        len_signal,\n",
    "        a_range = (- COP_cooling * Pel_max, COP_heating * Pel_max),\n",
    "        signal_type = 'analog'\n",
    "    )\n",
    "\n",
    "    df_sim = simulate_carnot(df_wdb, df, rnd_power)\n",
    "    df.loc[:, 'SimulatedHeat'] = rnd_power\n",
    "    df.loc[:, 'SimulatedTemp'] = df_sim\n",
    "    \n",
    "    dfs_test.append(df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Trim and scale the input data"
   ]
  },
  {
   "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>OutsideTemp</th>\n",
       "      <th>SolRad</th>\n",
       "      <th>SimulatedHeat</th>\n",
       "      <th>SimulatedTemp</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>timestamp</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:00:00+02:00</th>\n",
       "      <td>24.0</td>\n",
       "      <td>91.714933</td>\n",
       "      <td>24245.835365</td>\n",
       "      <td>24.154504</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:05:00+02:00</th>\n",
       "      <td>24.0</td>\n",
       "      <td>121.538700</td>\n",
       "      <td>24245.835365</td>\n",
       "      <td>25.009821</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:10:00+02:00</th>\n",
       "      <td>24.0</td>\n",
       "      <td>101.481617</td>\n",
       "      <td>24245.835365</td>\n",
       "      <td>25.306365</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:15:00+02:00</th>\n",
       "      <td>24.0</td>\n",
       "      <td>163.710150</td>\n",
       "      <td>24245.835365</td>\n",
       "      <td>25.533125</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:20:00+02:00</th>\n",
       "      <td>24.0</td>\n",
       "      <td>90.039567</td>\n",
       "      <td>24245.835365</td>\n",
       "      <td>25.737816</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                           OutsideTemp      SolRad  SimulatedHeat  \\\n",
       "timestamp                                                           \n",
       "2017-07-13 20:00:00+02:00         24.0   91.714933   24245.835365   \n",
       "2017-07-13 20:05:00+02:00         24.0  121.538700   24245.835365   \n",
       "2017-07-13 20:10:00+02:00         24.0  101.481617   24245.835365   \n",
       "2017-07-13 20:15:00+02:00         24.0  163.710150   24245.835365   \n",
       "2017-07-13 20:20:00+02:00         24.0   90.039567   24245.835365   \n",
       "\n",
       "                           SimulatedTemp  \n",
       "timestamp                                 \n",
       "2017-07-13 20:00:00+02:00      24.154504  \n",
       "2017-07-13 20:05:00+02:00      25.009821  \n",
       "2017-07-13 20:10:00+02:00      25.306365  \n",
       "2017-07-13 20:15:00+02:00      25.533125  \n",
       "2017-07-13 20:20:00+02:00      25.737816  "
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.drop(columns = ['Power', 'Setpoint', 'SupplyTemp', 'InsideTemp'], inplace = True)\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.preprocessing import MaxAbsScaler"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [],
   "source": [
    "w_scaler = MaxAbsScaler()\n",
    "u_scaler = MaxAbsScaler()\n",
    "y_scaler = MaxAbsScaler()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_train = pd.concat(dfs_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [],
   "source": [
    "np_w = df_train[['OutsideTemp', 'SolRad']]\n",
    "np_u = df_train['SimulatedHeat'].to_numpy().reshape(-1, 1)\n",
    "np_y = df_train['SimulatedTemp'].to_numpy().reshape(-1, 1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [],
   "source": [
    "np_w_sc = w_scaler.fit(np_w)\n",
    "np_u_sc = u_scaler.fit(np_u)\n",
    "np_y_sc = y_scaler.fit(np_y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_scaled_df(df, w_scaler, u_scaler, y_scaler):\n",
    "        np_w = df[['OutsideTemp', 'SolRad']]\n",
    "        np_u = df['SimulatedHeat'].to_numpy().reshape(-1, 1)\n",
    "        np_y = df['SimulatedTemp'].to_numpy().reshape(-1, 1)\n",
    "        \n",
    "        np_w_sc = w_scaler.transform(np_w)\n",
    "        np_u_sc = u_scaler.transform(np_u)\n",
    "        np_y_sc = y_scaler.transform(np_y)\n",
    "        \n",
    "        df_sc = pd.DataFrame(np.hstack([np_w_sc, np_y_sc, np_u_sc]), columns = ['OutsideTemp', 'SolRad', 'SimulatedTemp', 'SimulatedHeat'], index = df.index)\n",
    "\n",
    "        return df_sc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfs_train_sc = []\n",
    "dfs_test_sc = []\n",
    "for df in dfs_train:\n",
    "    df_sc = get_scaled_df(df, w_scaler, u_scaler, y_scaler)\n",
    "    dfs_train_sc.append(df_sc)\n",
    "    \n",
    "for df in dfs_test:\n",
    "    df_sc = get_scaled_df(df, w_scaler, u_scaler, y_scaler)\n",
    "    dfs_test_sc.append(df_sc)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Gaussian Process Regression"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Compile training set"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [],
   "source": [
    "def data_to_gpr(df, lu = 2, ly = 3, dyn_in = 'SimulatedHeat', dyn_out = 'SimulatedTemp'):\n",
    "    \n",
    "    df_gpr = df.copy()\n",
    "    df_gpr.rename(columns = {dyn_in: 'u', dyn_out: 'y'}, inplace = True)\n",
    "    \n",
    "    # Add the regressive inputs/outputs\n",
    "    for idx in range(1, lu + 1):\n",
    "        df_gpr.loc[:, f\"u_{idx}\"] = df_gpr['u'].shift(idx)\n",
    "\n",
    "    for idx in range(1, ly + 1):\n",
    "        df_gpr.loc[:, f\"y_{idx}\"] = df_gpr['y'].shift(idx)\n",
    "\n",
    "    df_gpr.dropna(inplace = True)\n",
    "    \n",
    "    return df_gpr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [
    {
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       "      <td>0.652978</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>2017-07-10 05:35:00+02:00</th>\n",
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       "      <td>0.275838</td>\n",
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       "      <td>0.594760</td>\n",
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       "    <tr>\n",
       "      <th>2017-07-10 05:40:00+02:00</th>\n",
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       "      <td>0.000000</td>\n",
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       "      <td>0.275838</td>\n",
       "      <td>0.275838</td>\n",
       "      <td>0.618675</td>\n",
       "      <td>0.596556</td>\n",
       "      <td>0.595280</td>\n",
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       "    <tr>\n",
       "      <th>2017-07-10 05:45:00+02:00</th>\n",
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       "      <td>0.000000</td>\n",
       "      <td>0.652693</td>\n",
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       "      <td>0.596556</td>\n",
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       "    <tr>\n",
       "      <th>2017-07-10 05:50:00+02:00</th>\n",
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       "    <tr>\n",
       "      <th>2017-07-10 05:55:00+02:00</th>\n",
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       "      <td>0.645392</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2616 rows × 9 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                           OutsideTemp    SolRad         y         u  \\\n",
       "timestamp                                                              \n",
       "2017-06-01 20:15:00+02:00     0.733333  0.070193  0.655673 -0.306488   \n",
       "2017-06-01 20:20:00+02:00     0.733333  0.072266  0.652978 -0.306488   \n",
       "2017-06-01 20:25:00+02:00     0.733333  0.061755  0.650362 -0.306488   \n",
       "2017-06-01 20:30:00+02:00     0.733333  0.044350  0.647877 -0.306488   \n",
       "2017-06-01 20:35:00+02:00     0.733333  0.033265  0.645098 -0.306488   \n",
       "...                                ...       ...       ...       ...   \n",
       "2017-07-10 05:35:00+02:00     0.600000  0.000000  0.618675  0.275838   \n",
       "2017-07-10 05:40:00+02:00     0.600000  0.000000  0.645392  0.981268   \n",
       "2017-07-10 05:45:00+02:00     0.600000  0.000000  0.652693  0.981268   \n",
       "2017-07-10 05:50:00+02:00     0.600000  0.000000  0.652693  0.981268   \n",
       "2017-07-10 05:55:00+02:00     0.600000  0.000000  0.661359  0.981268   \n",
       "\n",
       "                                u_1       u_2       y_1       y_2       y_3  \n",
       "timestamp                                                                    \n",
       "2017-06-01 20:15:00+02:00 -0.306488 -0.306488  0.658785  0.662436  0.679143  \n",
       "2017-06-01 20:20:00+02:00 -0.306488 -0.306488  0.655673  0.658785  0.662436  \n",
       "2017-06-01 20:25:00+02:00 -0.306488 -0.306488  0.652978  0.655673  0.658785  \n",
       "2017-06-01 20:30:00+02:00 -0.306488 -0.306488  0.650362  0.652978  0.655673  \n",
       "2017-06-01 20:35:00+02:00 -0.306488 -0.306488  0.647877  0.650362  0.652978  \n",
       "...                             ...       ...       ...       ...       ...  \n",
       "2017-07-10 05:35:00+02:00  0.275838  0.275838  0.596556  0.595280  0.594760  \n",
       "2017-07-10 05:40:00+02:00  0.275838  0.275838  0.618675  0.596556  0.595280  \n",
       "2017-07-10 05:45:00+02:00  0.981268  0.275838  0.645392  0.618675  0.596556  \n",
       "2017-07-10 05:50:00+02:00  0.981268  0.981268  0.652693  0.645392  0.618675  \n",
       "2017-07-10 05:55:00+02:00  0.981268  0.981268  0.652693  0.652693  0.645392  \n",
       "\n",
       "[2616 rows x 9 columns]"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfs_gpr_train = []\n",
    "for df_sc in dfs_train_sc:\n",
    "    dfs_gpr_train.append(data_to_gpr(df_sc))\n",
    "df_gpr_train = pd.concat(dfs_gpr_train)\n",
    "df_gpr_train"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_input_train = df_gpr_train.drop(columns = ['u', 'y'])\n",
    "df_output_train = df_gpr_train['y']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>2017-06-01 20:30:00+02:00</th>\n",
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       "    <tr>\n",
       "      <th>2017-06-01 20:35:00+02:00</th>\n",
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       "</div>"
      ],
      "text/plain": [
       "                           OutsideTemp    SolRad       u_1       u_2  \\\n",
       "timestamp                                                              \n",
       "2017-06-01 20:15:00+02:00     0.733333  0.070193 -0.306488 -0.306488   \n",
       "2017-06-01 20:20:00+02:00     0.733333  0.072266 -0.306488 -0.306488   \n",
       "2017-06-01 20:25:00+02:00     0.733333  0.061755 -0.306488 -0.306488   \n",
       "2017-06-01 20:30:00+02:00     0.733333  0.044350 -0.306488 -0.306488   \n",
       "2017-06-01 20:35:00+02:00     0.733333  0.033265 -0.306488 -0.306488   \n",
       "\n",
       "                                y_1       y_2       y_3  \n",
       "timestamp                                                \n",
       "2017-06-01 20:15:00+02:00  0.658785  0.662436  0.679143  \n",
       "2017-06-01 20:20:00+02:00  0.655673  0.658785  0.662436  \n",
       "2017-06-01 20:25:00+02:00  0.652978  0.655673  0.658785  \n",
       "2017-06-01 20:30:00+02:00  0.650362  0.652978  0.655673  \n",
       "2017-06-01 20:35:00+02:00  0.647877  0.650362  0.652978  "
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_input_train.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "timestamp\n",
       "2017-06-01 20:15:00+02:00    0.655673\n",
       "2017-06-01 20:20:00+02:00    0.652978\n",
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     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "df_output_train.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [],
   "source": [
    "np_input_train = df_input_train.to_numpy()\n",
    "np_output_train = df_output_train.to_numpy().reshape(-1, 1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Define model and kernel"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead>\n",
       "<tr><th>name                                             </th><th>class    </th><th>transform  </th><th>prior  </th><th>trainable  </th><th>shape  </th><th>dtype  </th><th>value         </th></tr>\n",
       "</thead>\n",
       "<tbody>\n",
       "<tr><td>Sum.kernels[0].kernels[0].kernels[0].variance    </td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>Sum.kernels[0].kernels[0].kernels[0].lengthscales</td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>(7,)   </td><td>float64</td><td>[1., 1., 1....</td></tr>\n",
       "<tr><td>Sum.kernels[0].kernels[0].kernels[1].variance    </td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>Sum.kernels[0].kernels[1].variance               </td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>Sum.kernels[0].kernels[1].lengthscales           </td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>Sum.kernels[0].kernels[1].alpha                  </td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>Sum.kernels[1].variance                          </td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>Sum.kernels[1].lengthscales                      </td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>(7,)   </td><td>float64</td><td>[1., 1., 1....</td></tr>\n",
       "<tr><td>Sum.kernels[2].variance                          </td><td>Parameter</td><td>Softplus   </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "</tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "k = (gpflow.kernels.SquaredExponential(lengthscales=([1] * np_input_train.shape[1])) + gpflow.kernels.Constant()) * gpflow.kernels.RationalQuadratic() + gpflow.kernels.SquaredExponential(lengthscales=([1] * np_input_train.shape[1])) + gpflow.kernels.Constant()\n",
    "print_summary(k)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead>\n",
       "<tr><th>name                                                    </th><th>class    </th><th>transform       </th><th>prior  </th><th>trainable  </th><th>shape  </th><th>dtype  </th><th>value         </th></tr>\n",
       "</thead>\n",
       "<tbody>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[0].kernels[0].variance    </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[0].kernels[0].lengthscales</td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>(7,)   </td><td>float64</td><td>[1., 1., 1....</td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[0].kernels[1].variance    </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[1].variance               </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[1].lengthscales           </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[1].alpha                  </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[1].variance                          </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[1].lengthscales                      </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>(7,)   </td><td>float64</td><td>[1., 1., 1....</td></tr>\n",
       "<tr><td>GPR.kernel.kernels[2].variance                          </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "<tr><td>GPR.likelihood.variance                                 </td><td>Parameter</td><td>Softplus + Shift</td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1.0           </td></tr>\n",
       "</tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "m = gpflow.models.GPR(\n",
    "    data = (np_input_train, np_output_train), \n",
    "    kernel = k, \n",
    "    mean_function = None\n",
    "    )\n",
    "print_summary(m)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Train model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [],
   "source": [
    "opt = gpflow.optimizers.Scipy()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {},
   "outputs": [],
   "source": [
    "from datetime import datetime"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Finished fitting in 0:03:46.245137\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead>\n",
       "<tr><th>name                                                    </th><th>class    </th><th>transform       </th><th>prior  </th><th>trainable  </th><th>shape  </th><th>dtype  </th><th>value                                         </th></tr>\n",
       "</thead>\n",
       "<tbody>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[0].kernels[0].variance    </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>0.0                                           </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[0].kernels[0].lengthscales</td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>(7,)   </td><td>float64</td><td>[309.67385789, 480.52101642, 609.04074522...  </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[0].kernels[1].variance    </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>5.2754077941994154e-48                        </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[1].variance               </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>0.0                                           </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[1].lengthscales           </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1852.9511949822117                            </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[0].kernels[1].alpha                  </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>392.40951113657627                            </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[1].variance                          </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>1617.2173270482824                            </td></tr>\n",
       "<tr><td>GPR.kernel.kernels[1].lengthscales                      </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>(7,)   </td><td>float64</td><td>[1216.17281517, 1102.18486422, 768.25441948...</td></tr>\n",
       "<tr><td>GPR.kernel.kernels[2].variance                          </td><td>Parameter</td><td>Softplus        </td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>2.4218461287815772e-26                        </td></tr>\n",
       "<tr><td>GPR.likelihood.variance                                 </td><td>Parameter</td><td>Softplus + Shift</td><td>       </td><td>True       </td><td>()     </td><td>float64</td><td>0.00010706922583533073                        </td></tr>\n",
       "</tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "start_time = datetime.now()\n",
    "opt.minimize(m.training_loss, m.trainable_variables)\n",
    "print(f\"Finished fitting in {datetime.now() - start_time}\")\n",
    "print_summary(m)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Evaluate performance on training data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [],
   "source": [
    "nb_plts = len(dfs_gpr_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Exx9/nAkTJrB8+XKuu+662qTOk08+ybhx4/jf//5HaWkpQ4YM4cQTTyQtLY0ffvgBl8vFhg0buPTSS1m4cCHvv/8+p5xyCg8//DDBYLBByZX169fz448/YrVaGT9+PK+88gpdunRh3rx53Hrrrfz888/cdddd3HLLLVx11VW8/PLL9Y6zaNEiPvzwQ5YsWUIgEGDAgAEMHDgQgPPOO48bb7wRgD/+8Y+88cYb3HHHHZx11llMmDCBCy64AICEhIR6jxOHR5JDQgghhIgof9DgH1PXc1PyMqiEScHRXKO+ItZfFOnQhBBCiBahT58+ZGdn88EHH3D66afvsW/q1Kl88cUXtb17vF4v27Zto3Xr1tx+++0sXboUq9XK+vXrARg8eDDXXXcdfr+fc845h379+h30+hdeeCFWqxWPx8OcOXO48MLfFiGvqakBYPbs2UyaNAmAK6+8kgceeGCfcWbOnMm5555LVFQUAGeddVbtvpUrV/LHP/6R0tJSPB4Pp5xySr2xNPQ40TiSHBJCCCFERH2+dBc7S6s5v9VcKlP6sHVHKzzaRayvMtKhCSGEELUaUuHTlM466yx+//vfM23aNIqKfruBorVm0qRJdO3adY/jH3vsMdLT01m2bBmGYeByuQAYPXo0M2bM4Ouvv+bKK6/kvvvu46qrrtpjdSuv17vHWNHR0QAYhkFCQgJLly6tN8aGrJC1v2OuueYapkyZQt++fXnrrbeYNm3aYR0nGkd6DgkhhBAiYgxD88r0TYxLrSC+dBXWPmbJeFnQDj7pISCEEELsdt111/GnP/2J3r1777H9lFNO4V//+hdaawCWLFkCQFlZGRkZGVgsFt59912CwSAAW7duJS0tjRtvvJHrr7+exYsXA5Cens6aNWswDIPJkyfXG0NcXBwdOnTgk08+AczE1LJlywAYOXIkH374IQATJ06s9/zRo0czefJkqqurqaio4Msvv6zdV1FRQUZGBn6/f4/zY2NjqaioOOhx4vBIckgIIYQQETN1dS4b8z080GohGoWr34UkRtkp8dvB54l0eEIIIUSLkZmZyV133bXP9kceeQS/30+fPn3o1atXbTPoW2+9lbfffpthw4axfv362uqfadOm0a9fP/r378+kSZNqx3z66aeZMGEC48aNIyMjY79xTJw4kTfeeIO+ffvSs2fP2gbYL7zwAi+//DKDBw+mrKys3nMHDBjAxRdfTL9+/Tj//PMZNWpU7b4nnniCoUOHctJJJ9GtW7fa7Zdccgl///vf6d+/P5s2bdrvceLwqN3ZxZZk0KBBeuHChZEOQwghhBBNyOsPcvJzM+jFBl72PoTR7UysF73F2S/N4rqa9zjL8zHqT0XQgBJ1IYQQoimsWbOG7t27RzoMIQ5Jfa9fpdQirfWgvY+VyiEhhBBCRMS/p22iuLiQZ9WLGNGtsJ75HACZSVHkea0oHYRATYSjFEIIIYQ4+klySAghhBDNLruwklemb+K1tEm4q3ZivfANcCcC0C4pilyv1TxQmlILIYQQQjQ5SQ4JIYQQotk9/e1ajresZET5t+jhd0C7YbX72iVFUWE4zQfSd0gIIYQQosnJUvZCCCGEaFaLthYzbdVW5sa/SdDdAevYh/bY3y4pipnaXG5XKoeEEEIIIZqeJIeEEEII0Wy01jz1zVr+4J5CYs1OuOQrsLv3OKZtYhRVSHJICCGEEKK5yLQyIYQQQjSbn9fmU71tMVfoLzH6Xw0dRu1zTEaCi2oVShj5JTkkhBBCCNHUJDkkhBBCiKZXWUTwhf5Ef3Yl/3K9go5OxXLy4/UeardaiImNNR9I5ZAQQohjXF5eHpdddhkdO3Zk4MCBDB8+nMmTJzf5dRcuXMidd94ZlrFOOOEEunbtSt++fRk5ciTr1q0Ly7jhFM4Y33rrLW6//XYAXnnlFd555539Hpudnc37779f+zic3/fGkOSQEEIIIZpe/mqsJZvp6VtOR70dyxnPgjthv4c73XHmF5IcEkIIcQzTWnPOOecwevRoNm/ezKJFi/jwww/ZsWNHk1970KBBvPjii2Ebb+LEiSxbtoyrr76a++67b5/9wWAwbNc6VE0R480338xVV1213/17J4fC/X1vKEkOCSGEEKLpefIAuMH2JNW3r0D1OOuAh1vduyuHZLUyIYQQx66ff/4Zh8PBzTffXLutffv23HHHHYCZWBg1ahQDBgxgwIABzJkzB4Bp06YxYcKE2nNuv/123nrrLQAefPBBevToQZ8+ffj9738PwCeffEKvXr3o27cvo0eP3meM+fPnM2LECPr378+IESNqq2reeustzjvvPE499VS6dOnC/ffff9DnNHr0aDZu3AhATEwMf/rTnxg6dChz587ln//8J7169aJXr148//zztee888479OnTh759+3LllVcCUFBQwPnnn8/gwYMZPHgws2fPBmD69On069ePfv360b9/fyoqKsjJyWH06NH069ePXr16MXPmzEOO8b333mPIkCH069eP3/3ud7UJozfffJPjjjuOMWPG1MYC8Nhjj/Hss88CsHHjRk488UT69u3LgAED2LRpEw8++CAzZ86kX79+PPfcc3t834uLiznnnHPo06cPw4YNY/ny5bVjXnfddZxwwgl07NgxLMkkaUgthBBCiCaXsyObDOCkof1xp7Q76PE2V4z5hVQOCSGEaCm+fRByV4R3zFa94bSn97t71apVDBgwYL/709LS+OGHH3C5XGzYsIFLL72UhQsX7vf44uJiJk+ezNq1a1FKUVpaCsDjjz/O999/T5s2bWq31dWtWzdmzJiBzWbjxx9/5A9/+AOTJk0CYOnSpSxZsgSn00nXrl254447aNu27X5j+PLLL+nduzcAlZWV9OrVi8cff5xFixbx5ptvMm/ePLTWDB06lDFjxuBwOHjyySeZPXs2KSkpFBcXA3DXXXfxf//3fxx//PFs27aNU045hTVr1vDss8/y8ssvM3LkSDweDy6Xi9dee41TTjmFhx9+mGAwSFVV1X7jO1CMa9as4ZlnnmH27NnY7XZuvfVWJk6cyEknncSjjz7KokWLiI+PZ+zYsfTv33+fcS+//HIefPBBzj33XLxeL4Zh8PTTT/Pss8/y1VdfAWZSbrdHH32U/v37M2XKFH7++Weuuuoqli5dCsDatWv55ZdfqKiooGvXrtxyyy3Y7fYDPq8DCVtySCnVFngHaAUYwGta6xeUUv2AVwAXEABu1VrPD9d1hRBCCNHyrVy/niRt58LjezXoeLskh4QQQoh93HbbbcyaNQuHw8GCBQvw+/3cfvvtLF26FKvVyvr16w94flxcHC6XixtuuIEzzjijtkJl5MiRXHPNNVx00UWcd955+5xXVlbG1VdfzYYNG1BK4ff7a/eNHz+e+Ph4AHr06MHWrVvrTQ5dfvnluN1usrKy+Ne//gWA1Wrl/PPPB2DWrFmce+65REdHA3Deeecxc+ZMlFJccMEFpKSkAJCUlATAjz/+yOrVq2vHLy8vp6KigpEjR3LPPfdw+eWXc95555GZmcngwYO57rrr8Pv9nHPOOfTr16/e78/BYvzpp59YtGgRgwcPBqC6upq0tDTmzZvHCSecQGpqKgAXX3zxPj+LiooKdu7cybnnnguAy+WqN4a6Zs2aVZuEGzduHEVFRZSVlQFwxhln4HQ6cTqdpKWlkZeXR2Zm5kHH3J9wVg4FgHu11ouVUrHAIqXUD8DfgD9rrb9VSp0eenxCGK8rhBBCiBZsS2ElnsKdVLuTSYhyNOicaLeTahy4ZVqZEEKIluIAFT5NpWfPnrXJAYCXX36ZwsJCBg0aBMBzzz1Heno6y5YtwzCM2oSDzWbDMIza87xeb+32+fPn89NPP/Hhhx/y0ksv8fPPP/PKK68wb948vv76a/r161dbnbLbI488wtixY5k8eTLZ2dmccMIJtfucTmft11arlUAgUO9zmThxYm3cu7lcLqxWK2D2V6qP1hql1D7bDcNg7ty5uN3uPbY/+OCDnHHGGXzzzTcMGzaMH3/8kdGjRzNjxgy+/vprrrzySu677756+wA1JMarr76ap556ao9jpkyZUm+Mez+PxqrvnN3Xaej3vaHC1nNIa52jtV4c+roCWAO0ATQQ6ipJPLArXNcUQgghRMv36vRNpKtSopLaNPicWKeNSu1C+w5c9n0oqg9SSi6EEEK0FOPGjcPr9fKf//yndlvdKVFlZWVkZGRgsVh49913a/vftG/fntWrV1NTU0NZWRk//fQTAB6Ph7KyMk4//XSef/752iTQpk2bGDp0KI8//jgpKSls3759jzjKyspo08b8O767d1G4jR49milTplBVVUVlZSWTJ09m1KhRjB8/no8//piioiKA2mllJ598Mi+99FLt+XWfS+/evXnggQcYNGgQa9euZevWraSlpXHjjTdy/fXXs3jx4kOKcfz48Xz66afk5+fXxrJ161aGDh3KtGnTKCoqwu/388knn+xzblxcHJmZmUyZMgWAmpoaqqqqiI2NpaKiYr/fk4kTJwLmdLOUlBTi4uLqPfZwNUlDaqVUFtAfmAfcDfxdKbUdeBZ4qCmuKYQQQoiWp8oX4LPFO+norsSRkNHg82JcNqq0k4C3/jdLh8q7dQHOf3aENV+GdVwhhBCiKSilmDJlCtOnT6dDhw4MGTKEq6++mmeeeQaAW2+9lbfffpthw4axfv362ilZbdu25aKLLqJPnz5cfvnltf1vKioqmDBhAn369GHMmDE899xzANx333307t2bXr16MXr0aPr27btHHPfffz8PPfQQI0eObLJVxQYMGMA111zDkCFDGDp0KDfccAP9+/enZ8+ePPzww4wZM4a+fftyzz33APDiiy+ycOFC+vTpQ48ePXjllVcAeP7552uba7vdbk477TSmTZtW26B60qRJ3HXXXYcUY48ePfjLX/7CySefTJ8+fTjppJPIyckhIyODxx57jOHDh3PiiSfut0/Uu+++y4svvkifPn0YMWIEubm59OnTB5vNRt++fWt/Hrs99thjtc/xwQcf5O233z6kuBtCHUpp0wEHVCoGmA48qbX+TCn1IjBdaz1JKXURcJPW+sR6zrsJuAmgXbt2A7du3RrWuIQQQgjR/Dbmezjxn9NZF3sLzn4Xwhn/aNB578/bRv+vT6fDcb1xXfHBYcehteaKl6bysuduEmp2oYffgTrlL4c9rhBCiKPbmjVr6N69e6TDEOKQ1Pf6VUot0loP2vvYsFYOKaXswCRgotb6s9Dmq4HdX38CDKnvXK31a1rrQVrrQbubOAkhhBDiyJZf7sWBH6e/DGLSG3xejMtGNU4Mb3h6Dnn9Bpfm/4Nobx5+VzJG/trDH7S6FP3h5VAiN7SEEEIIcWQLW3JImV2R3gDWaK3/WWfXLmBM6OtxwIZwXVMIIYQQLVt+RQ0pmKtqNCY5tLvnkFETnuSQp7qGCdZ5vBs8iV/pDYXrDn/Q1VNQa7+CrXMOfywhhBBCiAgK52plI4ErgRVKqaWhbX8AbgReUErZAC+hqWNCCCGEOPrlV3hJU6Xmg9hWDT4vxmWjGBf4wtNzqLq6EgBXUhvmFZUzyjsNfJXgiD6k8eZvKab/isnYAaqLwxKjEEIIIUSkhC05pLWeBexv7baB4bqOEEIIIY4ceeU1ZNrKzQcxaQ0+L8ZpYzsulD83LHFUVZnJob5Z6cwsCq3yUbAO2tTfMLJeNR6MWc/xc6Avv/+lisWumaHBJTkkhBBHs/0tpS5ES9bY/tLhrBwSQgghhNhDfkUNHd0e8AExjagccpqrlVkD4Vl2fvfy9Q53NJ641lBNo5JDge2L0J9ej71sC/10HJdaT8dCEI1CSeWQEEIctVwuF0VFRSQnJ0uCSBwxtNYUFRXhcrkafI4kh4QQQgjRZPLKvYy2V6B9ChXd8AUnYl02KnGFLTnkDU0rszvd2FI64d9uw17QsKbUO5b+QPKUyynR0TwfuJEn7G/zgP1DdpFKRlK8VA4JIcRRLDMzkx07dlBQUBDpUIRoFJfLRWZmZoOPl+SQEEIIIZpMQUUNrW2lEJ0C1oa/7Yh22qjSLuyGF4wgWKyHFYfXayaZnK4o2qbEkb0tg475aznYqGvm/0C7b64glxTmjHqbnlGp1AQ64fz5Qb4ODOYqZz6O6uL9zqsXQghxZLPb7XTo0CHSYQjR5CQ5JIQQQogmk1/uJSWxccvYA9itFnxWt/nAXwXO2MOKw1cdmlbmiiIrOZp1RmuyDpIcWjv7C9pNvYFiSzKO677m8rahDwf6ZrYbLv7znYsz9UekV8ndZCGEEEIc2cK2lL0QQgghRF2emgCVviCJRnGjVirbzbBFmV/4Kg87Fl+NmRxyuaLISolio26DrWwr+KvrPX7DrEl0nHotudZWuG/6jjZt69w1VopWo66myp5Arj8KqksOOz4hhBBCiEiS5JAQQgghmkR+uReAGH8RqhHNqHfT9tAy82FIDvlrzCSQ0x1F++RoNhiZKDQUbtjn2FVb84j94T62WTKJ/d33pGS03+cYu9VC7zbxZFc5peeQEEIIIY54khwSQgghRJPIK69BYeCqKWrUMva7acfu5JDnsGMJhJJDNoebzEQ362hr7shZusdxG/M9fPXW07RSRSSc+3fS0jP2O2b/dols8jhQger9ViAJIYQQQhwJJDkkhBBCiCaRX+ElnRIsOgBxrRt9vnKEr3Io4Aslb2wunDYr3rhOVFjiMbLn1B6zvbiK61+fwfX6M6oyhpHS+6QDjtm/bQKFRihGqR4SQgghxBFMkkNCCCGEaBIFFTX0sWw2H2T0bfT5yhljfuE7/OXsg7XJIScAWSkxrLT1QG+bC0B2Xikf/edx/un/MymUEnXqo6AOvAZZl/RYSnSoUXb1sZUc8gcNfAEj0mEIIYQQIkxktTIhhBBCNIm8ci/9bdloZUW16t3o862u3cmhw59WZtSpHALISoli9s7jGF46l2c/+QXn8nf4vfUzqmLaYwx/Akv7EQcdMyHKTimhGI+RyqHcMi/v/prN+/O20SElmkm3jEAdJIkmhBBCiJZPKoeEEEII0STyK2oYaNuCTusOdnejz7e7QlU5YZhWZvi9oUHNOLKSo5nu7QJAzrKpXO2cRnXWeKLuXYZl5J0NGjPebadEh5JDR1vlUHUJNVPuwp+zCoCVO8u4/f3FHP/Mz/xn2ibaJLpZvK2EFb98AgXrIhysEEIIIQ6XVA4JIYQQoknklVXTXW/C0ubcQzrfHmUmh7TPw+HWpuhAjflFaFpZ++RoVuv2eLSLJ+K/IKqyGIbfdNCpZHvEZ7XgtcebD462yqGNP+Fc+hbBFR/ySdxVzM6zEeWwcX//wUwY1IXU8lWsm/I0vWZsQO8Yh7pqcqQjFkIIIcRhkOSQEEIIIZqEpXw7sboCWvc/pPMd7jgAAtUe7IcbTCBUOWQ1k0MD2iUwsEMqPj2QpNzZGLFtsHQ5cAPq+mhXEvg4+iqHSrcBsEx34cKS17jQEdq+KvQPyHKkssbbjo65q3BGJEghhBBChIskh4QQQggRdv6gQauK1eYE9tYDDmkMd1QUQa3wVZcfdnLIEvASxIrVar71SY5x8vHvhsP0sZA7GzXwarBYGz1uVFQUXr8LV1XJYUbYstQUbcWrYrnc/xDvnp3MwA6pqIAXI3cl+KqwtO6LLbk7PzxzL3dWTYTqUnAnRDpsIYQQQhwiSQ4JIYQQIuxmbyzkOGMjQZsda1qPQxoj1mWnEhe6uuKw41HBGgJWJ/ukf3qeQ3DzdKyDrj2kcePcdirK43AdRZVDgaDBmrWrsBkpvH7VUAZ1SandZ0nvWfu1C3C17gk7gcL10HZI8wcrhBBCiLCQhtRCCCGECLvPl+5ioG0LpPcCm+PgJ9QjxmkjTyehS7cfVixaayxGDUFLPZOfUrpgvfYriEk7pLHj3aEVy46inkNPfrMGd1UOCa06cnydxFB9Etqbq9CVb1veHKEJIYQQoolIckgIIYQQYVXlCzBzVTZ9LJuxZg485HFiXDaydStsZVsOM54gTu0naA1/Z5x4t51SHYM+SpJDWworeXP2FrJsRWRmHXfQ4zt16U61dlCcvaIZohNCCCFEU5HkkBBCCCHC6sc1+ZwV/BGnUQ19Lz3kcWKcNrboVrgrtoFhHPI4lTUBnMqPth5aBdOBxLvtFBrRR01D6twyL/FUmj+7hLYHPb5nZhKbdGuM/LXNEJ0QQgghmookh4QQQggRVp8vyuZG+7cE246AzEGHPE5sqHLIatRA+c5DHsdTE8CFD211HfIY+5PgtlMYPHqSQ2XVPjJVofkg/uDJIZfdSr6rA/GejU0cmRBCCCGakiSHhBBCCBE2v6zNJ2bjl2RQiPX4uw5rrN2VQwAUbzrkcSprgjjxo23hTw7FR9kpIcZcrcsIhn385lZW7aeNKjAfNKByCMCfdBzJwUKM6rImjEwIIYQQTSlsySGlVFul1C9KqTVKqVVKqbvq7LtDKbUutP1v4bqmEEIIIVqOcq+fv382k/uckwkmd4UuJx/WeDEuG9lGKDlUdOiVKZ6aAE78KHtT9RyKRaHBe+QnR0qr/LSprRxq16BzotuYK5jlbFzaRFEJIYQQoqmFcyn7AHCv1nqxUioWWKSU+gFIB84G+mita5RSh7YciBBCCCFaLK01z06ewz+9j5JhL8Z65n/Bcnj3oJw2K8XWZPzKgb1o8yGPU1kTIEn5sNgPvPLWoYhz2ynRMeaDqmKISgr7NZpTWbWftpYitD0K1cDnknFcP1gEuZuW0ab3mKYNUAghhBBNImzJIa11DpAT+rpCKbUGaAPcCDytta4J7csP1zWFEEII0TK88/NiLllzB52seVgv+xiyjg/LuBkJUeyozqBd4UashzhGpS9ABn6UvQmmlbntlBBrPqgqAjqH/RrNqbTaz0BbETo+E6VUg87J6tSTau2gbPFkri4aTGpcFBYF3VrFMaRDEt0z4rBaGjaWEEIIISKjSXoOKaWygP7APOA4YJRSap5SarpSavB+zrlJKbVQKbWwoKCgKcISTaWmAnyVkY5CCCFEhPy4aA0Dp19HF+surJd9CJ3Ghm3se0/uylp/GhW71h3yGLsbUlsdTZMcKtDx5oPKI//+V1mVn0xViGpAM+rdrDYbRYPvZZxlMRfkvcDcjYX8siaPrd8+R/yrA3n+z7dx7RtzeOnnDfy6uQhPTaAJn4EQQgghDkU4p5UBoJSKASYBd2uty5VSNiARGAYMBj5WSnXUWuu652mtXwNeAxg0aJBGHDGMj6/G4oqHC9+MdChCCCGa2bItOSR/cSVdLTvQF7+Ppcv4sI4/oU8GX/3YkejyxRSUVZIaH93oMXYvZW9zRIU1NjCTQ/k6wXxQkRv28ZtbWbWfdF2IShjVqPMyJzyIYa/kzLkvclrscoiNw1a4hgp3JvdWT2Tbzml8u6UfbxrHsVh3oVXr9lw7Mosz+7bGbpX1UYQQQohIC+tfY6WUHTMxNFFr/Vlo8w7gM22aDxhA+Cf9i8jQGrVzEbp8V6QjEUII0cx2FFVQ+s4V9FUb8Z71Go5up4T9Gkophg4ajF0F+ftHP2IYjb9/5AmtVmZzusMeX7zbTjFxaBR4jvzKoeqqchJ0WYOWsd+b5eTHCZ7xPEbmULQ9CmPCC8TevxIueZ/WGZnc6PyRVx3PscB5K/8rvop2U87l3aduZsribYf0cxVCCCFE+IStckiZE9PfANZorf9ZZ9cUYBwwTSl1HOAACsN1XRFhlYUobynaXxXpSIQQQjQjf9Bgzn/v5SK9kPzjnyBtwPlNdq209j0AyM1exSszenLrCY3r61O1e7WyJljK3m614HQ4qLQlEuNp4ZVDq78gsOEnlN2Ftdvp0HHf5tHOqtBzOITkEEphHXwt1sHX7rm92xnYup0BgRrIWYax7VcSclZi2bWBQcUf8ePk9fxx/VP89ZLhh/CkhBBCCBEO4ZxWNhK4ElihlFoa2vYH4H/A/5RSKwEfcPXeU8rEkams2o+xbSWJAP7qSIcjhBCiGX3wxbdcWvUp29qdQ7sT72zaiyV3AuCeuGn8YWoCgxMqGZAZizWlY4NOr/SZ08qwhX8pezCrh8pIItqTR4tsu+yvpujT/yN53Qf4LNG48aG3zkbdMmufQ63eYvOL6CYo8rY5oe0QLG2HYAGSgeC81xn37f10WH0teateJb2nrHYmhBBCREI4VyubBft9T3RFuK4jWo47P1jCoMIfuQMkOSSEEMeQhVsK6bXkT3jtMbS79Lmmv2BMOt5hd9FnwSt845hn1iQDXPohdD3toKdXev048UMTVA5BaGpZTSIZFfktLjkUrCxm57/PpF3lSv4TPJt/eM9nZv9ptNrwARgGWH7rMBA0NHZfuVnj7U5olvisQ2+kKCoL16c3k/rJ2eB7Gfpf3izXFkIIIcRvpAOgOCTbiqqYvr6AGM8Wc4NfVisTQohjgSd3IxXvXs4Ay0Zspz0FUUlNf1GlcJ7yZzy3LmdBrz9xv/9GSpxtCP78V2hAMXKNN3QDowmWsgeIc9spJAHlyWuS8Q9VddF2cp4fS7pnLR92eJIL7n+dhJhovs2LRwWqoWzbHseXV/uJJ/T33JXQbHEm9z6J5497hy26Nf4lHzTbdYUQ4mhizHkJcldEOgxxBJPkkDgkHy4w31C21zvNDVI5JIQQRz297lucrw5jWHAx2/reg3vgZc12baUUccmtGHzBvXh6XMrfq87AmrccNvxw0HN9NaG+eE1YOZRnJJhL2RtGk1yjsSp3rcXz8ljifXlMG/wfLrn6dlJjnVx3fBbf5MSaBxWs3+Oc0mo/8SqUHHInNmu8l4/uydxgN4xdSxqU8BMtQ9DQfLsihypfINKhCHFsK1iPZerDsPjdSEcijmCSHBKN5g8afLxwB7FOG52UuUqZCnhbzBtiIYQQTSBvNYGPr2NtsA3vDvqMduc+Cioyk6gePbMn013j2EUq1T8+CTUVBzzeXxO6gdGEPYd2BeJQRgCqi5vkGo1RnrMR/+snYwnWsGTcu5wy4aLafVcMa0+uo735oHDdHueV7VE5FN9c4QLQr20Cu6K64Qx4oHhzs15bHJpA0OCej5dyy8TFvPzzetg6B4xgpMMS4pjzl69Ws+bH/5kPKo/8VTNF5EhySBxUfoWXl3/ZyHM/rOe5H9bzx8krKfTUcNPI1rRVBQSsUeaBAakeEkKIo5K3HN97F1MSdPJcyuNce/rIiIaTHufif9cfz6tcgDt/KcYzHfF/dA0E/fUeH6hNDjVd5dB2f6gap7mmlnnLIeDbZ3NplY+f3v4LUYaH1ad+xOgxJ+2xP85lp1vHLEpVPBSs2+fceFVJwB4DFmuThl+fkvie5he7ljT7tUXjVPuC3Pb+Yj5fuovUWCfJ85+FN0+Dzb9EOjQhjikzNxTw31mbiVn/OQDaI8khcegkOSQOaOn2Us781yz+/v06PvhpPit/+ZCPFm6ja3osl3XyY1GaotjjzINlapkQQhyVjPVTcVRs4yHjVv502YnYrZF/+9C1VSxnXXs/F/sfZWb0ydjXTEYvea/eY/2108qapnIowW1nhz/OfFDRPMvZG2+cjPHN7/fYVlLp44rXZjOq+mdKM8czaviIes9Nj3OyUbdB7zWtrCw0rUw7E5oq7APyp3SlBjvkLI3I9UXD7Cyt5oJX5jB1dR6PntmDV/tnc50xydxZJFVfQjQXw9A89c1a+li20FbvQlscIMkhcRgi/+5OtFifLtrBTa9OpZWllJkTyvg14Y+84fgHW87dxff/N5qk6q0AbHN0MU/wV0UwWiGEEE1l66LvKNduTj79ArJSoiMdTq2B7ZMYfeJZXF1wKQUJ/dDTngbfnn+L/EEDb/Xu5JC7SeKIj7KTT4L5oDnemBsGqmgjavnHZgWRr4qayXfy19feoU3RbFJUGWmjr9vv6elxLtYGMqBg7R79fcqq/cRR2Wwrle0TV0IMa4x2GDulcqgl8vqDvDZjE6c+P4NtRVW8cfUgru1QSr/FD7OErviUY58m50KIpvP5sp2szinniU5r8Wkr61PGy7SypuLJPyb64YVtKXtx9DAMzV++XsO8OT8z3/kweIEfIdiqH4a7L+q7ByGhHSrP7Ia/jiwGg1QOCSHEUSgQNLBtm81qey8uHNIh0uHs4+YxnZi+voB7d53LO+pR9PzXUMffXbu/yOMzl7GHJu05VKATzAeeZqgc8paiDD8YfqZ+8grByiJOy32bR3QUOrUz2puK6nzifk9Pj3OyRrdB1fxkvuGNTQegtMpPN1WJNSq16Z9DPTLi3awwOtAnZ57Zx9Ai9zBbAq8/yAfzt/Hf6RvIqFjBX1I3MHTAAFq16k7wjcvAncyPWf8gfvmNZBZtwxHpgIU4BmQXVvLXL5bzWOJ39N71CfOcQ9jkSaGrtwz83iZbnfOYpDX6v+NRHcbA2S9FOpomJckhsY+352bzv9lbeDtrAzrPgnHK0yhXPNZe50HAi/H6eNQHFwOQb01nqzd0J1Yqh4QQ4qgzde5iTte7qOxxFRZLZBpQH4jVorh7fBcu+28x+e1HkTL3ZdTIu2qbZRdU1OBUu5NDTfNmOS3WRRUu/NYo7M1ROVTnGhkbJtLOUsgy1Z0urmKiipfD8NvBaj9gvF/qNuaDwnW1yaGyaj+JqhKLu0uThr8/GfEuvtMdudL3o9mUOqVzROIQvzEMzTVvzufXzcW8H/8fRjhnossVatoH6OkPoKxOLNdP5aRAO3YsTSEhbzNJkQ5aiKNcaZWP696cz7P6WcZUL8LX9WzWJt/O2ukfgx2oLICEtpEO8+iRsxRVug3aDYt0JE1ObsmIPWzIq+Dpb9cyvlsao9RSdOZgrMN+h6XfJWBzgCsOy7XfYEx4keDJf2VSu4fZFVrYRCqHhBDi6BIIGiyZ8QUAXYefHuFo9m9QVhIxThvzLf2xVOZD1W8rhhV4vDgJNW5uouTQ0A5JDGyfSE4wDl/pria5Rl3BCrPp9RLHQHpbsonHQ9+bXiXq+q8wup0JQ393wPPT4pxsNFqbD+o0pS6t8pOgqiI2raxVvIsVRkfzgfQdahHenpvNr5uLeWZCFsP9czH6XoZ6cCvGFZ/j73I66sI3IaMPvVrHkWtJw+HZEemQhTiqaa2568OlZJXNYwyLMMY9iuPSdxjdvweFOtT7TvoOhVXV0kkEsfKpp2+kQ2lykhwSADz59WrueOVLil85g9MdS3jmtAwsOUuxdD5p34NjUrEMuhrriNuoaTOcnKrQy0gqh4QQ4qgybV0BXaqW4rPHo9J7Rzqc/XLYLBzfOYWfC0IrhhVtrN1XUFGDq4mnlVksiifP7UWukcD2bdlNco268naZfV08A29FKytGj3Mhoy+kHoflkvcgod0Bz0+Pc5FLEj5rNBT+1pS6rNpHLB5wJTRl+PvVOt7NBt2GoLJB3qqIxCDMlch+XpvHF8t28cx3axnbNZWLkjejjACWfpeBKx5L5xNwXDYR1fU0AGxWCzouk5hAidwsFKIJvT0nmxnr8/h7wiSM+PZYRtwGQKfUGPzuNPMg6TsUNl8v20Xh/I+ZbfSkyIiKdDhNTqaVCRZkF/PNzPl84n6K1jqXvq5cXDtCdxS77L9nAUDrBDfe3bPL5c2AEEIcVT5csI0/29Zg7Tiqxfd/GdstlX+vTgYnZnKo3VAgNK1sd+WQvWkaUgN0axXHmpQ2ULiaVZu3c5yrFHvrpkmo5edupzXQpvsQVK8fUMmNm36VFOXAZrFQ4mxDesnW2u2VVZW48EWscighyo7NZqfcnkpi+c6IxCDglembeOGnDYD5M3nqvD4w8w9oezSq7dD9nheT3gEqoLowG3dG9+YKV4hjxrrcCv767VoebrOc5KL1cP4be9z0iEpsBYVI5VCYFFf6+N+kz5lkycM17l5Gj+kU6ZCaXMt+pyeaxcs/reM91zOkO6rhlL/iqs5Df/9HdFQKtDpw+VybBDfVhH4pSXJICCGOGrllXrauW0Ib8rF2OiHS4RzUCV3T2KFTCSrrPpVDCQ7DfNBElUO7dezQiQxLMbHvn4nt9dGQu6JJrlNRsBO/ttK+TSa0GQiu+Eadb7EoUmOdFFpT0HWSMMHKUvOLCFUOKaXIiHdRZElFl8n0pEjZsXIWb8e9ws/nKabdO4ZW8S70xp/QWcebLQb2o1U7s1dV9qZ1+z1GCHEI/F5qNs/h7g8WMcS5lWvLXiLYeiD0PG+Pw+JSQr3kJDl0+Lzl/PD5u1yqv0ErK2mDL4h0RM1CkkPHuBU7ynBu+p4O7MJ61gsw/DaM405D+Sqg87iD3iluneCmWu+uHJJpZUIIcbT4dNF2zrPMQCsr9Dg70uEcVHqci26tE8m1ZKDrJoc8NSQ7dyeHmnb1FmdCK6KoIdW/E78tlsDX9zXJ0rf+8lzKrIlYrYf+Ni4tzkWOkQTldXokeUvN/7oTDy/Aw5AR72YXSSCVQxFRXOmjT/G3jPHNoOM3lxLzyUWwYxGW0mwsB1gBD6BTl54A5G1bf8DjhBCNNP9VnO+cxnMlt/Nf29/AnYT1kon7fE5rm5pAmY4iUJ4XoUCPEoZBzRuncfH6e7jAOgPd8QSITo50VM1CkkPHuH/9vIHrHVMJxraBbmcCYDnpz2bp8F7Z6PpkxLukckgIIY4y/qDBJ/OzudgxG935JIhJi3RIDTK2axpr/GkECzbUbiuoqCHRGUrQNHHlEBl9CboSudPyEO/FXINt+1xY9VlYLxEIGtiqC/C5Du+Nalqsk+2BRFR1Mfir0VqjdieHIlQ5BOb7iq3+RDNpZRgRi+NYNWtjId3UNjzJvQmc/BTW7XPRb4Wa0Xcef8BzE9LbEcBKZd6WZohUiGNH0apfyNcJJLoUDqWxXvUZxGXsc1z7lGgKdALVJU2/MMLRTC//CGfBSv4SuJxt532J5cK3Ih1Ss5Hk0DFs/pZitq1ZwBBWYR32O7CGWlCldkU9uA1CTQYPxGW3Eh0dYz6QyiEhhDgqTPx1Kx3K55FkFGMZcEWkw2mwsd1S2WxkoIo31yYWCipqSHQEzQNsTddzCIDOJ2K5fzODx57NX3IGU5HYA2PqnyDgq/94rQmu/wHfpzdBccM+UG8qqCRJl6FiWx1WqOlxTjb5QtPRynfh9RtEGR7zcYR6DgFkJLjYVJOACvqgqjBicRyrZqzLp7tlG1FZg7GNuBV11edomxsjqRMkdTzwyRYrZfZUVPl2dBNUzAlxLCrx1GDdtZBFjkHE3bsYy72rIbVrvcdmJUdRSDx+qRw6dH4v3qmPs8LIoqzPjbTrMxpccZGOqtlIcugYZRiaJ75azS3uH9E2N/S/cs8DrA3vVZ4cH4eBksohIYQ4CpSUlvLFDz9zZ+x0DHcydDkl0iE1WL+2ieTZ22A1amqnJRVU1BBvM8zpcY3423aolMXClcOySI5185K6DEv5Dlj+0T7HBQIBlj89Duv7F+BY+RF67ssNGn/5jlJSVSnRiYeZHIp1salmd3JoJ5sLPcRTaT6OYOVQq3g3O4wk84H0HWpWWmvWb1hDHFVYWvUyN7YfjuW2eViumgJKHXSMQEwmKcF8LnhlLv+Yuo7ZGwup9gWbNnAhjlJaa5776FsSqKDPsJNwO+0HXFihfVI0BToei6xWdsiqfv0v7qpdvBl1LY+e3XJXaW0qkhw6Rn22ZCerdpZwqnW+2UsiKumQx4qPclCjnJIcEkKII111CfrloXzGPQyomY/qe/EBG9C2NFaLIiHTXCXJKNiA753zecD4L7G2YJP3G6rL7bBy6wmdeHVXB8oTexKc+U8w9vyAvH3HVvrULGaiPgVPp9PRKz7df4VRHat2lJBMOTEpmYcVY3qci1wd+ttfvosVO8qIV6HkUCQrh+Jc5NTG1Yi+QzUeqKlomqCOEevzPKRUhvp1pff6bUdsOiS0a9AYSW060dVVii1Yxdzp33L5f+fR58/fc8F/5vDJwu1NELUQR6+pq/Oo3DQXgDa9xxz0+PgoOxXWRFw1RU0d2lFr26+fs15ncu0V1xLjPPYWdpfk0DEov8LLk1+v5oKMApz+clSXkw5rvBinDS9OmVYmhBBHuHVv3Uqsr4ApbR9AX/EZatwjkQ6p0bp07w9AxfQXcWz+kRMsS4mxBZq+39BeLh3Sjox4N6/rc7GWbIZVk/fYvy17MwAzAz15oWgYFm8JbJh60HE3bd+BTRlYDrMPVGqck1wdajxdvpPlO8tIs4du8jRy9bNwykhwkaND/ZTKGp4c0pNuwPjoqiaK6tjw/apcuqtt5oP0Hoc0hj05izh/ARONh/jU/iizuk/mphGZVHgD3D9pOUu2lYQxYiFaoIAPvfyTfW4IHIo3Z29hlHsz2hkHKfVPJdtbMDoNl1EpN+0Pwab8ClI9a6hM6UfvzMj9HYwkSQ61JJWFGP8Z1WRL34JZnvjQpBVU+oI80GUXGgUdxx7WmDEuG17tkF9CQghxBPtlyv/omvcN3yddzoRrHkR1Hg+OqEiH1WhD+/SgUjuJ3/ELAO0sBcQZpc1aOQRmT75rR2bxUm43vAmdMOa9ssf+wpxsAM4fO5j/5XagxJJI+bx3zA8UVcX1jlnh9VOYG6q+OMzkUHqsi2pc+OzxUL6L5TtK6RgTQDtiwGo/rLEPR0a8m2JiCVicUN6IaWWF61FbZ8l7kUOktWbykp0cH5uLkZAFzthDGyi+LUobqKpCAv2uJHPLJ9yz+kK+sNzLp64nWTXxQfxF2eEMXYgWoaTSx60TF1E09e+oz26ArbMPa7x1uRX8urmY452b0ZmDD7qC9G7W2HTzC1nOvtHe+nYmyaqCLv1HRTqUiAlbckgp1VYp9YtSao1SapVS6q699v9eKaWVUinhuuZRJ3cFlrzlBGf803y8/nuM18aC33vYQ8/cUMD1by3g4ZfeInr9ZB44tRuJubPQGX0Pe2m+GKeNKhxSOSSEEEeoBZsL6LTkKbbZO3LKLX/HdhhLpEdaYoyTXLs55WpXO3MVzoSSlWBv3uQQwJl9W4OysDxmNGrXEvBV1u7zFJhJnpOG9OPpC/rzlTES95Yf8fy1I/ytA8Y39++T6Ji3uZhEXWo+ONzkUJxZSVXhTCNYupN1uRVkumsiWjUEkBhlJz3ORYFKbnjlkNZQkWM2sd6xsGkDPEot2V7KlsJKeli3oVr1PPSBup1BYMgtWG+ege2clzAufp9A5lBUalc6xMGl3o8ofuuy8AUuRAvx5y9XMX/FOmIW/svcUJF7WOO9MzebJJuX5KpNWNoObfB57sTWAPjK97p+wTp8PzyB7+dn8P3yN2q+/D2Vn/+enb+8TvlPz+J7/RSY9+phxXwkW5NTTsG6eQDEdBgc4WgiJ5wT6QLAvVrrxUqpWGCRUuoHrfVqpVRb4CRgWxivd/QJZXjVmi+46h8f8QZPYK/YDhU5kNThkIf9cXUet0xcxOnu1TwaeAanw4eRNAy1YwFqxJ2HHXaM00aV4UD7qzl4q0IhhBAtSUmlj4/e/x/Pqnyqz3gKu6P5kyjh5m0znPlbbPzsupIH+RJHxXZ02qFNkzkcGfFuhmQl8VlRW4YYAdixADqeAECgLAcDhSU6jQsH2ShN/yOl7yzhV29btCOGs+a/SnDDD1jHPgQ9zwOrjVkbC2ltKzcHjz685FBilAObRVFqS8VVvB1/UJNm84KKbHJIKcWNozqyZWoCMflbaVD9Sk05avcNqq2zocOxe9f3UE1evJN4m5+4qm2o9EsOfaCoJGynP1370NL9DJzdzwAgCfj0ubu4oOwtfGX5OOIP7zUsREvx05o8pizdxZOOz7AZNeZGz6GvGFZeXYN/yYe8Hb8IVamhbcOTFfGprWENFOXuoFW7IazdWUzZj/9g4NbXcGh/7XEV2o0FgzbKjFdb7GgLqKG/O+S4j2Tfr8qlj2Uz2mJH1e25dowJ261BrXWO1npx6OsKYA3QJrT7OeB+QNa1PJDQLxGLDvB42SNmYgig+tDnZ09dlcstExdxRfJ6njOewZbWFSOpE2rSDSgjAJ0Ob0oZmNPKqnBi1FQe/GAhhBAtyrNT13GW7yt87nTcvc+OdDhhkXnJ81xpPMZ/VwYo16Gpcc3cc2i3s/u14euSduY07q1mY9HSKh9RNQVUO5JqV1BLaNud1IdX0+r6D3gp5k6u8D1EjseAz24k+PJQyJ7FnE2F9E8KNa0+zMohi0WRHudiqz8BS8UuALMhdQRXKtvtsqHtKLKm4itu4D3FOnfojexZTRTVEaKyCDZPb9QpvoDBl8t3cXmnapQ2IP0wKocOosPQCQCsnPVFk11DiOZUVu3nD5NXcFpKAZdafua9wHgMq/OwpnVtXjqTv1leonNgAzUDb4Kshie8kzOyACj86UX+8Ne/EnxtHMOyX+ZnPYirkydyb9cf+Pvgafx7+DTeHDWDZ4+byEjvC5R3ORdKsg855iNdfkUNA2zZ5o2kCL1faAmapG5cKZUF9AfmKaXOAnZqrZcd5JyblFILlVILCwoKmiKslq8yH79y8kNwAFmWPMrtoRl43tLGjaPNHNx3K3O4deJizkvdySNVT6FTu2G95gss5/wbgj60PQoaUaa4PzFOs+dQsEamlQkhxJGmaNsaRluWYx96fUR7zYRTvNvOhD5tCBiwUbU3NzZzz6HdTuvVCq81mlx3Z4ytcwBYk1NBuiohGL3vcvSDs5L4+s5RHH/KhZzsfYo7gvfiqaqGt87g4qL/0DPWi7Y6wjL96+oR7VlSGoXbV0x6lMIZKEe5Ew973MMV5bDRqm0n4gNFLNu616o7m6djvHveHiu7BcrM5NYanYXasaBBq74drfRPf0a/ey74GvaeLGho/vT5SixVRdzoeRWtLNBmQJPF12/IWMqJoXzVwZuvC3EkeOqbNZRVeHjW/h+C7iSeC1xApT0RKg/982xlcQ4AJWe9i/PMvzfqb3P79h14Jng5WTXreMr/Nzo4Kyg6/XVOeew73r5jAv+4dAj3ndGfB07txu0nduOas04i15LGsspElCe3wb87jjb5ZV56sglLE/7+OxKEPTmklIoBJgF3Y041exj408HO01q/prUepLUelJqaGu6wjgh5u7aRa8SxrvP1FFmSeD3qRnNHIyqH9Na5BJ89jnk/Tea295dwcisPf61+Ah3bGuuVn5lL1rcbhh7/GHrEnWHJjMa6bFTjREvPISGEOOKMLP2CADbUwGsiHUpYXTa0LQA7nB0BUBG6E5gY7WBUl1Rm+Y5D7VwIQT9rc8tJVyU4Q70h9ma3Wrh5TCem3nMC1Z1PY2jpX/jcfhrX276lV/7nZtWQOvyJ3Dcc35G4dDN5dnwrv3kzKoLL2NfVq0cPbMrgsQ9+osgTmqZhBDG+/j2WTT9B8ebaY7O3bAJgSmA4KuCFXYsjEXJEGYYmO68UVn+B0kEo2XLQcwJBg3s/XsoPC1byU/wTxJetgQvfgvjMJovTarORlzyU4yoXsLXQ02TXEaI5zNpQyIcLtvNG1s9El6zFfs6/SE3LID8Yhz6MyqHq8kIAklLSG31uQpSDq37/D2z3rMJ7zhtE/99CkodctN/jU2KcHN85hZ/yos0Nx2j1kLU8m1gqoXX/SIcSUWFNDiml7JiJoYla68+ATkAHYJlSKhvIBBYrpfa9VXaMm7mhgI2bN+OxJXHlhRfzUv+vmFLcztxZXdqgMaqKdxL46CqslfmUT/8X/dom8HybaVgMP9arpkDMb0k3y6i7sYx9KCyxRztsVCOrlQkhxJGmsiZAh8BmCmK7Q2zj34S2ZAPaJdKzdRwV8aHlf23uiMVyYvd0fqnuZPbFyVnOmpxyWllKcSS0OeB5mYlRvH7VIO44pQ93VVzBt4zEVlN22P2GdrNYFBeONSuIx2UEoLqsRUwrA3Anm0krhyeH3727iE8X7WDFt69iKVpvHlAn+bFtq5kcmuEITb04BqeWvTJjE4+98DLKG7qhWCd5Vh9j0bs8/dGPTFm6i5e7rSSxZieWq75A9Wj6qaXp/U+ltSrm5U+/ZeXOsia/nhBNobImwIOfLWdMUgkjct8j2Ocy6Hoa47qnsbUmhuDeDaEbwe8xKyZdcYe2aFBGvBt3fDKufheYhQEHcW7/Niz1JJgPGpBYPhqll682v5DkUHgopRTwBrBGa/1PAK31Cq11mtY6S2udBewABmitD699+1HGUxPgpncW0dpWTqcOHYmPstM3M4F8f+iNbAMqh9bnlrPqxQsIVJYyNTiQcZYlvHN2IvY1n0GvCyCxfZPFH+OyUa0dKEkOCSHEEWV7SRXpqhQdW38Fy5FMKcX7Nw7j3FNPMTdEsIfAuG5pLDBCSaptc9iQU0IyZai4jIOeq5TitrGdee/6YURf9CrBrDGodsPCFltCqywAzmhdgfJXtpjKIeLNxNnD/b0s2V7Kw58sIHH+P6iMDS3QUSf5UZq/nSoVRb/efdik2xDYtiASEUeML2Dw1uxsJlh/pZLQ9MmiTfUeO2djIZ9+/wuWL29n8JpnuHNcZ4aUf4fRbiS0O/xWAw0R1/NkADJ2/ciEf82kw0Nfc9zD3/LGT8vRC97YY1U/IVqqv3+/jp2l1fwj5Su0zYX1lCcAOL5zCvlGHMGKQ68cMqpKCGIBZ1y4wj2gk3qkk28LvQ84BiuHtNak1mSbvQHTukc6nIgKZ+XQSOBKYJxSamno3+lhHP+olVtWTbU/SIatAke8WVTVJzOeGhwELK6D9hyq9gX567tfMZjVrOp2B4x/FCsG0ZOvQQWqUYOvb9L4Y5w2vDhRAUkOCSHEkWR7cTXpqgRbwsGTFEeieLedqDa9zDd8Eeo5BNAq3kVqRntyrBlUrJ9BQU5owYnYhhdSH98lhdE92mK95gs49anwBRdnfiDQX/2f+bilrNKS3IVgem96r3iKZf2/YlnKn8hUhUxMuh3tiodi8+72tqIqnNV51LjTOKN3BquNtvh2rYhw8M3rq+W7KK3wcKZzMVP1UMos8eh6kkNzNhZy+RvzWDPjUwBOsS7k/xJmYinehKX/5c0XcGIWRqt+/J/lQxYnPcw7nWdwXeYORk2/BPX1PfDrf5ovFiEOwYLsYt6em81DfapJ2fYtavjtEG32im0V56KABOw1xWAYhzS+qi6hyhIDliZpD7yPaKeN/l074CEKXRyGyqHyXZC/1myQfwQoq/aTpMvw2hOOmt6LhypsS9lrrWfBgVcyD1UPib0UV/qxEcDpK4EYs6w/KzmaWJeNSksM8QepHHr8q1UklK4AOwwaex606oWxfiCWXYswWg/A0rpfk8Yf4zSnlVmD3ia9jhBCiPDKKSgiTlVhTW66HiMR54xBdz4RldEnomGM757G7JldOHnrr2TZR5sbY1tAUs4ZSzBzGEGLA+sJ92PtcHykIzLZHFivn4r/q3uJWT4Rf2ov/pv0DP/Kbsv1GVlYijejgJ/X5tFbleBMymRYxyT+Y+tAVNWvUFMBzthIP4smp7XmjVlbuCZxOc5qD8lDLmXjvF20zl5N3VdXkaeGuz9aSoeUaO5P2EawvD2W6mL49j60PbpZppPVZbnmC4IrPiN22YeM2v4Ko4AKWxwbA61JnPU/oofdhctxbH9IEy1TaZWPez9exri4nVxT9j6GOxnLiNtr9ydFOyjU8Vh0EKqLa5NGjWHzlVFti6M5f4ON796K7PVptNu1nv3WK/kqCa6firXLSeCMgZKt+JdPQq/7BoJ+VPcz0QXrsK/+1Fz5EGDC8zDo2mZ6Focmv6KGFFWGz5VC5CagtwzNk44UB1Rc6SOJChS6dmlai0XRJzOeEh11wJ5DWmsmLdrJBa0K0DY3pHYzzx9whfnfwTc0efzmtDInFh2AoL/JryeEEJsKPHiqazAWvgUVeZEOp36VRRjT/96ify+W5psVLFFHc3IIsFzxKQy/LaIxjOuWxjyjG3G6nDs6mivRNKZyqClZb/gex3VfYu04KiyNrsPGEYX9vP/AHYux3zKTrqPOp6ImQL6tTe20sqmr82hjLSMqKROb1UJl/HHmuflrIhh485m7qYiynI3c63+NYKu+jDrlfKpi2qOKN7N4WwnfvnQXM584mUuf+5LSKj8vX3Acjp1zsfY8C4b+zvwA1+Ns84Nec3LFYx18LfYbvoe7lmNMeBHXbTNZ3uF6kn07efj511i1S/oRiZYlEDS444Ml3O95hjdq7sNWuAZ16lPg+i2dkhDloIjQapKH0JQ6aGhcgXICjsNfkbIxxnZLY5tOI1C0/35lwe8fxvrpNQSf64XvrXPQL/bD/sufMXxefEGwT3sCteZzfk29iE2jX8SIToOts5vxWRyaglByiOhjc1GsusJWOSQOXUmVj1RVaj6I+a0haJ/MBPK3RdG2qgTrfs4t9wbwBQ06+9ejW/VBWUM/0n5XgCMWep7bpLHDb5VDAPirwNq8v8zqpTXG1/di6Tweup0R6WiEEGE0c0MBN7z5K5+0eoc+xVPBVwEj7oh0WPswpv4Ry7L3zWWhO4+PdDj1qi7aAdCg3jfi8PTNTOBxV28IwuDKaebGllA5dCRI7gTA8I7JpMQ4WVqZyKll28krqWDu5kJSXcW1ibbqpG5QCuSthLZDIhdzMzAMzbPfruC/rhexWy1YLn4HbA769OlP/K8/Mu7fPzPb+SmJysNH1o1sOOVlulcvAcMPnU9CteqNkbN0j6qHiEhsj2XQ1ViA8y6/Ff/fnmN89fec83IH7j7xOK4dmUWUQz6yiMh77sf1VG2czQTnXIKDf4d1/MPg2vNzj9Wi8DqTwQA8eZDeo1HXKPLUEI8H7WreXoBJ0Q5qYtsTW7XYXBly03QsbfpBVBJef5BffvmBUxe9xdZWp1BZ6SF120qmGGfxVs1Ydu4wkyrpFOPFQdm2GLr5Yvk2oy9G3uoWX42SX+FlAGVYYlvItOoIkt+0LcCeyaHfViDpmBJNmY4mUFm83+RQkacGK0FSPOuw9Ljutx02B/S5sMlirstps+C3hBp9+qv3+SXZ3P7y1WoG6ZWcuugNCNZIckiIo8iqXWXc8t4inrH+mz7Fc8yNVS1wTvuuJahlH5hf5yxtXHLIMCB3OYGdi7H1vQQcUU0SIkCwbHcFiyQpmprFovjDFWfg/+gx7Pmr0MqKimr8dINjmc1qYUKfDKYviOU0a4Bp8xeToCuw6kDta9iVnIVnk5vovNUH7nVwFPh6RQ6pOdPp5tgMZ70FiVkAxLcxq8gf67iWxF0eGHUvcSsmMXjaFejkLuCIRrUbDjYHlismRe4J1McRha3vhZy67APuaXsiz39fwyvTN3Fi93RcdvMjptIG7mAFCoNTeqQxuH2ieXO1JVW9iaNOdmElr83YzOdJ32EYyVhPehQc0fUea7hToRKoLGj0dfLKa0jAg4pKPMyIGy8xsyv29QFKf32HhKl3E0zrjfX673h2ajanLniEQhXLmdkX4LfH0S0jlp6t47g6KQqLUsS77fRoHUdWcjTfrMjhvk+Xsz2jA20Lp5kV1C24l8/uyiF7wtG1auuhkORQC1BS6aO1rcJ8UCc5lBzjoEhHo6p37ffcokofx6kd2AwvtB7Q1KHWSymFYYsCjVk5FEHLtpfy31lbOD021MzQF9l4hBDhs6OkimvfXMCNtu84JziH54IXc3fcL6gGrOjYnHJLq/G8cyftXUnY7E7YuaRBH1LLty1nx0+vkrHjGxKDxaE/0BqaaFEBrTXWylxzgnkLmd50tBvcIRndYSSs+cL8MNtMzUaPJteOzOIP88038KtWLWNkegKUUfsabpXgZp3OpPeuFbtrmo9KvoDB379fx02xuWifBXXcqb/tDFVaXRT8Fo1CDb8d64g7CX72O6wbvkN3PcO8idhCqWG3oNd8yS25j3BDbDyfJ1zJPzeOJoCVXsZ6/hh8mY6YVY+EVp9m9H0w7o8Ri1kc/Z7+di19rdn0qJyHHvfIfhNDADomzUwOHcK0stxyL+2UB1/MoS1jfzg6d+0N68H148MYriQsBasoffNCztqVSx/LZspOfo6vuk6gTaIbq2X/72zO7teGZ6eu46vcBG41/FC0sUWvAlZSUkq0qkHHyXsheVfSAhRX+mlrDyWHon9LDiVGOSgjGkvN/udcF3lq6GMJzQ1tE5nkEAD2UPuuCCdjnv9xPT1UNgP8i0PxyHKoQhwNyqr8XPPmAjr713KH8S47W43nBf9Z1NjjoAUlhwxDM+nt5+jsXc6zvguobjUIdi3Z86DKIgJLPqDms9vw/fw0M9bs4NVXX8T1xgl0zv6ABb6OPGq9g0B0K/SWmU0Wa3Glj0SjGL/F1WzL5QpQ7UeYX8Q175SBo0X75GhOGjUcAKNoM2dkhT6ghCqHMuLdrDXaYSlYA1pHKsym5avkq2U72VZcxcmpRejEjr+9DwNI6mj+N28Fus0AiEoCdwLWSz9An/c66uQnIhN3Q6V2xXLvWrjiM1Sb/lxQ8BIz7bcxJ/ZB3jAepn2sxjjxCUrG/JUn9A1ssXXEWPN1pKMWR7EF2cV8tyqXp1O+RzvjUENuPODx7thEfNigsvHJofyySuJVFe645q8sbdPRrDp0GZX82XcZHybfRkLuHNIs5XhOe5H44dfSLjnqgIkhAIfNwrUjO/Blbqj6KX/1AY+PtJqyXABUnSKNY5VUDrUAJVU+WtvK0bZYVJ3pA8nRTkp1DLZgFQR89d7lKfT46Ks2EXTEYd39ZiAClD0KfJjTyiJkybYStq9fwt9c71FhuIlK64jF5znqy8qFOKIVbyH44ZVYT30SOo6p95BqX5Ab3llAUVEhX8b/G21vTfCsl+DFJZSrWJzVJS3m//N3f17EJcX/ZkdMLz6qHEvC1u+5xbcDPAUQqKbqm0dwbPgam/bjU1FE6SpaG28z3JJHbvRxlJ0zkbaxqXz48mxOcq5mRPZMlNZNMl1ie4m5jL3PnY5dpmM0n3ZmYkNJtdYhu3z8ELxzHWSpPIan+cyNoe9n6wQXs3VbbL6foCLn6EvCVRWjn+9Ntv1GOqeNJaVqEyq9557HuOLRUSmoqkIsnU/6bbvFgupzUfPGe6isdug8Hluncei1X2Gs/BwCNRhdT8M65j5wxZEIdI3dzkeTPTwY+JB5y9cwuFc3LAf54CpEY/iDBo9MWcn4mG10Lp6GPuGhg7bQSIpxUkQ8GZ7GTysrLTbPiYpv/uSQim+LtjrwxGRRkHI2swuq+UJlcvMFZzCmZ9tGjXXpkHa88H0bDKxY8lZDr/ObKOrDFywPLWwiySFJDrUExZU+0i3l4N5znmNitJ0yQiWL3tJ6X7BFHh/jLZuhdb+IzrW2OKLM8skITSsLGprVH/+ZH51v4ldOHgtczoOubGL8LaeiQAixr8DcV7DlryDw6Q3Ybp29z++5mkCQ3723iEVbS/ily1e4tuegLv2ethkZJEStpDAQTWpVcYSi39OC7GLiZjxGvKWapKte47/VGTz/39XcYoPKLQvI//kl0osX8m5wHDOjTyLb1omz3Mu5ufx5SBlA26sm0Tb0hvPRM3vy+RedON7+k7nqUiMbWjbEtuIq0lUJSBl182rVG+1ORkXwhs6Rzm6zYiR1YILTS0Ig9P//7mll8S7WGaEPMXmrj77k0LZfUT4P3apn0+a0S1FTN9ef8EnqAFWF0PnE5o8xnJRCdT8Te/cz69194cBM3t56Gqz4kA8+fIcHk07hupFZXD60vSSJRFi8PnMza3PLmZj5GUZVKpbhB2/gnhTtJN+IJ92T1+hpOpWlZnLIEpV0CNEeJosVfc4rxKb35N9p3UIb679xdzDxbjspCbHkBTJpld+ye8Dp3b2hZLUymVbWEpRU+UimFGL2fEHGOG14VKz5YD/L2Rd5vHS27MSa0adpgzwIizOUxIpQ5dDrMzcztPx78uL7sO7SX5kYPBGP4ZBpZUK0YN6qCmoWvsdC4zgClSVsePVyavy/LfteUunjhrcXMmN9Ae+MyKf9ts/QI+6GtkNQStG7TTw7alwRnVYW/PRGjF9fYVtRFf985xPOtczEN+wOVHpPBmUlcf2F52BoxYxPXqRDyWx+SLqUQTe/zv8eupGf7xvH3bffjeu+teZyznXuRF4yuC0bo/qbD7KbZmrZ9uIq0inGmdCmScYX+2Gxon43HcbcH+lIjmiOtM6ke9YSXPcdOioZbObCGCnRTjZZ2pkH5a2MYIThl1vmpWDVLwAMt67hnDblKDSk7Zs8Vmk90FGpkW050AyUUlxz7lkY7iTu6bSTOJeNH798nx8WtexpLOLIsKWwkud/3MB9HbJJLpyPZcz94Iw56HnJ0Q4KdfxvFSmNUFUeWmTD3fwNqQEsvc+H2sTQ4WmbGMVm1Rad17L/f7RXF5pfSOWQJIdagpJKHwlGCSpmz8ohpRTG7g8L+/nwU15RgQs/REd2xROrMzQdLgKVQ6t2lfHvqcvoaMkhrd/ptGtr3jEsC0pySIiWKmho3nn9OaK1h+39f8+3GbfRpWI+kz95F4CVO8uY8K9ZzN9cyGf9FjFyye8JpvfGMvah2jH6Ziawrdqx3+R5kyvPwbryY/TPT3Lrm9O4yPiWoM1N1Ji7ag8Z27cTFbEdOM0yl4DVxdk3/InemXuVo9tdYNlzTUqLRdG3d1926BT8m6Y3SfjrcsppZSnFlnCUVVYcCRLagjM20lEc0VRaD1TFLlT+SnSd6QoWiyIqPoUyaxIUbYhghOFVWuXjpH9OZ/uynwlqRSIVONdMNnfWkxzixMdQN/ywz++Wo5LFguo4hrYl85nUZz5vO57hhG/HY/z0l6O375RocjWBIP/3wUJutX3BLXmPYSR1hoHXNOjcpGgHBTr+kHoOBTyRTQ6FU9vEKJb7M7GUZkONJ9Lh1MvrDxLtD1WgSuWQJIcizR80KPcGiA0UmyuX7EXt/sXgLa33fF9FKNMZ4V8gDnfkKocmzttGb9tOLGhURl/iXHYSo+wUByQ5JERL9cvafIYWTaY4uiPnnnMR517/EFWWGBxrJvH8j+u5+NW5aK2Z1eNzBqz9B4HOp2C95ss9eq/1yYyn2IhB+SshUNOs8WutCW78CQCrr5yzyj/kLOscLH0u3uf3cVzHwQBY+l8B0Q1ffeSMPhnMDfbA2DLTXN4+jLTWLNu0DTc1slKZODIdfw/cPAvLg9uxnP73PXZlxLnJsbRCF2+JUHDh99acbPw1lfSzZlPY/gxz45L30Da3OYVsb1FJ9W8/SqmOY1GeHGw//5mZ1iGsdffHMvPvsG1upEMTR6i/fr2G0/Je5W7eRx93GpbrpzZ4lb/kaAeFxGOrLmr03+9gVagg4GhIDiW5WeI1FwugYF1kg9mPQo+5jH2NPd7sdXaMk+RQhJVW+XHiwxX01FvKZokK/WLYT+VQsHJ3djkC81LrsO8usYxA5VCxx8cw93bzQWh6XbukKIpqrJIcEqKFmjp3IX0tm4kfcZ3ZL83uwt77XE6zLuTVH1fQLjmab0ZvJXXDRwSH34n90on7vFHqk5lAGaHfPU09tUxrCJpT3oKG5tq3FvDN5Hcp0PH8qntxk+VzrMEa1NCb9jlVtR+JtjqwDL+1UZcc2C6RVc6+OP3lBH76S+31w2FdXgW2qtAdzdAqT0IcURxR0Kp3vR/WMhJcbDHSoXhz/ecGamDn4iYOMHwqawK8OTub67OKsOgA6cdfjRHfDmrK0Kldj43qoIPpeAIARnpv3s54hP/aLjG3VxVFLiZxxPplXT6zfp3DDbbvMPpdgfXidxp1cycpxpxWpnQQqhveF9HrD2L3hVapPiqSQ1Gs06EecC10xbL8CjM55Hc1/Od7NJPkUISVVPlIVaXmg3oqhxwxoaTP/qZN7G7EGommZXXsrhwyfM1fOVRa7aOHysZwJ0Gc2TujXXI0uV4byvCbK70JIVqMvHIv+ZuXA2Ct0w/D3u9i3Hh5uucOPj07irhf/kCw/fFYT3qs3ob76XFOKlQzJYem/w3j+T7gKeCV6ZuYsS6PcY7VFKYfT+sJ5lQ3o91I2HvVIID+V6DuXgnJnRp1SYtFYe19Pl8aI7DN/gc1/xmDf+6rULAeSreBt2zfkwwDKguhcOMBp1PM2lBoNqMGqRwSR52MeDfrfCmoipz6K5qXfQivjzWbvR8BPpi/jbJqP5e33oVGmX3XOowCwFLf75xjUWJ7uOgdLFdMok1qEutLQx9xvOWRjUsckf47czNPuD9AOaKwnPhYoxf9SY52kqdDyZ3yXQ0+b2dpNQmEbmwfZEW0I0FmYhTbdRpBiwMKW2blUEEoOUS09BsCWa0s4oorfWQQSvDUs6KGO3b/lUOBoIHNVwp2Il455Aolh3xeD65mvnZZdYBOwc3Qpm/tL+/2SVHkrrKar3CfB2yR/f4IIX7zycLtZBF6s5TS5bcd7UdixLbmzJJ34L2/ol0JWC/4337viiulUO4k8NPkyaHg2q+xVuwi5+1reGHXLdzcpZzo7eV0P/5c6H0GRvl9WLqdVv/JFivE7pv8b4gLhnbigsV38a1vEPfkf0rn7++H73/bH4jJIJjSHdK6Q9lO7Ft+xuIzPwwFe5xrfv+UMisokjrW/o6cvbGQ3rFVUINUDomjTka8i0XBdLACJVv3ba66e3rD6i/M/3dauI8WbGdIVhLpJYsx0npgdSegskbB0on19xs6VvU4G4CslCqm1DjARf1JdCEOYFOBB7V5GiMci9En/GWfBYMaIjHKzg4dOq90W+3MhoPZkFdBgvIQdMRitR75H9PbJrkxsFAW1Z7EgvUtcsWyjfkeTqMMR3x4mnAf6Y78V90RrrTKRyu1Ozm074oxCTHRlGs30dUl7P3xqKTKTwKh5l4RLj2MiXJRo234vZXNnhzyVFaR6c/G0vr02m3tkqJYpM2VS8ypbpIcEqIlMAzNRwu380h8CToYi6rb/M9iQfW+EDXnBfztjsd+4RsHTarYYpKhhKZNDlWXonJXsN5ow3EFs/izM4HzkpLQ2xWq01hQCsv4PzbJpbtnxLHgjyeyeOsgPt9yBdvXL8GeuxR0kGTK6enZSY+qLbTNnoFHxbDAPhRvRk9GJHtIXflfgl/GY5RkY8+ehj9zOLZRd+FdP41rs38lI9ZuJofqqVoV4kiWEe9iqw7dBS7evE9ySBdvQgHGmi+xnPBA8wfYSAWeGs5P24naMhc14CpzY5eT0JlDUF1OjmxwLVBWSjQe3OaDGqkcEo0z8ddtXGSbQdCViHXI7w5pDJvVQoUrAzRmcqiB1uV6aKs85o2vo0BqjBOX3UKuvS0JhRtaZHJo0dYSrraU44iXKmqQ5FDEFVf66ySH9r17mxRtp0zH4Kgo2ic5VFRZ81tyKMLTyqKdNrw4MGqav8dPincLNosfWv2WlW+XHMXM3ckh6TskRETpLTPAYkO1H8HsTYVsL66mX9tCtL0Laq9SbTXmPozMQdi7ndGgPhru+FByqKrhc/oba8Xc7+iNwaKefyCp+lsuzf4KloGRMQDVDCtFRjlsHN8lheO7pMDJXfEFLmJ9XgUrdpYxZ0cpn1fUmH0NUNQYil83F+HbEuQJWzZXLnmLGlzMSz6f/jk/Yv/gEuzKRqZOoaMnFx2VgmrAsrxCHElaJ7jZqkNJz5J6mlIXb0GjsOStgJJsSMxqzvAaRWtNJ+8qrtn8N4KxbbCPutfcEZ1irkYm9tEhOZogVvxWN3aZViYaodoX5MtFm7jfuhhLj4sa3IC6PpboZLyVblyNSQ7llTPE4UVFHfn9hsCs8M5MjGIzreleOg38XnOF1hbCMDQrsvOIoeqQKsSORpIcirCSKh+tVAnaEY1yxu2zPynaSRnRJFbue1e8yOMjUVUQtEVhtTmbI9z9inHaqMaJzdu8iZiaQJDOwU1m96yMvrXb2ydHUVvD5GuZSycKcazQ3z4A3jLU3Sv4cP52EqLspHi3Yck4ft+DnbFYepzV4LGj4kN/zJuocsgfNFgz91uOw875Z5+Hw3k5lG4juGsZ1vTITOdw2Cz0ahNPrzbxXDqk3T77iyt9fLF0J8VVT/B1zjC+r+rO9DwH0cHT6WesZnagKzX2OBbc2JGYQ3/fK0SL1SreRSkx1Nhice7dlNoIoos3M9M6lDHBXyld/BkJWf0xcpZjaTsY2gyECL+nqstTE+Avtv9RbU8g/tqv6r2RKPaUmejGZlF4LTHYa2RamWi4SYt3MMC3CJejGnqee1hjJcc4yfem07Z0a4MrZtblVpBqqwL30VPR2zbRzarCDCZoI1TJ2R3yVkGrXo0bSGuCKz7DmP4MBANoRzQ6qSMqvq3ZW87nMf/5q1ABHwS9EPBhHXgllnoWCwHYXOjB4S00p6BKzyFAkkMRV1zpY4i1GGJb19vsLDHaTqmOxqjnrnihp4YEVYnhStynqqi5xbps5Ook2pU1PDseDmXVfrqp7fgtLuxJvzV7TY914bOGSop9zb+CmhAiRGtU6TaUz0P5yu+ZuhquG5yOZelOSO5y8PMPIjEhCb+2oj1FNEWeY+KvWxlQs4zKtH4kuaJCF22PNbF9E1wtPJKiHVwzcvcS1j04o84+w9AUemowNMTGt5y7d0KEU3K0gyiHjVxrBu2Kt+zxwcwo24nF8DNd9yZV59B+xtMws6Z2hRbDmYDudxnWQddC6nFQnoMx9yWM8jyUxYr1xD9B/L5tAJpKuTdAiiqjKO0kEhOa77pHMpvVQtukKDw1UcRK5ZBooEDQ4LUZm/lL7GIMSzKWrFGHNV5StINdhalkljQsOeT1B8kuqiIxrhJ1FKxUtlvbpCgWbg1VWReuh9zlMPl3cPPshieItCbwyXXYVn+GkdqLYEoPVE0Z1pylWDd8i7a50Y4YM2Fkc6NtLrBHY/FXo757wOz51G7YPsMuzC4xm1FDvauGH4skORRhJZU+WltK621GDWa3+41Eo7yF++wr8vhoRwUqwlPKwJxWtlK3oWtZ8678UV7tJ0mVU+NOxW75bfE9i0XhdMWYjWplWpkQkeMtRYWq9wpnvIY/eCOXdfHDUiCl82EPnx6qEHCWF4Y9OeSpCfDmT8u4yrIV1fOiMI8eGRaLIi1OkkLi6KaU4rqRHVg+K4m0vA27u88AsGjpIgYD40YOo7UtE8esv/Ku+2peLBpCP8smLrXNZ8z812DevylJ7k9s6VosRgBiW2Et3w7th8Kg65rtuZRV+WlHDR5ndLNd82iQlRxF6Q4XGdJzSDTQtytzyS8uYUT0fFS/S+AwG0InRTvJDqYwtGyWuXroQVY821xQSdDQxBgVEe8lG05tE6P4xJtqVucUbsDYuchMxmfPbHhyqGQLttWfkdftalb1foDCKoPCyhqKUnwUeWooqvRRWuWn2h+kujJITSBIp9QYHjy5DX2/OgP92c1YzniWQPYcjOoyQGPvfhqLslPo68o3e0NJ5RAgyaGIK67yka6KUXED6t2fGG2nTEdj823cZ19RZQ39lAdrdP2JpeYU47Sx0WiNu2aGuTJEMy2/WFrlJ5YqtCN2353O3ckhmVYmRKSU5GwiEdhipNO2YAbjM2+gvd5p7gxD5VB6nItSHUNSRdFhj7W312dsZkjNbCx2Aw7zDqIQonndOrYTH89vg92zgGDAj9VmR2vNrwsWMhgYNnAQtqTzYcztXGm1cXK5lx9W5/HKspO5f8sWLrRO55yCWczWffhb4BIuPX44t8wcBp78Zn0e5dU+oqjB5q7nfY7Yr6yUaAqzXWhveYtsgitaFm0Y5Hz3LNPcX2ALVkPvCw57zORoB5v8SShdAd7SgyZ81uWVAxqHv+zoSg4luanGRU10axw5S1CbpwGgt85FDbulQWN48rYQA9y9PJO5S5fWbo9yWEmOcZAc7SQ5xkGUw4rLZsVpt/DTmnzOfWMF9xx3D3ds+z+YeD5WZUU541BBH2rxG/yJaGKpRFudqBZcEd6cwpYcUkq1Bd4BWgEG8JrW+gWl1N+BMwEfsAm4VmtdGq7rHunKKr0kGcX7rRxKjHJQQqz5iyIY2COLXeTxkWypbBGVQ7FOOxt1qNy5YD20Hdws1y2t8hOrqsGZsM8+izMGPIRWKxNCNLetRZW89tEPPAms6HILHTY9xlMdlkKh3TwgqeNhXyM9zkUJ0cSHsyF10E/urx8zbtY/6WvfiBHXFkvmoPCNL4RoclEOG/36DsC2eBKfz5zP2WNH8v2qXOzlWwk67NgS25p38kPvq9LjXFwxrD1XDGvPjpK+5JadSgXmm1rHZyuYtaWMm91JKE9esz6PCk8FFqWxu6RxfGN0SImmzHATrC6QO+HioBb8+BE3Vb9BbsIAjFOex5JVT0/ERkqKdjDPMPsi/jx3AWMHdCNQuAV75zH1Hr8u10Oi1WsuMHEUJYcyE80p+StqWtF/7bdYMdAJ7dDb5qIaUFEFkLttA52BM0cP5YGefUmOdoSSQfv/v7vKF+CVaZt4cZpio+sh+rWNJzu6H4mJSWQl2mi143tyF31JUtfjGXP2ddAMC4wcCcL5+zIA3Ku1XqyUigUWKaV+AH4AHtJaB5RSzwAPAS1/3dDmUlmAjeB+k0N2q4XttvZYdRAK1u5Rflfo8RGvPNACljuMdlrZqEPPoXBd8yWHqv20oQqre99sr3V3CbZMKxMiIh75fBU9a3IBOOu8KwlOnkPK0pchoy86LhPliDrsa6THOdmiY8jylh7eQJ58ApumU7n2F/SGqbQKFOClFXnHP0H6qOvA7j74GEKIFqVvn36wGL6bMYfhAwfy12/W8qSrEBWfdcDVEDMTo2o/0AAc3zmFDxdsQ7dKRzVz5VCVx+yH4Yzad9ESsX/tk6PZqd2hKSRC7F9ZtZ/cuR9TSRSpt36LxRGeqdc9WscxRZlTlT76cTbpy/5Fj4o5cNt8SO60z/EFOzfzhutFCFLv/iPVcemxnNE7g7yd7bAGFlNliSZqxJ2ob35vNqhuwHMtz92MoRWnDB9AcnzDqiijHDbuObkrp/RqxWNfJDA/p5qg9lDoKUJrgHbAbXx5wvEQ2zwzXo4EYUsOaa1zgJzQ1xVKqTVAG6311DqH/Qocfp3eUcRZlQsKsyH1fuyK6gZVQM6yPZJDxZ5q4rQn4svYg9n8r8DWioCyYytY22zXLav2E6uqsEUn7LPPHhX65SHTyoRodmXVfuZsLOT2dl50oRsVlYx1wj8x/j0Mts2FjmPDcp0Ypw2PJRa7b+ehDRAMEHj3fGzZ07ABFu1mnu7Bzg73ctI5V5GeKH0+hDhSqWSzr9kTxosseX4a3qpL6deqGJXcuKrFIR2SeGtONh57ErEVuc06Tam6sgIAZ7QkhxojI97FWqKw+ioiHYpo4Z79diX3GvPwdT6F6DAlhgCGdUzms4cuhWf/wGVZHjrtnItSASq/fZToK94zDzKC6PXfU73oA57c8R0oC8aEF7Acd2rY4og0h83Cy5cPgAWj4espTPX3pZurL93AfD/YgORQoHgrhSqRtAYmhurq2TqeT24eUfvY6w+yq7QagBiXjbRY6cNYV5NUWiqlsoD+wLy9dl0HfLSfc24CbgJo127fpXmPNNvWLWbd3K8Zdf5tuGLrT95kF1YS5y8AB/utHAKojG5PdbUbd85S6H85AFprSoqLsGC0mNJDt9NFgTWT9IJ1WA5+eFiUVfmIoRq7e983TW6XGz827FI5JESzm7Yun4Ch6eIshYR2ZtlwQlvUyX+Br+5GpRx+vyEwG8/6HQm4/Id2d1hvm4stexofW05joncEXfqM4I6TunNisiSFhDjixbYieM5rbPvlU44vncabCZXEVG5HJY1v1DCDs8z3cbnBeGK9K5oi0v3yVZoNlV1R0nOoMdJinVToKKxGDQR8YGuK9SzFkW5TgYetC78lwVEJg8O/8IQtOhHtjGW051uU8jPb6MnIjV/y7L+ep4utgOHFk0nz76Rax/FNcDTJJ97D6YNGhj2OFqFVbwBm2Ufw0Vw/E12JqK1zUf2vOOipjspdlDlaEY6W0S67lY6pMk13f8KeHFJKxQCTgLu11uV1tj+MOfVsYn3naa1fA14DGDRokA53XM0tb/4kTsp+Ce8/XiSv8zmkn/4HSOqwxzE/rM6jlQr1yThAcigxxs3G4o703LmkNumyvbgao6oInLSIaWUAPVvHsWp7K9Ly1zfbNUurfMSoalQ9DbBjnHaqtJN4WcpeiGb3w+o8UmIcxNfkQELb2u1q4DUYVSVYup4StmsZzgRcfi8EasDmbPB5O0urWTHlbcZpKx/GXcufrx1Kv7YJYYtLCBF51n4X06nrefz4wd84c9vfzI2N7HeWGuukU2o0m6pj6FKZ36CVh8LF5zWrny1O+TDTGPFuO9WWUJK/phxs0k9E7OudOdlMsC3AsEdj6TQu/BdQCh3fDkv+Kgx3Cu2u+JTK/w3n90WPArBCdeGt2AfxdjmdM/q2Y0C7hPDH0FJkDkZf/wO9t6Xy6Zer2dm2D222zj1oJabXHyTJn0tlSt9mCfNYF9YCD6WUHTMxNFFr/Vmd7VcDE4DLtdZHfOKnIQZf+SRLTp3C95YxxG+YTPDFgdRMvhMqf1tRZ+rqXHrGVKItdoja/x+tpGg7q3QWKm+l2ZQaWLi1mARC06VawLQygOuP78AqfwaWsq3gr26Wa1ZVlmPDANe+lUMxTiuVONEyrUyIZuULGExfV8D4bumosu2o+N+SQyiFZfQ9kN4zbNez7P4dWF3a4HO01lz62q8cVzqbvKTBfHzHSZIYEuIoFe+2c+a1fyDYMfThb6+bdQ0xpEMyK8tdqGCNufJQM/FXh6ZFhaFH27FEKYXa/d7QK32HxL4qvH6mLVrJ6baF0PU0sDfN9KLaVbC6nUHbNq2JuvRNfGP+CLcvpPejC7n/3of401l9Gdg+EdVMSeeIUArVdghXDM/ihK6p/C8nC0vJJnz/PQ0je+5+T9uYV04rirAnZzVfrMewsCWHlPlqfgNYo7X+Z53tp2I2oD5La31MlXD0HzaW8Q98yPM9P+G9wDisy97F93w/9LzXKCqvZNHWEnrHVUJsK7Ds/0eRHudiga89KlANhWZVzqKtJbR2hBIwLaRyaFSXFKriOqHQ6MINzXLNQGXoD76znuSQy0aVdhH0SnJIiOagtWZ9XgWfL9yEo6aIU46LRVUXm9PKmpA9Ntm8fnXDVyzbVebFUrKJjmoXbYedh83aXJNhhRARoRTWc/+DHnYbtBtx8OP3MrRDEtt9ofcazdiU2r/7PYxDpro2li0qwfyipvyAx4lj05wfPuNTdT9u5cMy5KYmu45KMJNDlh5nmY87j8Mx9j4I0/T6I43Vonjhkv7MjD+bZ9R1ULQR9c4E9IYf6j1+y5ZNOFSQhIzDX+FWHFw43w2PBK4Eximllob+nQ68BMQCP4S2vRLGa7Z4MU4bD140li7XvsINUS8w39sW9e196FfH0JuNtLOVQlybA45x5fD2lMb3AGDN4hmAmRzqkxw0D2ghPYeUUgwcNBSAtSsWNcs1A7tXoai3cshOJS6CNdJzSIjm8NgXq3jw+f8y+Jsz+Ml5HyNjzZXKmjo55Iwzk0OekoZ/YFuxo5TxliXmg+PCN8VNCNGCxbZCnfrXQ6rCGdg+kQJCU9ibcTl7vTs5ZJfkUGM5di9W4pXkkNiTUVPF6EV3Um2Nw/q7adBuaNNdrPOJBNuPgg6jm+4aR5h4t51Xrh7Ke8apXO56iUByN/THV6GzZ8Nek4zyt28EIKn10bOCW0sWtuSQ1nqW1lpprftorfuF/n2jte6stW5bZ9vN4brmkWREpxRe+b/LmT/qTW71302Np5hPnI8TXbQCFZdxwHPTYl38/eYLqMbFol9/YWN+BevyKugRH0oOtZBpZQBjRowggIWCZd81y/VqlyjdT+VQNU6CXlmpQoim9svafPLmfcKnzsdJc2sSlAfnjL+aO5s4ORSdYLYo9GyY2eBzVuws40TrYoIp3SAxq4kiE0IcLdokuCmzht5vVTRfcsjYvaiGVA41mjs2dPNUKofEXubN+Bo3XnYN/SOkdW/ai3U5Eeu1X0lT9L10Tovh+Uv6sTA3wKOxj2G4k1FvnU7w6Q74PrkJSrIB8ORvBsCSeOQvWHUkkDr6ZuSyW7nn5K7cfMv/cV/yy+QkDEL5PAetHAJIinVDq96cwlzyXzmbqy3f0SHGh0ZBPc2YI8XpimZh+kWMrvyO/CXfNPn19O4/+PUkh2KdNiq1C2S1MiGaVJGnhgc/WcIjro8wUrsR9X+LMNofD1vMSkfq9hxqAu7Mvvwc7EfGwr/j+/Gvv911KtuBsWJSvees3l7AQMt6rMed1KSxCSGODhaLwp0YWjykGSuHlH93ckh6DjVWTLyZzPNXlkY2ENGiBIIG2Qu+wY+NIWPOiHQ4x7Tx3dN58NRuvL/ax53Rz1I2/m8EupyKbe3n6H8Nwj//TXTJdvPgJn4vKUySHIqAPpkJvH/nabS/42v02S/DsFsadJ570OXgiicruIWHbO/T2r8V3AlgsTZtwI2Uce6TbDDa4PrmTqguabLrGIbG6gtVBdUzrSzaaaMKpySHhGhC/qDBbe8vZpRvOm2MHGzj/gCuOCwj7wJAWx0Qk96kMXRtncBDjgf5yjIWx6xnYO3XAAS/uhfLpOugeMsex2utCexchoMAZA5p0tiEEEePVmnp1GBv5uRQqF2nTCtrtLiE0JTjsob3oxNHv8+X7qKndwnlyX2xuGIjHc4x73djOvG3C/rwwzaDs389jvXDnsFy1xKCrQeipz5CByMbnyMBZMXGZiHJoUiy2lD9r4D4zIYdP+haYu5dyj2uJ7CrINa1X7aYfkN1tW+VwltpDxLtLyIw/Z8HP+EQVdQEiCH0pqm+aWWhyqHaN1ZCiLB7/MvVzN9cyJ/ivsZI6wldQ3fhupyEkdodHd/ugA33wyHebed/14/gj8ZNbFWt2TH5EV796HOsG0LTW9d8ucfxO0qq6exbaz7IHNSksQkhjh4d02Io0PEEy3Ob5Xo1gSBOw0tAOcBqa5ZrHk0Sk8zkUFVF092oFEcWrTXv/LyEXpZsknpJ5XBLcdGgtrx/4zBqAgbn/Wc2768JYDvjbzgCFZxpnYtNppQ1G0kOHWHcDiv/vOV8qjuehkK3mJXK9jZs1Il8ExyCXvhGo5aXboyyKj+xu5ND9VQOxYZ6DlkDkhwSoil8sWwXi+ZN57u0l4mrzMYy5v7fEkFKYblkIpbzX2+WWHq2jueNa4fzSdSlZPo2c+rq3+NVLozkLhirpuxx7IqdZfSzbKImKgPiWjdLfEKII1+HlGjydQI1pTnNcr3y6gBuvARsMqXsUKQlxFClndR4JDkkTIu3lZJRshALGtVpbKTDEXUMzkri27tGMaJTCg9PWcGbm+OYGhxo/qwSZUpZc5Hk0BGodYKb6LH3AKBaUDPquk7umc5HzguwByox5r/WJNcorfYRo6rNvkv1lFvHOG1U4sIWrNqn870Q4vDkV3j5bMonfOn8I51qVhMY9xh0P2vPg5I7QZsBzRbTwPaJ/P7ehwkmdaa9yucd/3h+jT0Zy65FULaj9rjlO8rob9mIra1UDQkhGq5jagwFOqHZKofKqv1EqxoMm7tZrne0SYt1UYGbQFVZpENpnKCf4AeXEXhzAsbUP0FF87zejgWTl+xgtG0Vhj0a2gyMdDhiLwlRDv5zxQC6tYrjz1+u5iXjfABUQvsIR3bskOTQkartYIy+l0HnEyMdSb2cNisnjTuJX4J9Ccz+N/jCX71TVu0njiqC9ph6p61EO21UaRcWHYSgL+zXF+JYpbXm4ckruT74KYYrCevdy7CN/r8mnz7WIBYrlpP+TDA2k53druPhdR3N7XWmlm3YsoV2Kh9ru8ERClIIcSTqmBpNgY7HVpXfLNcr9/px4zU/yIpGS4yy4yEKw3tkJYfKfnke67qvqSjKwTLnBVj8TqRDOirUBIJ8s3QHpziWQfsRYLVHOiRRjyiHjdeuHEhStIMOvUegL3oXht0a6bCOGS3gnbw4VJZz/wNDfxfpMPbr4sFt+cB5IQ5fCcHvHgr7+KVVfmJVNbqefkMADpuFGovLfCBNqYUImzmbishZM5dRluXYRt7W4nqfqe4TsN67iocvGUe3nv1ZY7Qjb8YbGJ4iPlu8A71joXlgG6kcEkI0XJzLjseRgjtQBoFG3HQyDPSLA2HJe426Xlm1n2hqULJS2SFRSlFtiUYdQUvZb1y7DOesv/FdcDAX/j979x0eVZU+cPx7pqf3hBQg9N67CCrYxYq9i72t7m+t6+7qurr2XtddexcLYu+ICIL03kJNKOk9M5mZe35/3CEGSELKJBPI+3meeZh77znnvndyNTfvnGJ5HB2RtFfPV9F8P63NY5L3JxJ8uVhGTgt1OKIBnePDmX3bUTxy5hBU/1MgVoaVtRVJDolW47JbGT/pZF7wnYx18Wvo318OavvFVYE5h+qYb2gPY884/eryoJ5biI7shVlZ3Oz6AsMRhRp1eajDqZfDZuGZ84axKONi4is2UfrYcJbMeJrT4zahlRXShoY6RCHEQUZFBVZfrMhrfKXKAlThRvSG75p0rtIqL2HKg3LIKj3N5bVF/bGybTtX5vay8/0/48PGqiF/Y2NuOe6wTlC6I9ShHRI+XriFm+yf4kseBH1OCHU44gAinTYcNklVtDX5xEWrOmtkBs+q81kXNRa+ug2KtpgHdq3AmPNUi+YCKqqoJopKLA0kh7Qj0BW7FYa1CdERrcguoSJrHpP1b6hRV4IrJtQhNchmtXDBlbfwzeHvsc1I4F+W/3Byxcfo5P7gkKEaQoimCYtNNd8Ub218pXJzzhi9c1mTzlVa5SUCN1aXJIeay++IwuE/OL4gfPqblYw2llE58AIuPm4cFgU5Rhxaeg612MbcMqLWf0JndmGbdCcoFeqQhGiXJDkkWlW4w8aR/TpxV+W5KMMHm38BQM99Bsv3/4AVHza77c35FcTZPFjD6v/jVO8Zpy/DyoQIitd/XMqzjmfxR2egDr8p1OE0ilKKKcccS9yffiHn1A/xDLoAy/iDI3YhRPti6TyKYh1B9ac3gbuRw5UCEwpbijY3aQXXkiovYXiwSXKo+ZzRhBkVUF2Bzl4U6mjqtWpHCcvm/4hT+UgeOImkKCfjeiSwvCwKyqTnUEu9+sMybrF/QHXSQOhzYqjDEaLdkuSQaHUnDUplUUUiXkcMZC8AoHLjrwAYX90BlYXNandjbjlx1iqoZ84h4I+eATKsTIgWW7+7jMkb7qOTKsR29usQFhvqkJqkc0IE6cOOwTn1eRh8VqjDEUIchNIyunCt92ZsRVn4P7wcDOPAlcp2/vF+14pGn6vU7SNSubE6pZdjc1nCYojUlVR/cgO8fEyznzlbk2Fo/j5jJROcWeaOzmMAOGlQGusro1DuEvDIc2xz5RRXMXz1QySrEhynPS29hoRogCSHRKs7qk8yLrudLGc/jG3z2bp5AxGV2XzgOwLcxRjf/r3JbRqGJiuv/IBzDlmdgW/bpOeQEC328he/cIJ1AZ5xN0OGLAErhOh4DuuRyK740TxpnYZ147ew5M0DVyrb/cf7JgwtK6n0Eq48IHMONZsjIpYwVY1jzcco7YedS0Md0n6mL9rO4m3FTE3ajk7sAxEJABw/sBM7Md/LvEPN9/PMN5hqnU35qBtl+XohDkCSQ6LVhTmsTO6XzA/l3bDkr+OLj14D4Kuwk/g27ATU8vcb3zU7YEdJFZXVflz+igZ7DtWM0/fKnENCtMSSbUVUbJwLQPigk0McjRBChIbLbuWRMwfzTMWRbA4fjPH9PQfujVK2Ex0Wj45KhV3LG32u0qpqwnGDrFbWbF3SOgFQYk82d+QsDmE0e6v2GeSWuXnwq7WM6RpLaukyVJexNcfjIxzY4zLMjVKZd6g5CoqKOSLrYXY4uxNz3F2hDkeIdk+SQ6JNnD4snTme7gAcV/oRPmsY48cfxStFQ1GGF7J+bFJ7G3PLcVKNVXvBGVVvuZpx+jKsTIgWefy79Yx3ZqFtYZAyMNThCCFEyIzMjGfa+O5cV3QeqqoY44d/NVyhfDfF1njyo/ph7Fhq7vNWHXBRjvLKSqwYMnl+C0QnmcmVv3svxR/bDb1jSYgjgvwyNy+++BRf//NEdj0yln/7HuHhw3zm8LEu4/Yq2ymjBwBGSU4oQj3orf7oftJVPvqEh8HmCHU4QrR7khwSbWJyvxT+ff0laCz0sOzE0mUMZ43pxhp7Pyos0ei1XzSpvY255URSZW40sFqSPSyQOJJhZUI0m2Fo5m8qZGLYJnTGSLDaQx2SEEKE1K3H9cGePpi39PFYFr2Cf/rlUFFQZ9mK/O2sKAnjnW2x6PwNrPzgXvS/0/E/PgDfjBthzWd19qAuKSky39glOdRsfaew/MRPmekeSnZY35Anh5avWE7OYxO4Ztc/ONK5npi4RI63LKTL15eaBWr1HALo2aMXAAU7NrdxpAe/8rxtjNj+OosiJpA+9JhQhyPEQUGSQ6LNdEtPQacMAMDSdRwxYXbOGtWNb7xD8K/7Bvy+RreVlVdORpjX3GhgWJkjPAq/VvgrWm8Cwi35FXy3dBPGjOsxXjnhgN8ECnGwKaysxuqvJLVqA5bARJlCCNGRuexWXrxwBM9aL+ZVx3lY1nyK8eKEmpXJavMW7yRfxTNwxASsGAxc/RhzjQEsN7qhV34E71+I8fQwKM+tqWMYmuKSEnNDeg41n9XOoFFH0Dslku9K0rCU5uz1ObelldlFeD68ih5ks3PiQ0TfuZ6uf/4edeozqKpCc9hhXOZedYZ1TyFPx1C8e0tIYj6YbfzsMez4iDjp36EORYiDhiSHRJuydAn8YRn4ZuTGST2ZYx2NrboEvW1e4xrxVVO2Yz194wNJmAYmpI4Ic5GjE/HnZ7Uk7DqVe3w89c6n/PfJf9Dl45OxLH0Ly7a54Gna/ElCtHe7StwMsWzCov01q6gIIURHlxYbxlMXjua+8lO4v9OT4C7CePd88LprypRVeYjwFhCT3JnJR5+ItoWR2+UkvhryNNOqbqJf+Qt8NuBJVGUBzP9PTb3dZW4cRqCHtMw51CJKKS49rBvfFqWZO/YM7WtDG3PLmfHyA4xSa/Aecx+pk64Bq808OOxC9JmvwvEP7reSVpf4cPJUAr7C7W0e88FMa403Zynb7N3o239wqMMR4qAhySHRtgZOxeg8FjJGAxAX4WDYUWfg0Ta2zftw77Jaw8qP9+qmvXvBR/ifHc3T+VdwpH2NubOBnkORThtbdCeMgk1BvQyPz89bL/ybm9ZfzP22/xGtKlmeeqZ5UFaUEIeYnSVuhqv15kbGyNAGI4QQ7cjY7gn87aR+/G9THF/2+CeWHYswZv6pphfx1wtWYVd++vTqBVGdUP+3muTL3ua+M4ax4K6jOXlYV25clMy25Eno3/8LnjIAsouqCMdjnkRWK2uxs0ZmUBrXHwOFkbNov+PGV3fC6pmtcu7thZXc/N+vuEm/SUXaeOIOm7ZfGTXwDNSA0/bfrxSeiFSclfv3SKuT1uYE6Ya/hVEf3BZvKyLTtxlLpwGhDkWIg4okh0Tb6noYlsu/2etbsHMP7898+yg6rX8Hz6a5f5TNXggfXgYLzG/SFsz6nJQvp5FXaVCuwzgq/x2zXAMTUke5zOSQrWRT0IZ7+Q3N3e/8zDlF/yEvbjj8aQnXJb/J25WBHhWlMmmgOLTsKqlihGUD3rheEB4f6nCEEKJdufSwTM4Yns4NS9PZOOBPWFa8j/71aQBmLVwBQHpGplk4PL6md4jdauHhMwczqW8yN2UfYU5IvOh1wEwoRKhADyS79BxqKbvVwnXHDWWjkcautfv0VN86D8v852HlR0E/b2W1j4tens/N3pcIt/qJmPrMfr2DDsQel0GikU/R+nkYj/TCmPMUGAZ610o8c19k18+vkPXxveQ9fhjGvUnwcDeYcV3Qr+Vg8tW85SSpEtL6jAp1KEIcVIKWHFJKdVZK/aSUWqOUWqWUuimwP14p9Z1SakPg37hgnVMcGuxWC+FnPEOOEY//7XMgfwMA+vf/mf9mLwRg17JvMbTi6NK/85r/WFy+wPCthoaVOW1s1SnYqssOvNRsI1R4fFz95kJGrH+CaEsVSee9APHdObp/J+bsDqyCID2HRIgZH1+NnnlT0NrbWeJmiCULa5fRQWtTCCEOFUop/n36IAalx3D6yvGU9jgZvr+b7PkzqCgwlyBX0Wl11rVbLfxpci+WGj3JSxyN/u150JrthVWE1fQckjmHgmHKoFS2uvoRt/s3yhe+V/OlofHLYwDost1BP+fy7BL6FM3iaBagjrwTEno0uY3YTplEq0py3r4Of0UBlu//wY5/9kS9OB7nt7fT6ac/02P5Y+QUu3mTE9HJ/dG7VwT9Wg4WldU+Nq9eAIAzfVCIoxHi4BLMnkM+4C9a637AWOB6pVR/4A7gB611L+CHwLYQexnZvxcf9XuSSh+UvjKVeYsWwqpP0MoCOYsoKvcQU7CUvLBunDy6L28ZJ2DYXGblAwwr26w7mRuFzRxapjW5j49n4aOnctFTnzNkw7OcZZuN5bCbILkvAMf2TyGXQN5TkkMilMp2oVZ8ALuWNa681ujqygaL5BeXkKhKsSR0C0KAQghx6HHZrbx40QjsNiuXFFyCkdgH509308lSbBaI6lRv3YFp0UQ4rMx1TUSV5kDRZrKLKkkLCwwNkuRQUFgsirRT72at0ZnIz6/G+9ZZsOoTLBu/A4sNyncG/Zw78wq41/4aVQkDsBx2Q7PaSOvcE4CBahNfZvyZmV3uoDqqC7O6/om3xn3B98d+y7JzFrDixE+4u+occuNHQEl2MC/joPLVil1k+reaGykDQxuMEAeZoCWHtNY7tdaLA+/LgDVAOnAq8Hqg2OvAacE6pzi0XHXa0dxlv42wimx6zTwd5fegRl+Fchfz8/zfGKI24sgczb9PH8hXfz0dNfJytCOyweRQlMvsOQRAYfMmpa6qLCe5dCUjy2fxQeU0brTNwDf4fNSRt9eU6ZkcSVpCNMWWOBlWJkLG7fVTtehdlDbAU964Shu+hUd6NtizrrookPCMqvubbyGEEJAeG8Y/TxnAkl3VLEs9myT3FqZGBeZHjEypt57NamFkZjxfFmWYO7IXsb2okrSIwHB4SQ4FzYABg1kw6V3u816Af/OvMP1S/LYIGHKeudJckFec9eYsJ0UVY5t0B1jtzWrDEmveF0Zcd0697A5OmXYnmbfM4sjL/sWFxx3O0YeNYUi/Ppw6NA27VbGyIsYcoujuYAukFG7G+/a5fPX7KkaG7cCISIaIxFBHJcRBpVXmHFJKZQLDgPlAitZ6J5gJJCC5Nc4pDn4xYXYe/ss17B77NxJVKfONvqxPOxUAz6L3iFUVxPY6DKUUCZFO1DH3oq777Y/VHuoQ6bSzTadgYGl2z6Fdu81JALO6nY/RfTL+0/6D7YwXwO6qKaOU4qg+yWz3x6Gl55AIkb+8v5Rds181N6orGlcpdw3KWwFFm+svs+eejk5tWYBCCHGIO2lQKoMzYrhxWWe82srIqjnosHiwORusN6Z7PN8XJGDYwiBnEdlFVXRy+cyDMudQUF05sRfZfS/nsMrHedF3Ms+EXQNJfVE+N7hLgnquqsCXK/b4rs1vJLEPOjwRy3H3N5hginbZGds9gTm5gefTkg62wln2QuwbvmJg9nsMd+6AFJmMWoimCnpySCkVCXwE3Ky1bnTKWil1lVJqoVJqYV5eXrDDEgeJmDA7Gcf/mapjH+Fh61XctwC8FheTKj4HQHWuNeeJ1QaxnRtsL8JpxYuNMlcquqB5PYfy8wJj0LuMw3HxdKxDz62zXI/kSHYacfiKpOeQaHub8yvYunoe3YytaFcMVDey51BlYDXAeuZa0FpjrQiskiI9h4QQokEWi+KO4/uSUx3BHIag0A0OKdtjbPcE/FgpiumPkf07O0vcJDn3DCuT1cqCyWJRvHDhcH6+50yKx/+NZwpGUuVKMg+WNXJVsEbylQZ+tzbQc+yAIhJQt26EvicesOixAzqxtDSwUEtHG1rmNYfIX2z9liT3ZiySHBKiyYKaHFJK2TETQ29rrT8O7N6tlEoNHE8Fcuuqq7V+SWs9Ums9MikpKZhhiYONUoQddhUnTDqK2VlFLPZlkqRKMRxRkNinSU1FOm2kx4axxUhBN3M5+8JCM1kZl9DwL/a0GBc7dTyqTHoOiTa2eiYxLw7jXft9eLSN0h6nmj2HGtM9fs9wsvK6H4hLq3zE+/PNjXomVBVCCPGHw3omcuaIDEp7nmbuaERyaFB6DOEOK2usvWHXCiyGlwSHF22xgc3RugF3QEopolx2JvZKxG9o1pQHhu6VBXfeIVWRh4GC8BYOb2rkCmfH9EshRwfOVbytZec8yBiB+RPjVTkWv0fmGxKiGYK5WpkCXgbWaK0fr3VoJnBJ4P0lwKfBOqc4tF04tiunDU0jpoe5RLxKHwGWpt2ySikuPSyTZZUJGAUbmzWWvKzI/MM4Nr7hpGVabBi7dAK26pLGD+kRIgg8a77C6S1hlvMI7vBeSa4lCaX94PMcsK6uDCR+6uk5tLO0ik6qCJ8tvMGVAYUQQvzh0bOGcOo5V6AdEaiYjAOWt1stjOgaxw9lXbD4PfRTW4m1eWW+oVY2vGscDpuFebmB4VpB7DnkNzROTwFuW0yDUyAEU6cYF6npXfBi63A9h7JzzZ7QRVG9zB3Sc0iIJgtmz6HxwEXAJKXU0sDrROBB4Bil1AbgmMC2EAfkslt58txh9B1xJAAqY2Sz2jl7VGd2WFKxVZdCVVGT61eWmj0rLGExDZZLiw1jp443N0qDv+KFEPXZvW09a3VnUs57gU+MCeR6Ag+hjRhapvcMK6un59DOEjedVAHe8AN/8y2EEKIWRwTqsq/hqLsaVfz4gZ34OjAp9VDLRqKt1WCX5FBrctmtDO8Sy485gZ459fwubI7dpW4SKKHalRC0NhtjXM9kdugEfEUdq+dQWXkZANWT7sPb7ShI6hviiIQ4+ARztbI5WmultR6stR4aeH2ptS7QWk/WWvcK/Fv/kjhC1CXzcHRcJvQ58FjrusSE2enc0+xaWrh9dZPrV5cH/ngOi2uwXLTLRokt8AAgK5aJNlJYUY0q3o4vqjOju8UTG25nZ5XVPNiYeYcCw8p0Pd+W7ipx00kVoWRImRBCNF3q4EYNKwM4b1QX+vfpS66OZagli3Dc0nOoDYzrnsjiXV5z+oIg9hzKLqoiSRWjI9p2LZ5xPRLIMRKoyN3SpucNNb+nkirtwNV3MvZLZshwTCGaoVVWKxMiqCKTUTctg4wRzW7iiHHjAPj2+2/RTRxa5q8sNt84Gx5So5RCR6WbG0Eesy5EfV78aR2dyKdX7/4AZCZEkF0R+F97I4Y3qkDPofqSQzsDySFH/IGHRQghhGg+i0Xx2DlDWWXtx4nWBahtc8EhK5W1tnE9EtAaKp1JQX1+yymuJJESbNFt2/N2ZNc4dpCE6mCrlRnVlVThIMrZNkP4hDgUSXJIdAgZPQeRG96TIbs/5v0Fje9m6/b6sVWX4rFGNGq8uD0ukBySnkOiNeWtQ784gV07tvH1b0uxKz/x6T0B6JYYwdayQLkGkkMVHh/P/7gW5S4GQNUz59Du4gpSVBEW6TkkhBCtLjbcQb/LnqUq8xhU+e6WT2QsDmho51hcdgu5OhZdGsSeQ4VVJKoSwuLaNjkU4bRhRKcT6c0Hv7dNzx1KuroSj3JisTRu8m4hxP4kOSQ6BqWIn3QT/Szb+erz6WRty4E1n4NhNFhtR3EVMaoCn6NxE/EmxsdSTCSUyoplohVl/YjatZwFP39BqhFYADK2C2Amh7aVH3hY2W+bCnj528XmhjMGKnLB8O9XrqJoFzb8slKZEEK0kU6dexJ36Ttw3XzUyU+FOpxDnsNmYXiXOLZURwd3zqGCQiKUB1t0C5axb6boTt2xoKnI24r+/l+wY0mbx9DWtLeKauUKdRhCHNQkOSQ6DNuQs/G54rnR+hGW146H9y9Az3m8wTrZRVVEUwGuhiej3iMtJoydRjz+Yuk5JFpR/noAyrYsYUKSuXQrsV0ByEyMoJLAw5Gn/uRQucdHnApM3pjY11zdbM/k1LVUFQZWO4lKDVLwQgghGiW5L8R2DnUUHcKozHg2VEaacw41Y2XbupQXBr4obOM5hwAyMnsDUPzdI6g5j6J/fqTNY2hryufGZ3GGOgwhDmqSHBIdh90FIy5jJKtJ8OeRFTkcfrofNv9Sb5WcQM8hW3jDk1HvsWfFMm9Rx1o+VLQtnbcOgJTK9YxLCCSHAksld0uIoGJPcqiBYWVlbh/xmMmhJe5A4mefeYd2l7qx7OkFJz2HhBBCHKJGd4tnt45D+T3NWtm2Lt7iwO/UyLZPDvXq3Q+A9Kz3zB0bvwd3aZvH0Zas/ip8Vuk5JERLSHJIdCi2w66ncuAFvDPwv5ySfz3lEV0xPpwG+8y3otd/A1vmkF1USQwVOCIblxxKjXWxVadgL9rYocZ5izaWvwGA/pat9HEVoSM7mclPIDMxnEq9JznUuJ5Dn++OD+zc+7+DhVuKSFGBh2RJDgkhhDhEDesSS74KPOsFYcUyw9Do8sCw7xAkh5zxXWrer+x9vZn0WvdVm8fRlqw+N4Y1LNRhCHFQk+SQ6FgiEgg/83mmnX4SPTI6cWn59eAuxfjw8j/mWynIgvcvQn9/L9lFVcRZq1AHWMZ+j/TYMBYafbD6q2DXila8ENFhVRWhKnIptsSRpgqJKFix17CDKJcdV0SUuXGACakTAsmhNf7ASmT7PBD/vqWQDGsxWlkhIim41yGEEEK0E+EOGxEJgUVFDjTvkN8LVcUNFtlSUEGcDpQJwbAy7C6MmK4sc47kjFWH4Q5PRa/86I/j67/FeKwvrP607WNrJTbDg7ZJckiIlpDkkOiQHDYLT587jLVGZ56PuA7L1l/Q3/4dfNUYM28yv2Ep2V5rzqHYRrXbKcbFQsMc582231rvAjqiA0we3hForfl94XwAZlSPBkDtXokKzDe0R0pCPAbqgMPKUuzm8fU6kFza54F44dZC+keUQVQKWKzBugwhhBCi3cno3B0Ab/EBFhWZ+wz64e5Uf3QtFNe9Au68TQUkUmJuRIRmxTnLtC/JvPZDuiRE8W7FCHTWj+aQuapijJk3oMp3oz+4xJyP6BAYcmbX7ppe1EKI5pHkkOiwMhMjeGDqYB7NHcnPESegfnsO49FeWLb+AvE9oGwnO/MKCdNVjZ6Q2mmz4o9MpcCeit42r5WvoONY8dX/MO5NwP9wL4xPrg11OCEzL6uAD77+AYDPjHF/HIjbOzkUF+HAjavB5FC5x0eKtQLtiKBcReC2Ru01vLLc42P1jlK6OkogKj24FyKEEEK0M7179QJgd/amBsvp/HVgsWFb/RHGS0fBnuFj5XlQbc4DOC+rgC7OMnRYPFjtrRp3vWIyiImN450rx7Ag4kgshpfVj5/MwqfOhfJ8Vh33PkuijkD9dB++h3pQ/dY5sOx9WPMZ/ncvwP/aKejv/gm/PoX+6d9mz/p2yu3148KDcoSHOhQhDmqSHBId2ilD0vj36YO4pOBC7gq/h5W6BxsTJ8HhN6PQJFYFHhDCYhvdZnqsizX2AWbPoSCteNHhaG1OnmgYfLtqF5vnfkSJDscdloJa/n6H/Vx/WpdLb8tODIuD52+70pxrCGqWsd8j0mmjUrmguqzetio8PhItZRCWQGpMGEXWeHStnkOLtxbh1G7SKtehEnu2yvUIIYQQ7cWInulsN5Ko2r6swXI7srex2ujM8uM/QXnK8X98DWz4Dv3UYIx3z0UbBr9tKqBneFVI5hvaV3KUi39eexFvJ/2ZdN82Rrrn8aLvJKbM8HJRyTXcEfsIb3gnUbhhAXxyFbx/IRVZcynI24We+zR89w/Uzw/BvGdDfSn1Kq3yEkY1FkkOCdEitlAHIESonT+mCw6bhXcXxHNtyRDydnlYHuHAhTnhL9DonkNgrlg2u6gHh/u/h8JNkNCjdQI/lG2eDW9NZdOkF7n+mxhmO7KY5+tPUuIERhWsAHdJkxJ2h4qf1+fxQEQeRPUgJTYS3WkQbNy1f3LIZaNCu0g8QM+heMrQ4Ql0iQgnNy+OlLJdqMDxhVsKOdv6M3ZvKYy4rBWvSgghhAi9+AgHq1196FnY8JyR/rLd7PRFc/UnJTyeeS2nbnoCNv0AYQlYNv9MzoKPyC8PJy2qrF0kh8BMEF1w/T3g+Qtk/cTx8YeTvquKI/skExNmZ+GWM3l19U7sOxZTXFLMV+U9KSgwcFLNpN4JPM8DsGtlzTNCe1NS5SWDaqxOSQ4J0RKSHBICOHNEBmeOyGBeVgHn/fc3FhRFMhEY4cwGg0bPOQRw8bhM7l3bC2xQtv4XosZJcqjJclcDsGHup/QKP4tU724+cBxPYamDUQCVBR0uObSjuIr1u8vpEZeDShoOgOo0EDZ+B/vMORTptFOunQeccyiWMlREF7qGhZOzM5pBZVtqjs/dsJtnnN9gpI7E0mVMq1yTEEII0Z5YM4bTadMcdu7MJjU1o84y4d5C7NG9OD69E7etHo3fMhGXdvNdyl95uOx2In/+Jw7uI9YoRkW0s563zijofwrdge6d/tg9MjOekZnxwAAA7gNK3V5emJXFC7OyKB7Zh9j10835Hy3tb+BJSaWHXqoamySHhGiR9vdftxAhNDIzjpgwO59vMf/TGO7INg80IRExrkcCd118KsU6kvXf/Y/ti7+BioL9h0IVbob138KazzrsMKl65a8HoH/lQv462FyO3Zs6gqUFgUmRKwtDFVnI/Lw+DwdeYtw5qMQ+5s7B56JHXg5xmXuVjXLZKNcu/J76l7Kv8PiI1qWo8AQ6x4ezzRuNKt8FhsGO4ioSc34g1diF5bAbW/GqhBBCiPaj66DDAVixYFadx6s8XmKNElxxqTx3/nDW3Xcip94zk+1Hv8gXG93cWHgWMVXbeSH8JWyVue2m51BzRLvsXDWhO2F2K98XJqGqy6F4S6jDqlNZufm843BFhjgSIQ5ukhwSoha71cKRfZL4bFUBu3UsXbyBOYeaMKwM4PDeyXj6nMoIYwWdZ54Nj3THeLALLHzVLLDpZ/Qzw+Gds+D9C2Hr3CBfycFJa823q3aRu2k5AJ0teYyv/AFtsZHQcxQbyhxmwcqCEEbZ9nzZixn5/TnMdd2E0gYkBlbES+6LmvL4fiuJRTrNYWWGu/7kULnHR6RRAuGJdE0IJ0unofzVULCRL1fs5Dzrj1RHdoZ+J7fmpQkhhBDtRlo/c7GHwg3myqD7fnm3Zft2bMogMj61Zp/Vorj6iB58cePh7EwYx+PeMznCmI/yVkJEUpvF3hriIhycNTKDd7dFmzt2rwptQPWorDDnWHSGRYQ4EiEObpIcEmIfR/dLocrrZ4dOxO43V51oyrCyPVLOf57dV6/k7qh7uN9/EaVRvdBf3QY7l2F8/hd0bFc49x2zcP664F3AQWz+5kKuenMRqmA9C4y+AKg1n6I7DWZYjzQKiTILdqDkkHf+y1heOZZIz242xIzHe9jN0Pu4ButEOm1U4kJ76p+QutpdicuogvB4usSHs8gIJJy2/8aXy7Yz2roee7/jZQl7IYQQHYcrmgJXVxJKVlG04Tf0wz1g1x9zEOVkm3NRJqTsP+SsV0oUH117GJlT/0nBJT+jR18F/U9ts9Bby+WHd2ONPx0DC+xaGepw6lRRYX4Z5gyXnkNCtIQkh4TYxxF9krBZFLmWWt/2NLHn0B4pqZ3587XXMzv+bKbkXk2lCqf6v8dhKdzAJ51uorjzZLTN1a6XB21L78zfRrrLTZIqZeBR52LEmBMtWzJG0T81mgpr4OfQUZJDvmpsX99KduRgjvc8gHHy09iP/Se4ohustmdC6vrmHNJaY68uNjfCE+gaH8EmnUqVLYbyjb9i5CwlDDcqc3yQL0gIIYRo36wZwxliycL32V9QVQWw5deaY3m7zOkGEjt1rrOuzWrhjOEZpHQbiDrxkUNiUZKuCRHEx8SS50hH726fyaGqQHLIJT2HhGgRSQ4JsY9ol51ThqYRkdwNAG11gD2s2e3Fhjt48/LRRCek8VfPpTiMKr42RvOXJcm8Pm87xHdHF2wMVvgHrcKKar5euYtpvb0AhKf3x9Jzknmw82gcNgs901PxYus4yaGyHSjt5z/FoxjZtzvjeyY2qlqUy0YlTizeupNDldV+4gj0KgpPICbcTrTLzpawAXg2/8YYyxrzWFdJDgkhhOhYYnqOIVkVk1QaSITk/jGUqiw/BwBbdEooQguZtFgXmyyZ7bbnkKfKTA7ZnJIcEqIlZLUyIerw+NlDYcFw+PIdc0iZatnincnRLr68aQIwAbKO5Pj0EYx/azUfLt7On7r2hNzAH+OGAb4qcHScX27+31/FqK7gu7IBVPsNTkorhfVAYi+wnYFe+REqkKQY1DmWol1RJFUWtNvlVIOqdAcAOUY890zp3+hqUU47Fbiw+CrN+RL2uX8rPD7i1J7kUDxgfjM4t7wHl3vmcmZEGEZkTywH8USaQgghRHOo9BEALDF6MbBrEtbdq2u+TfeU7DLfdLDfj2mxYawo6My44l/AU2auetaOeKoCX4a14MtcIYT0HBKifjGBLsPNHFJWrx5HgSuas0Z0ZnthFTnWdCjaDH4fLPgP+slB4KsO7jnbKV2Sg+WLP2P/7i7O+e00/pb0C52qt6GtTnN59u5HoO7Mhmhz4sfkKCcFOhJfeX6II28bRbu2ADBu2CAyExufMDSHlYVh0X7wefY7XubxEUtgsuqwOAC6xIfzbWkmAL2q16AyD29R7EIIIcRBKW0Yub3P4zbvlWyzdUPlrgHDoLLah60qH5+yN2suyoNZWmwYi6rSzI3dq0MbTB287j3JIVnKXoiWCFpySCn1ilIqVym1sta+oUqp35RSS5VSC5VSo4N1PiFaXeye5FBsqzR/3IBORDlt/FIYgzJ8ULwVvfZLVGUBFG1plXO2N3NnvIhC82fXP1liHczF7rfR239HJ/SscyLkxEgnRToKX1nHSA6tXbcWgBMOG9GkepFOGxU4zY065h0qd/uIVntPtp6ZGM4y3R1DmR1KJTkkhBCiQ7LaSTz3BUqjejCvPAXlrYCSbWzMLSeREryuhBb3KD/YpMWGscJnzgNZe5hde+H17EkOuUIbiBAHuWD2HHoNOH6ffQ8D/9RaDwX+EdgW4uAQ6DmkwoLccyggzGFlypBUZm43v+X4btZPkL3APFiwoVXO2Z58u2oX8Vkz2Ozqz+O338SwK5/H4S1Fbf8NS1LvOuskRjnNFcs6wJxDWmt2ZW+iQoXTJbVpcxuYcw4FHpCq91+xrMLjI4bAg1SgZ9ylh3XjuUvGQ6fB5v6uhzU7diGEEOJgZrEojhvQic93xZo7dq9m3a4yklQJKvLgXp6+OdJjXewkHsPigMLNoQ5nP4Yn8IWX9BwSokWClhzSWs8GCvfdDexZVicG2BGs8wnR6lzRaGd0q3YdvnBsV7KtZjdd/9L3UD63eeAQn6Da7fXzysef0c+yjYwjLkUpBZ0GYQw80yyQ2KfOeomRDop0FFb3vv+rOfSs2lGKq2oX1eGdmlzXabPgJjDuvo6eQ2UeH9GqAq1sNfNbJUU5mdwvBcuAU/F3PRxi0lsUvxBCCHEwO35gJ1Z4A78Lc1fx/ZrddLKW4ohp+u/lg11abBgaCxXhGe2yd7tRvSc5JHMOCdESrT3n0M3AI0qp7cCjwJ2tfD4hgkqd8DCMubrV2h+QFsMvd5+JdsVytHURBgrtjIL8Q7vn0HsLtnGkZxaGsmEffGbNfsuku9ARyfX2WkmKNHsO2atLwPC3VbhtSvu9aJ+HjxfnkKYKiUjq0uQ2lFIYjsC3Z/UMK4uhAr8rZv+u8YffjPWyL5oTuhBCCHHIGNstgbi4eHKtKVTvWMlPa/NIs5dhiexYK5WBmRwCKHSkodtlcqjKfCM9h4RokdZODl0L/Flr3Rn4M/ByfQWVUlcF5iVamJeX18phCdFIQ8+Dzq08VZZSkNATGwZrdVd8SQPQ+Yduz6Fqn8FLP29kqmM+9JwMEQl/HIzvjrplPXQ/os668RFmzyGFhqritgm4rX1wCf6Pr+GLFTvoYi/GEZfRrGa0PdJ8U12+37GKah8xqgKcrTNkUgghhDjYWSyKc0d1Zll1OiVbluH1+4jyFUMHHFYW7bIT5bSxy9rJXERF67oL1re/FXn9BlZ/IDlkkzmHhGiJ1k4OXQJ8HHg/Haj3r2yt9Uta65Fa65FJSR3vf7qiY1MJPQGY6+/HFtKgMJAcCsEv2db2yZJskstWk2TkYRlw+v4FGpjk0Wa14HHEmhuH6rxDxVsh60cKSyuI9RdCdDOHdzn3JIfqGFbm9hFNJSostvlxCiGEEIe4s0Z2ZgOdia3axoh4L0r7IKJjLWO/R1psGFv8SShPGVQV7V9g0esYTw4Gd2mbxlVa5SWMwCq/MqxMiBZp7eTQDmBPF4BJwKE9VkaI5gokh7JjRvBzQSyqIg+qitFf3or/1Sng2b/3x8HqkyU5nB+1BG2xQZ9957A/MB0W6Gl0qCaHvFXYPMWMtKwze0g1MzlkdZpzCdV175R7fMSqCizhsS0IVAghhDi0pUS7sKYOxq78/Dl5kbkzsqMmh1ysr443N+oaWrb5Zywl29C/vdCmcZVUeQlT1fgtjjpXuhVCNF4wl7J/F5gH9FFKZSulLgeuBB5TSi0D/g1cFazzCXFI6XU0uss4hk08hd9K4gB45s0P8C96HevWXzCmXwZ+X4iDbDmtNWt3ljJJz0d3OwLC4prchgo/9JNDAOdELDa3m5scckWZb+oaVubxEWOpRLXiZOtCCCHEoWD4sRewiQwO2/Yfc0eHTQ6FsaIi8NxWR3LI2L0aAD3v2UYP/dfZC/G8P43ql47B+9xhVL9zAf75LzUprpIqL06qMWzSa0iIlgrmamXnaa1TtdZ2rXWG1vplrfUcrfUIrfUQrfUYrfWiYJ1PiENK2jDUtK85dUwf/n7JKQCM2fkGNqOa6XoSlo3f4n/zdFj75UGdJMot85Dm3kiidweW/qc0qw17dGDY6SGeHJqkF5jb0WnNasYWtic5VP+E1MiwMiGEEKJBo3qm0n3ayyjDa+7owMPKVlUFkkPFW/c+6KtGFWyAXsdi8ZSif7ofynabw8+2/w7lubXKejA2/ED19CtR/5uMbfOPYLFhRKZi3bEI61e3Qnnj55/NK/MQhgct8w0J0WK2UAcghNhb154D0MrKaL2C6qjOfBB+C6uz0/lz9hdEv3ce/q4TsJ73DriiQx1qk63ZWcrx1gVoZUH1ndKsNpwxh3ZyyPBWYgWifYHra2ZyyOGKxEBhqXPOIS9RVIBLJqQWQgghDqjLWIwRl6GWvImK6nhL2QOkx4ZRQRg+VwK2fXsOFWahDB9LY49hYP9obAteggV/9AAy7OHow/+CdpdiWfwaFk8JNpsL77g/YT/yNqzOwBdaWT/Cm6dD/rpGT/y9u8xDtKrG4pCVyoRoKUkOCdHeWO0QlwmFWTiGnsM7R47j0W/iGT77GG5K+J0btr2A8epJWC6cDgfZA8q6XWVMtKzAmzoSR0Ris9qIjY6hSjuwledjD1JcHp+fn9bmMUBvJG3Vi1hHXAq9jg5S601gGFj9HvxaYVUabY9ANTOBExVmp1K7iKwjOeRzV2DDDzKsTAghhGgUy4mPwthrO2yv2z3L2VdEZBBduIW9lg/JNYeU3THHjzv2HG4fcRyDbdtJDLfiTO6BsfhtbD/9C60s+HpPwTfkfJbaBrF0l4f1MzdR5vYSZrfywDG9CAPIXQOZhzcqrtxSNyl4JDkkRBBIckiI9iixJxRmwaCzsFst3HliP0ZmxvOXD1ysJpJn8p+E58dhmfI49D4B7AdHV9oNOwq4zLIVR+ZJzW4jKdJJIVHElua1KDlU7fWzaP02fl2zhd2rZnOs72c6WwMjX23O0CSHfG4ANtt70NO3ER2Vhmpg9baGRDptVOAk3FO2//hhd7H5r/QcEkIIIRrHaoOkPqGOImTS48zkUJ61E9FF6/Y6VrJ1ORHaQo9+Q9ha4ufaX71AX+LC7RzbvxP9Mh8gKeFidnhcLCyNZu77BZR5lgGQHOUkOszOxtxyRmfGc54zCpW3bt/T12t3qZvxNh/KLskhIVpKkkNCtENq4JkYYQlYkvvW7Dumfwpf/GkCN7wTwXE58bxs/S+Z0y8FwHDFYTnzZeg5OUQRN453x3Ic+CBjZLPbSIxyUKSjiCzPb1I9rTVrd5WxeslcUle8QK/KJYxTJYwLHC9zxvOU+3QuSs0hLncNzUvJtFBgvqGtUcPpWbQRYpo3pAzM5FC5DiOuogjHPseUp8R800G//RRCCCFE06TFuBjTLZ4fdoTTw7LdnAPTav4puWP9Iuyk8o/ThpMc5WRbYSVLthXz07pcvlixk/cXbgfAanHTOU5x4qBUJvdLZkTXOBIinWitmfLMHF6ft5VzE/tA3lrzOczvBcPf4Jegu0s9RFl9YD/4plsQor2R5JAQ7dHgs7EMPnu/3Z3jw5l+zWE891Myp89J50jvL0zJ1BxZPQv9wcWoy7+FlAEhCPjAvH6DhOLlYAXSW5AcinRSqKPIqGjanEMzlubwzAdfMd3xT+xKsyluHAVdhtE9LQVHSh/CMsYy/fFf6FL+FqdVf7bXQ0+b8ZnJobLIbhj+DCyJvZrdVKTLxk4dT3pJ9n7HbHuSQzKsTAghhBCNoJTisbOH8NKTKSjtx1e0DVtcZ4o9mvDi9RTH9KNntJnE6ZoQQdeECE4blk61z6Dc48NnGMSGOXDY9l8PSSnFJeMyue2j5eQndSNp588AGJ9ciy7Mwnrlj1BPT+rdpW4iLNXSc0iIIAjaamVCiLbhsFn48zG9mXX7sUSOvpDLN03kGv1X/PZIjLfPgjqSAe3B5vwKBrGRKmdSsydZBjM5tEvH4yzbBlo3ut6aDVm86XyImDAH0TfOZujNH9L3jLtwjL0Cuk3AZrdzzRE9mFOShPJXQ9HmZsfYXIanEgCHKwKmfQOT7252W1FOG9k6CWvp/veD3VtqvpFhZUIIIYRopIy4cI4dPwYA4/lxGP/O4Md3n6AzuaT1GVFnHYfNQnyEg+QoV52JoT1OGZpGbLid2UUJqIpcKMlBrf0c647FsGNJvfVyyzyEq2qwy1L2QrSUJIeEOEjFhNv512kDefb8Yfya5+QK760YVaUYr50MpTtDHd5+1uwsZajaiLfT8Hq//WmMhEgHK3Q3wrxFULK90fVSt84knTxsF02HhB51ljlzRAY7HF3Mjdw1zY6xuSoqzKSNIywSS2xGi1aki3TZyNGJ2KvywOuu2e83NE5fmbkhw8qEEEII0QTjjziW3yMnMd17OLvCenDG9n9jUZqk7sNa1K7LbuWcUZ35Ylfg2Wf+i6hAj2q95K0661T7DAorqnFRDdJzSIgWk+SQEAe5KYPT+ODqcazSmVzqvR3Kd2O8eZo5Rrsd2bI9m26W3YR3H9Oidpw2K1n23uZGzuJG1fEbGnvZdtzWSEiv+5stMB9MnJ36mxt5a1sUZ3OUlZebcYRHtLitSKeZHAL26k1WUe0jRgVWMJNhZUIIIYRoAuWMpPd1H/Bs+HUcn38zGyzdzAPJ/Vvc9rVH9CDXabanF76CdkZj9D8dVkyvmZextrxyDwAO7ZGeQ0IEgSSHhDgEDEyP4b8Xj2SOuzvL+tyMJW9tuxpeprVmx+pfAbB1GdXi9goie+PD1mA349o251eQovNxh6cesGz39BSydRJGKHoOlZs9esLDo1rcVpTLRo5OMjdKttXsL3fXTg7JsDIhhBBCNE1MuJ0nzxlKWqdO+C+cgT7z1Xp7ZTdFbLiDK6YcToV2oqrL0b2OxTJqGspTCms+36/87lKzZ7TNcEtySIggkOSQEIeIwekxJEQ4+K003tzRhCFXrW3p9mLSylagUZDWsm7HADFRkWy1dcNoZM+h1TtLSVf5WOO6HLBsv9Qo1hkZeHeubmmYTVZVafYcCo9seXIo0mkne0/PoeI/7oWSKi/RVOK1RYLF2uLzCCGEEKLjGdM9ga9vnkjf7pmogWcErd3ThnVml6MrAPNsY9Bdx2PEdMU//z/7zTWZW+oGNFZflSSHhAgCSQ4JcYiwWBTjeybyTY7T3FG8reEKbejL+Su52Pot3i6Hg7PliY+u8eH8Xp2JzlkChnHA8qt3lJKm8glPyjxg2X6p0WzQGdiKs8wVy9rQnuRQVDCSQy4bu4jHwLpXonDdrjJiVAVaeg0JIYQQop1RSpHRZzg+bFz9Wxx3f7YGdfhNWHN+h6wf9iq7u9SDAx8KLckhIYJAkkNCHEIO75XI6opAYqGdJIfcXj99Vz1OtKrEcdLDQWnzL8f2Yb2tF1ZvGWU7Djw30KacXcSqikb1HOqZHMlGMrAaXijcFIxwG81TFUgORbU8ORRut2IoK2WOJHTx1pr9q3aUEKMqsYXHtfgcQgghhBDB5px8J+qCDzj38AG8MW8rr1dNwIjujP+H+8Aw8Ocshapidpe6ibRUm5VkQmohWkySQ0IcQib0SqQaOxWOpL2GEoXS/NlfMpUfyel7GaS0fLJCgE4xLs44+WQAXvng40C34joEehWV7AwkeWI7H7Btl91KVWwvcyOvbecdqq4yl7KPjGh5cshiUUQ6bBQ5OqGL/rgXVu0opZPDjZKVyoQQQgjRHsVlYu01mb+e2I9j+6fwr683ktXvOqw7l+B7YhDW/x6B/8kh9Nr0BpmRgQVYbK7QxizEIUCSQ0IcQlJjwuiZHEkOe/cWCZWNObl0nn0buSqR9FPvCWrbAwePxmcNI7F4GSc+PYd5WQVQkPXHahbrv0U/kEHh+l8Jq9ph7os5cHIIICytP24c6KxZQY35QHwec6JoizM4335FumzkW5NrhpVprVm1o5QEa5Ukh4QQQgjRrlksisfPGUqPpAjOmNuFkrgBGGHxVB/7MP6UwZye+xz/Mp4xC0vPISFaTJJDQhxiDu+ZyDp3LDrEw8qKKqpZ+Mr/0V3twHL681jDooN7AqsN1f0ILrB8yz95ntLXzoFnhlP9wkSqln6Enn4pyltB4dKvyFD5Zp1GJod6pifzlX8UesWHdS6d2lr2JIewBWfc/IC0aBYWR6LKdoLfR05xVWBC6gpZxl4IIYQQ7V6k08bbV4wlIzGGkbl/441Br+MfeQWOy2byP+fFDPCtMgvKnENCtJgkh4Q4xIzoGsc2IxFVkgOGP2RxzJ3zPWf7Pmdn7wtJHHxcq5zDeubLuEddz4n+WUy0reJl3wmUFOwibMY0qizh6NiuVG2aS09nMdpih8iURrXbLzWaD/xHYqkuhbVftErsdTGqq/BiA6stKO3dffIAcnQiSvvRpdms2lEKgMtfJsvYCyGEEOKgkBTl5L2rxjK2ewL3fbGGwx78gfd+384znin8knSuWShM5lIUoqWC8xeIEKLd6JcaxTydhNI+KNsJMRkhicORMx+L0qScfHfrncQZieukf2McfiMuh4uMTR5+2L2NyAVP8YbnSJ7tupiu6z7BlZwAvnSwNC4fPiAtmgW6HztVMvZfXiZh4FSUUq13HQG6uhKvcmIPUnud48OZMGoELIIfflvEKtsgHMqH1VcJMqxMCCGEEAeJmDA7b14+hoVbCnn023Xc8fEKAJb3u4XDT7salTo0tAEKcQiQnkNCHGIyEyLYbUk2N0I4KbVRugsvNiyRSa1+LktMKiosjuMGdOLcSaPpdvHz/O5O46l1sUSrKnqUL2z0kDKAxEgnz184iq9tk4jfPY+v7juDjU+fSuWrp+N77yL00nfBUxb8C/G58VqDO6Hi0WNHAvDDvAUsX7qQMfHmpNcyrEwIIYQQB5uRmfG8c8VYbj2uD1aLon9aDCp9eKO/ABRC1E96DglxiLFZLTgSMqEYczn7ruNCEoe1Ko8SaxyJbdDjZl8D0mI4Z2Rnfl3YA5xgqSpsUnII4LgBnfCm3oX7Pz8wpnoZefnhZOXbSHeUE792JsbXcVjOeRO6TYDKQlCqxV2aLb4q/E5ni9rYr81Ys+fY/Zb/YKnQfxyQYWVCCCGEOAhZLIrrj+rJFRO64bRZQx2OEIcMSQ4JcQiKS+sOxaCLt9L2qRmTy1OAOywhRGeHW47rwz1uL/7t8VjdhY1axn5f9vgu2O/cSDiQv6uMjxZsY/rCrQw21vGkfpXEN06jsuskIrf9BBmjUNO+ana81T4Du+HBCNJk1DXsLjxjb2Jrzg5e3hTLqT1tjIwpxdH9iOCeRwghhBCiDUliSIjgClpySCn1CjAFyNVaD6y1/0bgBsAHfKG1vi1Y5xRC1K1XehJ5q2KIzNtCKNZuKHV7iTOK8IV3CcHZTYmRTp69YAT6ndGw/usWz73Up1MU95wygGuP7MEj36Rz0tIMnrQ8wdAtv6DjMlC5q1rUfnFlNS6qwRbcYWUAzuPvpTdwdV45GXHhOGzS9VoIIYQQQgjxh2D+hfAacHztHUqpo4BTgcFa6wHAo0E8nxCiHv1So8nRiVTlbQ7J+bMLq0hSJViiOoXk/LWpzmPMN00cVlaflGgXj541hN/unUruae8zzP0fNmeeg3KXQFVRs9strvISpjxgDw9KnHXpnhQpiSEhhBBCCCHEfoL2V4LWejZQuM/ua4EHtdaeQJncYJ1PCFG/fp2iydZJWEu2gtYHrhBk2wvLiKcUZ2zjlo5vVf1PRXc7AtKGBbVZm9XCiYPTcDpdzCmIMncWbWl2e0UVZs8hi7P1kkNCCCGEEEIIUZfW/gq5NzBBKTVfKfWzUmpUfQWVUlcppRYqpRbm5eW1clhCHNpiwu1sdPQjxp2D/5u/tXmCKD93FzZlEJWQ3qbnrVNCD9QlM1tl6XaX3crkfsl8vj0wiXRLkkOVXlxUY3VIckgIIYQQQgjRtlo7OWQD4oCxwK3AB0rVvXSR1volrfVIrfXIpKTWX/paiEPdyozzmGE/Cetvz2J8+/c2PXdpbjYAYfFpbXreUDhhYCqrqwKrlBU2fxhfcWU1YXiwuyKCFJkQQgghhBBCNE5rJ4eygY+1aQFgAImtfE4hBDCyeyI3l51PQY8zUAv+Yy633kaqinYAoCLbwbCyVnZknyS0I5Jya2yLeg4VV3lxKa8kh4QQQgghhBBtrrWTQzOASQBKqd6AA8hv5XMKIYALxnQhNtzB0xWTUf5qWP1p0xpowVA0f9lu801kcrPbOFi47FYO75nIVp2CbtGwMrPnkM0ZivXlhBBCCCGEEB1Z0JJDSql3gXlAH6VUtlLqcuAVoLtSaiXwHnCJ1iGYHVeIDijKZeeaI3rw+pZYKqN7YCz/oPGVV3+Kfrg7lOQ0+bxaa1R5YO75DpAcAuifFs0GbwJGS4aVVXgJU9WoVlytTAghhBBCCCHqEszVys7TWqdqre1a6wyt9cta62qt9YVa64Fa6+Fa6x+DdT4hxIFdPK4riZEuPjUOx7JtLhRvq7tgdQXGF7dAuTkZvF7/DaqqEOOXx5p8zqJKLzFGEV6LCxyRLQn/oNG3UxTbdDKW0mzwe5vVRklFJTb8YJeeQ0IIIYQQQoi21drDyoQQIRTusPGXY3vzXIG5jLte9n7dBTd8h+X3/8KK6Wa57N8BUIvf2DuhlLce38I38c5/GQqy6mwqu6iSRFWCNywJ6p5//pDTp1M023UyShtQsr1ZbRSXlplvJDkkhBBCCCGEaGOSHBLiEHfOyM6kZ/blNwaif34YY8VH+xfaNg8AY9NPUFWEJX89jJwGSmF8dw+U7cI/70X0C+OxfX4D9q/+D+OTa+s838qcUpIoRnWQIWUAXeLD2WlJNTeaOe9QWVmJ+UaSQ0IIIYQQQog2JskhIQ5xFoviwamDucl3ExvtvbF8NA1jwct7lTG2mskhtfVX2DYfgMdy+rOj10VYVn0Ej/XB+s3t+LsdCTcshIm3Ycme/0fvocJNYPgBmLepgFRrKa641La6xJCzWhT2xO7mRjPmHTIMTXl5ublhk+SQEEIIIYQQom1JckiIDqBbYgSXHTOCk0tuYVfKEaivb4PsReZBTxlq9wpI6oeqrqBo1jP4teK1LXEcvvQobo18kFcir+Lp6Fs4r/xmnloKesQlaBQsew+2zkM/PRz94/1orZmXVUCytbRDLGNfW1JqV6qxNavnUEFFNQ7tMTek55AQQgghhBCijUlySIgO4orDu9ErPZHzC6bhi+iEf/pl4C6B7N/NuXIm3oJGEbdzDlusXfnujin89cQB7IgdxvcxU/kt6hiq/Zonvl/Pw/PK0d2OxFj2Lv6Zf0Kh0QtfZtOOfIrLK4jyl3SYlcr26J0aw1YjBc/G2eD3NalubpkbF9XmhqxWJoQQQgghhGhjkhwSooOwWS08NHUwWysdvJDwVyyl2fhn3GD2/FEW3inqy0ojE4C0QRPpFOPiyondefuKsbxzpfmacf14LhjThRdmZfFk3ggsJduxFqyHCX/B4i4m79fXSaDUPGEHSw71S43mBd/JOHOX4v/hX02qm1vqIYw9PYdcrRCdEEIIIYQQQtRPkkNCdCAD0mK4/sgePL42lrX9b8K6diaVvzzLKqMrf/1yK9tjRwMQljm2zvpKKf516kCuO7IHy6MmUKKi+MQ/nhcs5+PvNJguG17nqMjA6mYdbFhZn05RfGxMZE3a6VjnPole+2Wj6+4udROmpOeQEEIIIYQQIjQkOSREB3Pj5F4MSo/hvFVjmKOHEK4rqeo0ipcuGsFxZ1+LjkqD7kfWW99iUdx2fF9eu/pIwm5ezM/9/slD36zjJc9xpHm38aDvYXM+ovgebXdR7UBipJPESAcvhF2NP2UQ+pNrGj059e5Szx/DymzSc0gIIYQQQgjRtiQ5JEQHY7daeOKcoXj88FLCbVR2nsioKVdx7IBOWDOGof6yBmLSG9WWIyaZx88dyd9O6seb5SO5z3sBvw19CHXTMkju28pX0v6cPiydmasKeafrfQD43r8Yz89PUP3a6bBzWb31dpe5SXSaq71JzyEhhBBCCCFEW7OFOgAhRNvrmRzJnNuPIibMjs06pUVtWSyKKyZ05+JxmSzeNopRmfFgUUGK9OByxwn9yCvz8PfZOwgb/DfOXH8rtt3L0RYH/s/+jPWK78Gyf04+t9TDQJcBVchqZUIIIYQQQog2Jz2HhOigEiKd2KzB+1+Aw2ZhbPcErB00MQRgtSgePWsIZ4/M4Jbl6VzteICVZ86Gk5/AumMResUHULYL34pPwDBq6uWWuUl0BbYlOSSEEEIIIYRoY5IcEkKIILJZLTx85hDeu2osa2z9OG/6LlYlnYS/0xD0l7dhPDkY20eX7rWi2e5SN/F2n7khySEhhBBCCCFEG5PkkBBCtIKx3RN496qxRIfZufjVhfzW5w404O13Br6BZ2P99XGMZR/gNzR5ZR5iHYGeQzIhtRBCCCGEEKKNyZxDQgjRStJjw3j7ijFc9trvXPBNNemxr/HvwYM4onsMvpLtWD+9ltJtK7Dr4cTYvGhbGEp13GF5QgghhBBCiNCQnkNCCNGKMhMj+P7/juC/F48k0mnj0lcX8NiPm1Hnvou33xnELnqamY6/Ee/PkyFlQgghhBBCiJCQ5JAQQrQyq0VxTP8UZlw/nrNHdOaZHzdywdtrKT7uGRYf/hJd1W5St38pySEhhBBCCCFESEhySAgh2kiYw8pDZw7msbOGsGx7CSc+/QtvFfThT94b0Moi8w0JIYQQQgghQkLmHBJCiDY2dUQGgzNiuO7txXy8JAcYRfVp/8PuLUdmHBJCCCGEEEK0NUkOCSFECPRKieLTG8Zz72erKaioxjlkZKhDEkIIIYQQQnRQQUsOKaVeAaYAuVrrgfscuwV4BEjSWucH65xCCHEwC3fYeHDq4FCHIYQQQgghhOjggjnn0GvA8fvuVEp1Bo4BtgXxXEIIIYQQQgghhBAiCIKWHNJazwYK6zj0BHAboIN1LiGEEEIIIYQQQggRHK26WplS6hQgR2u9rBFlr1JKLVRKLczLy2vNsIQQQgghhBBCCCFEQKslh5RS4cBdwD8aU15r/ZLWeqTWemRSUlJrhSWEEEIIIYQQQgghamnNnkM9gG7AMqXUFiADWKyU6tSK5xRCCCGEEEIIIYQQTdBqS9lrrVcAyXu2AwmikbJamRBCCCGEEEIIIUT7EbSeQ0qpd4F5QB+lVLZS6vJgtS2EEEIIIYQQQgghWkfQeg5prc87wPHMYJ1LCCGEEEIIIYQQQgRHq65WJoQQQgghhBBCCCHaN6W1DnUM+1FK5QFbQx2HaJcSAZm3SjRE7hHRELk/REPk/hAHIveIaIjcH6Ihcn+IhrTl/dFVa73fEvHtMjkkRH2UUgu11iNDHYdov+QeEQ2R+0M0RO4PcSByj4iGyP0hGiL3h2hIe7g/ZFiZEEIIIYQQQgghRAcmySEhhBBCCCGEEEKIDkySQ+Jg81KoAxDtntwjoiFyf4iGyP0hDkTuEdEQuT9EQ+T+EA0J+f0hcw4JIYQQQgghhBBCdGDSc0gIIYQQQgghhBCiA5PkkBBCCCGEEEIIIUQHJskh0WqUUscrpdYppTYqpe7Y59iNgWOrlFIP11M/Xin1nVJqQ+DfuMD+Y5RSi5RSKwL/Tqqnfjel1PxA/feVUo7AfqWUejoQ13Kl1PBgX7s4sPZ6fwSOHamUWho4/8/BvG7ReO3gHrkhcG6tlEqstf+CwP87liul5iqlhgTzukXjtOP7I0Yp9ZlSalng/JcF87pF47Ti/TE68PthaeBnfHo99eUZpB1rr/dH4Jg8g7QD7eAekWeQdqwd3x8tewbRWstLXkF/AVYgC+gOOIBlQP/AsaOA7wFnYDu5njYeBu4IvL8DeCjwfhiQFng/EMipp/4HwLmB9y8C1wbenwh8BShgLDA/1J9XR3u18/sjFlgNdGno/PLqEPfIMCAT2AIk1tp/GBAXeH+C/D9E7o997o+/1morCSgEHKH+zDrSq5Xvj3DAFnifCuTu2d6nvjyDtNNXO78/YpFnkJC/2sk9Is8g7fTVzu+PFj2DhPzDldeh+QLGAd/U2r4TuDPw/gPg6Ea0sQ5IDbxPBdbVUUYBBXv+A9xnf36t/7hq4gH+A5xX13nkJfcHcB1wX6g/o47+CvU9sk+ZvX7x7nMsjnqSB/LqmPdHIJbnA3W7ARsBS6g/s470asP7oxuwm30e3OUZpH2/2vn9Ic8g7eAV6ntknzLyDNLOXu35/mjpM4gMKxOtJR3YXms7O7APoDcwIdCd9mel1Kh62kjRWu8ECPybXEeZqcASrbVnn/0JQLHW2lfH+RuKTbSN9nx/9AbilFKzlDmk5OImXZkIllDfI411OWYvANG22vP98SzQD9gBrABu0lobTagvWq5V7w+l1Bil1CrMn+81tX6X7CHPIO1be74/5BmkfQj1PdJY8gwSGu35/mjRM4itCScSoilUHft04F8bZqZ7LDAK+EAp1V0H0p2NPoFSA4CHgGObeP6Gjom20Z7vDxswApgMhAHzlFK/aa3XN+X8osVCfY80pv5RmA9mhzenvmiR9nx/HAcsBSYBPYDvlFK/aK1Lm9iOaL5WvT+01vOBAUqpfsDrSqmvtNbuRp5fnkFCrz3fH/IM0j6E+h45cIDyDBJK7fn+aNEziPQcEq0lG+hcazsDM4O559jH2rQAMIBEpdSrgcm3vgyU262USgUI/Ju7pzGlVAbwCXCx1jqrjvPnA7FKqT0J0H3PX19som209/vja611hdY6H5gNDGnh9YqmC/U90iCl1GDgf8CpWuuCptYXLdae74/Lap1/I7AZ6NvENkTLtOr9sYfWeg1QgTk3VW3yDNK+tff7Q55BQi/U90iD5Bkk5Nrz/dGiZxBJDonW8jvQS5mrMTiAc4GZgWMzMLOZKKV6Y07kla+1vkxrPVRrfWKg3EzgksD7S4BPA3VigS8wx3b+WtfJA9nZn4Az960faPdiZRoLlOzp1ifaTHu+Pz7F7A5qU0qFA2OANS2+YtFUIb1HGqKU6gJ8DFwk3+aGTLu9P4BtmN/6o5RKAfoAm5rRjmi+1rw/uu35o14p1RXz57ul9snlGaTda8/3hzyDtA8hvUcaIs8g7UK7vT9o6TOIbgeTOsnr0HxhrsixHnM297tq7XcAbwErgcXApHrqJwA/ABsC/8YH9v8NM4u6tNZrv5ngMWeQX4A5Edd0/pg1XgHPBeJaAYwM9WfVEV/t9f4IHLsVc7WQlcDNof6sOuqrHdwjf8L8BsiH+Y3Q/wL7/wcU1aq7MNSfVUd8teP7Iw34NvD7ZSVwYag/q474asX74yJgVeC+WAycVk99eQZpx6/2en8EjskzSDt4tYN7RJ5B2vGrHd8fLXoGUYFGhBBCCCGEEEIIIUQHJMPKhBBCCCGEEEIIITowSQ4JIYQQQgghhBBCdGCSHBJCCCGEEEIIIYTowCQ5JIQQQgghhBBCCNGBSXJICCGEEEIIIYQQogOT5JAQQgghhBBCCCFEBybJISGEEEIIIYQQQogOTJJDQgghhBBCCCGEEB2YJIeEEEIIIYQQQgghOjBJDgkhhBBCCCGEEEJ0YJIcEkIIIYQQQgghhOjAJDkkhBBCCCGEEEII0YFJckgIIYQQQgghhBCiA5PkkBBCCCGEEEIIIUQHJskhIYQQQgghhBBCiA5MkkNCCCFEO6WUylRKaaWUrRFlL1VKzWmjuMYrpTYopcqVUqe1xTnFH5RSXQKfvTWYZYMQV5vdg0IIIYQILkkOCSGEEEGglNqilKpWSiXus39pIMGTGaLQaieZygOvLUqpO1rQ5L3As1rrSK31jCCF2SEEI4Gitd4W+Oz9wSzblpRS9yil3gpie5cqpfy17vE9r7QWtpuolPpVKVWglCpWSs1TSo0PVtxCCCFEeyHJISGEECJ4NgPn7dlQSg0CwkIXzn5itdaRmDH+Qyl1fFMq1+rB1BVY1ZwAGtMLqqNri14+h6h5gURY7deOFrZZDkwDkoA44CHgM7mPhRBCHGokOSSEEEIEz5vAxbW2LwHeqF1AKRWjlHpDKZWnlNqqlPqbUsoSOGZVSj2qlMpXSm0CTqqj7stKqZ1KqRyl1H3NSSRoredhJncGBtqdppRao5QqUkp9o5TqWuucWil1vVJqA7BBKZUFdMf8A7lcKeVUSqUppWYqpQqVUhuVUlfWqn+PUupDpdRbSqlS4FKl1KxA7HMDbXymlEpQSr2tlCpVSv1eu6eVUuoppdT2wLFFSqkJ+7T/QeAzLVNKrVJKjax1vLNS6uPA512glHq21rF6r3tfSqlTAm0XB+LvV+vYFqXULUqp5UqpEqXU+0opVx1t9ANeBMYFrrs4sP81pdQLSqkvlVIVwFFKqZOUUksC17xdKXVPrXb2Gm4YiOdfgR4uZUqpb1WgB1tTygaOXxy4LwuUUn8PXNvR9XwmCYGfe6lSagHQY5/jdf7clJmU/CtwTuBzWBbYf1ng51GmlNqklLq6vp9HUyilegTuzeGB7TRl/jd2ZK3P5AGl1ILAz+9TpVQ8gNbarbVep7U2AAX4MZNE8cGITQghhGgvJDkkhBBCBM9vQLRSqp8ykzbnAPsOnXkGiMFMsByBmUy6LHDsSmAKMAwYCZy5T93XAR/QM1DmWOCKpgSoTOOBAcASZc4Z9FfgDMzeEb8A7+5T7TRgDNBfa90D2AacHOiZ4QmUzwbSAjH/Wyk1uVb9U4EPgVjg7cC+c4GLgHTMpMI84FXMP7rXAHfXqv87MDRw7B1g+j7Jl1OA9wLtzwSeDVyrFfgc2ApkBs71XuBYY657z2fWO3Ds5kDZLzGTY45axc4Gjge6AYOBS/dtR2u9BriGP3q4xNY6fD5wPxAFzAEqMO+NWMwk4bWq4fmdzse8j5IBB3BLU8sqpfoDzwMXAKmY92l6A+08B7gDZacFXrXV+XPTWn8N/Bt4P/A5DAmUz8W8/6MD8T2xJ6ETiK9YKXV4A/HUSWudBdwOvK2UCse8z17TWs+qVeziQPxpmP+NPV27DaXU8sC1zgT+p7XObWocQgghRHsmySEhhBAiuPb0HjoGWAvk7DlQK2F0p9a6TGu9BXgMM0kCZoLhSa31dq11IfBArbopwAnAzVrrisAfp09gJlkaKx8oBP4H3KG1/gG4GnhAa71Ga+3D/KN96D69aB7QWhdqrav2bVAp1Rk4HLg90MtiaaD9i2oVm6e1nqG1Nmq18arWOktrXQJ8BWRprb8PxDAdM/kFgNb6La11gdbap7V+DHACfWq1P0dr/WVgXp03gT3JhtGYf+zfGvjM3FrrPfP9NOa69zgH+EJr/Z3W2gs8ijlc8LBaZZ7WWu8I/Nw+w0yKNMWnWutfA5+RW2s9S2u9IrC9HDM5dUQD9V/VWq8PfL4fHOD89ZU9E/hMaz1Ha10N/APQdTUQuJenAv8IfLYrMZOXNRrxc2Of8l8E7gmttf4Z+BaYUOt4bK2fX13GBhJIe15Zter+F9gAzMdMZt21T903tdYrtdYVwN+Bs1WtXnla68GYSavzMZN3QgghxCFFxksLIYQQwfUmMBuzB8kb+xxLxOypsbXWvq380TsjDdi+z7E9ugJ2YKdSas8+yz7lDyQxkAiprSvwlFLqsVr7VCCmPedv6BxpQKHWumyfuEfW2q6r/u5a76vq2I6sCUapv2D2kErDTFZEY36We+yq9b4ScAWGUXUGttZxzdC4694jrfY+rbWhlNrO3r1q9o2hqRMh7/UZKaXGAA9iDv1zYCZWpjdQf9/zR9ZXsIGye91/WutKpVRBPW0kYT5H1ne/Nubnxj7lT8DsMdYb894OB1Y0cB37+k1r3VDPov9i9vy5KtDjrbZ9r8MeiLXmvtRau4F3A0PflmqtlzUhNiGEEKJdk55DQgghRBBprbdiTkx9IvDxPofzAS9mYmKPLvzRu2gnZkKj9rE9tgMezARPbOAVrbUe0MKQtwNX12ozVmsdprWeW/uyGqi/A4hXSkXtE3dOre2G6jcoME/N7Zi9quICQ7FKMBM5B7Id6KLqnjy4Mde9xw5q/cyUmZ3rzN7X2Fj1fRb77n8HM5HRWWsdgzlXUWOuuSV2Ahl7NpRSYUBCPWXzMIdf1Xm/NuLnttf1KqWcwEeYvbJSAuW/JEjXrJSKBJ4EXgbu2TOnUC37XocX87/Xutgxh4UKIYQQhwxJDgkhhBDBdzkwKTBEpUZg2NMHwP1KqajAEKb/4495iT4A/qSUylBKxQF31Kq7E3OYzWNKqWillCUw0W5DQ40a40XgTqXUAKiZ9PqsxlbWWm8H5gIPKKVcSqnBmNf/dsM1Gy0KMwmRB9iUUv/A7IHSGAswEx4PKqUiAvHtWYa8Kdf9AXCSUmqyUsoO/AUzUVdXIulAdgMZ+8xXVJcozB5ZbqXUaMzhTK3tQ+BkpdRhgfj+ST3JmcC9/DFmoiU8MF/RJbWKHOjnthvIVIHJ2Pmjd1Qe4Av0Ijo2eJfGU8AirfUVwBeYP//aLlRK9Q/MSXQv8KHW2q+UGquUOlwp5VBKhSmlbgdSMIenCSGEEIcMSQ4JIYQQQRaYN2VhPYdvxJxseBPm3CXvAK8Ejv0X+AZYBixm/55HF2P+Eb0aKML8Yz61hbF+grk893vKXE1sJebcRk1xHuaEzzuAT4C7tdbftSSuWr7BnJNoPeZwHzeNHEoXSGCcjDmB9zbMSbPPCRxr9HVrrdcBF2JOJp4faPPkwLw8TfUj5kpxu5RS9fVMAbgOuFcpVYY5988HzThXk2itV2Hen+9hJtXKMCeJ3ncI1h43YA5J2wW8hjnR8x4H+rntGSJXoJRaHBiW+CfM6yzCTIbNrH2ywMpmE6jfnlXgar9GKaVOxZws/JpAuf8DhiulLqhV983ANewCXIFYwExYPQcUYPYUOxE4SWu9o4E4hBBCiIOO0rrZPb2FEEIIIcQhKjAUqxjopbXeHOJwWo1Sahbwltb6f6GORQghhAgV6TkkhBBCCCEAUEqdHBgmFoE5/88KYEtooxJCCCFEa5PkkBBCCCGE2ONUzOGBO4BewLlaupkLIYQQhzwZViaEEEIIIYQQQgjRgUnPISGEEEIIIYQQQogOzBbqAOqSmJioMzMzQx2GEEIIIYQQQgghxCFj0aJF+VrrpH33t8vkUGZmJgsX1rcCsBBCCCGEEEIIIYRoKqXU1rr2y7AyIYQQQgghhBBCiA7sgD2HlFIuYDbgDJT/UGt9t1LqEeBkoBrIAi7TWhfXUX8LUAb4AZ/WemTQohdCCCGEEEIIIYQQLdKYnkMeYJLWeggwFDheKTUW+A4YqLUeDKwH7mygjaO01kMlMSSEEEIIIYQQQgjRvhyw55A217ovD2zaAy+ttf62VrHfgDODH54QQgghhBBCCBEaXq+X7Oxs3G53qEMRoklcLhcZGRnY7fZGlW/UhNRKKSuwCOgJPKe1nr9PkWnA+/VU18C3SikN/Edr/VI957gKuAqgS5cujQlLCCGEEEIIIYRoNdnZ2URFRZGZmYlSKtThCNEoWmsKCgrIzs6mW7dujarTqAmptdZ+rfVQIAMYrZQauOeYUuouwAe8XU/18Vrr4cAJwPVKqYn1nOMlrfVIrfXIpKT9VlUTQgghhBBCCCHalNvtJiEhQRJD4qCilCIhIaFJPd6atFpZYMLpWcDxgRNeAkwBLggMP6urzo7Av7nAJ8DoppxTCCGEEEIIIYQIFUkMiYNRU+/bAyaHlFJJSqnYwPsw4GhgrVLqeOB24BStdWU9dSOUUlF73gPHAiubFKEQQgghhBBCCCGEaDWN6TmUCvyklFoO/A58p7X+HHgWiAK+U0otVUq9CKCUSlNKfRmomwLMUUotAxYAX2itvw76VQghhBBtxOPzhzoEIYQQQnQgSikuuuiimm2fz0dSUhJTpkwJYVQHFhkZecAy99xzD48++miDZWbMmMHq1auDFZaoR2NWK1sODKtjf896yu8ATgy83wQMaWGMQgghRLuwMqeEs16cxxf9viXTWYZl6n9DHZIQQgghDnERERGsXLmSqqoqwsLC+O6770hPTw9JLD6fD5utUetaBc2MGTOYMmUK/fv3b9PzdjRNmnNICCGE6Ki8foPbPlxOpm8T3da/gspeEOqQhBBCCNFBnHDCCXzxxRcAvPvuu5x33nk1xyoqKpg2bRqjRo1i2LBhfPrppwBs2bKFCRMmMHz4cIYPH87cuXMB2LlzJxMnTmTo0KEMHDiQX375Bdi7p8+HH37IpZdeCsCll17K//3f/3HUUUdx++23k5WVxfHHH8+IESOYMGECa9euBWDz5s2MGzeOUaNG8fe//73ea7n//vvp06cPRx99NOvWravZ/9///pdRo0YxZMgQpk6dSmVlJXPnzmXmzJnceuutDB06lKysrDrLiZZr25SfEEIIcZB6cVYWq3eW8Kb9bRQa7fOEOiQhhBBCtKF/fraK1TtKg9pm/7Ro7j55wAHLnXvuudx7771MmTKF5cuXM23atJqkzv3338+kSZN45ZVXKC4uZvTo0Rx99NEkJyfz3Xff4XK52LBhA+eddx4LFy7knXfe4bjjjuOuu+7C7/c3Krmyfv16vv/+e6xWK5MnT+bFF1+kV69ezJ8/n+uuu44ff/yRm266iWuvvZaLL76Y5557rs52Fi1axHvvvceSJUvw+XwMHz6cESNGAHDGGWdw5ZVXAvC3v/2Nl19+mRtvvJFTTjmFKVOmcOaZZwIQGxtbZznRMpIcEkIIIQ5gybYi3vxhIZ/FvcygqpWUW2OI8DV+aVAhhBBCiJYYPHgwW7Zs4d133+XEE0/c69i3337LzJkza+bucbvdbNu2jbS0NG644QaWLl2K1Wpl/fr1AIwaNYpp06bh9Xo57bTTGDp06AHPf9ZZZ2G1WikvL2fu3LmcddZZNcc8HvMLs19//ZWPPvoIgIsuuojbb799v3Z++eUXTj/9dMLDwwE45ZRTao6tXLmSv/3tbxQXF1NeXs5xxx1XZyyNLSeaRpJDQgghRAPcXj83v7eE55zPM6B6Hc+HX0s3ax7Hu788cGUhhBBCHDIa08OnNZ1yyinccsstzJo1i4KCgpr9Wms++ugj+vTps1f5e+65h5SUFJYtW4ZhGLhcLgAmTpzI7Nmz+eKLL7jooou49dZbufjii/da+tzt3vtLsIiICAAMwyA2NpalS5fWGWNjlk+vr8yll17KjBkzGDJkCK+99hqzZs1qUTnRNDLnkBBCCNGAN+ZtoU/xbEbp5ehj/sXC5KmU+Kzgc4PWoQ5PCCGEEB3EtGnT+Mc//sGgQYP22n/cccfxzDPPoAPPJUuWLAGgpKSE1NRULBYLb775Jn6/ueLq1q1bSU5O5sorr+Tyyy9n8eLFAKSkpLBmzRoMw+CTTz6pM4bo6Gi6devG9OnTATMxtWzZMgDGjx/Pe++9B8Dbb79dZ/2JEyfyySefUFVVRVlZGZ999lnNsbKyMlJTU/F6vXvVj4qKoqys7IDlRMtIckgIIYSoR6nby39/Wsu/wt7Dl9AX66jLSYhwUFxtRWkDDF+oQxRCCCFEB5GRkcFNN9203/6///3veL1eBg8ezMCBA2smg77uuut4/fXXGTt2LOvXr6/p/TNr1iyGDh3KsGHD+Oijj2rafPDBB5kyZQqTJk0iNTW13jjefvttXn75ZYYMGcKAAQNqJsB+6qmneO655xg1ahQlJSV11h0+fDjnnHMOQ4cOZerUqUyYMKHm2L/+9S/GjBnDMcccQ9++fWv2n3vuuTzyyCMMGzaMrKysesuJllG6HX7rOXLkSL1w4cJQhyGEEKKDe+zbdZT9/Cz32N9AX/gxqudkHvp6LcavT3On9W24MxucUaEOUwghhBCtZM2aNfTr1y/UYQjRLHXdv0qpRVrrkfuWlZ5DQgghRB3yyjy8O2c1/+ecia/rBFSPSQAkRDioNOxmoVZYsazM7eXTpTlUVkuvJCGEEEII0TYkOSSEEELU4bmfNnKB8QXRRjG2Y+6BwOSJiZFOPASSQ96qoJ7zi+U7OeXhz1gz/V4efeE/VFQFP/kkhBBCCCHEvmS1MiGEEGIfO0uq+Gr+Sn52foG/1xSsGX/0vE2MdOLRwe85NHtdLm++/y7vOl+gkz0Xit7jt2e/Z+ytdU8IKYQQQgghRLBIzyEhhBBiHy/N3sRVlhk4tRvr5L/vdSwh0oEHh7nhc9dRu+m27Mgl6p2TeM/+TxLCLBiXfMmq5JMZXv4zSzZs3a+812+QWxqccwshhBBCCCE9h4QQQohaCso9fLpgPb/ZvscYdA7W5L1XwUiMdOImeD2HvH6D6e/+j1vVevLH3kniUTeAM5Iex/pxvPUZs776gPj466jw+Cmo8LBoaxEf/L6d/AoPv51cQnzP0ZDQo8VxCCGEEEKIjkuSQ0IIIUQtr/y6mVHGMhy6GoZdsN/xuHA71UHsOfTCrCz6FM/GHRZP4rG3gsUKgKvbYbhtUWTkzmbSI30wUOhAh9+hnRz8pfI54r+aA6OuhJMebXEcQgghhBCi45JhZUIIIURASZWXN+Zu5eL4tRjOGOgydr8yNqsFhyvM3Ghhcii31M3/Zq3lGNsyHAOm1CSGALDasPU+llNcS1kacyvL4v/K1+PXs2zMT3xYdQVTrXPwKgdU5LYoBiGEEEK0b7t37+b888+ne/fujBgxgnHjxvHJJ60/J+HChQv505/+FJS2jjzySPr06cOQIUMYP34869atC0q7wRTMGF977TVuuOEGAF588UXeeOONestu2bKFd955p2Y7mJ97U0hySAghhAh467etlHuqGeX9HXpOBqu9znLh4RHmmxYOK3vyhw2MMFYSpiux9Juy33FbvxNx+kpxhUcQ5nLRd9E9RK94DV/GWO6Ie5z1tt7oivwWxSCEEEKI9ktrzWmnncbEiRPZtGkTixYt4r333iM7O7vVzz1y5EiefvrpoLX39ttvs2zZMi655BJuvfXW/Y77/f6gnau5WiPGa665hosvvrje4/smh4L9uTeWJIeEEEIIYHepm5dmb+LSzCIc7nwsfU6ot2x42J7kUPN7DpV7fLz/+zZujfsZbQ+HbkfsX2jAGfjOeRf7db9iv34evitno+7cjuui94nqOY5sTziGJIeEEEKIQ9aPP/6Iw+HgmmuuqdnXtWtXbrzxRsBMLEyYMIHhw4czfPhw5s6dC8CsWbOYMuWPL55uuOEGXnvtNQDuuOMO+vfvz+DBg7nlllsAmD59OgMHDmTIkCFMnDhxvzYWLFjAYYcdxrBhwzjssMNqetW89tprnHHGGRx//PH06tWL22677YDXNHHiRDZu3AhAZGQk//jHPxgzZgzz5s3j8ccfZ+DAgQwcOJAnn3yyps4bb7zB4MGDGTJkCBdddBEAeXl5TJ06lVGjRjFq1Ch+/fVXAH7++WeGDh3K0KFDGTZsGGVlZezcuZOJEycydOhQBg4cyC+//NLsGN966y1Gjx7N0KFDufrqq2sSRq+++iq9e/fmiCOOqIkF4J577uHRR80pADZu3MjRRx/NkCFDGD58OFlZWdxxxx388ssvDB06lCeeeGKvz72wsJDTTjuNwYMHM3bsWJYvX17T5rRp0zjyyCPp3r17UJJJMueQEEKIDs3YOAt3/mYeXBqHx+fkxqSl6FwbqufR9daJiIiAPFqUHNpZXMXl6jP6l8/Df8z9WO2u/QtZLNj6nVizaUsfUvN+eJc48udFYZRnYd2/ZqvTWrNoaxFKKUZ0jQtBBEIIIUQb++oO2LUiuG12GgQnPFjv4VWrVjF8+PB6jycnJ/Pdd9/hcrnYsGED5513HgsXLqy3fGFhIZ988glr165FKUVxcTEA9957L9988w3p6ek1+2rr27cvs2fPxmaz8f333/PXv/6Vjz76CIClS5eyZMkSnE4nffr04cYbb6Rz5871xvDZZ58xaNAgACoqKhg4cCD33nsvixYt4tVXX2X+/PlorRkzZgxHHHEEDoeD+++/n19//ZXExEQKCwsBuOmmm/jzn//M4YcfzrZt2zjuuONYs2YNjz76KM899xzjx4+nvLwcl8vFSy+9xHHHHcddd92F3++nsrKy3vgainHNmjU89NBD/Prrr9jtdq677jrefvttjjnmGO6++24WLVpETEwMRx11FMOGDduv3QsuuIA77riD008/HbfbjWEYPPjggzz66KN8/vnngJmU2+Puu+9m2LBhzJgxgx9//JGLL76YpUuXArB27Vp++uknysrK6NOnD9deey12e9293htDkkNCCCE6NP3p9YSXZfOwtnLymOeJXf4+Rr/TsIbH11vHGYSeQ/mFhdxq+4Dc9GNIPuz6Jtcf3jWO94nC6i4CwwBL23QGNgzNd2t28+LPWSzZVozVonj87CGcOjS9Tc4vhBBCdGTXX389c+bMweFw8Pvvv+P1ernhhhtYunQpVquV9evXN1g/Ojoal8vFFVdcwUknnVTTQ2X8+PFceumlnH322Zxxxhn71SspKeGSSy5hw4YNKKXwer01xyZPnkxMTAwA/fv3Z+vWrXUmhy644ALCwsLIzMzkmWeeAcBqtTJ16lQA5syZw+mnn25+CQecccYZ/PLLLyilOPPMM0lMTAQgPt58Rvv+++9ZvXp1TfulpaWUlZUxfvx4/u///o8LLriAM844g4yMDEaNGsW0adPwer2cdtppDB06tM7P50Ax/vDDDyxatIhRo0YBUFVVRXJyMvPnz+fII48kKSkJgHPOOWe/n0VZWRk5OTmcfvrpALhcdXwxuI85c+bUJOEmTZpEQUEBJSUlAJx00kk4nU6cTifJycns3r2bjIyMA7ZZH0kOCSGE6LC04UeX7eQj/wSODtvAUUtuRPmrYdx1DdYLCws337RgzqHSgh3YlR/6nABKNbl+SrQLjz0OizagqggiEpodS2OtzCnhzo9XsCKnhMw4B09N8ONY+T4DP/4TX+W/yAlH/9HbqsLjY8GWQhZsLiQtxsVpw9KJcjX/2ywhhBAi5Bro4dNaBgwYUJMcAHjuuefIz89n5MiRADzxxBOkpKSwbNkyDMOoSTjYbDYMw6ip53a7a/YvWLCAH374gffee49nn32WH3/8kRdffJH58+fzxRdfMHTo0JreKXv8/e9/56ijjuKTTz5hy5YtHHnkkTXHnE5nzXur1YrP56vzWt5+++2auPdwuVxYrWYfaK11nfW01qg6npUMw2DevHmEhYXttf+OO+7gpJNO4ssvv2Ts2LF8//33TJw4kdmzZ/PFF19w0UUXceutt9Y5D1BjYrzkkkt44IEH9iozY8aMOmPc9zqaqq46e87T2M+9sWTOISGEEB3W76s3YMNP5wHjiT77eZS/Gn/6KMgY0WA9VyA55Kuuava5y4sLAIiKTWx2G/6wQEKosnXnHVq/u4zLX/udKc/MYWeJm9eP8vCDvpJTf7+I4zzfkmopJGfW/zj3pXkc8/jPTHp0FkPv/ZbLXv2d/87eyP9m/sC0B19lZU5Jq8YphBBCHGomTZqE2+3mhRdeqNlXe0hUSUkJqampWCwW3nzzzZr5b7p27crq1avxeDyUlJTwww8/AFBeXk5JSQknnngiTz75ZE0SKCsrizFjxnDvvfeSmJjI9u3b94qjpKSE9HSzl/CeuYuCbeLEicyYMYPKykoqKir45JNPmDBhApMnT+aDDz6goMB8dtozrOzYY4/l2Wefralf+1oGDRrE7bffzsiRI1m7di1bt24lOTmZK6+8kssvv5zFixc3K8bJkyfz4YcfkpubWxPL1q1bGTNmDLNmzaKgoACv18v06dP3qxsdHU1GRgYzZswAwOPxUFlZSVRUFGVlZfV+Jm+//TZgDjdLTEwkOjq6WbEfiPQcEkII0WF9/utiRgNDB/RD9ZyMd+pr2NMGH7DentXKPO7KZv8irSw1H3Bc0S3o8RORCJVART4k9Wl+Ow1YvK2IS19ZwDi1kkUxrxIWk4hrwWr8MV3xHvcIzt5HwSfXMXXLIn6szOcvfEpORG/cPUczLsnDwPm34SjdAsD1L5dw/vmXMbZ7AlZL03tLCSGEEB2NUooZM2bw5z//mYcffpikpCQiIiJ46KGHALjuuuuYOnUq06dP56ijjqoZktW5c2fOPvtsBg8eTK9evWrmvykrK+PUU0/F7XajteaJJ54A4NZbb2XDhg1orZk8eTJDhgzh559/ronjtttu45JLLuHxxx9n0qRJrXKtw4cP59JLL2X06NEAXHHFFTVx33XXXRxxxBFYrVaGDRvGa6+9xtNPP83111/P4MGD8fl8TJw4kRdffJEnn3ySn376CavVSv/+/TnhhBN47733eOSRR7Db7URGRja4tHxD+vfvz3333cexxx6LYRjY7Xaee+45xo4dyz333MO4ceNITU1l+PDhda5s9uabb3L11Vfzj3/8A7vdzvTp0xk8eDA2m40hQ4Zw6aWX7jVX0T333MNll13G4MGDCQ8P5/XXX29W3I2hDtS1SSnlAmYDTsxk0oda67uVUvHA+0AmsAU4W2tdVEf944GnACvwP631AfvijRw5Ujc0iZYQQgjREnrLr2SXGfz93Z95zfEIXP4ddB7d6PofL87mpE+HUDXiGmJPub9ZMbz80hNcvuMeuHYupAxoVhuPvP4ht26+HM56HQac1qw2GjIvq4ArXv+dC11zuMP7HL7YbhjOOAiPwzn1P38MZVv6Lsy4Bn9iX6z5a/dqwxfdGe9hN6N/+w+Vxbkc636QclsstlrJIbvVwj+m9GfqiOaPkxdCCCFaw5o1a+jXr1+owxCiWeq6f5VSi7TWI/ct25gvPD3AJK11uVLKDsxRSn0FnAH8oLV+UCl1B3AHcPs+J7UCzwHHANnA70qpmVrr1QghhBAhor/4P6weFynKnEyQqE5Nqh/lsuPBjrcFw8p8FYHvU1wxzW7DEZ0MgK7IJ9j9cOZm5XPZq79zavR67qh6Hl/XI7Cf9yY4o/Yv3OcEtMWONX8t/mP/jc4YjTd7McpThmvcldhcMZA5BtdLk5gbeTvzEqfye9oFdCpfQ2bRrxSWVlI8w8PGomPpefTlQb4SIYQQQghxIAdMDmmza1F5YNMeeGngVODIwP7XgVnskxwCRgMbtdabAJRS7wXqSXJICCFEaGiNKt5GpN9O/8j+5lcgkSlNaiLKZcODHZ+n+ckhXVVsvnHFNruN8DgzOVRdmovzAGWbYnthJde9vZiTojfxgPcR/Am9sZ/7Rt2JIYCwWIxBZ2NUlWAfey1YLNi6jNq7TKdB6GnfwE8PcVTWK0ws/BBrdSmG1YlhseO3VsOcHygffQaR0XFBvBohhBBCCHEgjZqQWillVUotBXKB77TW84EUrfVOgMC/yXVUTQdqz2SVHdgnhBBChEZFPspbSbRRwvCwXejwBLA1LbViJocc+FvQc8jiKcGPFRwRzW4jITqSEh2OuyS32W3sq6TSy1VvLmKMsZRHPP9ER6Zgu+hDcDU8+aH19Oexn/82WOp/tLBmDMd10fv4Lv2a6s7jcU+4E8sd27DdlcPWE9/EiZfvZr4TtGsRQgghgqE5q0wJEWpNvW8blRzSWvu11kOBDGC0UmpgI9uvq5d7nREqpa5SSi1USi3My8trZPNCCCFEExVvrXnbu2oZOrJpQ8oAol12PNqO4W1ecqjC4yPcX0a1PapZy9jvkRjppEBH4ysLzu/NUreXi1+Zj5G7lmdtT6Hje2K74luICe5cQLbMcYRd9B6uyXeA3Vxyt/fIYyizxmJf/xmb8yuCej4hhBCiuVwuFwUFBZIgEgcVrTUFBQW4XK5G12nSIita62Kl1CzgeGC3UipVa71TKZWK2atoX9lA51rbGcCOetp+CXgJzAmpmxKXEEII0WhFW2reOj0F6KihTW4iymVjBw5sXnezQsgt8xCtKvE5mj/fEJjJoUKiia5o+VL25R4fl76ygN07tvF93NNYDSeWC977Y9Lp1maxYu13Ekeu+JgHZ63hvjP3mydRCCFEazL8+F8/BdVpEJYTDriGUONp3aIvQkItIyOD7OxspAODONi4XC4yMhr/Bd8Bk0NKqSTAG0gMhQFHAw8BM4FLgAcD/35aR/XfgV5KqW5ADnAucH6joxNCCCGCaFtBJV9/NourAD8WrBioqNQmtxPpNOccCm9ucqjUTQwV6BbMNwSQFOVkiY6ie1VBi9qp8Pi47NUFlGWv5pv4Fwj35GO5aAbEdmlRu00VPuR0WPk2ecu+Jv/4QSRGBnMmJSGEOIT5vVCaA3GZzaq+dlcpP715P9dWzMG7/XcsR93ZogUTAL5dtYtem98kc9XzqGvmQMzBObuI3W6nW7duoQ5DiFbXmGFlqcBPSqnlmMme77TWn2MmhY5RSm3AXI3sQQClVJpS6ksArbUPuAH4BlgDfKC1XhX8yxBCCCEO7Me1u4mszKHcGkNVVKa5s4krlQHYrBa8ygE+T7PiyC3zEKMqsIbHNqv+HvERDgqJxuEpbHYbFR4fd700nRt23M53jluIcu9Anf8+dBnTotiapfuReMMSmcqPvDgrC78hHYmFEKJRlr6DfmooZP3Y5Kpaa56f/jUXVLxBtiUdu+Eh77d3WxTO+19+T9l7l9Nt4X2oqkIo3NSi9oQQre+AySGt9XKt9TCt9WCt9UCt9b2B/QVa68la616BfwsD+3dorU+sVf9LrXVvrXUPrfX9rXcpQgghRMMWbi2ih72A8JQeRKT1NXc2IzkE4Lc4UP7mJ4eiqcAe0bJVuawWRaUtljBvMRhGk+tvzC3jX08+zaP51zHGsYWKCXdhuXk5qtvEFsXVbFY7tuEXMdm6hM/mLGLCQz8yL6tlvaKEEKJDyF+PQmN8eCWU7mxS1d+/fJUH82/AYbMTfsmHbNAZlM57tVlhaK15/6MPmDr/LKZY5vOVEfiiwV3crPaEEG2nURNSCyGEEIeCRVuL6GbLxxLbBZXYy9zZjGFlAIbViaWZyaGdxVXEqErsEfHNql9bmSsNK34o2dbkun/7cDHXVr1EZWRXuHExEZNvg8i6Fh9tO2rExVgx+ChzBn/2v8rbrz7NgzMX88KsLKp9TU+ACSFER+At3Eq1Mx7lKYYF/zlwhZUf4Z/3IpXVPhIXPkautROOG+YR37U/u7qfSQ/PWnZsXtPkOB7/dh3dlj1KuT2eH0/8kfuqAzOKVBU3uS0hRNuS5JAQQogOIae4il0llST4dkNcV0jsbR5oZnJIW51Yjb2TQ8bS9/At/+iAddftKiVGVaDCYpt17toKogI9oHYua3Ldw4pm0JWdhJ/8IK6YpBbHEhTx3fF3n0zGru+ZanzNs7YnOXrh1Tzy9WqyPrgLVnwY6giFEKJd0VqTs2U9v1Wm4wtPgbLdB66z8FXU7Id46ftVdDF24Bx0MpZYc06gmIHHAFC6/tcmxTF94XaW/fwxoy3riD72Tnp3704JEebBVuw5lF/uYcm2olZrX4iOokmrlQkhhBAHq4VbCkmhCKv2QWxX6H8a2l2CShvWrPa0zYnVW73XvqofH8ZVng0ZwyG+7skrtdZs3pGLDX+LJ/sEqIrrgy/Xgm3nMuh/apPqHuP9iS1hA8jsc1yL4wgm6zlvYFQWYolOw7fgf4z85nbeCnuMfuuXYFRPwDLozFCHKIQQ7cbMZTsY795Jth5JucVHXNWB56HTFXlYqgrZOG8GNqtBau8/VohM7DaUCu2EHYuAKxoVw64SN4tnPM0LzrfxR3fBOvxiMi12/PZI/FixVgU5eZO7huq3ziGvSvOLuwdv+o7mqT+dR8/UNlphU4hDkPQcEkII0SEs2lrEUEeOuRHXFZyRqHHXg6WZvwptYdj36TnkK92N1fCw+Y1r0Ya/zmp5ZR78lcXmRhB6DsXFRJOlMzB2NL3nkEtXURme1v6WGHZGYonrAlYbtrFX48s8gsP0EgB04ZbQxiaEEO2Iz2/wyOdLSVSl5FmTyTci0BUHnqtNVZjLsp/OT+aOlEE1x1JiI1ipuxOdv7TRcWxYvYgHbC/hSxqI9ZJPwebAalH0S42mQkUEfVjZzmXf4yjdykZPPGfY5vKF8y66/6cnLPhvi9p1e/2syC4JUpRCHFwkOSSEEOKQ5/b6+XL5Tm4O+wIjIhm6jm9xm8ruwoG3ZrusooIYyskmhW7F89jwwDhm//w9y9auw/e/42ChObnn6p2lRKsKs1ILl7IH6JkcyQojE2/20ibV8/j8OKlG2cNaHEOrUgrbqU+zq+fZvOs7ClWaA77qA9cTQogOYM7GfJwV5hcfjsRMsj3hcKCeQ34fVJpljrIuQ9vC9urtarUoNjr7kVyxHrzuRsVRuHU1AM4T74P47jX7+6dFU2hEoIOYHCqqqGb2b/OpxEWnaz/Dceta7nfcRJklBrY2bSgcFfkYRdvRWvPZsh1MfuxnTn52Dqt3lAYtXiEOFpIcEkIIccj7eHEOvaqW0NezAjXhLxCEhIjF7sKh/0hSZG3ZAkDZyOuZ3f9fxFXvYtyPZ5Pw7onYsn/DmPMkaM2OrFWkqED3+iAMKzttaDo7w3rh9OTjK97R6HoVHj+ugyE5BBCXScoFL5HlGoAFA0q2hzoiIYQIPa+bDbM/oLezGIDE9J5sdzvRlQ0nhwrzd6DQAFgw0Mn9wGLdq0xe9EBs+GDXikaFUpW/BQBXYuZe+wekxVCsw3GXBW/lybtnriLZmw1x3eiTGg3h8ZT3PYv1/k4Ypbua1JaeeSM8M4zpj1zLk+99TidVyBmW2XR+cyz89EDQYhbiYCDJISGEEIc0v6F55+dlPOR6AyMqDTXi0qC0a3W4cCgfHq/Ze2j79q0ApKR1YeLZf8L+p4WU9phCgqWC9/xHYSnewoxXH+LsBWfyb+frZiNBGFbmsFkYPW4SAD/N+u6PA1k/4Z/3Yr31yt0+XHixHAzJIUApBXGZ5kbRllCGIoQQIVfh8bF7zqtcmXMXV8cuAKBbjz4U6SiUuxjqGdq8u9TNRU9/AUAR0QBYOg3cr1xlcmA+vuzfGxdQ8XaqlQMi9l7coGt8OCU6Al9F8OYcWrilkP7OfMI79arZN75nAruMGKqb8CUJgHv3eioNG2dXvssPzlv5qOpyHne8SFRVDuxcGrSYhTgYSHJICCHEIe2b5dncWfYA6XonljP+A3ZXUNq1OcykSlm5OUQsf6fZmyUuyVztJTYhmYSL30DdsZUlfW/Bg4OTtz6IDR8ZOvDNZhCGlQGMHjcRAwsFi2eyfncZ+H0YM2/C8v0/zOEDdSh3e3FRjcVxcCSHAFR8pvlGkkNCiA7M5zc47blf+emHrwEYUvID2mKjX+9Acghd7xw/O4qriNfmMWtvc1UyUvZPDsUkdyFbJ+Ld8tsB46nw+Ij27KTc2Wm/OewSIp2UEGEmrILA7fWzu6SCRN8OSOhRs/+wHonk6jgsFbmNbiunuAp/cQ5fWiex+dxZ+E5+Dt8Jj3Fn5H2scQ5GV8ncQ6JjkeSQEEKIQ5bWmvXf/Y/x1lXok56AbhOD1rbNaSZV1Jwn8c1+nLICc84HFZm8VzmX08lDFxyOvf9JWJVmuv/IPw4GoecQgHJFUznkUs62/MD9L7zCvx55AEvJVpTfAwUb6qxTUVWJRWnsrvCgxNAWwhM649E2/IWbQx2KEEKExq4VlD51GOW5WzkqOvB7RxsQlUZEmBOvI9YsV8+8Q2VuHwmY8+lEjzofHZFS5+/GzvHh/G70gW1zQesGQ1q/u4w0lY8R03m/YwmRDkp0BLbq4CRathdWkq7ysWo/xP+RHIqPcOBxJeEwqsBTdsB2qn0GN70+m0iqmDR6GN36DsM24kJsY67A3XkCu71h/D979x3fVnU+fvxzrvawJO/t7En2IAk7bCijrDIKbSmFbkp36fr2113aQgd7lrIpq1AgEPbKIoPsPZ1427Jlbeme3x9XDhneli3HOe/Xqy+ku3REsXT1nOc8D2kKaCnKkUIFhxRFUZQh66OtdZwXeJpG91jMM69J67UtNiOo4vvkXsTyh4g31xg7XAXtHq+d/EP047/HaT96kmTRVGOjzZO28bjP/Q1RVyn/1G7l+shDtAqXsaN6bbvHh0OtAJhtR05wqNjnpFLmE63bnumhKIqiDLjalggNL9xMTssGvpm9mILwdihKdRnzGYGZuM1nPA+1X+OnJRInT6QCNeWzET/cDAUTDjuuPNvBUn08lnAdNGzrdFwbqwOUivrD6g0BZDutNOPGGg90GWTqjp0NIUaIVPbtAZlDAHFHaklboKbL66yvaqGp2lgOnlcy4qB9YwuzqIk50lpEW1GOBCo4pCiKogxZnyx8jNHaPtxn/Cjt7dqtqYwbUyKI1ryHYllL3OQEawfBlsJj0M74P3KyHJjO/gPyhO8fVgC0T2xu7Fc/jnXYbLJNEX4ZvQZds0BN+8VEw2FjOZzlCAoOFXnt7JYF6KqdvaIoRxldl/zh7gfJrX6fhNS4PPESQibhhO8h7dmI3NEAxO3ZxgkdFKUORBLkiWakydbpBEV5jpMleipo1EUHsM2VdeSLFpwFIw7bZ9IEMYsHjWS3Mnq6sqshyPC24FDOwcEh3V1oPGjtuih1Q2uUYpH6d+QpOWjfuCI3LTiREbWsTDm6qOCQoiiKMiQ1h+McW/0EDdZSrJMvTvv1vVnu/Y8FktnaJuQhhTg7NPx4xOm/TPuYRPFU7F98BvmTPbzrOJ09pgpkB5lDkZARHLLaXWkfR38p9jrYLQuwtexKywy0oijKkeL1dVVc0/oAQUsu/ulfxxJPtVqvmIu4/k047f8AkPYcY3uHy8ri5IkWdGdep5MmuS4rVeYymoSPvavfRHbwmSulZOsWo4295qto9xjdlurMmYZlWjsbgoyz1CKtbjhkGbfJU2Q8CHQnOBSjWKSyq7KKD9o3tjCLFunElAhBMt7nMSvKkUIFhxRFUZQhafGi95ilbSI89dr0Zuik5PsObkM/RtuLxVOY9tfpDbvFxGenl7I8WorsoA1xPBwyjnUeOcGhtswhS6IVwunrfKMoijKYSSnZ9todzNC2Yj/nN+TNu9rY7io0Ahu5o8CVaxzsTAWHOlpWFjYyhw6tj3coIQRfPXkUH8vxWHa+y4t3/IBw1cbDjttc04poNhoytC1tO+xabfX10rBMa1dDiHGWWsgZeVhwy+ozGkIkutHOviEYo5DU98ghwaFSn4OIKTUBFGnp85gV5UihgkOKoijKkGRe/iBRLJSe8uV+egEbAHv0fHRp3KCKrMERHAI4psTDumSF0bml9fDuLdFIKnPoCFpW5rGbqTWlbuJVxzJFUY4SS9dv5erAg1Rnz8Q0/SoomICeOxYq5h4WILE5PMQwd7KsLE6h1oJwd53petPpYzntgqspEH4urL+f8D1nsvjjpQdlES1cX02pqDeetFOQGsDkSgWs0pA5tLuuhQnJTYiiKYft82TnE5UWIo17u7xOYzBKmakJ6cw7rIupEAKrOzttY1aUI4UKDimKoihDTpPfz5zWN9mUezqibTY13czGzeQnpgnsFakZ2A6KUWfC+CIP6+Uw40k72UPxiJE5dES1sheCiDv140MFhxRFOUose/NZvCJE9gW/M4JBQqBd+wrign8cdmyWw4JfZnXZrUx08/tKm341/GALq89/BQ3J8Jc+xx//8Eue+N8Ctmzdwqtrq5npbUUK02EZOG0srlSgpY+ZQ9FEkqKWT3DqrTD2zMP2F3js1OEl5q/q8loNrTHKzU0djllvK+ytgkPKUcSc6QEoiqIoSrot/ngp54gwvmkX9N+LpIJDY6adhHUfUFNzWP2DTBpd4GY3qSKb/l2HqY8SEQABAABJREFU7U9EjeAQliMnOAQgfcMghAoOKYpyVFhd6cdVu4K41Y6tYvanOzrI/PE4LDRKN3nBhnazAFrCMbJp7vD8wwgB7gKmzCwgWvAS+tNf5ebAP+DjfxBfZuLr+mxOt66D3NFgav+npd2TB0Ai1NinH5+VTWHma6tICjOmkfMP25+fZaNW+hjWnZpDwRhFogm8Y9rdrzl80ASootTKUURlDimKoihDzvoN6wAoHzGu/16kcCKJKVcx7tRrKByZSm/vbkHqAWA1a/jyU8GhdpaVJWOp4FBqedyRwpedQyMeFRxSFOWocM972znWvAXKZnUYfDlQlt1Mk8wiGWy/5lAy7MdColffV7byaeR8dxFc8wK1Z9/L7hGXca75Y7SyGYjLH+nwPJfXCA5FmtsfU3c9tng387WVRIrngP3wTmtGcCgbU+jw77xDNQZj5MsGhKe03f1ml894oIJDylFEZQ4piqIoQ0pdIEpL9Q6wgOigOGZaWByYL77LeJyXmnkcRJlDAGOKs2luduNtNzgUNh6Yj6zMoRKvnV16Ad7GHaS/zLiiKMogoCdBT9IQkby/bif/sOzCNKx7XTez7BaacCOD7S8rM4VTAZreTmZoGoyaT8EoKJh7Oci7sXbS9QzA5/USlyYigQbcnR7ZscrX/sHpy55gnFYJk77W7jF5biNzyB7Z1OX1AoEAHr0Zskra3d+2FE6Gm+n83SnK0KEyhxRFUZQhZcHaKopFA7rJNnCZPOVzkXYvFEwcmNfrpvHFHmp0L/GWmsP26fFUcOiQQpyDXVGqnX2yYUemh6IoitI/3v4d+p+Gse0/v2CG3ICJJJTP6dapHrsZv3QjOqg5pEVSHbocOekZaxeBIYDcLDvNuIgHe95lsjWa4Na//4WyRb+gSGsmWjoPJl3S7rFWs0bAkos90QLxSIfXlFJiDqWWnnnaDw7Zs4x/P/GQ6oypHD1U5pCiKIoypKzZ28zplibwlnXrpjUtCsYjfrJ7YF6rB8YXZVEvvRQ1VWE5dGf8yMwcOmVcPi/8rxBTYAkk42A67J0piqIc2eo2IZIxjt11D1OtVmNb+ezOz0nJslvYTBamqB+kPOx70BxLLZOye9M44M7luKz4pRtnN2oBHWrdlu3c0PhndjsnIL/4MraizptMtNhLIQw07YCCCe0eE4ol8SUbjV/CHXQZdbs9xKWJaKAJa49HrShHJpU5pCiKogwpzeE4pVoDwluW6aFk3JjCLOrwtVtzSLbNqh5hmUMlPgelIydgIsnO7ZszPRxFUZS0k6FGGrOn8aXYj9AtTvSiqeDI7ta5HoeZJulGkwmIthy0T9cltnhqm8OX5lF3LM9lY6U+mpz6j40lcz3QtGsNbhEh6+xfMqqLwBBAa9YI40F9x98PjcEY+SIVJHMXtXuMz2WjBSfxDpbnKcpQpIJDiqIoypDSHI5TJOsQ3n6sN3SEKMyy0YAXW7SdIqCJVHDoCMscAjhljjGD/swb7yOlzPBoFEVR0isebGRlg4a/9BTMN61Cu+b5bp/rsada2QOEDv7sD8YSZBE0nth9aRptN8bkMPM+04zlXntX9Ojc5rq9APgKujfhE/eNMh50Ehyqb42SL/zGE3f7mUM+p4UW6SQZ8nd3qIpyxOsyOCSEKBdCvC2E2CCEWCeE+E5q+1NCiFWp/+0UQqzq4PydQog1qeM+TvP4FUVRFOUgraEI2XqjsazsKGc2aURtudj0EMSC+7dLKdGSEXS0I3JZlrfEKADeULmZ19b1fJmCoijKYBby1+OXLv52+TSjMLKr64yZNp5UQWrjQgfXywlEEnjbgkMDmDkkhGCDYwY6Ara92aNzI37jM15ktZ/hcyifL5u9Mg/ZjcwhKUzgbL/2UrbTSgsuZFh1K1OOHt3JHEoA35dSTgDmAt8UQkyUUl4upZwmpZwGPAs818k15qeOndX3ISuKoihKx2yhGjSkCg6l6M5UB7UDlpZFEzpWGSOp2QauLlM6eUqQmoVznBv5w3+XE4jEMz0iRVGUtKgNRLAnmikpKmF4nqvH57tTrewBOKQodSCSwCuCJEyOAZ8YGFlRzhp9JC1rF/ToPD1QY0xkOLsXICv1OdimFxPYs77DYxqCMfJoJunIA639vpdtmUNEVXBIOXp0GRySUlZJKVekHgeADUBp234hhAA+BzzRX4NUFEVRlO5yR6uMByo4BIDZk0qZD9bt39YaTWAnRtJ0ZNUb2k8zkZz8OU6Kf8izsa/z4lP3Z3pEiqIoafHMoi3YRZzxIyt6db5JE0StPuPJIcvKWiJxvARJWAeuGHWbP10yhVW2WbjqV9Gw+vVunROMJrBFG4hYfB0GcQ512awyGhzDMTdtYV9TqN1jGlpj5As/Iqugw+t4HRaacWGOtXR4jKIMNT2qOSSEGA5MB5YcsPlEoEZKuaWD0yTwuhBiuRDihk6ufYMQ4mMhxMd1dXUdHaYoiqIoHUokdbLjqQwZVXMIAHu2kYqfDHzazr41YgSHdJMtU8PqM/NFd5L40gIijkI+v+Mn7Hn11kwPSVEUpU+SumTBxxsAyMltvxZOt65j8xkPQodmDsXxiiD6AHYqa+NzWjn5iu+zUxaT+9xlyKVdB/V31AfJFy0kHHndfh2n1cwJ8+bhJMqN977MnsbDA0SNwSiFWjNaJ0vV7BYTIeHGEg90+7UV5UjX7eCQEMKNsXzsJinlgSHUK+k8a+h4KeUM4ByMJWkntXeQlPJeKeUsKeWs/Pz87g5LURRFUfYLRBKUiHrjibe084OPEll5xr+H1vq9+7e1RhPYRQxpPkIzh1LMw+fh/fa7fCimk7vkFvSWVP2hXYtIfvD3zA5OURSlh6pbIsQCqWyfbnYna5fdayzF6mBZmRjAYtQHGj5qHE/PeIyPkhNJvPk7iBmBG/nJkyQfv3L/c2OjZFtdK3miGVMH7eY7kj98CgC54Z1cevdHbKpOBXiiAfQXb0Sv30qBaEa4O84cAohZsowi2opylOhWcEgIYcEIDD0mpXzugO1m4GLgqY7OlVLuS/2zFngeOLYvA1YURVGUjjSH4xSLRqIWH1iOvC5c/SGnoASA1saq/duMZWVx5BD4d5TlchE69XeYZYxtT90MQPK1n6G99eset0xWFEXJpKZgDJ9oNZ70ITiU5bDRqmW1s6wsgYcQmrMPgac++sYZk7nffAWWaCP+jx6E3Yvhv9/CtPkV9Ld/D4Bc8yzyD+UkNy8kTzTvz4DttryxAPw1+3nuif0My91zeOHOm9n04FfRVjxM3s6XyKUZuggOJSweLDIG8Uiv3quiHGm6061MAA8AG6SUh+Zsnw5slFJWdnCuSwiR1fYYOBNY27chK4qiKEeVpp3Ixy+HSNezd83hONmilURbSr1CaY6HRukm1vxpV6+mYAwbMbQhEBwCOP2E41jgupBRlc9z489+hmnfcoSegEBV1ycriqIMEv5QHC9pCA7ZzTSTddiyspZwHI8IYnJlLjjkdVr41peuYRVjsb7za2IPnscePZeXOBEW3UHznWcgnv0yIhbAuec98nuROYS7gOSwE7ARYVRxNjGLh8/W3sm4mpcBmJ5cg5lEh23s2yRtHuNBRBWlVo4O5m4cczxwDbDmgHb1P5VSvgJcwSFLyoQQJcD9UspzgULgeSO+hBl4XErZsxL1iqIoytHtk6cQmxdA7QaomNPpoc3hOB6C6PbM3fgONsU+B3ulD8sBNYeqWyIcI2KY2258j3BCCOZ+6Y9E7n2TW8Vdn+7w71GFyRVFOWI0hWL4RKrVfAct1rvD47DQRBZl4UYO7EfZ1sre3Idrp8OMYTnsuOD37F74ezaL4awquoy9MQf5u+uxVDexVjufq3K3kF+3BrsW6zLD5zBCYLr2ZUyABRiv64Tf+Suvv/c+1mSI07UVxnFdXDfiLIFmoGkH9DRApShHoC6DQ1LKD4B2+9xKKb/UzrZ9wLmpx9uBqX0boqIoinI007e/baS5hpu6PLY5HKdCBNGcw/p9XEcKt82MX/NR3roHkgkwmalujjCLOBZ7z9skD1YFBYXIM3+BeOUHbJMljBL7oHkPMC/TQ1MURekWfyiGL02ZQ426C4IHLysLhsO4RQQcvj6MMj1GzDgDZpzBeOCC1LaVu19l7b4W/u+FtQwLPsAJ4m1jh6uHwaFDaRqOU3/I1sQFJN69lXNMy4ztXWQOBbxjoQqoWQcVc/s2BkU5AvSoW5miKIqiDKRfP7sEuWep8aSbwSEfrWgZnhUdbNY6ZlMS2UrigbMh0kJ1SwS3KY44wgtSH0rMvJbqcdfw09h1xgb/btjyBvriezI7MEVRlG5oCsXxiVakyQoWZ6+v47FbqEu6DitI3VCf6uaZoYLUXZlekc3VcyqYWu7jw0AhZqEbO9zpaVb05eNHEMmb+OmGLoJDwltGQDqQtRvS8vqKMtip4JCiKIoyKO1pDLFzxUJMMlVUOOLv8pzmsNGm1+JWwaEDLSm+mj9Zv4l53zLY9CpVzRGcWhyGWHAIk5n8y//JNtdUWjQvjfu2kfzgNsQ7v8/0yBRFUbrUFIqRbwoaWUOi3YUb3TJzWDYNMotEawNICYCUksp9qTpsgyBzqCNCCK47YQSbZfmnG/uaOZSS7bLyf9df+emGLpaVZbusbJLlJKpUyVzl6KCCQ4qiKMqg9NSyPRwv1hKRFiSiW5lDLaEoHkKYXSo4dKATxuRxX8scdM0CteupaYlgJwaWIRYcAkya4IyJhexM5LB23RqSlSsREb8qKKooyqDXFIyRZw71rY09cNqEQkaWl2ORMV5ZsQ2A3Y0htGjqc3CQZg61OWdSESccd+KnG3pac6gz7gKkuwhptkMXdfcKPXY262VGzcNUkE1RhjIVHFIURVEGnXhS53/LNnKRZRGL9YnEzVkQ9nd5XizoRxNy0N/4DrQzJxaRwEyjfRh67XqqmyPYiIF5aHQrO9RPz51AccUYZps2Y02mirv6d2d2UIqiKF1oCsXJ0YKQhqYK82eMA+Avz3/IyrVrWb27Dm9bsetBnDkEYDFpXP+ZE5B2rzE55MxL7wsUTwV3UZfZWWcdU8Re63AsMT8Eqjs9VlGGAhUcUhRFUQadpz/ew5cjj5AtW7jHfCUB4e5W5lCirW3vIL/xHWhFXjtTy32sS5aiV68nmtCx6NEhmTkEkGW3kF8+FgfRTzc27crcgBRFUbrBKEgdRDj7HhyypOr0/MV6H9OfOZ5z/zudy83vGjvt3j5fv98JAfkTjK5tpu402O7Bpc/6PeLie7s8zm4xMW6KUYh627pln+7Y+DL6szeArqd1XIqSaSo4pCiKogwqTcEYry74H1eb30Aeez2u4bOoTzq6FRySodQxfUzJH4rOOqaQJa2FmAOVeAhikvEhmzkEgNeoVxGTJuO5yhxSFGWQawrFyZKB9HyHpRozzNDXsFifQLXM5lxtsbHvCMmuFdOugsmXp//CeaOhYk63Dj315FMAeP2dt2kKxiDSjP7id9DWPMXtDz3EQx/uIJ5UQSJlaFDBIUVRFGVQ+etr67g5eQ8JZwHaqT9n9vAcauJOYsHGrk9uW3p2hNz4DqQzJxbtL/A5SdthbByimUMA+Iz3ul4bS0Q4VHBIUZTM6EGtmqZQDJeepuCQ49Pae6tGfo3/JE8+YJ+v79cfCDO/iDjnDxkdgju7kLCrjLnh97nw9g949Y7vIUL1xDQHw3Y+zV9f+ph/3vprws99Gxp3ZHSsitJX6c3RUxRFUZQ+2Fjdgn3F/Rxj3gWfeRjsHsYWRWjBRTJY0+X5pqjfeKAyhw4zusBNJHssBGGq2G5sPAoyh6IFU9lV1UpF3XaG8LtVFGWQ0h+5CC1vLJx7S6fHxZM6sUgIqz2SpsyhXACS2SO5+OLL+f69dmh9Dml2IMy2vl//KGI/9UdMf+lGfsr9nB54lf8kTyGi27jK9Abz3XtwB/fCakjEmjFf8e9MD1dRek1lDimKoiiDgpSSf73wKj8wP0V0xOkw8UIAfA4LfunCFO2625Q5ljrmSJkVHWBTJk0hKG1M0YzuNUM6cyhvDHr5XIafdBV7ZD4tVdsyPSJFUY42zZVo299GVn3S5aH+UJwCkVoa7crv+2s7stG95WjH30iBx8EjP7gCvXzu/uVmSveJaZ8nmTOGs8MvoxdP57nCb/G0fhpmEjjM8OHxD3FH4gJMG180OpspyhFKZQ4piqIog8J76/fwxX2/Rbe5cV5y1/4uIl6HBT9uI/AjZYfdRXRdYksEjG82taysXWdNKmHLojJmm7YYG4Zy5pDFgXbdaxQCG3KG4WpeQGskjttuyfTIFEU5Wmx61fhna9eZr/5QjHGi0nhSMKHvr20yo9205qDvTO3C2yFQ1fdrH21MZkwX/oPY4nuxnn8rD1u9NAaPh5ZpmHJHc5wjm99+rHFd7HVs7/0FcekDmR6xovSKyhxSFEVRMi6RSCCev4Fx2h4sl9wN7oL9+7wOC83ShSaTEA10eI361iheWklo9qGdEdMHU8q8LLEcSx5+Y8NR8u9p5NiJuAnzwZotmR6KoihHEX3jy8aDYF2XxzaF4owVe4wn+ePTM4BDJ1PyxsCIk9Jz7aPNsOOwXv4vcOZgM5so9jqg/Fhw5iCE4JjRI1go58DODzI9UkXpNRUcUhRFUTJu9dO/5qTEIjZP+RGW8WcftM+TyhwCIOLv8BpbalvxEiRpOwJa9GaIEIIp538TXaQ6eA3lzKEDFFaMA8C/d2uGR6IoytFi3bbdJLe/h252ImKtEAt1enxTKMZ4bQ8xdynYPQM0SiVd5o3MZUs8H9FaDYlopoejKL2igkOKoihKRkUTSbQtr7PJMp5xn/3JYfstJo2oKct40kk7+801AXwiiOZUxag7M2/aZBhzpvHkKMkcshWMBqBo94s96hykKIrSW5+8+xwWkqz0nmZsCNZ2erw/FGOsqCSZP3EARqek27xRueyVecaT5srMDkZRekkFhxRFUZSMem55JSP1nWQNn4nQ2v9aSth8xoO2VvXt2FzTSq4phNmlgkNd0eZ8FSk08JRmeigDo2AiCx1nc0rjf9Df+2umR6MoyhAXTSSx736HZunk342pYE9r58Gh5tYQo8Q+zMXHDMAIlXQr8TlIesqMJ/7dmR2MovSSCg4piqIoGZNI6jz39mI8Ikzx2FkdHiftqaVinWQObakJkG8OI1Qb+66Nmo/4yR7IHZXpkQwMIVgw/McsFZNh1WOZHo2iKEPc2xtqmSs/YW/2sWyNpJaIdREcStRuxiKSmItUcOhIVTxsDABSBYeUI5QKDimKoigZ8/7WejwtmwAQRZM6PE60LRXrIDgkpUwtK2sFFRzqHps70yMYUBW5WSyPD0c07wFdz/RwFEUZwhYvXUSJaGTMcRd+2pa+k2VlSV1StXkFAKJQBYeOVBXDx5CUgpbqHZkeyuCi67DjPbWs+wiggkOKoihKxjyzvJJptn3Gk05a92rOHOPBgQWp9SQE6wGoDURpiSRw6a2qjb3SropcB3tlHkKPQ2t1poejKMoQVd8axbTjbQAsY05j5PARxo7WjjuWfbStnpHR9ejCDLljBmKYSj+YXJFHDdm01GzP9FAGl48fgIfPh30rMz0SpQsqOKQoinKEkqv/A/VHbvel1o3vMH7j7cz31qD7hoEtq8NjnU43McwHZw6tfAR560So3cjmmgBzxAYsyZDKHFLaVZHjolKmZvBVyr+iKP3kueW7+Yz2EVHvSMgexriSbJqkm3hz1cEHbn+X5Fu/R//gHyxcvIrLze+gj78AzNbMDFzps7GFWVTJfPQm9R3T5qklOwi8/TfjSRdLK5XMM2d6AIqiKEovhJvgueth1pfhvFszPZpeaXzrb3xbexvZbIaxZ3Z6rNdpxS/dFBxYkLpuMyIZJfj8TViCXp6yLSDhLMA8/tz+HbhyRBqW62TPgcGhirmZHZCiKEOOlJLkR3cwQ9sKJ98OwPgiD/XSC41V7J+6WPssPPNlNAQCybelF7uIo53204yNXek7q1mj1VFMeWiDsSHYgPzgb4hTfnzULeUGaA7FWfS/f3G5KdW9LdyY2QEpXVKZQ4qiKEeiXYsQyCO66KGrfg0AQia6rLHgdVhokm6SqWVkAPv2bDOuU7WIuS0LeDXnakw3fQKqXoPSjlyXlSZLofHkCP67URRl8Fq6ciVfjjxCZeGpMP1qAMYXZ1EvvcSbU8tZ9y4n+dxXWa1NYHriIX4Tv5p80Uxs4qWQp5aUHfG85WQn6tETCfRXfohY9A/Y+X6mR5UR/1m+h0t4gxrpMzZ00lREGRxU5pCiKMoRZnWln/rXnuNUQPr3INp27F2OXrkcbc4NGRxd9wQbKsnV6/mo+AvMtW5HG3tOp8d7HRZqZDYjmqswpbZFGitZzkRcw6aRM/5Ezpl3Vf8PXDliCSEoyMmmucWHVwWHFEVJM12X7Hz9TmYJnfzL/w7C+HYu9TlYbfKhhXYjpWTnUz/GnXTyy6yfcfms0RR5p5GouBZ74cQMvwMlHVyFI7DUJnnzib9w2rZnjY1NuzI7qAxI6pKHF+3kRdNuXk/M4DLze2gqODTodZk5JIQoF0K8LYTYIIRYJ4T4Tmr7r4QQe4UQq1L/azePXwhxthBikxBiqxDiJ+l+A4qiKEebf324k4KGZQBG5yUpQU+iP/c1xGs/PSK6QWxc/i4A3qnnoV37MpTN7PR4r9NKLdmIwKeFhO2RWhJZJYy/9i4KVGBI6YYJxR5263nEG4++G3VFUfrX/1btZn54ITWFJ2HLqdi/XQiBdBbgjDfw4JP/YUTLMpaVfJ6nbjqXm8+dwLXHj8BcPguszgyOXkmXihHjADht2x/YIcqQFhc07czsoDLgrY21hBqryaaF3ZbhhE1ZEFLLyga77iwrSwDfl1JOAOYC3xRCtIW2b5NSTkv975VDTxRCmIA7gHOAicCVB5yrKIqi9FAsobNkwzYmaruolx5EPIgMNfDus3ehNWw2OjEd2NFrkGravJgEGuOmHd+t443MIR+mUC3oOrXNIfL0Buw5Zf08UmUoufb44exK5tGqOskoSr9LvvJjeP+vmR7GgNB1ydKFT1Ig/BSdcv1h+63eQpwyzIwNfyJo8nLOl36KzWxq50rKka5g3DwSBZNYM+yLXBz+ORF3OdK/M9PDGhhSwrIHINLMwx/tZE6W0aHPUjiBRt2llpUdAboMDkkpq6SUK1KPA8AGoLSb1z8W2Cql3C6ljAFPAhf2drCKoihHu4+21TM+tg4NyRLXfABWrl7NsDX/QG/7SD+gLs9gpOsSV/0nVFuHY7Z3r0Bj27IyTSYgVM+azduxiiQ5xcP7d7DKkDKlzAe+ClzhfYSj8UwPR1GGJCklOzevRlt6D3LdfzM9nAGx6MO3uD54P2FbHtrYsw7bn5Vn/HSarO3E8ZnfITrpzqkc4Vy5mL/xIWWf+wstmpdKCqBxZ6ZHNTCq18DL36Phjdv4YGs9lw8LAlA4ehp1SSeRwOC+P1V6WJBaCDEcmA4sSW36lhBitRDiQSFEe72DS4E9BzyvpPuBJUVRFOUQr62rZr5lHdLsIHfOFQAsXfgkw7UaFop5xkHBugyOsGurK/2Ml9tIFk/v9jltwSEAAlVs37EFgKKykf0xRGUImzRxMlYSvLxoVaaHoihD0qNLdvPWv3+HQELz0K/vJVv2MfPNK3FoSSxXPgomy2HHTD7t86wb83X41jK0GddkYJTKQMt2WZk3MpdVrT7w7zoilvz3VbBmKwDhjx/DahbMcdcibR5GjBiNX7qJBxoyPEKlK90ODgkh3MCzwE1SyhbgLmAUMA2oAtrLGxXtbGv3L0MIcYMQ4mMhxMd1dYP7h42iKMqAq99C4rEr+GDNNs6wrkUOP55ZM+cAcGbCqN/zXPRY49jW2kyNsls2L3mVbNFK3qTTun2O12Ghdn9wqJravTsAsPjUfIPSM8NGjQeg4P2fo+/7JMOjUZShxR+KcfdrK7nM9C5xzIhwE0QDmR5Wv9ry0QvYibL0uLsxD5/X7jEuXx7HfP6PmPPUhMbR5OxJRawJZSPioUE/cZcO2zavB6CMWu4+KY6tcRPkj6PQ68CPG+0IKHtwtOtWcEgIYcEIDD0mpXwOQEpZI6VMSil14D6MJWSHqgTKD3heBuxr7zWklPdKKWdJKWfl5+f35D0oiqIMfTvexbzlVW6IP0phvBJt9OmYXTnETU5GatUknAV8QqoF7iC/ASna/DgB4cY17eJun+Oxm/dnDgXq9hCqr0ztKOmPISpDmBh+PNsqLmVqYjWRR6+AZCLTQ1KUIePWhZu5KfEgbhHhwURqeZV/T+cnHcGklOxbsYB6fJwx/9RMD0cZZD4zuZgqrch4kipKLd/8Lax5JnOD6kf+fVsIYkdanMwPvgL1mxAFEyjIsuGXbswxf6aHqHShO93KBPAAsEFKeesB24sPOOwiYG07py8DxgghRgghrMAVwIt9G7KiKMpRqNUI+FxjfsN4Pvp0EAJTzjAATMOPY0TFMHTEoK45VLtvN/NiH7G99EKwOLp9ntmkEbLlAbB12xYKRQNSaOAq6K+hKkOV1UXFF+/j95Zv4wztg40vZXpEijIkbKhqIbD0MS4zvYt+wvf5JOtkY4d/6C4te3XNPiZFV9JaegI2iznTw1EGmWyXlXHjjgEgVLsNIi3wwa3Ijx/M8MjSL6lLhH8XTbYymPZ5xCdPIkINkD8Bl81MSMvClgxCUtX7G8y6kzl0PHANcOohbetvEUKsEUKsBuYD3wUQQpQIIV4BkFImgG8Br2EUsn5aSrmuP96IoijKUBZo+DTpUvdWQO5oAITPaJcrKuYxe2Q+TdJNchAvK6t89yEsIon3hBt6fK7L4aBZ81Gzbyfjna3gLgSTuhlXes5i0iidczG79ALC7/0z08NRlCOelJLf/nclN1ueIFY0E9P8m3EXppZQDYbgUKiRxCs/Qf/rRNizLC2XlFLy8htvkidaqJh1blquqQw955w4F4C3Fi3l7deeRcikUbh5iNUg+qTST5Fei5YzHHHOn9BP/AFSM0OF8f6T9lRpgLA/c4NUutTlXbWU8gParx10WOv61PH7gHMPeP5KR8cqiqIo3bN9507csoTyXA+W8WeBMD6WhS+1cnfYPMr2OmmQHuz+alwZHGtnEjs/YrcoYdi4qT0+93Ozyql8z4s5XsO4PBvSUdzul5OidMdlxw7jnnfO4Vc1D8O+VVAyLdNDUpQj1strqijb8xIFliY44xdgMuPMLiayw4LdvyvTw0O+/nNMqx43imTvWwnls/t8zSVbqpne+AqYQRs1Pw2jVIaiY4YV0mjKJVy9lcbqPWAGEW0xilRnD8/08NLmnY21fF3UIUovAM2Edtov4JSffFqg3ZkNMSDcCG5VQmaw6lG3MkVRFGXgLdneQKylGou3GOu3FiHO+H+f7hx9OvqIk6FwEuXZThqkl0TL4Mwc2loTYERkA5GC6QjR87DOjaeNxplbRqmpmULRhPAUd32SonSg2OugYeSFJDCRXPNspoejKEesUCzBH/+3lm/bXiZZNBVGngJAsc/BXplHvDHzwaHY1nepKU7VBAo39f2CiSijnjqZr5hfJTZ8vqp/p3TKN3oulzhXcK5lOXUi19hYvSazg0qzDVu24BAx7PkHFF0/oHOf2ZVjPEjH35/Sb1RwSMm4dfuaWbRpL3LRnRALZXo4ijLo/OX1TRSZApSUVoCm7c8aAmDcOWhffBE0E+U5DhrwIAZpQepXP1pOvmim+JgTenW+EIIRI0Yx3lKDxb8NkTsmzSNUjjYXzpvEB8lJhFc9O+RS/BWlS7Eg8o1fQ7S1T5e5/a2tnB18gTJ9H6aTvr//O6rIa6dS5pNo2JmGwfZeqG4XttZKHqgsRVrdaflx2tJQTX6yhg9Kvoz1C8+lYZTKUKad/QeElOTJRh6InYFEg6rVmR5W2oRjSfxVRht7soe1e4w1K5UtpIJDg5oKDikZ5Q/F+MIDS1n86K8Qr90Mm1/N9JAUZVAJxRKs2O2nQDRj9hR2emyRx04DXqzRhgEaXffFkzqVa94DIGvUnN5fKKsYEQ+iWz1w3LfTNDrlaHXq+AJWZp2CO7yXROWKTA9HUQbW5gWID/4K297s9SWW7Wzk3ffe5CeWp0iOOw8mXLB/X5HHCA6ZWirTMdpee+WVFwBYnBhL3OpLy49Tf7NxDVvxRGPSRlE6kz0M8Zm/Is12VrhOYo+pDFk9dIJDK3c3UaynJiZ97QeHXD6jqUikZXBOYCoG9WmmZNQfXtmIJVzLDdp/AZD1WzM8oq7tqA+yra5vs2yK0l2rK5sx61Fseghcna/RNps0YvZc7MlWSEQHaITdUL2WvY9+nUmxT9A1CxRO6v21vGUAiLN+B668NA1QOVppmmD6mVcTkya2L7w708NRlAGzfFcju1a/bzyp39KrazSH49z05CpudjyPcPgwXfjPgzJbi70OKmU+1lhTn7OTequ2JUJw6wdEhJ31chgtIistwaFgSyo45PL0+VrKUWLalYif7OGSM05kRayMyJ5PMj2itFm8vYEKLVXSINUo5VCeHOMeNuhXwaHBTAWHlIxZsr2B/3y8i38VPIVdS9IsndTv3pDpYXVI1yV3vL2VM297l8/ft4REUs/0kJSjwIrdTeTRbDxxd922XbQFkAZTO/uVjzJ8x5NcY34DWTgZzLbeX2vSJSSveApt2pXpG59yVDt56hjedJzJ2N1PE132cKaHoyj9TkrJ957+hOqNi4znDT0PDkkp+fkLa2lsaWEeazBNvhicOQcdU+CxUSlTQfwMdSx7f0s9M8Vm4sUzyc1y0pB0ItMQHAoFjO9lp9vb52spRxGzlYtnlFFlH4MjXEWycWemR5QWi3c0Ms3ViHQVgNXZ7jHZ2fkkpEa4ZfBltyufUsEhpduklMjmvchnroOWfV2f0IloIslPn1vNHc77Ge9/l8T8X7JGjiRWszlNo02/P722kT+/tpFfe17i4ciNtN5+Evj3ZHpYyhC3YlcTU3NixpMuMocALG1LzwZR3aHojo+ol8bsqqmiD0vKAKwuTOPPPrjukqL0gRAC94V/5b3kZCwvfxdqNw7sAHQ10aAMrFV7/OxpaGWKthOAQGX3J+bCsSQ/e34ND/3tp8xf/3NumdGMKRmBMWcedqzdYqLRnuqo2ZCZzPDlG7YwQduNe/TxzKjIZm/UnpbMoXCwBQBXlq/P11KOLhaTxphTv0BEWtj8xI8zPZw+awlFWLXbzzQ2Q8n0Do8r8NhpxkWidRBNXiqHUcEhpVuklHznsaVsuf1ixNpnYOcHfbre/e/vwN2wmnP0d9BP+AG2k75DwDUcb2jnoCwK+vBHO7nn3e3cP/xtrgw/Tlyz42taA7sXZ3poyhAm6zbxnR1f41RvtbHB1XXmkCunCIBYc3V/Dq3bZLQVc+0ankrOp/qS5+GkH2Z6SIpymBPGl/Bw8c8JYyH+1u8H7oX3rUT+ZSyseWbgXlM56v131T4mmKtwEKFZujA3bdt/71XVHKY5FG/3PF2XfP8/q2j4+Bm+3HwnF5s+4Lx9f0Oa7TC8/UYDEc8I40H9wE/+6bqkbNuTmNARky9jeoWPfVE7MtTY52vHQkZwKMurMoeUnjtt7kzey7ucCXULWP/hi5keTu9Iif7STcT/PotcvY686G7EsOM6PLwgy45futFVcGhQU8EhpVueXLaHsRvvYGw8NaPah8yh5lCcu9/ZxheLjNam2tyvAWAvHINbBmltqtl/7O6GEPe9t52bn1vN1x5ZzpceWspV9y3m7Y0D16p7wdoqfvXSOr4+spbTq+8nOfkKXp11PwCt1b1bp68oXVm+q5GlT9/CZLYyP7TA2OjuOnPIk2e0023euaofR9d9b775GiZ0iiedTNHkU8GVm+khKcphhBBcf/ZsHkycjWXjf6FmXb+/5gtvfYD/vs8iQnVIFRxSBkI8QiLYxP9WV3F5iXEftcZ3Kk69lUSgjqeW7ebkW97hX088SnLhr0BP7j81ltC5+bk1bF77Mf+w3U2iZBZ60VRE43bk8BPA4mj3JX2+HOpFTkYyhzZU1nOJvoDq/OMhfyzTK7Lx44aIv88TkfFwKnPI7ev7QJWjjhCC47/4W2rIZeLCa0g+9rmD/t6OBHte/yfa8ofIje7hn0WphkKdBIc8DjObGEae/5NBmQigGFRwSOnSjvogv35pPZdal/BWchpRkwsCVb2+3lOvv0MwGuMMxyb0gon7f/AWjjgGgA1rV7JgbTXXPLCEk/78Nne8shRtzTMM2/cynubNbNzXxL1vroFg/65ZDUTi/P6VDXz7iZVMK/fxPcvz6K4CTOffxvxJw6iRPgJVg7+AtnLkaWiN8pUHFzGq9nUAcptTP1S7sawst3Q0S/Tx5C35I4kPb8/oF3AgEmftYuM9XHj+RRkbh6J0x9yRuaytuJoADmKv/apfX+vDjXsZ8843QI/zvj6F5Pb3IJno19dUFPnqjwj8bS6B1gDzs/YgbVnYjzkXgL888TI/fnY139ae5tt7vovpw9ugYdv+c2945GP++/FWHvfehcnuxnzlY2hnG1l22rhzOnzNIq+dHbIEvZdFr/ti9wdPUCj82E/4JgDD85z4pRtNJiEa6NO1kxHjfGFz93mcytHJ5cnm8ZmP82jyDExbXoPGHZkeUret21VDwUe/5p3kVPxkMavpFaTZAcXTOjxHCMFa+3Q88Xqo2zRwg1V6RAWHMqQ5FEfuWQabX8v0UDqVSOp896lVDDfVUqRXszv7OKr1bGQvMoeeWV7JKb98nGtXXs79hc/irv0YbeQp+/ePGj8NgOffeJevPbocV/VSFhbfxUrHN/id/Ds3h//KP/zfZJH2ZR6pvZTk36f1T0cmKUnqkhv+vZz73t/OZ6eV8u8zJJZd76IdfyNYnbjtZnbLAqyBzBRYVIa2v7+5hRmJleSJFqTH6M4lrVkdzsweaESBl2vjP2ZhcgbmhT9jx22ns+PlW4mv+S9Ur+3voR/k5Y83M1uuIeQdjcmV0/UJipJhXz17FnfEL8S6/XXY9la/vEZVc5hdT36fY7RdJC64i2c5DXMiCPtW9MvrKUqbpo3vkR2v5uFhr1G6+yXkiFM4ZupsY9/udTxS8hzfNj3HGj21FCxsLL+KxJO8s6mOf1UsID+yE+3i+yCryFhK9vVFMONLHb5mkcfOxkQRon7LgE5WNLSEGLvpbvZahuGbbASvfA4rzbiMA/pYd0iPpLqvWVx9uo5ydDt9+gSeSJxiPKkZ2Hu03pJS8thLr2MTccae8w1c0y81dpTOBLO103NtY88A4JN3n+/vYSq9pIJDAyCR1FlT2cy/F+3kiZff4Pd3P8Rlv3mAxMMXIl/5QaaHdxgpJW+v2cGLf7yGH/3hL6za4+eP04wbhPxpZ7En4SVU3/NCzKsr/czjEywiyanNzyMSERhx0v79trwRJDAx1lTFf6cv5674LxgV3YCc9y34ylvGDchF9xCZcCnv6lMxxVrSXxD6kyfR/z6VO19bRXzHhywc+R/+YLkf19OXoTvzYdaXAXBYTOyWBdhbK9P7+spRb0dVPdnL/sYfXE+gO3IQ8282dnRjSRlAjsvKc985nZ2n38t9nm+T27yeEcv+H5ZnvwB3H4++8FcDcoMud7zHZW+cwPGmdTjGnNT1CYoyCMyoyGZtxVVUiiKSr96c9mLRSV3y73/dxVW8in/KV8ibeSH1+XPQEbD9nbS+lqIcaPGmPXiDO9ERzK15AgDt7N/jyB9JQlj4P8fTnNj4LHvHf5mfx417nbYASl0gykixj9l1z5Ccdg1i9KmfXrhwIpjMHb5ukdfOdlmMiDbzwoeraAn3w6ReO9565i5Gib1o828Gzfi5YzVrhE2p1vN9LUodayUs7PuvrSi9ManUQ8Q3Gh0trcuZE2/9Ebnt7bRd70DvbKojXrUagJKxs7BMvwKg03pDbb5x0Xz2mUppXPMaexpD/TI+pW86/jRX+mTv4meJLP0XK5IjafQ3U6FXcqLYzQjNqKfzY6vAlJDIYD8PJNRorGHt5g9LKSW/eXE1J3x8IxeYVnEBL3L9qEsZH40i3cXMmHEsH72dg2zpeXpwMJrkTPM6dFsOJBOIeOvBHyQmM1rOCL7U+AJsgOT4CzBdfDdYD5iVKZyId+oVvLX3Pk5rWglNOyBvdI/H0qHKj9H8u2j58D7uyHqPguo6ZI1AH3sO5tN+vn8sDquJSlmAM/IhJGJdRsoVpbu2PP0Lvmv+DyHPFMQpv4WKucaObhSjbjO+yMP4Ig+c/FsaAj9nwYatvPrhMuY1vMAVH94Grjw47lv98wZS9m5eSRk670z6A6ec+aV+fS1FSacLZ47k789fwJ/r7zVmcounpO3aD736Pjc0/pVG70RyLjCW5JQWl7KxYQQTtr2NOPlHaXstRWkTjCa4++mXmCsksbnfxrLsHsSZvwVfBQBa3iicdRtJnvIzsud9l+ZPHjVOTBVurmuNcrP5cXSTHcvpv+zRax8/Oo+dJROgDoILfoNr4VsETB525p5Ac+50jq18CNMxn8V09u/S1oVy5arlzN11F1WOURTPvfygfbo9G2L0OTikxYNENSdd5/MqSseEEJw+ZRjbFxczbN8aLOm4aDKO6f0/oa8owHTjioN/R/WFrpN8/HLW1U1hpr0KKRyInBGQOwrO/zuM+0yXl7CYNDzHnMGxnzzB/cu2852zJqVnbEraqOBQP9m6p4qy+i1cpr1HUmi0eiow5U8jNnY+Zmc2y157jHgiyYnxDyEe7tZykd6Qz38N6d+N9o1F3frSvee97TiX/pNTLatInPUntJZKJiz6J+wFpl5JkddBszkPR/QjY0a1BzMmoWic2XI1cuQZ6OPPg5p1WOwHd3kQ064kvnMR5hlXY5p4YYfXn3jMVPgAAlWbyRpzRrfH0JVIYyV24Ifmp7DGEvC5RxATLzgsxc5pNbNbL0AgoXmP8cGoKH20a+1HnNr4JKvyz2Patx7bv10vno6W27sgaG6WnbOPncQp0ycw9f8VcLyrjrI1zyD6OThUW19PGTBh/pVgdfbraylKOp0zuZg7/psKCO36MG3BoSVba5iy5Ic4TEnsX3wUzDYAxhZl8eGq8UzY+6ZRd6iTLAxF6Y13NtVRGtkCFrDOvQHm/xhsWfv3i/NuQ49HMY2ejxPIzS+CFvYvK6tvCXO6tpL68V+hoJuTjW1KfA5+eNVn4O8/5fPmN6myjWRZtJyzal/HVvcye2UepUvuICmTmM79U5/fa2Dz+4x94VJ0YcJ06b8Ov490+NISHDIlgsTNKjSk9N3pEwrZ8FE5xekKDrXsRUgdU2s1+vt/QzvtZ+m4Kmx/C9PW1zlO305hbg7Yx4NmMvbN/FK3L+OedjGs/hfDlvyK5OlPYzKp7LvBRN2B9JNp530V/dwbwBTGZHbgPSSz5KO6GdS+cy8nWj6EYD34yvtnIHUb0fy7jNbzI07s9NBoIslfXtvIB65F6CUnYp5ndBGTOSPglR8gxp+HEALNW4rJn4RgHWQVdnsoOcGt5MhmGH0qpskXweTDC9SKk36ApRsrUEaPGEnofRv+vVvI6vrwbnljfQ1F2zYzXDpwizB64RS0Cee3e2zbsjLAyF5SwSElDRoX/JEsXAy/8raDtmtffBFMfbtlsFtMzByWy9q6UspaVvXpWt2RCLcQlyZyvJ5+fy1FSSe3zcy0YyZRubGAou3vY5779T5fsykYY+3jP+M6bSOR8+4+6DtjfFEWz+jDEMmo0dGpYHyfX09RDvTaumpOtu5B2nwIb/lhk4Vi2HEcuGV0WTHx9SbMoUYE0OxvRBMSe25Z7wbgLTfa3SeiFH/xIc4vnops3sfeHWu4eqGFX8k7OWnpPXDG/wOLvdfvMxCJs+6Z3zNK2mi48jXGj55w2DGaMwea6VNwSEqJJREiaVf1hpS+m17u407TcFyhxRBpAXsf75v8Rj1U3TccPryNtfVxyqefgTenAPLG9OqS4ViShtf/SRkwTWyDYA1i2IW9G9/Ik9k05no+u+U+Nr9+J2PP6d/JSqVnVKiun3gdFrJdVrB7211yNL3CR6NMdTgIpb/rlpSS9zZWIZuNmjjrX7qNP7yygcXbO36tmuYoo+VuiuKVaJMv3r9dzL4OcXMlTDgPAHe+kYYc9+/t0ZjGtH5sPDigCHVvTSz1slsWkKjf3udrgfHv66anVlEsmkiOP5/kzOvQzvtrh9lWJk1QbSoynjTtSssYlKObPxTDHthBrXcKvtxDlpDZPWnJLjx+dB4bgh5EsLZ/irkfQEZaCAoHFrOpX19HUfrD52aXsygxnsSOD/tcd0hKycL7f8p1+n+oH30Z9plXHrR/XFEWG6XxvXqkFCRVjhyxhM7bG2uZbatEFk3uVhb55HIffuki3FwPQMBvZBA5s3J7NwjNhD72HPTjboSSacZEo6+U0ulnc/aUUl4KjDEysVt6dl+5XzJOJBzkaw+8y/ToMkJjzmf8+MMDQwDmtuYIfQgOheNJHDJC0qI6lSl9ZzZpWFIZqnLxnehL7+/T9RKNxu+SGxPfYUF8OpM23Ib38XOR95/W65qTf3vmLYpr3uXt5FQ0IdFiAaPeWC8Nu+wPbJTDMK/9T6+vofQPFRzKkGllPhpkKjIcqk/79TdUBbj5X6+hySR10suYhndY9uFCbnpyFfFk+ze6e/1hPmNajBQajD8kY+aA9ar5pUYXi6o92+gJX7yGkHCCt7Rnb6YdWXYLdZZirIH0BGaaw3HC0SjZ0o+3cDim82+F8mM7PSdgziUurNC0My1jUI5uL67aSyl15Jf3blanO44blUsVqRvjQFW/vQ4A0QBhoZaTKUemeSNz2eWZgT3uR9Zt6PV1dF3y8kO/43NN97Ep/yzyrrzrsGPy3DaanMNJYlLBISXtFm1vIBSNUhrbjlY8tVvnFHns+GUW8Vbj/jQcMCYWzU5vZ6d1yvS5f2E689eHbT99QgG7k3nGE3/P7ukSG18levs8+E0e3DKKs6vvxibiDDvpmg7PcbtdhLH1KTjUFIrjEmFEumq5KEe98olG10Dxzh/QXvk+NPcuUFrdHOHJ198nKQWV1pHUnX0vP3b/nrfsZyAizRBr7fE1N1S1oK1/BpOQTPvaA+ju1OR4Qe+DQ3arhQ32aZSGNkAy3uvrKOmngkMZku2y4sxOLclKFfxLp92NQcq1OgDyL/wtpqx8nrX8ktsjP6H6gSshdngl7H3+MOdqSwiXzOu0gPWw4UY6fN2+nT0ak5aMkNBsPTqnM7GsCnJj+9LSeak2ECUfPxo6eIq7dY7DZqHJUqSCQ0pavLJsIx4RJrc0jQXWDzG51EuzOZWV1Msbj+7S4q3ETCo4pByZhBCMn2O0v9657JVeX+fOp17kjF1/Y5N7DmO/9niHy0NHFuWwUyvDv3MVSX3g2n0rQ997m+v4kuVNTHoUutFNCCDXbcWPCz1o3J+GA6lAir33waGOTCvPJmBP3XellsN0y8ZXMD95BdX1Tfw9cTF7kz6uMS1EzyqGso4n97KdVpqkC9mX4FAwhosIwpauwgbK0e7YKZN5NnkCKwovMTZsea1X13llTRWO0F6iziKe//bJfPH4EbjGzWdhMLWUOdjzhIS/vLaJ082fEM+fTHbpGLSxZxo7Co/p1Rjb7HFPxiajkOp8pgwOKjiUQcXFqQyaTv5QZcO2Xv0h7/NHKBNGcIjhJ6B9ayn63G/iNuuU71uA3LP0sHNqGxoZpVVhGTO/02tXlA0jITWCdT34EgdMyQgJrfdryQ9lzhuFnRiBhr63k68LRCkSqRuFrJJuneOwmPCbspH9kPmlHF0qm0IEqlNLJFPdY/qD2aThLRpuPOlt+n43WeKtxE0q5V45cp1+3GzWypFkf3IvxHrXcve4zX8ibHIz9muPIjopND13ZC6r42WE9nzCd/98N2teur3Py9kUBSBZt5kfmh4nOeoMGHdut87JdlrxyyxEqiB1Iug3dvS1Fko7TJrgmHHjiGNCNnXvvlJKyZaF91IrfXzDcwf55/8/qs9/FD2rFG3mtZ02S/E5rTRLN4nW3k/M+kNxXCKCya6+45T0KPA6eGv8b/j8vsuIe4YhNy3o1XX84Thloh57/ghEagnptAofNcm2UiY9/+9+865KprEZy/hUUOikH8KFd4C7+11021Pvm2Y82LO4T9dR0ksFhzLIkZVDAq3TZWXykYtJPnFVj7Nj9vnDjDDVG0vEPGVg92I6+3esPuleAOq3rTrsnNYG48eixdt5cEQzm/GbctCrPuGft/2a+9/4hM01AWQXYzTpUZKm9GUOZZcay292b1nX52vVBiIUitQHZnczh6wmolghHunz6ytHt7pA9NNgbj8GhwAcuani9/0dHEqGSFrVjbNy5LJbTDzivQFfvBb5wW1dn9COQr2Wnb65iC5uor996mjmn3QqJaKR34d/w+TlP2Pzn+ezYctWdJVJpPTBrLrnEAhMF/6z263ic102mqQbc6wZgGTYb+zoh8whgAlluVTpOcQbdnTr+FtfXk55/QdsyDmVZ751ClfNqeD42bPQvrsGTv5Rp+f6HBb80k0i2PvgUFMohpMIFqdquKCkz4/PHk9Sh8XmWbDj3V5NSrSE41RodWjZw/Zvm17uo7GXpUySumRSbBUmkjD6dGOjrwKmX93jsR3Kkl1KpcxH7lbBocFEBYcyKMthwy/dyGAHRaJDjWj+nZgql8D2dw7alUjqnQZjqpojjLE2QFbxQQWxx48eRb30EN235rBzIv5q44G76w5k7vwKTtE+4dvNf+Ws9y7h2X/8kNt+90Nuf/JFttcGDjs+qUssegzdlL7MobKRRjrj5o19r9HQ28yhsLRCQgWHlL5piSQOCA4N6/zgPsrPzaVZOkk09T3jriO6LnHoIaRVpdwrR7ZQ8VzeNB0PH/2zx3UREkkdG1E0a9fLK4UQ+EZMA8Bl1vlg2DcpC23A9MgF/OxPt7Dy8V8iW/q5TpgyJDmijTRb8rs98QXgcZhpFlnY4n5jQ8QIEmHrn+BQqc9Bpcwn3rCzW8eH17yMXcQ56bM34LAe0PRAM3UZAMt2WWjC3ad6n/5gFBcRrE71HaekT0Wuk2tPGM491WMRicjBS8vqNsOeZV1eozUUopDGg+4ly7Id6I5UMfkerkZpDsc5SXxC1OTudLlmb+S6rSzTxxrBoTSUCFHSQwWHMsjjMNMgPSRb6w7bF4olWPDmQgB0YaLupV/xwLub+fkLa7jk9ne5+pe3sf7uL6A/e0O7197XHKZcqz/sh+awHBeb9HKsDRsPO0dvaQsOdZ0maD/zFyRP/w1c9TSFPic3W57ge4n7+NbGazA/cApsWXjQ8eF4Ejsxo5VpmuSUjiaiORmz4xHueGVZl5lLnaltiVJqakJqFnB2rxuHw2oiLC0qOKT0WUs4TpmoI2lxgSO7X1+rNNvBPplLtKFny0J7wh+O4xZhhF3dOCtHthF5Ll6LHINIhHtWDwUIRBLYiaFZu9lpsGQG0pGNOPcWTrj298Quf5KR5gb+EP090zf/ndjt82DnB714F8rRSkqJNdFC3NKzDBchBDGLF4seJRQMYEum6lT2w7IyMH68Vsp8TC17ujxWSsncyPs0W/IR5XN6/Fpeh5VKmY81UNnrpZuB1lZMQmLrQ4FuRWnPTaeNpSZ7JrtECfoL3zICQlKiP30N8vmvdnm+KbAPDXlQFroQgvKyVNZ4D4OijcEYc7QNNOTPgU6WRvdGrsvKan0kWrAWgof/FlYyQwWHMshjt9AoPSRbD/9DfWtjLcsWvwfArbGLyfevYt6bl3Lmqm/zaMPlPGn5NcfUvIi25ql2o8BV/gjFeg0ie/hB271OC7tMFfhatx30pSilNP44oXtrSEediumEG2HsWVhvWgk3V8J31/Gg70Ys8SDyiSsOWtcaiiawi/QGhzBbsVz+MONMezlu8df44RNLiMSTvbpUbSDKMEszZBV1ulb9QE6ribBuUcvKlD5rTq0RT3rKu53231ulPgfVMge9uf8yhxqDUdyEMTlUyr1yZBuZ52K7nurM0ri9R+e2hGM4iGKydbMwuzMH8cPtMOMLAPgmnor5KwuIX/pvLkr+gbC0IN/5Y4/GoBzdWqMJsmQrei+Wg8VtPgCa6mvwiBAJk6PDgup91RYcskfqurynao0mGC73GvVKunm/dqBsp4Wdssgo0B3Y16vxBlqMTHOzqjmkpJnDauKPn5vFlZGbaRBe9McuhZWPoNVthObKLjNsHMHUvd0hJQpGlRYSleZ2ExI60xSKkSMCSE/fO00fKtdlo1amJkR7UV93IMWTOn9/YwtvbazJ9FD6XZefqkKIciHE20KIDUKIdUKI76S2/1kIsVEIsVoI8bwQwtfB+TuFEGuEEKuEEB+nefxHNI/DQiNuCB2+rKyhNcZEbRcxRz6fvfFWqs68m9HZguOyW7BMv5ItJ9/B12I3GQfXHtxmN5HU8QcCeBP17dYvaXSPwSoj4N+5f1tLOIFH9yMR4Mzr2RvRTGDLAm8Zm8sv4w4uQ+iJg4JDrVFjBhVLN2dQu8k07kzMl97PdG0rM9b/icvvXUxtS8+DNXWBKCWav9tLysBYVhaUZkiEe/x6inKgloiROWTK7t8lZWBkDlXJXCzB/lui0tASwimiWBxqVlU5so3Ic7FL9i44FAiGMQmJxdaDdteH/tgtmY5l0oV4RsxiuRwPzV1nVihKm7pAFC+tvcpIlXbjnObGWrIIkejHZcJeh4U6U1snzc4nLmoDUXJEC8LVw3vVlGynlR1tf9MN23p1jcamVBkC1a1M6Qczh2Vz/kmzuSzwPfR4FF78NgAiGe0yiOKKpO7tDvn9V5rjpBEP4eaeBYcaW43Jvv6or5XrttJI6m+ond/CmbRidxO//d96fvP8cn71wmo+e8eH3PbGZj7YMrjG2R+6E3JPAN+XUk4A5gLfFEJMBBYCk6SUU4DNwM2dXGO+lHKalHJWn0c8hLRlDmnhw/9DawrFmCB2YyqewuhCD8XHXYn1u59g/s4KzBfcxuhTPk+saAYAsu7gJWI1gShF1COQ0M6PzUjO+NSB6/dv2+sPk4+fmC2nT2mD5TlOqiOpmaXYp7WHQjFjWZlIZ+ZQijjms8jjbuIq81v8tPYHPHT7rwlGelYbojYQIZ8GRA/W5DusZoJJCySiPR2yohykJZygVNRjyun/4FCRx041udhjTf2W9dbSbNw421wqOKQc2YbnuajDS8zk7PEPyUCr8R1osfcgONSBE8fksTnihea9qouZ0m21gSheEcTkzOnxucJlLLEP+mvxiCDY+i8TVAhBNCu17MW/q9Nja/xBfASxePJ79Voeh4XdMlVbs7F3waFmf2ry09r3v21Fac93Tx+LJX8MP4kYmaT+nKnGjpbOg6e2mN94cEjwtNTnpFFmEW+p7dE4Aq0tmIXeL/dzeW4bjXJwBIeagjGW7WzkjSWruOyuD7n2ztcZu/Rn/OCTs7l21ecYE1zBgxeX8sszyjI6zoHQZXBISlklpVyRehwANgClUsrXpZSJ1GGLgaH/byvNPA4zjXgwR/2gH7wcKtAaYoxWial4crvnCiE4dfZUWqSDwJ6Di0tX+cNMFakvvIKJh51rLZ4AQLL60y5f+/xh8kQzurN3X7ZtyrIdBEkFgKKt+7cHowlsIo7obu2FHhKn/YLkiT/kGG+cH8fuYNmD3/009TIeAf8eiHec4VMXiJCdbABPzzKHQrrZuK4qpKb0QbS1EY8I9XunMjDa2YftqVnTfupY1pZy78jy9cv1FWWgeB0W8tw2ai2lyB4Gh0JBIzhkc3RzWVknThyTzz6Zi9DjqjaD0m11LWG8BLFmda+W4oHMLiOgFG6uw0MIzeFL8+gOJtq+/7oIDjU31qIJid3buzbaJk0QtBUSF9YeZwOCUYahtcVvPFEdOZV+YreYeOwrc5hx/je5UvyJB7K+buxo3ms0R9i7AjYtOOj3h5QSe7yZpDCD5eDvndJsBw3Sg95OKZPOtLYYxegd7vTXw8xxWTMeHJJS8uAHOzjplrd56b5fcfqrJ3Np/V28WnQPl5nfxzb1Uso9Zv4W/SWnvnIyvP7zjIxzIPUoRUQIMRyYDiw5ZNeXgac6OE0CrwshJHCPlPLeDq59A3ADQEVF//9AGgyMzKEsI8Mn3HRQlNfq34KFJBS1HxwCmDsqly2yjLK96zhwPmdfc4S52gaSVg+mds4vzs9nl15AXuUqXPvPCTNZNKNl9W1NaVm2k1aZCgBFD88ckv0UHMJkxnTaz3HP/ynL77qWU2of4ZbfOdgmhnFb/Lc4CSPHnIX4/NOHnRqJJ7FF6rHZw5Azstsv6bSaaE2aEWYJyRiYbel8R8pRxNSaSgPuQXCyL0LekdAAVK2C3FHpv37qxtmZ1b/FtRVlIIzIc7HHX0RJ43Z6UhEsHDQmSGyOvv+AHFvoJmgvgiTGspusrruKKkqTvxGTkDg9PQ8OWbOMe9LmhhqGaWEszqJ0D+8grrwKAnsdZFUf3k33QIFGo3mKO7t3wSEAr8tGXbyE4oZtPfqbBqNArzkZAhMqOKT0qwKPnavmDmPpzjm8snkb3wdo2Yt89nrE+ueNg657A8pnAxCJ67hlKxGzF9ch9SuLvXY+IQtTpPPg66HCrcZkn7UfMoecVhMRS+q6B5QiGUgLPlzGRQsvYq59FONja4k6irk89BL4gYvvQ0z5HERaYPNrEGuFvDEZGedA6nYlNyGEG3gWuElK2XLA9p9hLD17rINTj5dSzgDOwViSdlJ7B0kp75VSzpJSzsrP71v2ypHC67B0GDF1BnYaD/LHdXj+qHw3u00VOJu3HrS9yh9mnrYeveI4ox7QIYblulgjR6BVf7J/28rdfgq1Zqy+vn35lx+YORQ7IHMolsBBFHM3Wvr2iaZxzPUPsNNzLN/WH+N33EkTblbbZsCuDw7L0AJjTf5IkerU1oMfyka3MqvxRHUsU/pAD6faBNt9A/J6kfyptOBGbnmjf67f6gfolzXqijLQRuS52BDLR/h39aidfThsfAfanX3/ASmEwF2QWnbaxbICRWkTbDKyBByeni8rc/mM4FBNTTW55jCin2vIleS4WJkcTWLX0k6Pi/iNZTF2b+8DpD6nlX2mkh5nAwLsaQrjInXPZ1PBIaX/nTKugO0hG7pmNSYHdr4PeWONncFPl4n5wzE8IkjCevi9l91iImz2GSUFeiDSmro/7YdAqBACj8tFWHO130UtGUc+9QWoWp321wYIROJseevfZItWxltqoGAitu8sQz/9N8jP3ApTPmccaPfAlMtg1rUw/IR+Gctg0q3gkBDCghEYekxK+dwB278InAd8XnbQR1xKuS/1z1rgeeDYvg56qMiym2loy/k5pMCYiPiNB520VRdCkMwdS1bSf9D5rbU7Ga7VYBl1crvnDct1skYfiSO4F4L1SCn5YEsdeaIZ0Z1OZZ3Iz7IRN6UCQAdmDqVa+pq727WlD+xWM8O/eDd2LUlefC9rZv6OhwJzELEgHFKfCYw1+SO0VOZG7uhuv47DYiJCKjikOpYpfdH2996LjjK9UZLj5r3kZOTWN/qlfkk0lLqZ6McaFYoyUMYVeVgfzUfIpNHOPhFDvvBNqN/S6XmRUCo45EhPXRJ77nDjQT92GlSGllCLcW8oelFzyOvxEJZW9FAjXhHu98/zUp+DlXI0pvr1B5UlOFQskHpPrp5nQ7XJdlrYqRchmnb2+DuwsimEU6Tu+VTmkDIAThqbD0KjxZIPe1cgQvUw5kxjZ/jTYE9zOI6XIElb+/eSSUcudj3Uo1qp8WDb/Vz/FF/PdVtp0bztLytr2oXY8F/Y+HK/vPYtCzZxUuIjgrmT0b63Ae2r74ItC+2EGxGzr+uX1zwSdKdbmQAeADZIKW89YPvZwI+BC6SUoQ7OdQkhstoeA2cCa9Mx8KHAbNKImNvS6Q4ODmnRVHJWFz8WPRXGsrG67asAoytYcPO7xs4RJ7Z7TkGWjY2aEQSR+1ayqSZApNWPVcbA3bdUdSEEHl9qKckBmUPhaASTkJht/bSs7FC5oxAX34t+zl849ZzLqPNOAmDrincOO7QuEGGEqEI3WcHT/dJZDquJKKni26pjmdIHWlsgdYCCQ6U+B+/oU9CCtVCT/o/kRKh/byYUZSCdPDaPHQe2s69eg1j1KKz/b6fnxSLGrZFIU8ZsXn4BIWkj2rA7LddThr54a+oHVy+yUnOcVvbJXMpFLY5ka79/P5VlO1ipj0FIHfat7PA4va0VdyeTp105dkQOy1uzje5PLXuNui0t7XTwjIVg5wcHbdrTGMZN6p5PFaRWBkCOy8rUMh8bwx6SOz8E4OHqVCZp2L//uOZQHJ9o7fDv3eROlS/pQX2fRCT1e7S/gkMuK00yC9nemNqyohq2Hr6vj/63eh9vLF7BNG0brmkXGZ1C21ltczTqTs2h44FrgDVCiFWpbT8F/gHYgIVG/IjFUsqvCSFKgPullOcChcDzqf1m4HEp5YL0voUjW9yeCzEO+0O1xFtIChMmS+c3lSMmzoYVIP77TSo3fJb7E2dxbvQ14nYfloJj2j1HCEH+2GNhGzz70kvsPKaCPJH6MdfH4BBAfnYOtHLQzE80HDTel30AZ1kmXogGWIFfX3shLXf+mI8/WshCx9l87eSRpP67ZFtdkLGimqRvJNqhbYQ74bSaiEiVOaT0nSnWvWBwukwq9fLX5BSwAFsXQvGUtF4/2XYzoWZVlSFgVL6bqGc4RDGyhdqWkjTu6PS8eMT43sOcnkmRshwX+2QuBQ276a8Kd3LlY4i8MVCukryHgmQwlVXQi1b2OW4rm2Q5U7VtmGTcWFrRj8qynazSU0v7K5d1OMGpRVK1SfoQHPrqSaP407pxUAfVj1xHjmjFWr8OLn8UJpz/6YFL74E3foW88E70UCNy+b/JcV2BxZK6v1XfccoA+cV5E7G+OAxTwwZ0BP/aU8QXhAlxSOZQMUE0Z/t/75asAqgFGaxDdLPGpezv4JDbRoN0tx+wajWCQ3rDtu7XwTmAlJJtda34Q3ECkQSbagJsrmqhsWo7sn4Lv/Ethwgw4cI+vYehpsvgkJTyA2i3XtsrHRy/Dzg39Xg7MLUvAxzqpD3HCA4FP/2jiCV0HMkAUXsWTtF5qbxRI8fwQvlP8O1awEnr7uHn3IumgTj7H0YUtAN/+vyJ+P8yHJ9/Lf9950NO8DVDGHD1vd5TaY6L4B47rgMyh9pmUAcsc+gQIwuySIyYw4l7d3DVa++wav0GvnDmXGYPz+HRxbv4j7UWS8G0Hl3zoGVlquaQ0ktSSqzxgPFpPEDLsCaVejl55mRWrBnDpA/vxDr9GujjktI2UkojDVlDZQ4pQ4IQgsljR1OzOpu8yuX7Z19lw9ZOi9nGo6ngkCVNwaFsB/tkLnn+9C8ra2iN8u5br3Dxim/ApEtUcGioaPvh2ItOYzkuK6/q5ZxrStUA6ufJi/wsG8eMHs7OymJKdi3F2n5sCEu0iajJia0PTUBMmuAb11zF83d8wIy6xbS4PWRnj0K8/EO0kafs/+7SNy0wfpS+9B1MehzdnsPljb8GQJodCLO112NQlJ6YOSwbJkyEDxbQ4ihnR5MJme39tAwJqWVlIojman8ZqTPbSABoaajGW9zNn+dtme39uKysJuGCYDudA1OdOUXjViO7r4vfxMFogqeW7cG64y2sTZvYFjCzNujhq6b/MVvbQnVyHl83b2MMu43J0QjoFfPQ8rpfUuRo0KNuZUr6OZwOQgEnzgOWlflDMTwiRLydgmKH0jTBZ6+7mbrA91i1+h0q1t1FzsnfQIw7s9PzTJrAN+pY5q9/kVPE99GjqS/ZNGQOlec4CUgHllBzW+gk7TOovWGumE3Jjrd42/ZDorVm7nzofJbmjyXSXEGJs7pH9YbAWFamgkNKj0VbjRajqeBtOJ7ERYiEsGK22AdsGD//zAS+uvHr/DvyE8KPfwHznC9jKZoE+eM7DSx3pb41hjUZUsEhZUg5ZXwBH68aw/FbP0T4huGFLttgJ6OpFfdpCw45WS9zmRlM71JQKSU/fXYV39n2f8bfbazdSgHKESae1DHHWowfQb3IHMp2WtkoD+ge3EEdk3T62bkTWXbXGM7b/r4xaXpIXaHWaAKP3kzEkd3n7DmfJ4uzvv8QNz6xijc21PDo2RrHv3MlyZe+h+miuyDagqhcyu5hl5Bb/QGt+dPRL76XO++9i2NczXzujJN73OlMUfrEa3SUjuVPgiaImj04DsgcaglFyCJMzNX+37svz1ge7a+vojt/zfGkjjkeND5D+ul+Ls9lo07P6jRzSEQDRm1dd+cJDM+tqGTVK/fxD+sdn260QtzspqXkZK6ofBM9ZzTMvgUKJkLeGLQ0/O4dalRwKMM8dgt+4cV5wB9FUyiOhxC6tftfxPlZNvKPPwuOP6v7L15+LKY1TxMfcQqWPYuNbWn4Iyn02AhKO+5Qy/7gUCKaWp89gD9+DzNqPrz7J5jyOSzBBr6/7Rnww1WOfDQ93uPgkNNqIipTNYfiquaQ0g2hRuQ/piFO+yXM/gpgzPR4CBK3ZA3oB7LPaeUH11zErx7YzG/33Yvp+UUAJH0jMH317V79mADY3RjELcIkzE7Mav22MkQcNyqXu0zj+Ux0KeHqBqSmIYK1RovbDpbb6LG27730BIeynRbqtXycsQZIxCBNWQsvr97LyVv+wETzLpImO6a4Cg4NBbsbQ3hFK0nNiqkX/w1aTBrV9pHQVq95AJY9Tyzx8Nr4L2Pe/CH1z/2AvGseOmh/TUuEHAIk7T0vsN0ep9XM7VdN5+r7l/DlN5p5ffq3Gb7mHySCdZiPuQAhdW7aPJnV8kISzWa45QNgMtdPHoE2fmJaxqAo3eYxgkPOiumwGVqF+6DgUCTQhCYkVnf7fx/ZRRUkpIZ14wtw0he6nAj0h+K4RBhdmNHM/fP7bfaIHBbILEQibExMHFCjL9ZSvf93pF6/Ba2L4NC+Tcv4i/Ue9Irj0C5/1Gj2Ur8FS8k0crOKIB7BZLZ1mYF0tOv99LCSFh6HxSjEdUC3saaQ0Yqwv9d3M/NLcN1CLF98AXH1f5Bzvg696GhxKJ/TSisOkuFPu5Ul2mYiM5g5RMVcxM2VaBffjfnqp5E3rWXVrD9RKFPFDXsYHLKrZWVKT618BBFpPqjLUUs4gUeESFoHPstm9vAcTrvye8xO3M/nLbexZ95vMPl3IJfe3+tr7moIGcU6M/B+FKW/ZNktfOsLnwfAIWLUZc8wdnSSPST3f++l56ZaCEHUVYJAGkV006ApGKP5hR9xlflt7khcQJVnGlIFh4aEbbWteAmi9yHj51df/Ax6231bf9+Tpnz54vN4zHwRedueI/jmLZCM79+3zx8mR7T0qVPZoewWE/d9YRYj81yctfI4Ns7+HaZd78P/vkuDzGLOiWfyxg9O5/Hr5/CbC4/hKyeM4PLZFV1fWFHSrXAS0ubBNeF0fE4LjdKFPKAgdSxo1OPqqOZQWVERf9Kvprj6bfQ3ftXlyzWFYrgJkzC7+i2gMrXMiyWr/ULZ9dV7aZXG9+fD/3uLlpamQ08/iLfyHawk0D73byPrMHcUjDsbslINJSx2FRjqBhUcyjCP3Uz9IYW4/KEYHkJoTl//vrjJYtQVEAJGnIQ4549p+aPJcVoJSjv6Aa3sk4Mhcwg+LSQqBMJXzrTzvoY89gakyQp5Y3t0KafVrIJDSrfJZAJ92QPGk9Q6ajAyh7IIoWeo7fvpEwv599dPZ6dpOJd8PJHI8NOQS+7ufGlJJ61/dzWEyBJhNLsKDilDi7NiBtJkLGZ5JZmqydO4rcPjZVujgi4aS/RE0DfOeLBnaVqu98Az/+VK/RXqxl/N3abPE9CtEAum5dpKZm2rC+ITrWh9mPSbPiwXCiYYTwaoYYLXYWHiFb/hteQsXO//jsSD5+5v+rFqt59s0Yoruyitr5ntsvL49XMZkefigkWjeHbCP2mWLhbbTuC7Z05geJ6L40blcc284fz8vImMLlCFqJUM8JUjbt6DKJ3BuMIsqmOOg1rZd1WAPstuwXnit3gqcQosuh2aO69f1xSMkSXC6P1YeF0IwaQxIwHYs3fPQftCTVVs0kajCzMTal/Gcetomp75brv3oDUtEUqi2wjYi7tcfqZ0TgWHMszrsFCTzDLWUqY0BuN4RAhzB5HfwS7HZSWI46BW9vpgyBzqgDj7T4gbV/Y4a8ooSN22rEwFh5TOvfXyE2j+XUjNjDwgONQSNv7exQDdeLdnUqmX+784i+ZwnD8GzkEL1ZN4/ZefzthufZPk2380Hr/+c5J3n3DQbO6BdjeGyDVHESo4pAw1ZiuyZDoA99SmfjB3kDkUiSexyAgSAX0onHsovXAyjWQht73R52u9unofc7feRsScRf6Fv6PE56Q5YQGVOZRZNes6/HztiW11reSbwx1mEXSXVpjqfDuAExjHjinhk+Pv4Luxr2Peu5TkSzeBlCzb1USeaMHalmmQRjkuK09cP5fR+W5+sNzLtbmPMu2r92A1q59KyuAzviiLvRGbsXQqRQ+lHnfQyh7gG6eO5r++q5FSEnz/rk5fozFoZA7Jfs4EP/YYY3L+/VWb9m8LRhNYI/VYfCWI7OHM1daTRJC99kF2PfwVZDJx0DVW7GpinNhDMl8t9+wr9YmXYR6HhUaZKsQlJZBaVkYQq/vIDA5lu6y0Ykc7YPZR3z+DmuHMofZoGnjLenyaw2oi2tbKPqFqDikd03VJ5JPn8EsXdQUnHBQMbokYmUNaL7rJpNOEYg+/v2gy/9pbzLtZ52H++D4S950OdZvQn70e07t/gHAT+ubXMdWugxX/Nk7UdajduP/za1dDkBxzVBWjVoYkbdLFhErmUSVzabXmQ0P7waFAJIGdGAktvfUNynLdvJecjL71rU4z+LqypSbA+8/8gxNM6zDN/zE4fJRmO2iMW1QNvUwK1CDvPhHWPNPnS22tbSXPFEb0sn7cfiNOQjpy+tQ6vjduOn0sW4vP404+h2n1EyQX3cX6XdXYifXbWLJTAaJbLp3C418/mdLczE3aKEpnxhV5qEs6Iezf/12wv3NZJ/eTNrOJn155Jm/KWejL/0W4taXDY3c0BHETxuLs38Bwdl4xAKu3bCMYNYI+726uI5dm8orKIG8UAMELHuApxxUM2/UsH91yEc0rnt2f/fTJzhpGiX24K1ST9L5SwaEM89iN4JBIRvencgdaA9hFHEsH1eYHO5fVRBgHlsSnmUP7gyeDMHOot1TmkNJd722uZXpiFR/qx7A1cnCmYHMqc8jU38tIu+GSmWX8/DMT+WLdVTxY8v/Q6jYi7zoeLZxa9rrlDbT6TUgE+jt/JL7oHuJ3nwx3zkF//zaItHBa3SOUJ3chMrRMTlH61Zyv4rxhASeNzWdTvIDkAfXDDtQcjuMghp7mIp7Dc128l5yCKVQPNWsAkIvvht1LenSd51/4D/9Pu5fWkuOxzfsqACU+O40xk+pWlklNOxAyCYF9fbqMlJJtda34RGuv2tgfZPJliB9uHfDJPatZ459XTudueTGLLHMRC3/OqYn3jJ2u9GcOtfE6LXxuVjl2i2qooAxek0o9tEiXUYMuagR4TDG/sbOTzCHjXC/Zp36HLNmKfusEkgt+Bnry0wOq18KWhVRV7iTbHMXs6OcgaWrlhiPu5z8fG0vL3ly9A5eIUlRSgZh9PfopPyN3xoVc8oO7WDn2OxwffQ/vi19Gf+oLSCmp3PIJZqFjLp7Uv2M9CqjgUIZ5HGaaSM2wp9rZRwOpNaMZXGbSF0IIkhYXluQBN5jxQVJzKI2sZs2YFQZVc0jp1JsffECJaKS19ETWNFmMv/XUTE9LOGFkCroGx9/7V04cyQ/PGsevt4/hz3m/IYqFlpnfQmpmWGy0B1075uuIYB2W136ECDeQrDgB8fZvSPzzWL4pn6DRNQqOvSHD70RR+s91J4xgaXwkYu9y40b6EC2ROHZiyDRPiJw4No/1zlnGk61vQqgRFvwE+eHfenSd0xoeo0Xz4b7mMaP+IFDqc9KUsEA8uD8TUBlgbTVAwp0XXu1KXWuUQCSBU2/t8odil4SADHWeHJ7n4pbLpvOVwPXskMXcYrnP2DHAWUyKMtgcU+IlaklNwoWbiMSTB9Qc8nV5/uyTz2PBtNt5Mz4Z0+Lb0V+80bgvXfkY3H08PHYp5+y6BZ8p+mm91v5i9yGFic/bP2LPuw8TiiVYu8mYeNHcBTDmDLRTfgSA2aQx/apf8/Ccl7k7cR7avuW8u2wllvoNxrUKjunfsR4FVHAowzx2Cw0y9cedKkoda20LDvkyM6g0kFY3Fhnbv25etAVPhlDmEIDJmgp2qeDQ0BFuIvLubcSf/AJUftzny1U1hzHvfAeAspnnUpVwI6S+/+Y/GApiF/GMLys70Dfnj+YHZ47l0ephTA3fzXV7P4MsmgL7VqJLwVVrZjA/eQfnW+/ny977WTbvTiLZ44noGhdHf8WqM56CkSdn+m0oSr85aUweC7OvoFW4SL7644ODKaFGgs2NOEQ0bZ3K2tjMJs4/fjpr9eG0rn6R5Pb3jJnjymU9CujYEq3U2SoOKlxa4rMTljbj8ykRTeu4lW5KU3Box95abjC9hDUZ7HvmUIadPamIH54/k4sjv+R57Qyk2Qn54zM9LEXJKJMmKCkylmPJsJ91+1rIIkhSs4Gle7+1zrrwapbN/At/T1yMtupR4s99Hf31X5AsPRZ95KmUxXaQJcL9XyZA09CPu5FiS5BfxG7jv/f/Flfc6LyGu6DdU6484zg+zv4MAEtefZR57mqjuVDuqP4d61FABYcyLNtlpbEtOBQ0gkPx/QXFBkcmQa+0RZmjAZK6REsO4ppDfeCwmIkLq6rRMJQsuRf727/CsvG/sPF/fb7cE0v3cIJYQ8w7nJnTpuMXqb/rVFHqcGBwBoO/deoY1vy/s/jVRdNZtrOJN4MjAKg0V3DXdfM5edZUxo4ey/rqEFc8vJYp+37C1KY/skKOZVyhqjekDG1CCD534hRuiV2KadcHsOlVY4eU6P86nxEf/gg7cYQ1fZ3K2nx+TgWvMxd33UoWP/s3YzzBOmja2e1rWGQU3XTw93Gpz0G4rQOnKkqdGfuDQ/4+XSb33Z/yU8sTRPKnwvjz+j6uDPvS8SP49RUnYLvon4ifV6kfgIoCjBxWDkB1TRWrK/146VkwWAjBry44hs3jv8XtiQuxrH0SGWrkop2XsNU6gTLqcCZbBqQYvemMX+H4wTqWmWdwac0/ON+2wtjhar/zmNWs8aevXkKVpYKTkos407sH8sbtz4RVes+c6QEc7cYVZpGTXwwtkGitg6ROU0MdmDiig0Na2wdJrJX6hBM7qc4bQyxzyGk1EUvasKhZ1iEjsm8tCVc5LhlGRJr7dK14Umfd4oV8y7QWy9gvISwmTO4CiJAKDo2nob7WOHiQ1uj53KxyHl28i2eryznDCiWTT6JiTB4njDFqPoRjSd7aWEsknsRtNzMq363a/CpHhc9OL+WvC87mRm0Bee/+GW3cOVC5DK12LVZnFIewYbGlPzjkc1o58bPXw4tPcrxcSZ2lhPz4PiN7KGdEt65h0WMkDslqKs12ECK1LR4Cet8CXem5VXv85OzcQgUgQ430toz5xg1rGV31Ms9YzueSbzyS1oLomXThtNJMD0FRBpVJI4fBEqhb9zYn7fs9QUusx90JTZrg1ium8dzy3/DR5lEkNAubNw7j0a01/FpI0GMD1mBEM5sJnncv+547l2vFi8bGDjKHAHLdNuScSyn+4FaoA0760YCMc6hTmUMZpmmCL5w+E4A1m7ezqSaAPRkwdh7BwSGTM/VBEm2lqjmCXcSQaEMuomu3mIgJq+pWlim6jn7f6bD84bRdsmHnWpa05JG0efs8e/v2oiX8OfF7Ys4ixCk/AcCRXWjsDNYhpaSpKVWcepD+vZs0wT3XzOSKS69AWl2Yx5x+0H6H1cRnphRzycwyzjqmSAWGlKOG3WLiynkj+Vv4XLSqFbD9bWTqs8gWayTLlEDrh8whgNkzZqEXTwPgrtBpJM0u2LO0W+fqusRKFHFIJm9Blp2oSNXRU0WpB9xd72wlULPDeHJAe+puS8RY8/Z/2P7UD5FoHH/NrxBDJDCkKMrhSouNZWUjtz/OqPAapshNvcpCt5lNXDlnGMdd83+c9Pmf8pnJJXwcPKDou3Xg7utOnjqaVbP+gGwLj3eQOdRGTL8avXweXPIAzP/pAIxw6FOZQ4PAyZNGEH/OzIZt20kO9+MRqZuyQbbMpCdsqcr2yUiA6kAEe6pri2mI3ai4bGaiAavqVpYhun832t5lxGs2YBl3TqczDN2xt7GVvOgetsoJzBJJvH3IHNrrD2N942fYRBLbtS/s767izSuBKpDBOupbY5hiAbAyaINDAGXZTsqyJ8Dk7WC2ZXo4ijJoXDN3GGd9cCrf117A9+wNaLFWpNBwJ5rwmL3drv3QG9qkS6BqFZ/YZ7HRtIYJe5Z2a8YvFE9iI444ZGwmTWBzZEEctaxsgEkpWb7LT7FIdYbs4cSErks23X8dk6tfZDLQOvEqiitGp32ciqIMHiJVM84tW4lLExaRRKShxthVc8q5ekXRpxsGKHMIjKVuF15wKXrWFuS2t9C6SirIHYV23YKBGdxRQmUODQJC04jbcpgUXcn0hZczw2q08RvMPxa7YnMbS2SCAT81LUZw6NAb0aFgSpmXloSJ5NE4y7rtLdj6RkaHsHndcgAsiVb0N/5fn6/3/NuLsIk4OyilMelE9iFz6F+PP84pLCcy50bM+Z/epBcUFqNLQaipmu11rWTRFgwenMvKDmKxD5klCoqSDvlZNm4+fyrXh7/NBkYSlWaSky/HhE6+bOjX4BBzvw5feYvTTjyBN4PDETVru1XIuDWSwNbBd7JmcxkPVHBoQO1uDBFsbSZHtJJE61FB6kRS55b7/sWE6hd5x3sh4WsW4L7o1n4craIog4LFvr8j5q2Jy4ja88Fb3ufLzqjIZkxZIY3mVKb7AAaH2mjzb0b7ysIBf11FBYcGDasnnynaDiYlN3A+7yJNtiO6eLPT7QMg1OqnqjmCU4sflsI+FJwyroCwtOIPBDI9lAGzsz7ITXf8h+QTVyHf/HU/v9iHsG9Vh7u3bTAK1n1gOQ6x5uk+tV+OxJOsX2N0J0tkj6Y6ZoNo7zOHzqh9gGZzHrmn3XTQ9op8D41kEWysZnt98IBMwSM3GKwoR7NLZ5YxfNp8zmv8DuOD97DKaiwVdyeb+7fOnskCZTO5eu4w3jfPQ8gkrP5Pl6e1RuPYiWGythccSi2DOxonPDLo451NlKSyhrbqJYhEuNuNLv7y8iou2vsXArZCTv7GnThGzevfoKSiKINHKlMoecyl6F/7CM7o+325EIKnvzoPX8VEY8MgrYmp9A8VHBokTN4SQsLJdr0Iq4wd8T8UXVk+AMKBZmpaInjNySF5szJnRA4xYaW55egIDsXe+B2OO6bwnZqfYUqEoY8FmzsSiiV47u0l6I9egnzlh+2PJaET3beBBpnF+5ERiGQMor3//+H9LfUUx42sPW/FMewOW3tdcyiaSDJa7mJX/ilwSM2R4bkuGqSHeEst22pbydFUcEhRjmRCCG69fBpbfncOdovGO3sP2DkA33seu4Vj553CWn04kaUPdRkkbw3HsIokJtvhYzO3dRqNB/tjqEoHop88w3HW7QCsl8OMjd34/nlk8S6GLf0147RKsi69E2FTNd8U5ajiyEEvnMxPrzoDh6/gsHvO3rJbTGj544wn6nPlqKKCQ4OEOPfPrD33Of6TPMXYcIT/UMzyGutgI8FmqpsjeCwJMA+9zCG7xYTD4SIUOjpupKuWv4xTD1IiGqm1lve5YHNHbn19M9a3foGWCCOrVkMyftgx72+po1zfg985ggY99cXVg1T8g9RuxP3qjRxr2Y7uzGPciGE0JBxG8KsX2UiNrVE8hNrtGlGW7aARDzJYx/b6IOXOBFJoA1rwT1GU9LOYNKaU+Xhzt37AxoGZFLn2+BE8y6nYG9ZD1apOjw0FWwEwt9NJzWxPbetm1oqSBuEmrtr9f/yfuBeAzQw3tndUlDrailx6Pw8s/JhdL/2JK81vkzz++3BIswBFUY4Cn/kL2oW398+188YY/8zAsjIlc1RwaLDIGcGxs+dx7XXfNJ4f6cEhjw+AeLiFmpYIWabEkGtj38ablYWWiLClZmhnD22tCeAL7WBTwTl8pfx/vKUdB9EW0PWuT+6BTdUBli16i/NMS1gnR6AlI1C74bDjXly1lzHaPnKHT8Yv24JDjb16zfjWt5kXWMBZLILcMUwr99EsXQg93qvaG41NfsxCx+ryHbbPYtIIW7KxRBrYXtdKqT1qpOyqWj6KcsSbOSyb6uQBKfgDFBzKc9uwTbuciLQQ/PDeTo8Nh43gkKWtvtABLPbUZ2ns6JjwGAyCNUbGkJkkEoHfnapR18FkR8trv0O88n0+98F5/NzyGInxF2I6VXXpUZSjkRh2HJRM65+LT7oETvsl5E/on+srg5IKDg0yBSOnoOeNQ2QVdX3wIJbjzSImTTga1tPc3IRriNYcAijI8WEXcR78cGemh9KvHnp9KV4RYvzkmUws8bIzaEFIHWKtfb+4lODfjazdwC9eWMNp1nUAvD/mxwDoe1ccdHgoluDj9Vvw0Yqn/BjC5tSPsV5mDu2s+TSopBWMY1S+mwCpGfReLJ1r9tcBYHPntLs/7izAF6/hJP9/mRNYiMwf3/NBK4oy6MysyMaPm6RMBXsHcDn1NadO5b/6CVjXPwOhjgPl4VSmq9V+eOaQxZGaIVYFqQfM3p2bAKgcfRVy6pXYfKn7v3a+z+57+QOsy+/jXX0azTlTSM68DvPnHgKTaj6sKEqaObLhxO+DpsIFRxP1//YgpF3zHHzmyO404bCY+IgpjKl/g/9qP8Atg0Oy5hCAzeEi25rk2RWV1AWimR5Ov9hZH2TbhpUAuEsmML44i0Y99f9nGuoOJZ77OvxtMuLOuWTvfp1L83aj542n+JgTaZZO/FsXH3T8wvU1lCWM+kBawThy8lIdFTr5QdSZlpYWAJou/Dec+H1MmiBmSWXv9WLpXMBvjMPlaT84tHHY59mtF/Bry0MIhw/t0gd7NW5FUQaXGcOykWj4RerzYwAzZkt9DpYWXo5FxmD5vzo8LhY2Aj82x+GZQw6XkTmUiKrMoYHStHcrALYz/w/torvw5RQAIA/8PkvEWPX075m55DuYhWT8dfdQ9p3XMZ1/K2imTAxbURRFGYJUcGgw8pZBVmGmR9EnQgj+PfwWfpa4gTJRT3Zw25CsOQSA2UaWOUE8qfPwRzszPZp+8dTHexilVRlP8sYyodhDi0z9sOhrcKjyY8xrnuAjzznU4+Va92KKWz5BGzaP2SNy+UQfhV75aeZQLKHzv6WbuMbxYWo84ygpLjUe9zJzSI+HiUoznqkXgK8CgGTbGutevL9wi3FT7/bmtrv/mnNOpu7KBcTm/wrbdS+Dt7RX41YUZXDJcVkZme8iYE7VGxvgSZFRk2bzQfIYEkvu67BeWjRiBH5s9sPH5rLbiUoz8XAaMkKVbok27KQVJ/n5xn1fXoHxz1Bz/f5jKv/zI6at/xNl5hbEWb+lcJjKNlUURVHSr8vgkBCiXAjxthBigxBinRDiO6ntOUKIhUKILal/Hl551TjubCHEJiHEViHET9L9BpTB66o5w3gpMQtdCgRyyGYOYXZgSkY5a2IRjyzeRTCayPSI0iqe1PnPx5WcnNOENDvAU8qofDdhLQ3BISmJLfgFDXj5XsuVLLKfyNzYIkQ0AMOOo8TnYId1LNmtW4iFW3l60RYe+OON3LL3Gs7T30KfehV4y8jNM2ZaY4GGXg1Dj4WJYsWkfVr3R9pSM/8dFQXtRLTVCA7Zs9rPHMpxWTluQgXWk78LOSN6fH1FUQavv10+jbzCVMB3gL/3Th6bz2v6bMyt+yBQ1e4xsYiROdRezSG3zUwYG/GICg4NFEtLJY2Wwv1150oK8klIjZYmIzj0/qtPUbbpIV60fgbte2sxzft6JoerKIqiDGHdyRxKAN+XUk4A5gLfFEJMBH4CvCmlHAO8mXp+ECGECbgDOAeYCFyZOlc5CpwyLh+XN491bW1Zh2pwyGKHRIQbTh7JSdF3abjn/F4vbxpM9EiA5luPZfM/L6IwuIkZzjrIHQ2ahsWk4c3ONw7sS3CoaSfWyo+4O/4Z7rnuZM6/8luf7quYB0BryfGY0Fn953M55tVL+HriERLFM5HXv4N20V0gBHleNy3SQaSlrlfDkPEwMWE9eJvdZzzoxfuLBf3GgyO8sLyiKD03pcyHO6fEeDLA33sTiz3U2kcaT2rWt3tMPJqqJ9ROHUC33UwIG8mIWlY2EKKJJL5YFTF32f5tFblumnERbqlj1R4/vkV/YJ+plFNvvIc8ty2Do1UURVGGui6DQ1LKKinlitTjALABKAUuBB5OHfYw8Nl2Tj8W2Cql3C6ljAFPps5TjgJmk8YX5g1nhTYptWGIBofMDoSeYPLWe/mn9XYqGj8i+eGnbSXlojuhanUGB9hzjcEYD9z3d7wtmxjetIjnbP9Hrv8TRP7Y/cdk+VJLpvoQHGqt2QGAa/gMppb7oHwOMqsY6SkDXzkAOZPP4Efx65mmr2WMrQl55ZPkf+1FROn0/dfJz7LRLN29zhwSiQjxQ4JDJofPeNCLmkN6KHWOCg4pytHJlQqeD/D3nhCC/NEzAJC17QeHkm3BoXbGlmU3E5Y2kjFVkHogbK4KUCrqMOUM27+tLNtBs3QTam7gD4/8j8naDrJP+iput2onrSiKovSvHtUcEkIMB6YDS4BCKWUVGAEkoKCdU0qBPQc8r0xta+/aNwghPhZCfFxX17vZf2Xw+drJI7ns0quMJ0O0WxlmYybP/MGfqSqaz2vJWSSX3GMEFZp2IV67udPioIONrku++dgKptT/j2ZnBdFvrMDsK0VEmiF3zP7jzE6f8aAPwaHla42uZOcdP9vYoGmIC25HfOYv+4+5eEYpJ3zueySufw/rt5cixp1z2HUKsuw04UYP9i5jSyQiJLSDZ2RNfXl/befYPZ0fpyjK0OROBYcykDE7oryMaplNbN+advcnY2HjQTvfyVk2C2FsyCO0IHVLOMq+hf9A/nE4fPJUpofTpc279+ARYbxFo/Zvs1tMBE1ZNDXUMCf0DgCOaZdmaISKoijK0aTbwSEhhBt4FrhJStnS3dPa2dZuhUQp5b1SyllSyln5+fndHZYyyAkhcI4+EWlxfjqTOtSkbv6FHqdw/jd41nMN1kQrcsndsHmBcUzL3gwOsGce/GA7tTtWM0dswDv3i+QUlmH6/H/Q88fDyFP2H2fL8hkPehkcklKybetmAEaP/jToxJjT4YAAkM1s4oKpJdhLJ4GnuN1r5WfZ8Es3RHpXkFokDw8OuZ12gtLeq5pDWqyZmLDtDxwqinKUcWUuOFSe7WCTXk6yal27+/cHh9rJHGpbVibjR15wqKE1yhu3fYWSD3+BiDTBvpWZHlKXanZtAcBXMuqg7Qmrl3z8XOP+GL18nmpaoCiKogyIbgWHhBAWjMDQY1LK51Kba4QQxan9xUBtO6dWAuUHPC8D9vV+uMoRye5BfHMJzLou0yPpH6kubNLsQBt5EqfPP42FyZlE37+dlqWPG/v8ezq7wqARjiY45c3zedP2QyQCpl5p7Mgfi/bNJTBs3v5jvS4nrdJOopf1lVbt8WMOVhE1e8B6eGHUnvA5LDTjxhztXXBIS0ZJmg6eRffYLfhxofdwWZmuSyzxVqJmtQRAUY5aZbOR+RMgZ+SAv3R5jpNNshybfwvoycP26/uDQ4cHr902MxFpRRxhy8qC0QS33n0XF8de5OHEGbS6KqC1JtPD6lKgZhsAWvawg7abvUWM1/aQH9mBNvmSTAxNURRFOQp1p1uZAB4ANkgpbz1g14vAF1OPvwj8t53TlwFjhBAjhBBW4IrUecrRxlcxhJeVGe9LH3EyWOxcOK2EJx1XYE8G8DSsQgrtiMkcWrNhPaPFXmoqzkV8/plOZys9DgstOIm3FV/uof+trqJUa8Tk6/uMqKYJYhYvtnh3kxoPZtajyEOCQ1l2My3SSTLUs4BTcziOmyAJiwoOKcpRK38c4puLwdl+x8L+VJbKHDLpMWjcfvgBibZlZe3XHAphR0uG+3mU6aPrkl8+8Q7fCdxGwDOWOy1folb3IoPtzVkOHkldIpt2G098FQftm/zFvxG/+EESFz8IM77YztmKoiiKkn7dyRw6HrgGOFUIsSr1v3OBPwJnCCG2AGekniOEKBFCvAIgpUwA3wJewyhk/bSUsv08Z0U5UqWCXqZxZwPGMqi/f//LNJWcDMCevJMRET+Em5B3Hgdrn83USLu0c+MKADwnfNVY3tUJn8NCi3T1OHjSpi4QpczchMlX1vXB3RC3+XAkA6DrPT7XokeR5kMyhxwWWnCRbCsu3U0NwSgeQkibqjekKMrAy7Jb2GsbYTxppyi1SESMB+bDJ2xsZo2IsGFKDPLgUKAGueBnEI/wzze3cPa235Ojhcj6/L84dmwp2yNuCAzu4NCO+iAV+h6iFi84sg/e6crDMuUSzFMuAbO1/QsoiqIoSpqZuzpASvkB7dcOAjitneP3Aece8PwV4JXeDlBRBr2y2STHX4Bp4qeN+Nw2M1x8K/++50+E9JF8jbdh21uI2nXoH/4DbdLgTBNv3mP8kHCUTOzyWG8qc0gP967mUEskToFsRHhO7NX5h3Fko4V1iDYffqPdiURSxypj6IfMonvsRvBL9nBZWX1rDI8IIhzpCXopiqL0VDx7DMlGDVP1Gph4SJPYeARMtJs5JIQgoTkwD/bMoa0LEYtv5xNGse29bXzHuhx55u+h8BhOHLOHvevcJFvXd32Tm0Hr9jUzQdtDIm8iNtHRbbaiKIqiDJwedStTFKUdWUWYrnjk8OUDeaPZOeW7vFtjzM4mNr4KgFa1Cqrb7yKTSS2ROM6WrYRNnm4VD/c5LbRIZ68LUodCIbKlHzzpKbSpuVL//ntYAykYTWIXMYTl4PobHruZZlyIaM/eX13AyBwyObsfoFIURUmnwlwfO7Vy5L5VB22PJ3XMMkZSmEEztXtu0mzHrEcGYJR9kPqcr/roCb7mfJNk9ijEnK8DcOKYPOqkD3O0GRLRTI6yU+v2+hkn9mAvn5LpoSiKoigKoIJDitKvTh1fwO6EESQIrl1AVJqJSTP1z/6A5L8vhkNu3DNp2Y5GRol9xLNHQTdmMb0OC8240KK9q/NjC6eKhXpKenX+oSzuPAASPWxn3xKJYyOGdmjmkMMIfpl7GBzaUR/EI0I4swa+1oiiKApAWbaTVYnhxneM/LRJbDCawE6MpNZxDUDd7MSqRw46b7CprDJ6m5yurWBiYgOm2deCZtzSFnsdhK2pz99gXaaG2KX6PRtxiiimokmZHoqiKIqiACo4pCj9avaIbGKOApJS4CVAOHssS+zHk1e3GNP2N5GL7sj0EPd7dW01o8U+nKVdLykD8DmstEgXll4WgXZG0hscsnuN4FBrU8/qTAQiCezE0azOg7Zn2c3USw/mRBDi3V9isbUmgEeEMLt8PRqHoihKupRnO1iVHIEI1UHLp01ijc+7GLqp4zo2usWJhoTE4M0eam4wvj/MJJCa5dPOminCXWg8GKQdy3RdQk2qHlThMZkdjKIoiqKkqOCQovQjm9nEgu+fBllFAPiGz2DiV+7lan7Hm46zYePLEAtmeJTQGk3wwZot5IlmzAXju3VOlt1MACfWRGuvikC7Y6kZ3TQtK3P7jKVwgR4Gh1pTM+lm28HBIY/dQh2+1EHdv+bu2kasJMDu7dE4FEVR0qUsx8laPVWUumrV/u2t0QQ2EUNvpxh1G2FJfRZ21s5+73KSyx40Hvt3Q+2GPo64Z5LBRnZSgu6tQB5zEbjyDtpvzS42HrQOzsyhNXubqYhvRyIgf0Kmh6MoiqIogAoOKUq/y3Xb0HzlxpPCY8jNL+Iz517Avf7ZiHgQNr2a2QECby9ZyaREahYzf1y3ztE0QcychUBCLNCj14sndXKTbcGh9GQOeXKL0aXAtP2NHi2HaA2FsYgkZtvBy8qy7GbqZCrA083gkK5L/j97dx0ex3U1fvx7Z5a0KyZbZubYceIwMydtymnTNGmTlJPSW/iV8S0zvOW0ScPUMDtxwHHMEDPbkizG5Z37+2NmRV5Ju2JZ5/M8erQ7eHdH2pk9c+65tbXOshIcEkIMk8kFWbytp2IpE8rXtU2vaYngI4pyHV2MOinicwItDfu7XWbHIz/CfOJzPPrLTxL74znof14FifiAtb83RriBsDsf49aXMa7+zVHzc4rs84rVPDIzh17YVsV8dZBEwQzokrUqhBBCDBcJDgkxBFSekx3j1BZ437LJWJNPpYIiImv/076g1nB47eDVekjE2rN83n6Ulu0vc//zr3Pei1fzV8/P7enFs9PeXNzjDNeeYVHq5nCcMlVH1PSDb2CGfC8sKuW3iXcy4cDjJJb/OO31WoN25pbbF+g03WUaNLuSdSvSCw4dbgjZmVQgwSEhxLCZVOAHl48q77RORakrG8NON9rug0NV+cfbDw680e0y7oa9AFzTeBcq0mh3X9v/2kA0PS2eWANxb749EESKUdeKSu3RIptrDw9ZmzLx4rYjLPYcwiyTekNCCCFGDgkOCTEU8pxhzcfZF4KGofj+tUu4N34e3r0voPc5F9Xr7oS/nAf7Xh2UZlh3vovI3y7j/ieewrrvRjx3X8vCVz6OgcWeebdinfJxyJ+W9va01wnsZDjce1MoRp5qJeYZuBG9JuRn8cK4m3gwcTbmyz/CWntnWuuFQnZwyOs7+u5t1OvcQU9VtyIexXrr77D3FXtoaGBnVTN5ON0EJTgkhBgmPrfJOXNKeCs6tdMNhyNNYbwputF2pHMmcECXYu3rJtijNeNih3gr72KqZ72HjyS+QRgvsU0PQWttRt1w+yIcSxCwmjG6jhDawcSSfBq1n2BdebfLDJfKxjDZFSspS1Sgpp4x3M0RQggh2riGuwFCjAnLboLiOZ2Gu587Podnz/wsh994Cc99t1H0yWfg+e/YEduaHTD9rL7v7+WfYO17DePDj4CVIBxP8NLLL3DZ3pfxAhcd+ijNeKlzj2NBfC9c/jNmnHxzxruxfAXQDARrM1qvKRwjhxAJT07G++yOaSj+c8tpfO4/X6V0Tx2nP/ZZLJcXY/F7elwvHLQzfXxZgaPmxXxFECPllx294mcYL9sZSpbpI1F2PDNbNLe7nDodXgkOCSGGz6WLxvPK9llcZb0I1duhdB5HmiIEzDhmD5lDOT4XbybmMWn/G3amqdH5PmKo7hB+wrSWLKXkQ1/jxq1HeO4/T3Pehgcxtj2GEQvC6Z+2h5av24PedL+d3ZOIg8ePOvcrYJh9fl0H6oJMooVQTlG3y0wp9FOt8/E0jbxuZU9vKucrrruJ+svwnPDh4W6OEEII0UYyh4QYCoUzIMVF4KcuXsyzEz9DSXAn8Z/OxghWo5XRY62HtBxchbF3ObEDbxG5633U/uQEjBU/J6i9vOY+jXzVSvYlX2f651+Ed/8Dln20T7sJZzsZUfX7MlqvORwnmxB4By44BJDtdfH760/lnuk/YE1iFsZDH8N6+mv2l5JuuupFQ3Ywp2vNIYCAP4smI++ozCFduRlW/IKW2ddQfeUdNC/8IPFYHCvcxEnmdrvIqFOEXAghhsMF88axWjujT+5bAUBlU5hsIwY9FKTO9rpYpedhhOvsGxVdVOy169Nljbfr010wfxy5J76XbKuZA0E3q9wnoV75KdbP5sDfLiSx+p9Yr/8OverPqFd+Agff7NfrOnCkDr+KEHAGIUilLM9HDXmoQc5iylQ0brFj+X843tiN+8KvpewSJ4QQQgwXyRwSYhgZhuKDN93GC08W497+OG805vOF4lW4Gg70a7uxlhrcwM6/38wCtY+JwETzELEl13P65T+CHc9gLngHmC5YdG2f96NzJhDFhadud0brNYViTFZBlG9gilF35HEZ/Pz6s7jtrl/z9q5f8JGVvye4czm+UBVq5nmod/2l0/IRp1uZSnGRnutzUafyye34BUNr9v/7k+QkfFy46TLqN7mBC5wfOGuqn3+/ewIki5ALIcQwyPO7mTRjPkcOF1Oy7zWMk2/mSFOYgBEDd/fBoWXTCvi75Yxauf816DKCZdMhe2Syoqnto2ydc/VH2J9n8HDzAh7ZFsQbuZJ3ma/QqLO5I3ExQXwsLNQ8Hr4Btf0pyJ2I9cbv0OFmiIUwimejLvh6Wq+r8kglAPmF47pdxmUatLqL8IT7eaNlgD3w1l4+Gr2TlvxZZC+5bribI4QQQnQiwSEhhpnHZXDB1dezvfId/PFXr3C9uZ+y+v2ocCO8+X9wxm3g8ma0zabaCoqABWofzZ5xVJz5A2Zt+RXuMz9jZ+sc9+4BaXtewMd+PY5ZtXtQmbQvHCObEGbWwBSj7srnNvnDh0/lh09+h/9ZOYPba+6nxJvA1WHUnqRYxOkGlmL0nhyfmxqdz9TmI22vr3bdf5nWuoE7S27nq6eeicJOSorEE5Q3hjlnTgmUdN/dQQghhso7T5jEq/vncdXuV/BobRekVrGUn3dJCyfkMXXWIioOFlO05TE8J3XOLI1X7ySi3Uya2mHwAsNk6nk38nngc1dpyhtPJZ74EADvB3ZXt3Dzv9awOec4Jq3/L61vr2R84zqCniL8pkZtfQRO+BAUTOv1NdVW28GhrLziHpcLZ42jsGUlHHwLJp/U63YHVbiR4Kp/EX95LTONCvTl/7FvzgghhBAjiHQrE2KEmDMumxnFAbaFC+xuZZsfgpd+ADueyXhbWbEGdvqOAyDn0q8z5+z3YHzitbSHqU9XXpabfdZ4ErWZZQ41h+PkqCAu/+DV5TENxTeuXMAX/uc7nBn9LZsLL0o56lg8GRxKcSc9N8tFhZWL1XIErASxPa+SePab7NXjOe8DX+C9yybznmWTee9Jk7n+tGl8+dJ5nDpDAkNCiJHh8uPK2GguwhOpJX5kGzUtEbxEe8wcAvjEubO4L3427n3Lob5z9o2ncS+HjfH4PO6U6yqlmJifxdSiQNvP+fPG8c0rF/Bw62IKgvuY1LCKH0Tfz+LGX3Cz+T17xW1PpvWamuqdz/Gsngc02DjpOg7rYqL/uIrIK7+BYF1a2x8UG+7B/+LX+XDiIRqKlqLmXj58bRFCCCG6IcEhIUYIpRSXLhrP6sZcVLCWhi3P2TN2PZ/Rdpqam/ATpmb82XD7Zlh6/SC01paf5WGvHo9Rv88uXJpuG0N25pA7a/CLNo/L9TFvfC47gwE7G8sZWSypp8yhk6cXUR7PJdpQyZt//jTuf11BQeggz076LBOLBifrSQghBorPbVKw8CIAml78JZYGt472mDkEcOqMQvZMeidaQ8OLvyDx0o+h2q4/lB88QJ1vSsZtueH0aXz5ttsBsLLL+NL/+1/+ceNJvFyTzWHPdOJbn0hrO811TnCoh9HKAN5z/ql8u+hnrItPxfviN+An07F+d7JdnHuIJQ6tpZZ8vpf7HfJu+A+oTHJthRBCiKEhwSEhRpB3Lp1IpWHXUfDteRYAvev5bospp7Jrn32Xt6CkzK57M4gXoXl+N/v0eIxEGJoOp71eazCIV8VRvoEtSN2dE6bms6XR6ZrXWt1pXiLqBItS3Em/eskE3nHm8WSpKHMrHuWlxBLenXMHF73jhsFushBCDIjLzjqF38evpnDHvVxjvIorEem1q7JSiq984CJeV0vI3/RPzJd/CCv/gE7EGZ+oIJw7vU9t8ZbMQJ/6KYyrfonfn815c0v52uXzeSi4BHXgdbavWwFN3Q8/X9UUhnC9/aSXzKFZpdn84zNXYtz0FLfn/4Y/63dg1GyHA2/0qe390bTnLdYnpnP2lR9E5Q58rT0hhBBiIEhwSIgRZPa4HH5+y9UA+FSMI2YZqulwRnc6Dxw8CMD4somD0saOJhVksU87RUHr9qS9XizYYD/wDc1w7ydMKeBgzAlEdRm9xoomM4dSd7MYVzYVgHzVypSzP8zDn7+SGSXZg9ZWIYQYSHPH5/BE0U2stWbzNfd/MHQsrVGyyvKyCJ35Fe6Pn01LwQL04bXs3PwWHhXHPX5Bn9ujLv0hzL2s7fnHzprB2VfegInF3EevJP7LxVir/gbxSPtKVgLiUTaXN5JPiz0tq+fMIbCDXCdNK+T0M87nF5Fr7IlD3L0sGmoht3UvtTnzOHt2z3WShBBCiOEkwSEhRhjVoSDnz8JXAfDSA3+grnwPevmPYc/LEG0lcd+NJH53CtZd7+2UWVRZYWfw5BcP/t3JhRPymLfgeAAO79mc9nrxYJP9YICHsu/OCVMKqNFOIKpD3SGtNdFwz8EhskvtZZXBzDOuxTCkO4AQYnS5dPEk7k2cyzjVYE/oYSj7js48+2K+bXyKt8ylUPU2u958HID5p106oO1bcsp5hC/4AfeP/zyvxhdgPPl5+H4p1v+dB6v/jvWr49D3XMfmw00UqBa04QZPIO3tzyvLIYyXhOGF0NAGh5a//CImFguWnY2S7mRCCCFGMAkOCTHS+IvQ7gAaxYdu/Az7sxZyXtUdFP55KWr5D9F3vgvrH1dgbH0E5fJi7HwGGg60rd5QU9G2naFw2zvPJYyHN1atIhJPdJ4ZboRE7Kh1EuFG+4F3aOr2TC3yE88qsZ+0HGmb3hyJ47Kcu9Pd3UnPtjOjrIkn91rjQgghRqLLjyvjNWtR+4Q0MocAsjwmlywaz3+rx6GsGAvLH6DeVULuuBkD20Cl8J31ad596zfZfO5f+ET0Nv6g301d1SF4/HPQWgO7nufQ/l1M9kXsLmUZBFrmjMvBUBB05UGwfmDb3gOtNVvXrgBg4YlnD9l+hRBCiL6Q4JAQI41SkD8FXTKXJbOmMPX2Z6i8+I/cFfgwV0R+wCZrGkbFOr7PLbww43/sdSo3AhCOJYg1J4t1Dk1wKC/gJZY7jfMjz7P+Lx+3L+IBQvXo35xoj7jWVbjZ/j1EmUNKKSZNdgqotrTXHKpqiuAjaj/p7k567gS06cFceM0gt1IIIQbHrNJsssfN4BDj7QlpZg4BXLt0Em9GpgEwlUrik04dtFp2Sik+fcFcPnbr59i54DPclP0HPmt9nk96f4RCM6H8WSb5whkH6n1uk+nFARrIGdLMoa0VzUwIbiPkLkDlDn5XbyGEEKI/XMPdACHE0dSF30IZzr+nN4fxp1/H+055P5E39vNI1am8Ft7HK5UlPP1mCxcqA1WxEfzFVGxcQT7NWMrE8OUPWXuz3/EzNj74E5ZWPkjk18/jfedv0ftfQwWr0YfWcNTXiIjTrcw3dCN+zSwromFfgJzmSkxnWlVzGJ/qJTiUlY/69FuQN3lI2imEEIPhu9cswnrlXNh7T9qZQwCnzSxi9ux51B/Mo4BGihacO2htTDpxagEnTrULTq/ccwLX/+1NdnuncWb0VUoD2b0Wo05lXlkuVbv8TGqtPfqcNEheWLedd5ubMSYulRHKhBBCjHgSHBJiJOpQrDPJZRrcdOZ0YDqwjKV7ann/n1fSUDSN/MoNsP81pu5/gynqNLtQpzF0iYFqxjnM+MzpfPb3d/PZpp+z4N4PAgqtDKg5upi2GRvazCGAeeNzqNF5mHXlJPda3RzBRwzL9GL09H51qAMlhBCj0cnTCyF0uR0c6mW0so5MQ3HHR09B33kK7HoWY+rpg9jKo506o4g/fehEnnvgdD5u/Acagcnvyng788fnULHVjxWsbbtBMJi0leDENV+hWDXhvuCrQ7BHIYQQon+kW5kQo9SpM4o4eVohrzSX0bTjNdj/OgYW57o2oQJDPyJKjs/Ntz72Hj7u+ym/il/LFmsqVQtuQrUcgVA97HgGmiqwLI075ow2M0Q1h8CuOVGt84k2VLZNq26O4CWaURcLIYQYtWZfgj7rizD9nIxXVfMuR487DkrmDULDenbB/HHc8KlvUjXtavTlP4Mrfp7xNuaX5VKvc7Bah6Zb2aF1z3G6tZq1cz8Hk08ekn0KIYQQ/SHBISFGse+/cxG+SUvJowWFPWJZnm4atsLJZXlZPPvFC7jys7/h/eon/Ldxlj1j36vo/7wPXvs1jaEY2YTs6UOYOTSzJJta8lCtVejtT8P+N6hqjhAwYqgMulgIIcSo5fahLvgGZOVnvu6yG1GfeHVIs1I7yioso/Qj/0adfHOfupXNGZdDPdmYkQawrIFvYBfVVfbgEMWLLxn0fQkhhBADodczvFLq70qpKqXU5g7T7lVKrXd+9iml1nez7j6l1CZnudUD2G4hBPbF7iUXXgzALmsC+yx7ZK3hyBxK8rlNZpXmcO0JE7l7r9+euPJPKDS6chM7q1rIUSEShiejrg395XEZRLOKCUSr4YGbsP77WaoaQ+S6E0PaDiGEEENvYn4WzSoXAwsijYO+v1i4FQB/YOhuggghhBD9kc7tn38Cl3acoLV+n9b6eK318cCDwEM9rH+es+yyPrdSCNG9ssVow83mggvYYsy2p/mHLziU9KFTp7I3UUgYD+x/1Z54ZDPbK5vIJjikXcqSjNzxeHUEFWvFqN2Bp34Hea54RsVZhRBCjD6GoXAFnFE8g4PftSwesYNDAX/2oO9LCCGEGAi9Boe01q8AKc+iSikFvBe4e4DbJYRIV1YB6uMrOP/m/+Xks5z09SEaxr4nc8blcPuF86hw20PIJwwPKtxA5cHdFJphjKyhDw5lF5QBEC+ai1YGixteJNuMS80hIYQYA3z5JfaDIQkOBQEI5EjmkBBCiNGhvx3HzwKOaK13djNfA88qpdYopW7paUNKqVuUUquVUqurq6v72SwhxpjS+eRmZ1My9wz7+TB2K+votgtnM23eCQA8ZZ4PQKJiE6Xe2LBkDhVMmA7A+mkfRU89kzOiKwgYMckcEkKIMSC30O56bbXWDvq+tBMcMj3+Qd+XEEIIMRD6Gxz6AD1nDZ2htT4BuAz4lFLq7O4W1Fr/WWu9TGu9rKSkpJ/NEmKMmnA8nPs1mH/VcLekjSpbjKVc/KzlIgD89dsodoWHtBh10qIzr+Kbed/nhremUDHxUqZTzsTQDpRkDgkhxDGvqNjOHm2oq+xlyf7TsSBxTDDdg74vIYQQYiD0OTiklHIB1wL3dreM1rrc+V0FPAzIWJ5CDCbDhHO/DLkThrsl7U66mcStK4jlzaBcjWNGYi+5Rhg1DJlDXrebT950M36vm+tWTaVK5+NNtEjmkBBCjAHjy+xzY0NN1aDvS8fChJHBDoQQQowe/ckcuhDYprU+lGqmUiqglMpJPgYuBjanWlYIcQxz+3CPX8Bnzp/F5vgk5qv9+HUQfEMfHAIYn+fjR+88jv3Nil/Hr7UnSuaQEEIc86aUjSeuDXTlRqy/XQx1ewZvZ/EQUSXBISGEEKNHOkPZ3w28AcxVSh1SSn3UmfV+unQpU0pNUEo96TwdB7yqlNoArAKe0Fo/PXBNF0KMJu86cRJ7fAuZaVTgDVUOS7eypAsXjOOK48q4N3EuwcKFUDJ32NoihBBiaIzL89FADtPLn8A4+CZseWTQ9mXEgsQNCQ4JIYQYPVy9LaC1/kA30z+SYlo5cLnzeA+wpJ/tE0IcI9ymwZJ3foGmh54gN147LAWpO/r+OxaxbFoBvlNXgGkOa1uEEEIMPqUUrWYuxVYjANae5RhnfX5Q9mUkIsQMyUoVQggxevS3ILUQQqTttAXTyL3qR/aTYepWllQQ8HDjGdMxJDAkhBBjRsKbD0C8dBHqwEqIhQZlPy4rTEK6LAshhBhFJDgkhBhai98Ll/8MFr17uFsihBBijCmeMpddegL3Zl+PSkTg4JuDsh93IoxlSnBICCHE6CHBISHE0FIKTr4Z8iYOd0uEEEKMMbnX/pr7F/+NH28rQSsX7Hl5wPdhWRq3jqBdMhKmEEKI0UOCQ0IIIYQQYmzwZnPrpctwZeWy0VyAteovsPvFAd1FazSOjyi4JTgkhBBi9JDgkBBCCCGEGDMKAx6+d80iPt5yM7Wucei73gP7Xm1fIFgHsXCft98SsYNDSoJDQgghRhEJDgkhhBBCiDHlisVlnHDcIi5p/BqR7ClYD97cFhSy/ng6PP/tPm+7ORwnS0VQHv/ANVgIIYQYZBIcEkIIIYQQY853rlkIvly+YtyGaq3GevTTsOFujOYKdOXGPm+3ORwniyimRzKHhBBCjB4SHBJCCCGEEGNOcbaX712ziEcqS3hlyqcwtj+BfuZr9sy6vX3ebkskjpcopjcwQC0VQgghBp8Eh4QQQgghxJh0xeIy3rl0Ih/dcRKHis5AxYIw7jhUcznEQn3aZkswhFfFcfskOCSEEGL0kOCQEEIIIYQYs75zzUIm5Ae4/PAN3Bb9JPvmfdSeUb/PrkW09fGMthcKtgLg9knNISGEEKOHa7gbIIQQQgghxHDJ9bl5+vaz2F3Vyrv+lMvCyhZuAdj7Csam+8DlgflXpr29cMgODnmysgenwUIIIcQgkMwhIYQQQggxpvk9Lo6blMeF80u5Z5dpT1x3JwC6qSKjbYWDLQB4pVuZEEKIUUSCQ0IIIYQQQgBXL5nInlYvEXcuJEcsayrPaBtRJ3PIkNHKhBBCjCISHBJCCCGEEAI4d24JuT4X2yLF7RObM8scikXs4BBuqTkkhBBi9JDgkBBCCCGEEIDPbXL3LacSGD8bgKg7FxVuyGjksnhbcEgyh4QQQoweEhwSQgghhBDCsXBCHjPmHAfAhuyz7IkZZA8lwkH7gUuCQ0IIIUYPCQ4JIYQQQgjRgTHvMjb4T+X+1iX2hAyKUkclc0gIIcQoJMEhIYQQQgghOpq0jPVn/h9rm/Pt5xlkDkWCEhwSQggx+khwSAghhBBCiC7OmFXMEV1oP2k8hPXAR2Hfqz2uk7A0sbAEh4QQQow+EhwSQgghhBCii5klAUqLiwniw9r6GMbmB9Br7gBAb38KIs1HrVPbEsFL1H4io5UJIYQYRSQ4JIQQQgghRBdKKX5w7WIqrXyMw6sB0PtehYoNqLvfD6v+fNQ6R5oiZBGxn7h8Q9lcIYQQol96DQ4ppf6ulKpSSm3uMO3bSqnDSqn1zs/l3ax7qVJqu1Jql1LqKwPZcCGEEEIIIQbTqTOK0DllAGhlYDSXw2u/BsDau+Ko5Y80hfEpJ3NIgkNCCCFGkXQyh/4JXJpi+i+11sc7P092namUMoHfA5cBC4APKKUW9KexQgghhBBCDKWJU2YAsCrPuRze/CAA6uCbkIh1WraqOYKPKJbLB4Yk6AshhBg9ej1raa1fAer6sO2TgV1a6z1a6yhwD3BNH7YjhBBCCCHEsPAVTgLgG1XnE/I4Baqnn4OKBaF8XadljzSF8asISopRCyGEGGX6c0vj00qpjU63s4IU8ycCBzs8P+RMS0kpdYtSarVSanV1dXU/miWEEEIIIcQAOf5DNJ31LQ65JvFCaDaWVuw/6ev2vH2du5ZVNYfJcyWkGLUQQohRx9XH9f4IfA/Qzu+fAzd1WUalWE93t0Gt9Z+BPwMsW7as2+WEEEIIIYQYMiVzyL3g86w4JULd3kK+9eAjbF+R4J6S+ehND5Fw5cLmB1CeAE2J28hzxWUYeyGEEKNOn4JDWusjycdKqb8Aj6dY7BAwucPzSUB5X/YnhBBCCCHEcCrK9lJ03CksDJXx74c28eb88zlt7+8xn/ki8dwpmM2H+bRxCOXySDFqIYQQo06fupUppco6PH0nsDnFYm8Bs5VS05VSHuD9wH/7sj8hhBBCCCFGgvcum8xVSybwga1n8LNlL9Nyy5u4bt+A9Z47mJnYzbzIJulWJoQQYtRJZyj7u4E3gLlKqUNKqY8CP1FKbVJKbQTOAz7nLDtBKfUkgNY6DnwaeAbYCtyntd4ySK9DCCGEEEKIQWcYil++dwnvPnESv3v1MKf8aR9/fW0fiTlXcF3067S4CiBQPNzNFEIIITKitB555X2WLVumV69ePdzNEEIIIYQQolubDzfyi+d28OK2KhZOyGVLeRP/e8VU3n/SFPDlDnfzhBBCiKMopdZorZd1nd6f0cqEEEIIIYQYsxZNzONvNyzj5+9ZwoG6IACFhcUSGBJCCDHq9HW0MiGEEEIIIcY8pRTvOnESZ8wq5r8bDnPO3JLhbpIQQgiRMQkOCSGEEEII0U/j83zccvbM4W6GEEII0SfSrUwIIYQQQgghhBBiDJPgkBBCCCGEEEIIIcQYJsEhIYQQQgghhBBCiDFMgkNCCCGEEEIIIYQQY5gEh4QQQgghhBBCCCHGMAkOCSGEEEIIIYQQQoxhEhwSQgghhBBCCCGEGMMkOCSEEEIIIYQQQggxhklwSAghhBBCCCGEEGIMU1rr4W7DUZRS1cD+NBcvBmoGsTmi/+QYjQ5ynEY+OUajgxyn0UGO08gnx2h0kOM08skxGh3kOI18x8oxmqq1Luk6cUQGhzKhlFqttV423O0Q3ZNjNDrIcRr55BiNDnKcRgc5TiOfHKPRQY7TyCfHaHSQ4zTyHevHSLqVCSGEEEIIIYQQQoxhEhwSQgghhBBCCCGEGMOOheDQn4e7AaJXcoxGBzlOI58co9FBjtPoIMdp5JNjNDrIcRr55BiNDnKcRr5j+hiN+ppDQgghhBBCCCGEEKLvjoXMISGEEEIIIYQQQgjRR0MWHFJKXaqU2q6U2qWU+kqXeZ9x5m1RSv2km/Xf48y3lFLLusxbrJR6w5m/SSnlS7H+p519a6VUcYfpeUqpx5RSG5z1bxyo1zwaDdZxUkp9UCm1vsOPpZQ6PsX605VSbyqldiql7lVKeZzpSin1G6ddG5VSJwzwSx81Ruoxcuad66y7RSn18gC+7FFnBByn7j7zPuj8D21USr2ulFoygC97VBnBx0jOSx0M4nFyK6XuUPZ1w1al1Fe7WV/OS2kYqcfJmSfnJkbEMZLzUhpG8HGSc5NjEI+RRyn1D+cYbVBKndvN+nJeSsNIPU7OvJF5XtJaD/oPYAK7gRmAB9gALHDmnQc8D3id56XdbGM+MBdYDizrMN0FbASWOM+LADPF+kuBacA+oLjD9K8BP3YelwB1gGco3peR9jOYx6nLMscBe7qZdx/wfufxn4BPOI8vB54CFHAq8OZwv19yjI46RvnA28CUnvY/Fn5GyHHq7jPvdKDAeXyZ/C+NyGMk56UhOE7AdcA9zmO/cxympVhfzkuj+zjlI+emkXKM5Lw0uo+TnJsG/xh9CvhHcl1gDWCkWF/OS6P7OOUzQs9LQ5U5dDKwS2u9R2sdBe4BrnHmfQL4X611BEBrXZVqA1rrrVrr7SlmXQxs1FpvcJar1VonUqy/Tmu9L9WmgRyllAKysT/o4hm9umPHYB6njj4A3N11onMMzgcecCbdAbzDeXwN8C9tWwnkK6XK0n5lx46RfIyuAx7SWh/oaf9jxLAeJ2f9lJ95WuvXtdb1ztOVwKTeXswxasQeI+S81NFgHicNBJRSLiALiAJNHReQ81LaRvJxknOTbViPkbO+nJd6N2KPE3JuShrMY7QAeKHDug1A1x4zcl5Kz0g+TiP2vDRUwaGJwMEOzw850wDmAGc5KVcvK6VOynDbcwCtlHpGKbVWKfU/Ga7/O+yoYDmwCbhNa21luI1jxWAep47eR+ovS0VAg9Y6eaLpuP+e2jaWjORjNAcoUEotV0qtUUp9uB/7H+2G+zil66PYd5jGopF8jOS81G4wj9MDQCtQARwAfqa1ruuyjJyX0jOSj5Ocm2zDfYzSNZbPSzCyj5Ocm2yDeYw2ANcopVxKqenAicDkLsvIeSk9I/k4jdjzkmuI9qNSTEsOk+YCCrBT304C7lNKzdBapzuMmgs401k3CLyglFqjtX4hzfUvAdZjR/ZmAs8ppVZorY+KpI8Bg3mc7B0odQoQ1FpvznD/Pc0bS0byMXJhfzhegH1H6g2l1Eqt9Y5M9n+MGO7jlM7652FfhJ/Zl/WPASP5GMl5qd1gHqeTgQQwwdnOCqXU81rrPWnuX85L7UbycZJzk224j1HvDZTzEozs4yTnJttgHqO/YwfgVgP7gdc5OjtLzkvpGcnHacSel4Yqc+gQnaNpk7Cjzsl5Dznpb6sACyhWdpGn9UqpJ9PY9sta6xqtdRB4Esik+NaNHfa/C9gLzMtg/WPJYB6npPfT/V30Guz0x2TQsuv+u2vbWDLSj9HTWutWrXUN8AqwJM19HmuG+zj1SCm1GPgrcI3WurYv2zgGjORjJOeldoN5nK7D/syKOSndr9ElLRw5L6VrpB8nOTcN/zHqkZyX2ozk4yTnJtugHSOtdVxr/Tmt9fFa62uwa9Ps7LKYnJfSM9KP04g8Lw1VcOgtYLayK3Z7sC+Y/+vMewQ7Ao1Sag52wagarfWNzht+eS/bfgZYrJTyO2/+OdgFntJ1ADtqh1JqHHbRqYzudBxDBvM4oZQygPdg9/k8ihOtfQl4tzPpBuBR5/F/gQ8r26lAo9a6og+vcbQbycfoUewUTZdSyg+cAmzN/CUeE4b1OPWy7hTgIeD6kXCHYhiN2GOEnJc6GszjdAA43zmvBLDvIG7ruICcl9I2ko+TnJtsw3qMeiLnpU5G7HFCzk1Jg3aMnO+zAefxRUBca93pe62cl9I2ko/TyD0v6aGrGH45sAO7avj/6zDdA9wJbAbWAud3s/47saNsEeAI8EyHeR8Ctjjb+Ek363/WWT+OHbX7qzN9AvAsdt/ZzcCHhuo9GYk/g3yczgVW9rL/GcAqYBdwP+1V5BXwe6ddm+hmZKCx8DNSj5Ez70vYwdnNwO3D/V6N8ePU3WfeX4F67NTw9cDq4X6v5BjJeWk4jhN2QdX7sa8f3ga+1M36cl4axcfJmSfnppFxjOS8NLqPk5ybBv8YTQO2YwcKngemdrO+nJdG8XFy5o3I85JyGieEEEIIIYQQQgghxqCh6lYmhBBCCCGEEEIIIUYgCQ4JIYQQQgghhBBCjGESHBJCCCGEEEIIIYQYwyQ4JIQQQgghhBBCCDGGSXBICCGEEEIIIYQQYgyT4JAQQgghhBBCCCHEGCbBISGEEEIIIYQQQogxTIJDQgghhBBCCCGEEGOYBIeEEEIIIYQQQgghxjAJDgkhhBBCCCGEEEKMYRIcEkIIIYQQQgghhBjDJDgkhBBCCCGEEEIIMYZJcEgIIYQQQgghhBBiDJPgkBBCCCGEEEIIIcQYJsEhIYQQQgghhBBCiDFMgkNCCCHECKWUmqaU0kopVxrLfkQp9eoQtesMpdROpVSLUuodQ7FP0U4pNcV5782BXHYA2jVkf4NCCCGEGFgSHBJCCCEGgFJqn1IqqpQq7jJ9vRPgmTZMTesYZGpxfvYppb7Sj01+F/id1jpba/3IADVzTBiIAIrW+oDz3icGctmhpJT6tlLqzgHc3keUUokOf+PJnwkDsG2tlGrtsM2/DkSbhRBCiJGk1zuRQgghhEjbXuADwG8BlFLHAVnD2qLO8rXWcaXUacALSqn1Wuun011ZKeXSWseBqcCWvjSgwzZEN5RS5kgL5owSb2itzxykbS/RWu8apG0LIYQQw04yh4QQQoiB82/gwx2e3wD8q+MCSqk8pdS/lFLVSqn9SqmvK6UMZ56plPqZUqpGKbUHuCLFun9TSlUopQ4rpb7fl+5CWus3sIM7i5zt3qSU2qqUqldKPaOUmtphn1op9Sml1E5gp1JqNzADeMzJovAqpSYopf6rlKpTSu1SSt3cYf1vK6UeUErdqZRqAj6ilFrutP11ZxuPKaWKlFJ3KaWalFJvdcy0Ukr9Wil10Jm3Ril1Vpft3+e8p81KqS1KqWUd5k9WSj3kvN+1SqnfdZjX7evuSil1tbPtBqf98zvM26eU+qJSaqNSqlEpda9SypdiG/OBPwGnOa+7wZn+T6XUH5VSTyqlWoHzlFJXKKXWOa/5oFLq2x2206m7odOe7ymlXnPeg2eVk8GWybLO/A87f5e1SqlvOK/twm7ekyLnuDcppVYBM7vMT3nclFKXAl8D3ue8Dxuc6Tc6x6NZKbVHKXVrd8cjE0qpmc7f5gnO8wnK/h87t8N78iOl1Crn+D2qlCociH0LIYQQo4UEh4QQQoiBsxLIVUrNV3bQ5n1A164zvwXysAMs52AHk2505t0MXAksBZYB7+6y7h1AHJjlLHMx8LFMGqhsZwALgXXKrhn0NeBaoARYAdzdZbV3AKcAC7TWM4EDwFVOd6WIs/whYILT5h8qpS7osP41wANAPnCXM+39wPXAROygwhvAP4BCYCvwrQ7rvwUc78z7D3B/l+DL1cA9zvb/C/zOea0m8DiwH5jm7OseZ146rzv5ns1x5t3uLPskdnDM02Gx9wKXAtOBxcBHum5Ha70V+Dh2hku21jq/w+zrgB8AOcCrQCv230Y+dpDwE6rn+k7XYf8dlQIe4IuZLquUWgD8AfggUIb9dzqxh+38Hgg7y97k/HSU8rg52Wo/BO513oclzvJV2H//uU77fpkM6Djta1BKZZwZpLXeDXwZuEsp5cf+O/un1np5h8U+7LR/Avb/2G+6bOYVpVSlE2iclmkbhBBCiJFOgkNCCCHEwEpmD10EbAMOJ2d0CBh9VWvdrLXeB/wcO0gCdoDhV1rrg1rrOuBHHdYdB1wG3K61btVaVwG/xA6ypKsGqAP+CnxFa/0CcCvwI631Vqe71w+B47tk0fxIa12ntQ513aBSajJwJvBlrXVYa73e2f71HRZ7Q2v9iNba6rCNf2itd2utG4GngN1a6+edNtyPHfwCQGt9p9a6Vmsd11r/HPACczts/1Wt9ZNOV6x/A8lgw8nYX/a/5LxnYa11st5POq876X3AE1rr57TWMeBn2N0FT++wzG+01uXOcXsMOyiSiUe11q8571FYa71ca73Jeb4ROzh1Tg/r/0NrvcN5f+/rZf/dLftu4DGt9ata6yjwTUCn2oDzt/wu4JvOe7sZO3jZJo3jRpfln3D+JrTW+mXgWeCsDvPzOxy/VE51AkjJn90d1v0LsBN4EzuY9f+6rPtvrfVmrXUr8A3gvao9K+8c7ODiPKAceFylUSReCCGEGE0kOCSEEEIMrH9jZ2Z8hC5dyoBi7EyN/R2m7ac9O2MCcLDLvKSpgBuoSH75Bf4PO/sjXcVa6wKt9XytdTIzYirw6w7brAMUnTNGDtK9CUCd1rq5m9fU3fpHOjwOpXienXyilPqC092o0WljHvZ7mVTZ4XEQ8Dlf3icD+7upcZTO6+74GtuOhdbacl5Tx2W7tiGbzHR6j5RSpyilXlJ2d7hG7Iyj4tSrZrz/7pbt9PentQ4Ctd1sowS7dmV3f6/pHDe6LH+ZUmql0wWsAbi8p+VTWOkEkJI/M7vM/wt2V8rfOhlvHXV9He7kvrXWr2ito1rrBuA27Oyw+QghhBDHEAkOCSGEEANIa70fuzD15cBDXWbXADHswETSFNqziyqwAxod5yUdBCLYAZ7kl99crfXCfjb5IHBrly/VWVrr1zu+rB7WLwcKlVI5Xdp9uMPzntbvkVOn5svYWVUFTlesRuxATm8OAlO6yfJI53UnldPhmCmlFPZxOpxi2d509150nf4f7C5yk7XWedi1itJ5zf1RAUxKPlFKZQFF3Sxbjd39KuXfaxrHrdPrVUp5gQexs7LGOcs/yQC9ZqVUNvAr4G/At1PUFOr6OmLY/6+p6IFqlxBCCDFSSHBICCGEGHgfBc53uqi0cbo93Qf8QCmV43Rh+jztdYnuAz6rlJqklCoAvtJh3QrsbjY/V0rlKqUMp9BuT12N0vEn4KtKqYXQVvT6PemurLU+CLwO/Egp5VNKLcZ+/Xf1vGbacrCDENWASyn1TeyaNOlYhR3w+F+lVMBp3xnOvExe933AFUqpC5RSbuAL2IG6VIGk3hwBJnWpV5RKDnZGVlgpdTJ2NtpgewC4Sil1utO+79BNEMT5W34IO9Did+oV3dBhkd6O2xFgmnKKsWNn1Hmd5eNKqcuwa2oNlF8Da7TWHwOewD7+HX1IKbXAqUn0XeABrXVCKbVQKXW8sovFZ2N3Az2MXRdLCCGEOGZIcEgIIYQYYE7dlNXdzP4MdrHhPdiFh/8D/N2Z9xfgGWADsJajM48+jP0l+m2gHvvLfFk/2/ow8GPgHmWPJrYZu7ZRJj6AXZOlHHgY+JbW+rn+tKuDZ7BrEu3A7u4Tpudubm2cAMZV2AW8D2AXzX6fMy/t16213g58CLuYeI2zzaucujyZehF7pLhKpVR3mSkAnwS+q5Rqxq79c18f9pURrfUW7L/Pe7CDas3YRaK7dsFK+jR2l7RK4J/YhZ6Tejtu9zu/a5VSa51uiZ/Ffp312MGw/3bcmbJHNjuL7iVHgev4c5JS6hrsYuEfd5b7PHCCUuqDHdb9t/MaKgGf0xaAccC9QBP2/+w04Eqn9pQQQghxzFBa9znTWwghhBBCHKOcTJkGYLbWeu8wN2fQKKWWA3dqrf863G0RQgghhotkDgkhhBBCCACUUlc53cQC2PV/NgH7hrdVQgghhBhsEhwSQgghhBBJ12B3DywHZgPv15JmLoQQQhzzpFuZEEIIIYQQQgghxBgmmUNCCCGEEEIIIYQQY5gEh4QQQgghhBBCCCHGMNdwNyCV4uJiPW3atOFuhhBCCCGEEEIIIcQxY82aNTVa65Ku00dkcGjatGmsXr16uJshhBBCCCGEEEIIccxQSu1PNV26lQkhhBBCCCGEEEKMYRIcEkIIIYQQQgghhBjDJDgkhBBCCCGEEEIIMYZJcEgIIYQQQgghhBBiDJPgkBBCCCGEEEIIIcQYJsEhIYQQQgghhBBCiDFMgkNCCCGEEEIIIYQQY5gEh4QQQgghhBBCCCHGMAkOCVu4Cfa/MdytEEIIIYQQQgghxBCT4JCwrf47+o4rIRYa7pYIIYQQQgghhBBiCElwSNiaylFWHCItw90SIYQQQgghhBBCDCEJDglba7X9OyrBISGEEEIIIYQQYiyR4JAAQLdU2Q9iweFtiBBCCCGEEEIIIYaUBIfGOK01V/32Veqry+0JUQkOCSGEEEIIIURvtNZE49ZwN0OIASHBoTHuUH2ITYcbcYVr7QnSrUwIIYQQQgghehSNW9x6x5u897fPDXdThBgQEhway6p3oB/+BF6iZFtN9jTpViaEEEIIIYQQ3dJa86UHNnDarl/wfw23oFuqh7tJQvSbBIfGsp3PMuXgI5xibMVA29OircPbJiGEEEIIIYQYwTYdbuTp9ft4t2sF41QDkUc/B1oPd7OE6BcJDo1lzghlJxnb26dJcEgIIYQQQgghuvXwusNc6lpHDkFeSCzFt/Mx2LN8uJslRL9IcGgMSzgjlF2Yvbd9onQrE0IIIYQQQoiU4gmLxzaU89HclYSyxvP12E32jIb9w9swIfpJgkNj1K6qZg4fOgjA7JhkDgkhMqA1eteLEI8Od0uEEEIIIfpE97Eb2Ku7agi1NLIotJrm2e8ghMeeEY8MYOuEGHoSHBqDtNZc/7dV1FUfBsCVCLfPlOCQEKIHWmv0rudRd74TdsnoHEIIIYQYfXYcaeb47z7HrjefQO98PqN1H11fzkJfDYZOYE5eRgS3PSMe7nlFIUY4CQ6NQeWNYSoaw0zLCrVNi+GmiWzpViaE6NEPntjK6gd/bj8JNw1vY4QQQggh+uD3L+2iKRRh/Eufh5d+kPZ6rZE4T2+u5JopdpZQYPwcom3BIckcEqObBIfGoA0HGwDISTSA4QIg5CmgRXuxIi3D1zAhxIjWEonz/Kr1LA29aU+QO2RCCCGEGGX217by2IZyTjPeJjtcmdH1zHNvHyEUS3B2cTMAvtKZeNweLEy5LhKjngSHxqD1BxvIc0Ux4yEoWwJAxFtIq/YRD0u3MiFEak9urOCqxAu4lGVPSEjNISGEEEKMLn94aTcuw+C9rlfsCWlk/LRE4jy+4RATn/oI78/ZyCSrAh0YB95sCgMeYsojmUNi1JPg0Bi0/kADp45zvtxNPhWAqLeYIF60ZA4JIbpx/1v7eL/rJVZbc+wJcodMCCGEEKPI9spm7l9zkBtPKuIS4y17YqL3oM7vXtzFb+95jJOiq/hozhtQtwddOB2AomwPUeWW4JAY9SQ4NMbEExabDjeyrCQZHDoJgJiviBBetBSkFkKksKe6hexDLzNR1fLP+CX2RLkIEkIIIcQoYNcKquBb/91MttfFp2dWk0WEStfEXq9nLEvzyLrDfGicPVT9zNBmqNuDUTQTgMKAxy5KLTfNxCjnGu4GiKGzYmc1L2ytIhRLcFy+0x0kfwrW8R+i1ruM1v0HJDgkhEjpvxvK+aD5AmFvEU+HT8JSJoZcBAkhhBBiFPj4nWtYsbOGaaqCL1xxLjnV95DAYJO5kHHxlT2uu3JvLZVNYS4o3AGAEaq1ZziZQ4UBDxHtkptmYtQbsMwhpdRkpdRLSqmtSqktSqnbnOk/VUptU0ptVEo9rJTKH6h9ivQ1hWNsv/MLXLb6Jj7le5oFOc5IZf5ijHf8nvqplxPCi4pJcEgI0ZnWmpfWbeN8cz3RRR8gjouEIX3rhRBCCDHyvbqzhhU7a/jRyWFe8n6RGzwvYR1cRbl3JlUJf6/XM4+uKyfHazC+fg168mntMwqcbmUBD0HLnVb3NCFGsoHsVhYHvqC1ng+cCnxKKbUAeA5YpLVeDOwAvjqA+xRp+s+bB7iG5Sxz7+dL/IvcnY/YMwLFAPjcJq3ah5Kh7IUQXWw63Ehu/RYMLHzzLgIgLoUXhRBCCDHCWZbmx09vY2Kej3fX/w2Fxlp3F+rwaipzj6MpZqISEdA65fpbK5p4dMNhbpzZghFpQC37CJa/xJ5ZOMP+FfAS1i4SUcmoFqPbgAWHtNYVWuu1zuNmYCswUWv9rNY67iy2Epg0UPsU6QnHEty/YiMlqhHz7M+jXVmwbwXaHQBPAACf2yCIFyMeGubWCiFGmkfXl7PYtPvZeyYuJtvrckblkIsgIYQQQoxcT26uYNPhRn60tBb3wdfQJfMxKtahoq00FC2lJW7aCyZiR63bGIxxy79XM93byk2hf9oTp52FmmIP6JPsVlYU8BDBQywi36PE6DYoBamVUtOApcCbXWbdBDzVzTq3KKVWK6VWV1dXD0azxqwXt1WR37rXflK2BD39bPuxkzUEduZQCC+mZA4JITpIWJrHNpRzTm4lVt5k8BdSnJ0svCiZQ0IIIYQYmWIJi589s525pdmcvu/3WLmTUe+/q21+aPyJRJMleFPc8HpmSyUH64Lcn/UDcqveInTxTyBvIuqkj2KdeCNkFQB2zaGodhGPSnBIjG4DHhxSSmUDDwK3a62bOkz/f9hdz+5KtZ7W+s9a62Va62UlJSUD3awxbfn2KhZ5K+0nxXMw5l5qPw60v88+t0Gr9mHoGMSjw9BKIcRItHJPLVXNEearfajxxwFQlO11Ci9K5pAQQgghRqZ73zrIvtogPz1uP67K9RjnfRWKZmJNPhUrUIq3eIZ9swsgcfT3n6ZwjGmqkuzmPUTO/x5Zp99qz5h5HsZVv2pbrsAZrcyS4JAY5QY0OKSUcmMHhu7SWj/UYfoNwJXAB7XupkOnGBRaa17eUc1Z+XVolw/yp8Bsexhq1SE45HXZmUMASFFqIYTj0fWHKfbEyG7ZhypbAkBxtoeQJZlDQgghhBiZgtE4v35hJ6dMzWXhtt+SKJoNi98HgPGOP6De/x8Ks71Ek8GhFNc04ViCU4xtAGTNOa/bfSW7lWm5wS5GuYEcrUwBfwO2aq1/0WH6pcCXgau11tJnaYhtq2zmSFOEBe4KdOEsMEzIm0hi/jUw/ay25Xxuk1Z89pOoHCYhjkmtNRktXtca5alNlVw/owWFBidzqDjbS6vlklE5hBBCCDEi/f3VvVQ3R/jx7K2YtTswL/gGmE4XsqKZqMkntXUHA1JmQwejCU4ztmL5i6F4drf78ntMIrjtwtYD5eBbWGv/PXDbwy4VIERPBjJz6AzgeuB8pdR65+dy4HdADvCcM+1PA7hP0YuXd9j1m0rC+1Glc9umm+/7F5z2qbbnPrdBSCczhyQ4JMQxp2ob+qezoHx9Wotrrfmf+9dTGi/nutwN9sTxi4H24JAVk25lQgghhBhZjjSF+b+X93DpvAImb/wNifFLYP7VRy2XzPgBUnYrC0binGJsRU85HZTqdn8el0FUuzAGKDjUGIxhvfRD1PPfGpDtARxuCPH1736Tl157bcC2KY49roHakNb6VSDVf82TA7UPkbk3dteyuNSNu+kglHy42+W8LpNgsltZtGWIWieEGDJ1e+zsn8ZDMOH4Xhdf/szDfH3PV5jmPgIbwcopw8izB5sszvYQ0W4S0fDgjGoghBBCCNFH33lsC9GExQ8mvYW57yBc/euUwZ1cn5u46r5bWVbwEGWqtlNvi1S8LjtzyLT6Hxyqag5z4U+fZ417Ja4BvMi687Hn+BG/Ifr8n7D8v8JY+sGB27g4ZgxYcEiMTDV1NXzM/Zz9pHhOt8u5TUVIupUJcewK1tq/08gMTCQSTHnzW2S5NJELf4xrwmLMcfPbLqyKnT76iWhTsqe+EEIIIcSwe2VHNU9uquTr54+nYPUnSEw7G3Pm+SmXNQyF25sFFimDQ+ObNtkPpp7W4z49LoMIHgyr/zWHntlyhBmx3biNICQArXvMWkrH1oom6ra9Am6oMYope/47IMEhkYLc9D2Gaa25rfmXvLP+78TLlsGMc7tdVilFwpVlP4lKQWohjjkZBIfWPnsXM/UBKpd9Ce/pH8ecdnrbcK0AxTlee1QO6VYmhBBCiBFk1d46TENxQ/ReVKQR89If9Rhc8WU5339SdAlzRZ2Bt7PH9bhP01DElBtzAIJDT26s4BRja/uEARgZ9l9v7OMU105ajFyeSSyDcEO/tymOTRIcOobVB2NM0kc4UHQGrltfgKz8HpdPuPz2AxmtTIhjTzI4lEZmYN7q33BQlbHo4htTzi/wu4loGa1MCCGEECNLeWOIOdkRXGv/jrXkQzB+UY/L+3xOcCjVSGPJwIzp6XW/CcODS8fAsjJtcpualghv7q3lVOPt9omxUJ+3B3aywEvbqjnds4u6wqXUxHx24Wy5hhMpSHDoGFbeEKJENaByJ6S1fFtwSLqVCXFM2VvTSn1Npf2kl8yh8gO7mZPYyaGZ78d0pe40luVxEcE9IOnTQgghhBADpaIhzLs8b6CsGOZpH+91ebfX+f6TIkNHJwMoLl+v20kYTu3WfhSlfmZLJS4d4xTXjvZRpPs5UND2I81Em6oYHzsEU06hGScYFmnu13bFsUmCQ8ew8voWCmnCk9tzKmSSdieDQ5I5JMSx5P89vIlte/bZT3q5yNi9xq5RNmnpxd0u43MZdnBIhrIXQgghxAhS0RjiotiLWOOXwLiFvS7v9jhBmFTXNMkRzNLIHLIMZ5l+dAO7962DfD7vZfw6xGPxU+2J/bxpv3x7NScaOwDIn3sWLToZHGrq13bFsUmCQ8ew+upKTKXxF6aXOWS5A/YD6VYmxDHDsjSbDjXijdbbE3pJT47veZVWspg076Rul8nyDNyoHEIIIYQQA0FrTW7jdqZGdqY9GpcrGRxK0a3MSESI4wKj96/MluntdjvpWH+wgYOHDnJj/D4qS8/iBesEe0Y/M4dWbKvklqyX0KaX3BknY2Tl2TPCEhwSR5Pg0DGsubYcgEBhWVrLG24fFkq6lQlxrNCauuW/JxFpoQDnIqCHzMBIPMGkpnUcyl6MMrsfh8znMolqN6aOg5UY6FYLIYQQQmSsrjXKqXq9/WThtWmt4/Imaw4dnfGjElHiRu9ZQwCJtuBQ3zKH/vXGPm7yvIgn0Ur9Gd8ghLO9ftQcqmmJcOWhn3NSYh3xi34Abh8FhcX2TMkcEilIcGiQVDWHeWHrkWFtQ6jerjFi5JSmtbzP7SKivP2OUAshRoiKDRS/8v+40nyDQuX0Le/h/3v9tt3MVocwp5/R42YNQ5FoS5+W7CEhhBBCDL+KxjClqoG46YfskrTW8XjtzCGd4nrGsCLt1zu9Mft+XdQUjvH4xgrOLahBF0yjeMbxhLSzvX58L3vozR18wHyB6nkfxH3qzQDkFxTaMwex5pD1xBex7k4vc0uMLBIcGiQPrT3MR+9YTX3r8BVsTTQ7walAusEhgwjeflfFF0KMEI2HAJhjHCZPORcXPfx/H9zwIgCTjr+w10233SGTukNCCCGEGAHswXgaifvTCwwBeJzMoUSK6yMjEU07OKT7mjlkWbyw5m2icYsZrmpUwXSKsz0kzGRB6r59L0tYmpdWrQegZP7ZbdM9gXy7veHGPm23t33+fcUu9KYHUOVrBnz7YvBJcGiQnGW+zW/cv2XDgdpha4NqrbYfpBk597lNO4VRgkNCHBuaDgNwundv+7QeupW1HtiAhcI35YReN91+ESTBISGEEEIMv4rGMMU0YmSnd2McwO0Eh2KRzkGdaNzCTay90HRvkiOaJTJLDEi88Qcuef5SZueDv/UAqmgGSiny8nLtBfr4veyVHdXQXGE/6TBytdcJDkVbBz44tHx7FQ8/+RRmuB5aqoav9IDWEKwbnn2PchIcGiQz/UGuNt8guuauYdl/PGHhi9QSV27w5ae1js9tEsYrBamFOEboZOZQYlf7tG4uMsobQvhbDxH0lIA7q/eNJy+C+jEqhxBCCCHEQKloDFNqNODOG5/2Oj6vF0sr4rHON7tCsQReYug0RioD0K6+ZQ7FNj6IXwe5ZWoFKtwIBdMBKMjLdxboW7eyDYcaGI8TIMlpDw75nOBQpLWhT9vtyX83lHOWsREApRMQHKYkiQ13o391nIzA3QcSHBokvqXvZas5h5P2/B4iLUO+/yPNEYpUIxFvISiV1jo+t0EIj2QOCXEM+NPLu3nytdUAuHQMwMkMTH2iXL69milGFapwWlrbb78IGuWZQ1oPdwuEEEKMQfr138Fh6XozkCoaQ5SoJlQGmUN+r4soLhKRzt9/QtEEHuLto5D1QmUYHLIszUd//ySeynUAXKRX2jMKuwaH+va9rDUSZ5KrwX6S2z44UU52gIh2D3jmUCia4Lm3j3Bp1tb2ic2VA7qPdOn9r6OiLRCqH5b9j2YSHBosSvHClNspsOrQa/4x5Ls/UBukmEYSWen3ufW6TILag5bRyoQY9R7fWM5ks/NJ8ZBVTCKS+v97+fYqphnV+MfNTG8HrmThxVGcOXTwLfQPxkNTxXC3RAghxFhiJeC5b8DG+4a7Jb3b/zr6jmtGxc2gqvpm8mmG7HFpr5PlNongJhHrfD0TjMbxEIN0g0PuZEZ1eu/Ta7trKChfjqE0FiZ5B56zZziZQ15/wH7exx4dLZE4k8wGtC8PPIG26blZbprIIhFq6NN2u/P81iMQbWWRtY0trgVOI6oGdB/p0pVb7AfynTZjEhwaRAXzzqRcF9J6YMOQ73tnVTPFqhFPXvofjl63QdCSzCEhRrtQNMHWimamuuohd2Lb9MO6GCuS+iJjy4FqSqhDFUxLax+qrVvZ8BXd77fDq1HxcFvhbiGEEGJItFajtJVxfZphsfUx1N7lULlpuFvSq3Cjk6mSSeaQx0UUN4lU3cpUrP1mWG/MzLrb373qAJe61xMPlKGnnYkKN9gznOswr9ePpVWfb9q3RBJMMOrQOWWdpudluWnWfqzQwI5W9tDaQ5yeXYFhxdg3/mKnEUOfOXTT398gcSQZHBr63jujnQSHBtGSSfkc1KVEqnb1vvAA23mkhRLViDe/rPeFHT6XSav2oGUoeyFGtU2HG9FWgpxYNUw/p236YV2M6ub/Oy9agYFuuyjpjXEs1Byq32//ljprQgghhlJTuf17pAaHWqrRy3/MH1/cxuHtdhd1Dq8d3jb1oiEYJdbojNScQXAoy2NnDlnRztczdreyWPvNsF4YnmS3st6PaXVzhOe2VHCmsRlmX4Q5YTEAOrsMPH77JfjchPAQ7ybjuzetkTil1KE61BsCyPW5aSELIk192m4qlTvX8tqOCt471b6eCk48C4BwXfmA7SMdVc1h9u7cgttyAn3ynTZjEhwaRHPH53CQ8XiaDw75vndWNlKUYZ9bn9skiFdS8IQY5dYdqKeEBgydgIknoN1+Eu5sGglgJI7ODNRaUxJ37u7kT01rHypZtHoUpJmn8j8PbGDHjuSdJQkOCSGEGELJWiwDmX2r9cCdz7Y8jFr+Q15+/jE8ddsAsIazPlJrTa81AtceqKdEOXV0MuhW5veYRLQbK56qIHW8vZZQL0x3+jfNXtpexWRdgc9qxTXlZBhvB4foUPfR77VHkY6F+9itLBynRNeh8joHh5KZQyoyQJlDNTsZd9f5XGe8wOm5tWhXFtkT59Oo/bTWHh6YfaRpzb565qv97RPk+i5jEhwaRG7ToME7gZxYzZAHXKqqjuAikVHk3Oc2CGuvRFmFGOXWHqjnxHznhJg3GV0wg4SvkJD2YFoxSMQ7LR+JW0xWTr/wdDOHPKM3c6i+NcqDaw9jNh6wJ0hAXAghxBDRWhOqdbozD2Tm0IZ70D+bPTAD4dTtBuAq1ypKlJ1hEj2wuv/b7YvKTeifzYE9L/W42Jr99ZQaTnAokH7NVb/HJIoL3SU4FExmDrnTzBzK4KZZSzjOIrXXfjLheBh/HACqcEbbMgGPizCebmtF9iYYjpBv1XcaqQwgx+eihSzMWP+DQ2/uqeWJO3+JQnNF3h4CTbvRxbOZXJRNtc4n1ji0mUOr9tUxzzjQPkGCQxmT4NAgC2VPsR807O95wQFU2xLBCFXbTzL4cPS5TRmtTIhRTmtN6/61nFHoXCDlTUTNuoDYxJPtzEA4KgAcjCaYrKqIG96077aZozg49MK2KhKWRWnCST+XPulCCCGGyCPrD/OPZ5yRqQYwOGRteRgVbYXW6n5t5+3yJg7vsTNr3+1aAcCb1jy8DbthoLJNMqA33GsPi16+vsflVu+rZ1Guc03Sh25lXa9nQlG75pDpTi9zKHnTzIr1fl0Ujic4ztiLNr1QMg+KZqPzp8GUU9uWCXhdhLQXq48BDm+4GgOr00hlAIahCJsBXPH+X/v85vntHF//LACL2QnV21Alc5lUkEWVzkcPcUHq1fvqWWAcpEk7gToJDmVMgkODTOdPsx/U7xuyfe6samGacr70pJkFAMmh7L2oeEiGdxZilHp79cvcGf8S7znyK3tC7kTUxd8ldvUfCXcTHGqNxJmiqmjNmgBGeqcFlyezUTlGjMpNXPX4iZyitpGjnEC4ZEsKIYQYIq/urKXIqrWfDFRwKB5F7bMDOf2pJRNPWHz476uIHNkJgNeyz5P3Jc5FoaFiaAfZWbe/lta1zohudbvRWrNyTy3/en0PWw7VtS0XS1hsONTAnEAQ7c2BZBZPGpIFqbtez9jdymLt3cV64XKW6zrqWSrhmMVxxl6s0oVgusF0oW7fACd8uG2ZgMcu92H1Mbs5O+oEZjoMTJIUNbPx9jM4VN0cIb7vdSaqaph4It5gJarpEKpkLnlZbuqNQryhoQsOtUTibClvZKnnIOutWfZECQ5lTIJDg8xdYg8LHa/ZM2T73HmkmVnK6eNZPDvt9Xwuk5D22NH5RGyQWieEGCyWpal87tfEMfAkgmi3H7IKAKemmE4dHArFEkxRVYSyJ6e9L5fHvvDqmoY9kh2sC7L9xX/j1WE+G3iufYZcPAghhBgiGw41ME7V208GKjh08M32ASfCfQ8OrdhVQ31LkGlmDYlC+zuEDpSyPcfJaBniotT3Pfwg2ZEjJDCIVe/izjcP8Nk/P8XJT19N9V/exY7KJupbozy89jDhmMVkTysE0q83BPZQ9lHtQnU5FsluZaYnvUCTx+Mhpk0S0d6DQ5FojEVqH2rC8d0u4/fa3cr62qMjN+ZkkOUcPThR3J2Nzwr2Kxng6S2VXGW8TsLMggu/3T6jeC5KKUK+YgKx2iFLOFi7v54SXUdRvIo3WWRPlAFHMibBoUFWVDKeZp1F8MjQjVi240gL813lWDll4MtLez2f2+w2s0AIMfI9uXIjZ0ZeYf+09xE79bNYsy8BpQDwmHZmIHBUjZ1gNEGpaiARGJ/2vpLBoXh0dHRD1Vpzy7/XENlmpz+flnirfaYEh4QQQgyBpnCM3dUtbcEhPUAFqde+9GD7k3Bjn7fz8NrDzPM1YOg45onX2xNLF1BUOpEaVQhVW/vZ0vRVNYVZWPM0Ebw8bZ1M8+Ft/P7Jt3g08APmGoc4V63lV3/6A8t+8Dz/8+BGfG6DYhogO/2SGgCmoYgpDyrRJXMoGsdDHNOTXrcyr9sgigsrjWBOoGU/2SqEMXFpt8tke01Cum8DBcUSVnt2Wu6Eo+YnPDl2l7N+XP88ueEQl7rXomdfBJNPtbvIgd1NDrAC4/DqyICOitaTJzZWcIbH/r59MG8ZCQy5vusDCQ4NskkFfg7o0qHJHErEiD3+P+zcvplFnsq2f850ed1GtzVJhBAjX+2rf8er4sy44nO4L/0e5nv/2TbPMBQx00mNPqrmUBwfUZQnkPa+3N5kcGh01Bxad7CB6oqDLDb2Ynly7JHcgLhyy+edEEKIIbH5UCNaQ+kAZg41h2O49y2n1iiyJ/Thy/ih+iCPbyzn2bcrec90J0gy6WSsJR9AHfduZpVms8OagFW9rd/tTdfyjXt4h/kaodlXMm/pmRTqBt6hVlCWKIfr7iOUPYWvG3fw39K/8NqCh1l9+RHcjftQGYxUlmQZHgyr87EIReMZdSvzmAYR3GllDhW1bLcflB3f7TJ+j4sQHrvcR4ZaI3HyldNtLKvw6AW8OfbvPgZuDtYFCe9/i2Jdj2vBVeDyoMsWow0XFE4HwJVr33DUzUd63FY8YbG7uoVIPNGntoB9Hfv4xnLeWXwQ7fKjyxYTxCcDjvSBa7gbcKybkJ/FVl3KpMYMC1JbCfSh1agpp6S/TsVG3Kv/j/PjVzDFexCj5IKMdulz293KgKEtSl211U6BzeS1CiE62VXVzNTmddTmzqSoZG7KZaxugkOhaAIfUYJef9r78/ic4FBkdGQO3bXyABd6NgNgnP0FeP7btBAgYvgpkjtLQgghhsD6Qw14iFGknMLOif53zV61t45TVAUvxJdxjfFqxt3KdlTUs/X/buBkvYm7VBGTs8+zZxTOwHjnnwCYGTvAzkQZp9astLsJOVnJgym25t9kqzD63E+T33gINsDt+Suw4qUYsy8i64ofknXvhyhNGBiHGjH23G+vWLYk430lUgSHwtEohtLgSi845HWbRPDgSqPmkCfaYD/I6T5jO+BxEcKL0YfgUEskToAwMTMLd4paksqXaz/oY4Hxf6/cz6XmarRyoWZfBIBxwg0kShdimm4Asgonwj6oOLSH7bX57KlpJZaw2HiogdX76rGc7mYtkTjhmMVnL5jN5y+a06f2PLmpktZoguP1NqyJJzBzXD6tO7xkhZsl2JEheb8GWVm+j2d0KRcFN4BlpV3slZ3Pou5+P3zsBZi0LL11auwo9HvMl3EnQtDNF8Tu+FxD260sEk/w5+W7uXXrR3CbJuqTrw/6PoU4Vj245hAfM/bgn3ZFt8skXH6Ic9SdlFA4glslcHnTL+Do87iIapPEKOhWVt8a5fGN5TxQuAUdL0GdfAv6pR9RZ5ah42EJDgkhhBgSGw42cEJBGJKnzgGo8blq+0EuUGF2xsvsPiEZZIPUNIfZ+JdbeTcvUz3lEo6veAVj01/QnmxUhxG/ZpVm87iegBFthpYjPQY1BkJrOMppdQ9zILCQKRNPAJf9/cTXuBt93Hvt4NT8q+Br5bg8Aft9rN8P/kL7J0OW6cHsEhyKhZ2D5PKktQ2vyyCi3WSlUYuxrTuhE0hJxe81CWsPZiLzDO1kcCjh8pNqD0ay7Egf6lMFo3HuWbWfZ33rSEw8E5dT25ITrsc84fq25XyTjsNao7jnwfv5TYesoJIcL2fPLOTM5seJGNnsKr2QR9dXkr/rERJZXswzb8u4TY+sO8z8QkV2w1Y47guMy/bRqn3khlok2JEheb8GmddlUu+ZiMuKQnMF5B1dMT6l5kr7957laQWH9te2Urt2FScABck0wgy7ldmjlQ1d5tBfV+zlpRee4DPebeiC6YO+PyGOVZalWbluPV9WzTDtpG6XS7iy7OBQl+BvNGw/d2WQOZTl3CFLZ1SO4fabF3cyzTrAoqaX4fTPgCeAXvw+Dh5R5B5agY62Mvj3QIUQQox1l+/7MVN99g2JFjOPwAAM6rBjt11npZIiYoYXdwY1hx5/+E4+Yj1D1XEfp/RdP0a//FPUS9+3r8s7ZAfNLAmwW9u1a1569VXGH38xs0uzcZmDU6HkrXXrOVdVsOe4T9oTCme0zVMzzmlfMNkd3nRD8aw+70+bXlzRzoG6tpqK6WYOueyaQzre+3WRTmaMmd3XM3KbBhHDiyvRt25lARXGcmennO/y28GhWLAxZfCoJ49vrGBGZDvjOYS18IvdLnfcnJnsdM/hPYG3Of3aHzK//CE8O5/EcHswIwlch18CIFH9Gz6loeBIPRwBTrkV0uzKl9RQd4RPuZ5AaQumnEpu0E0IL1akfyOyjUVSc2gIhHOm2A8yGc7e+WBP7H0lrcX//MoeavZupEbntk/MMHPI63YKn8GgZw4dbgjx2xd3cp3rRXvCQI3WIMQYtLOqhfEtTpHICd0XN9QuJ/jT5f87ErYvVN2e9INDPrdJBDfWCA8O7a5u4d9v7OdnxU+AJ4A683MAGNf8loPHf5EW7SMS7FtatRBCCJEurTVnxldyfOtrAFSZ4/qdOVTTEqG5xh6h2F84kWYCaWcO7a5uYeKu/9DsKqD0mu8BoE7/DFbR7KNG0SoMeMiZuACAF159lct+vYLF33mWL93fv6HtLSv1SFYbt9u9IabOnG9PcGehk0OyTz8n5Tr9aofpxaW7ZA4laweZ6WUOeVx2zSHSuC5qGxmtl20nTD8uK5LxiF/N4TgBQuhuakl6A3ZwKNRSn9F2AQ7VBfmA+SKW249x3Lu6Xa4428vcM9/FpOBWTtn1G/Je/Aqu1grM2p2Y+18jccn/Yr3vLhKzL2dn9jJWKCcZog/fQb8f+iFXNt1DZMrZMPUMcrNctOLDikhmeKYkODQEdME0+0H93vRXCjcAYBxcBc5dhYN1QYIVO7DW3HHU4s3hOPNcFeTPO5tE6XFY/uKM0yp9rg6ZQ4NYwCtc/jaP//0HfFv9hSuNN+yJo2g4bCFGmjf31rLE2IM23DBuUfcLupPBoc53oWJO5pDbl2nm0MgPDv36vyv5ofuvHJfMGurwuTilyE8QL7GwBIeEEEIMrqZwnGxChNz5hJWXA2pCv2+Ort5XT6lqAGDS5GnUJ3wkQullDv39iVc4X621uwIlu065fRi3vgJX/rLTskop/vTJq9CeAF9e1MTa0u+xzvgwX9x8NfEHb23v8ZCJnc+h/nDKUd8B4gmLA/vtgXzM3A7DsJfMwyqaDfmTM99Xb0wP7i7BobbC0mlnDtkZ1Wl9p0nEsFBgmD0vZvowSWQcRGyNJAgQQXlSZw6ZeXYWWKw2w5q4gBVq5CrzDeILrgVfbs8Lz74QhUat/B2J2Zfh/uxqXLdvQP2/cszTPoEx/0o87/oDKxb9gCeizs3NPnT1z9cNbMw9F+OGR8GdRY7PTUh70VHJHMqUdCsbAv6SacT3GqjavfT8EdCBkzmk4iFa977JT7cWsWrlcu7z/wQj3gAL39npHzISCTFRV2KWziNxyq1YzVUZR/58brN9qOtByhzSwTrcfz6DW7EIe3JZk1hIXnYOC6P9u/MgxFj25t46bnTvQ5cuQLm6T1FWzvDzXU+88Ujm3cp8bpOIdmOO4ODQih1H+Mj+L7PE3Ev8pE/gOuP2TvMnF/hZjxcdyfzOWTqsN/6AUTgD5l561LxwLMEzWyp5dH0535qxncnuJozTPjko7RBCCDH8ahqbmKlibJl1A/+yruCEXb8F+hccqmmJUKLs7wzjJkylabOfWEt9r983dlU1M27XfRgu8J/2sc4zu8siVgpdNIec7Q+iUWyY+AHKD+zi8k33wJST4KSPpV6vO1VbUTXbobWmU9mN1fvr8UdrwQ10GHlMXfUr1ADUaErJ5cVNvFOx7bZu8xnUHGrU7rSDQwnlwuilsLfuWA4gzXaA3a1ssgqhvKlrQ/nzSqjWuaiaHWlvM2lmzfP4VQRO/mjvC5ctxfIXo8INmJd8356m1FG1libkZ7FXO0G4PgSH3DqG8gRwO90cc30uDuNFxWoz3tZYJ8GhIbBgUhHlbxaRU7GDgnRXCjcS9xVhhOt45c4f4Y9P4gH3o/iTHzjR1k7BodzgAUwsKJmLOePsPrXT16lb2eDUHHr6peVchsWTc77H5R/4DN/91Qo+z79ZGF81KPsT4lintWbV7hp+qvagJr6vx2WVKwsLhdEl+JsMDil3+gWpszx25lBWGn3rh1xrLc0HNrDxkSf5lLGL2FV/wH3CB49arCzPxxv4UIMRDLcs1Ivfx8qfgjH3UiLxBBsONvLG7lre2FPDgQP7WGjt4ApzFVP3vYr2F4EEh4QQ4pjVUGd/UfUG8sgmh+a4AtW/4FBLJE6pqkcbLrLyS2jWWWllDv1h+W4+aq4nNuk0PAVT096fUTIHKtahT/gwuyb+D9/d/TqXm6v61gPAcgI94cZOwaEXth6hzGhEKxPlL2pfPn9K5vtIVzI7KB5pq3eTiPZeF6ijZM2hdEagM6woceXptd6PdmdBGDs4lJWfVjsAmp2C1KYvJ+X83CwXu/VE5tVmHhzyh5yh6XsoY9DGMOCCb2IlYpg91IQqy/MRbEtQyCw4FEtYuImjOgTPcrPchPAddb0reifBoSFwwtQC9upS5lSn163s9y/t4oQtu8lK5FHLVC4zXucyN6zLOo23rLncEvnnUVHV4rCTFljctyEAAUxDceKsCXAIWluaSd1Lte82HWrklTfe4DIXXHrJVaAU+X43LU2mnVY7RENjCnEs2VPTSmlwB35vK0w5pcdlfR6TCF6yugR/E8lupBkUAMxym9ThhvgIrBf2yk/IefNPfAo4UnQK45Zel3Ixl2mAJ4AZH4SLh/q9qFgrqnorX/jjA7xRHudcaxVnGZv4gGsPpa4aAGLapME9jry49IsXQog+0dq+Lvam7kIzUjQ12FmqWTmFFFoeggkDVKRf17/N4RjTVCMESijI9nEEP0SqelynujnCc+v38FPPAcwZ785sh1NOw9qzHOOCb1J4MGHX2AHoy40iyxnBqkuNpDf31vG57CC4StMf5bmfjGTWdaI9OGTFMi1IbXcrMxINvS6rElESKo2v4cmbdhnetE8WpHZlpQ4O5fs9vGFN4Lj6VYSjcXyeDEICiSgxXLjT/Js1Tryh12Um5Ge1917JsLRJOJbAQ6xT5nyOz0Wr9g7O9d0xTmoODYEJeT6qXWVktR5Ma/n/ri8nVwUpKRnHcV96CutzW+Hjr/HYgl+wMVRsL9SlD+X4yD77QfHsfrX1tkuXAPDatvTamomH1h1iplGBNj0YBXb0v8DvoSluoNBgxQd8n0Ic697cU8c5xkb7yYzzelzW6zYJKe9RwWWrbUSODIayd2oO9emCcLA1lVNnFHGncTVF1/25x4tuty8btzXwr6F651ttj8+tf4DnPP/DD91/48L8cgrmnUXi4h/CTc9yVc7drMy+YEhGiBRCiGPStsfRP5sNoYbhbkmPWprqAMjJK6Aw4CGq3c71b6KXNbvXHI5TZjais8dR4HfTrP2Y0Z7r6O080swidtm1bCb3fFPpKMtuxPj8NggUU+D3dAgO9SVzyLnu7zC6WkskzubDjUz1tqA7dCkbbIbbCSx0uOEVCmU4lL0z6rORRkDCsGJYqvdxwpQ79UAivUkOZW94UweHZhQHyJ+6iIDVzA2/fYIDtelvX8cjxDIe46xnZXk+gn0cFCkUTeAh3ik45HWZRA0f7j6M9DbWDVhwSCk1WSn1klJqq1Jqi1LqNmd6oVLqOaXUTud32j2rjhVKKXTBdHISDRDpvfBpczhGiSvExPHjKc3xYeRNgPGLmFiQRV08OdR853+c/Hg1TWZB+5COfTRrgh182nbwCE3hge3X2xCMMdd1xB4e0ynAVhBw0xRz/gylKLUQGXt1VzUXeDaTKF0EOT1fSPlcJiF8RwUiEsngUAaZQz63QUS7USPw/zbUWMXOeAn1Z3wTV9G0Hpf1BXLsOgMDmAEVjVu8+PKLxDGIFC3gquhT+M0EfOxF3J/fjPt9/8Q8/VMw5RRyc3JpjJkonXnBSSGEEEDlJrt7cHBk1xcJNtmZQ4GcAgr8HmLJDhz9KErdEo5TqhpROePI93toxo8r1nMR3kP1IU5QO+0nk5ZlvlMnm6cw4AEUCcPTtxtFiQ7dyhxr9tdjaSihHjWkwSGnK5lzfRSOJTrUHEp/KPtm7cfdy/sPdnAoYaQRHPI63+syvIHUEo7ZdYG6+V6olOLK8+xR37Kb93D1719lzf66tLatElHiaQS2MpHjc0OyeHaGRaRDTuZQW4DPkXAF7BHoEpJ8kImBzByKA1/QWs8HTgU+pZRaAHwFeEFrPRt4wXk+5uSU2f0s6w/33rezORzHb7WAL7/T9EkFWQS7KdZlWhHiZvpf7LplGCRMH14dZsWOmv5vr4P6YJRplKM6ZDfl+z00Rp0/QxnOXoiMxBMWq3ceYonejjHrgl6X97oNQtpzVH9uHetb5lAIL+YI7A7VVHeEBnJ5/8m91yfICti126JHtmE99+0BuYi4c+V+ilp2EMydifeEDwCgrvo1TDrxqCymkmwv9VGndKhkDwkhREa++tAmdu1yrq37UMh2KIVbGwAws/LszKG24FDfb7I0heMUO4GU/Cw3TdqPywr3eLPhUH2QZcYOEsVzIavv9+zt4BDEjTRH6OoqRebQqr21uAxFIFaL6uWG10AyPXZgIRy2z8M1LRG8xJIz09qGx2XQhB9PvKXHoee11pg6hmX0vl3T07fMoWi41a5F21NXy5K5APzkHC+lPosP/fVNXt+dxnc/K0bCGPjKNDm5Ti3dDLuVhSJRXMrC7BIcstqyrkb258JIM2DBIa11hdZ6rfO4GdgKTASuAZJjr98BvGOg9jmalE1fAMCBXVt6XM6yNC3RGFmJZvDldZo3MT+rvVhXl6iqKxEhYQxAcAgwPAHyXXHWrl8zoNHWptYwZVZlp+BQgd9NWDsfMCMwA0GIkezAU7/gG4k/4CKOmnV+r8v7XKadtts1CJG8O5ZB5pDbNKimgEC0OpMmD7pgNI4ZriO7YBwlOb0XkczOsT9nQ6v+hfHaL6F8Xb/2H41b/GXFHo53HyR36lI45Vb42ItwXOq6DsXZHmqTAfKR2EVPCCFGqNqWCPe8dYBgjVN3c4QXn405wSG8ORQG3B0yh/qeNdoSCpOnmyB7PC7TIOZ2ggHhpm7XOVTXyonmLsxe6hT2Jtvrwm0qYqqPmUMdg0P1+2l66Vcc2L6BxROyUcGaTiOVDTbTGc01HLb/hmpbonhw2tfDKLAdeUw7c8gg0WOgMuoUUNZpZA6Zvr5lDiVCTk+VboayByB3ItoToGDz33k69EFeMT/Jzge/2+u2jUSUhEp/5LR05eXm2w8y7VYWtv/2umYO4XbeuwyDTWPdoNQcUkpNA5YCbwLjtNYVYAeQgNJu1rlFKbVaKbW6unpkfdkYCLPmHgdAw4HNPS7XEo3j1VFMHT+qKv2kgiyCJDOH2v/QE5bGpaNYaVbT75Uni4XZzXx5zw1Yb/219+XDjRDpPQUwq/UgLuJQ1DE4NDB3ToQYc2Jhpq/+PleZK4n7S2Hyqb2u4nMbBLUH3eWiRcUzzxwCqDGL8ccbR9SJ95G1h8nXzcyYOjmt5fPy8gGwqrbaEw6v7n7hdXdh3X1d24V8PGHRHI5R1Rxmf20r2yub+cdrewk1VlNs1cD4RfZF5aQTu91kcbaXxpiTOSTBISGESNuru2rQGnKiTgHmEZ45lEgGbLy5na9/+3Fz1BWutTNEnCwby+NkX4Qbul0nVrObXFpg0kl93i/YXZPs19HPzKFIExsf/RW5L3+L39bdwieznkNpa0iDQ27n5lg01DFzyOnRkGZwyGUatConWyXSfXAuEneCQ2bvwSG3060sEcnsbzsRTiM4pBS6aA5G7U5iE5ZRnz2TG4J3YK38U4/bNqxoWl3iMlVY4GSxZfh/HHWyvVxdgkNtXfJG+OfCSDPgOWFKqWzgQeB2rXWTSrOSudb6z8CfAZYtW9Z9Lt4o5csp4IA5lZwjb/W4XHM4Th7OH3GXzKG8LHd739EOf+jBaBwfUXSaH169cvmZHd6Ohzi1m5+j6NSP97i4dc8HwV+M8d5/9rhcYfiA/aCofSjDAr9dkA8YmaMeCTFS1e9DoflN7hf57G1fBbP3j3Of26RVe9HRIB0/mVU888whgFqzBBJAcwUUzcxo3cGgtebB17dwnbIYP35i7yvQfjHiqbfrL+jDa+jurHX49buZWL2Cv3zvZsxEhLPUBiwUFgqc36ejuNSfAAsYf1yv+y/O8bJTJ2vJSXBICCHS9fL2akBTYtWAYsRnDunkF3ZvDvmmp72obz/KKnjDTjegZCDFmwNRegxOuBr32Q/6McJxUmHAQ6S1j4NTOMGheGsD+/YfYJLKB28O59Xebc8fyuCQ177+iUTag0Me5QSvMrj5Hjac72nhJsidkHqZWMLJHOo9+8bw5wMQba4lk9t3OtnDpJdatGrBNUT84/C+7x+sWl3Bvqdu5qJnvgqzL+r2us6woljugc8cKs7LJaEVhFswM1gvErH/9lyeztewRlu9JgkOZWJAM4eUUm7swNBdWuuHnMlHlFJlzvwyoOfxFY9hNcUnMTe6hZZg96mBTaEYuco5uXWpOaSUIj8vGVVtz9QJRhN4VQydZsG0Xrmz8Ebson6+ytU99psFUPV74cDrPS6TsDTjYs4IaB27lQXcRCRzSBwjEo98Cl756ZDsq6l8OwDjpy9KKzAEdrHEEB50l0wflfzfyzBzqNHlJII2Hc5ovcHSFI5TXV0JgAoUp7VOvpM5FAgfAUAfSp05pLXGqNmOheJmHuYm80nMwimYpXPIGjeb7PGzyC+bQXHZVIomzSax8F1pZXMVZ3uJ4FxkxTNLGxdCiLHKsjRbduxgnCdKtnICEyMoi7UrrTVGtMku5Ov2YRoKM/kFux/BIX80GRwaD4CR7HXQTbeyaNzCHyy3n+T3XpevNwV+D2Ht7lvmkJOFe7Cikpx4HZ6CSRSc+C7MoNODJGd8v9uXLp03CQB1eA0ANS1RPMmaQxl8vwqZTqZOT5lDMcsOPKUxCpqZU0pUm8TrMxxFOtmjo6eaQ4A663N4r78XPH5mlObxp/hVdtZW/d7u22TFsAYjcyjbQxAfkVBmBakjycyhLsEhM/naJXMoIwOWOaTsFKG/AVu11r/oMOu/wA3A/zq/Hx2ofY42vjnnEjjyAOvWvcLSMy5JuYydOeT8U3TJHAIoLcgl0WRgdsocSuAlhhqw4JC/7WEg3gC1uzoFdI4SrMeItUJzZbcf5M3hGBOoJWoG8PgL26bn+z1EkcwhMbrtqmrhy3e/zgON98CMc4dknwd2bmIRsPC4pWmv43ObhLT3qLurZiKMVqrTMKDpaHKXQgRoKs9ovcHSGolTiHNn1l+U1jpmhwsnS5kY9XuhtRYCndffeaiKObqKt6dez1x/E+bi9zJj/pX9bnNxtocwkjkkhBDp+s+bBwi9+U+eiv+Ce2d8D/Y5M0Zw5lBLJE6WFSTmDbR9+dKm186+7WNwSGtNVrTO/jbnnLNcfue7QzfBiYrGEJNUNQnlwszuf/ClMOAhZLn62K0sAcCR6iNM8QYJFE5Dzb0cXvuVPX8IM4fGzVjMOmsWkzbfBVd8iermCLkuu33pDmUPEDFz7CGaeqj5FI7ZQ6+nU+ja7/VQqQspaMwsOKSS3xN76lbWxczSbBpxsm1CDSmXSRbT1mkW6c5EbpabEF684d5H9u4oFk2dOeTOyrEfjOCg8Ug0kJlDZwDXA+crpdY7P5djB4UuUkrtBC5yno9J0068GICmbS91u0xzuEPmUJeaQwCTCv12UeoOJ8DWiN2tLNMuId1yKuMH3faJpm7rK90vG4+gkul6FRu6Xaw+GCNPtRDzdA54Sc0hcSy4Z9UBco6sQlnx9pG/BlnT4e00kM38GVPTXsfnNgh1+fzQWmMmwvZoI2l2A05q8ZUkG5PReoOlNRKnQCWDQ4U9L5zUIeX61bg9cADla49abNXqlQBMXHwu5vv+BQMQGAI7cyic7FYmNYeEEKJHrZE4//v4Bq6ouwNDaa7m5faZIzg4VNMSJVuFSLhz2qapZM2ZPhakjsQtAjpZiiIfAE/A/t1dcOJgnR0cimZPbBuSvj8KAm6Clgvdp25l9uv2xFsoczWjskth0jIsv5P5O4TBoalFAdaXvoOS8D7Ce16ntjVKvsfpOZFBt7JosiB4pLHbZcIxu+aQSiPAEvCalFOc0XVWPGGhk5lDGQSHSnO8xN1OzapQfcplYgmNm5gd2Bxg+X4PQe0lHs4s0ycWta+7PV2CQ54s+7VHQ90H6sTRBnK0sle11kprvVhrfbzz86TWulZrfYHWerbzu26g9jna+PPHsc+cRl7lym6X6VxzKP+o+WV5WbRqH7FQe1Q1FLMzh4wMu4R0R7nt7cRnX0K9zqamp+BQxw+PHoJDDcEoebSS8OZ3mp6X5W7vcy2jlYlRyLI0T2yq4AzDGYlwCIJDlqUxG/bS4JuEYaQf0PG5TYJ4UR0uoMMxCy/RPo12aLj9NKscaBwhwaFoIuPMoWQwHOBN3xkkMLD2OF829q6AoH3KOrTdHsUsb0rvdYQyUZLjJdL2GSjBISGE6MkzWyp5h/Uc46lBmx78B5a3zxzBGQLVzRFyCKK9HYJDyWzdPl7/Nofj5OK8Zq/9pd6bbd8YSYRSBycO1QeZpGpQA9ClDKDQ76HVcqH7UZA6XwXJitVBoBgME+ZdiZU9fuBueqfp+Etvollnsf/Z31PTHCHPY6FRkEbh6KSYKzlaXA/BobhdcyidjKSAx0W5LsLVnH6GdnlDGB/OtWgvNYc6UkpRVOIE5LopaB7KIOspU/lZboL4sMKZdSuLRuy/PY+v89+Lz2//r4WDmWUijXWDMlqZ6F5NySnMi26mqSl1RLZT5lCK4FBuloug9rZXocfJHFJRlGdgu5XlTlnCVtf8o4toH14DlmU/DrbH+nT5+m432RCMkadaj8qGMg3VHuntR59rIYbLuoP1VDSGOdNwRiIcgi/4b1c0MVFXYHQo7p4Or8sgpL0YiUjb/7Bd0D5Gog93gQJeF0cowhohwaFgx8yhrHQzh9rvqp1yyhk8nViG9cYfeeuPt8AdV2I9dAtv7K4lt2U3lnJB4YwBbbPPbWI4Q+gORWBRCCFGs4fWHuYmzwskJp4M865EWTEsFAmMEV14tqYlQo4KYfhy26YpV/9qDjWHY+SoIDHT31Z7MOAMBx5uSf0941C9nTnkKZ7ep312VRDwENFurGjm5y8rbmcOTTTqUIkoBOw6hsYlP8D42HMD0r5MLJ01kVeyLmD6kWeIN1WS607YI5VlkFUdS2YO9dqtLIaRRlf+gNcODnlDlW3d8Hqzv66VAM61aIdgZDqmlhbYXd276VYWig5icMjvJoj3qBF1exN3upW5PZ2TJHzZ9v9aRIJDGZHg0BDLXvIOfCrG7tceSTm/qVPmUO5R87O9LoL4SHSIqoacmkOmZ2Ayh3AyhyidR3jymZQlDnN4jzPM875X4S/nw54XAWhttOuLV+s8wgfXdbvJhlCUfFox/QVHzfMlI72SOSRGocc2VDDe1cx8wxmNbwjS2lftKGcCtRRNmZfRel63Saitvo3dzmA0gU9FsczMg8tXL5nA/ngBDUf2Z7zuYGiJxClUzXahxHQviDrUWDvzxON5Ze7XqSGfk47cyxGKMHY9xwtP3M1CdwW6aGZGdxDTleV37uxJ5pAQQnSrsjHM9t27maYPYS64EjX1dACazEKC+EZ05tDh+hDZhPD428srtGUO9Tk4ZGcOJTzt3xfysv006SxiTUdSrrO7vIYS1YhRMECZQwEPEdxYfaiZV99iB5S82lk34HRV92YPSLHsvqhZcAMe4pzT9Bg5LivtYeyTtCtgByp7KEgdjlm4VaI9ONgDOzhUjKET0FyJ1ppP37WGD/x5JY1Bpzui1lCxEXa/CME69tcG24NDGWQOAcwsCVCvs4m1pg4uhpzAVqY1KtORn2V3K8s0OJRwgkNGl/czK2D/X8QkOJQRCQ4NsVnLLqJW56K2/Tfl/OZwnAIjiPZkp/wSkuNz0YoPq8M/Tms0gY8orgELDjlflkrms+S89wCw5sX77GnbnrR/19tfBg8esjMGXrcWkRUsR7dUp9xkfaudOeQKpAgOZTn7k8whMcokLM2Tmyr4RJk9DPpu16whyf6oOrgdQ2kCZXMzWs/nMu0LaGhrZyhmf370ZbTDq5dMIBYYD02HCUbjGa8/0ILRBAU0Y/kK07/T5/KilYFWJkbuBH78oXMYf+tDVCz6ODf6f8MBXcIHan7HMs8+zNLMgnHpCgScO42SOSSEEN16enMFJyvnZuW0M2GKPSJk0DeeVu3tdG080hysD5JnhHB3CA4Z/cwcaonEyVFBrA7BoQK/m316PNTuOWr5UDTBvuTN3vz06xX2pMDvIYIH3YfgUGuoyzrZJQPSpv6Yt+hEXkos4X3qOfKMcEb1hsC+CRdUgbQKUncNZqQytdCPr8gOlFUf3s3Tmys5b9s3+cqhT/DpPzzEVx/axHN//Dz831nw73fCs1/nQF2QXDOCNtwZB7dmlGTTqAMEm2pTzg9F7S5x6QS2MpXjcxHCi5HhyK3xWHLE3c6vNTuQg6UVsQy7qY11EhwaYi63m7dzz2J24+spC9c2hWMUuUIps4YAsr1uO6oa6TBaWSSGT8VweQcoODTlFBIzL4LsUoqmLKDGPZGcAy9xx+v7CL3tBIea7eGiKysrADAWXAXAkXVPptxksuaQO/voOiABvxMckswhMcq8ta+OquYIlyeWc8QzmdXW3CH5gh+u3GE/KJyZ0Xo+t9FhZCz7MyQY7XtwyDAUC+fNp5Amnl3+ComGQxlvYyAlM4d0ul3KwA4iebIhp6wtLZ+yJZS9+8fcd9ulPDPj/1FithCIVENxZsG4dOVkO1lO8hkohBDden5rFRcHdto3UMcvgdIFaG8u8ZwJBLV3RHcfOVgXJEd1vr43+505FCOXINrXMTjkYY8uw9Ow+6jlV+yspjRhZ/wPVGZOYcBDVPdttDLdtRB3YPiDQ8dPyed+LqRENTKleX1GI5UBeFwGrcrf81D2cbsgtZlGTSXDUHzsyrMB+PVDL/Hzh17hHebrLDH28LuWz3P8ph9wQdU/eDxxKvUFi9FV29hf28o4byzjrCGwi1I3EkC3pi4RHIol8Kh4Wl3iMmUYipiZhRnPLAMwkQwOdenqluv3UEcONFcMVBPHBAkODYPEvKsIEKZ8zRNHzUtmDqWqNwTJbmXe9hHCgHDEGcJvoIJDC9+J8aH77S9NSuGedzGnqi3857GnyGra6zTU/kerr7WDRLNOv4ZKXYD1duqMqNbWZrwqhpFiBDavz2m3jFYmRpnHN5Yzy11LSd1qdo6/kpqoOejBoXAsgavJ6cJWMC2jdb0uk6B2TuhO+n3QqVnW1p00Q5Om2gGqq15/F9z/kT5tY6AEo3bNIRVIsxh1ktuPzp981ORsr4ubb7iR3C9txLrgO7DsxgFqaWeBbCdzKMO7ZUIIMVY0hmKs3FPL6eZW9JRT7WC+YcJ7/8XeRbcRwksiMnIzhw7VBQnoUKcuz4Y7OVJl34JDTWE7c8jIas9Gyve72WNNICtUcVQ3u+fePsJMj5MRMkDBoQKnW5nqyzW81SXj2Kk5NJy8LhNj0gkA5IQOQYY3zrwugxb86G4KOkN7zSHTnV7gacIUu77k4pxmrvWsxMSCD9yLf/rJvE8/hS6cxc99n2FDfArU72F/bZBiT9zunpeh3Cw3TTqA6ma0tbZ6Se6BDw4BJFx+XInMroXaujR2CQ7l+FzssCbhb9g+UM0bEyQ4NAzmnHoFtTqH8Np7j5rXHI6Rr1rBl5diTfsPPah9GB2iqrGQfTIcsG5l2BXrk/IWX0GWivKfgr8AEM8qQTuZQ8GGamLKzbTxpTxrLaPkyApIkdYbbXYi0CmCQ+5kUKuPJ0chMlI9MCeJeMLiqU2VfK5kDRpF3axrCWsPyopBYvC6WO2qaqGYehKGJ/3h2h1tQ9lDWxArGE3gJYrq46ggKs8OqsS0iVG+ptvhT4dCa8QerczMLs5oPZ0/BWP84u4X8BdinHU75E7oXwO74fY62ZN9SMsXQoix4OUd1eRbDZSE92FMO6ttupp5Hqp0HkG8WCM0OKS1pqqhCRfxTsGhtsyRvnYrc2oOmR2urZOZQwrN48tf5d8r93PX67v597MreWXLAS7JO2x3N8oe35+X1CbH5yKCB8PqQ3CoQ+aQRqU/yuggmzdrDvXaCaxkWHi5KNtLneVH9zB8ejhmd81KO8Diy0V7c3nvbMUtuW+SKDsB5l6K+4aH4fbNmB97louXzuSN+jxUqJ7GuioK3dGMhrFPysty00gAVzR1cChZkDqdrKe+0C4/HivT4FDqbmW5Pjfb9BTymne3D6QkeiXBoWEwoSiX5a4zmFy9vL1PamsttFQ5Q9m3oLrpFpHttWsOdUy5i0bsfyKjj3f+ezX9HGKLP0h+pJwN1gwqs+dDcyXVzRHMSANRdz5ZXhers87EbUVg1wtHbSKeTE/M6qEgtWQOicG2Zzn8/mSo3NzvTa3cU0dta4Rzwi9gTTubgrLp7YGXQcwAebuiiXGqnoS/NKMRNMAeGas9OOR0K4sl8BHr++fH1DPYcspPuTX2eZS27KL1PbESPfbF749Wp1uZyvAC0/jwo3Dx9welTenI8riJaFfKrsZCCCHg2S2VXJu11n4y49xO87J9LkLaix6hBalrWqK4Y07dE2+HbmX9HK23ORwnV7Xi6lDHyO8xqXDbN22eWr6C1//7N854+jKuf/0S3uRDnNL4FHrC8WAMzFfAgMdFBDcuK2oXRs6ETrR3dc8qbO/aPcyuWTqJqiyn236GmUNLJuXRkPARDTZ0u0wklsCjErjSzBwC0HmTSGx+CFf1Fsyl17XPyJ8M/kLesXQieyx7GPqSWDl5ZqTvwSEdwB1LfZ0WjCWDQwNfcwhAe/x4dCSjYI6VTC7oEsjze0x2MgWPFeKn9z7DjiMjt9vpSCLBoWGyf+KVeHQUtj0OgH70k1j330hzOEaBVQ8541KuF/DaxbrcHTOHIs7jPtQMSYvLg/vaP2B8eQ+f9f6AfdFcaKlk/cEGClRLW/ZCy/hTaFI5sOOZozbRll6Zorucx7lr3hb5FWKw7H/D/h1MXWgvE49vLOcsz06ygwcxl17HhPysDvV8Bu9L/taKJsYbjbjyyjJe1+sy2ruVOW1sDEbtgvZefw9r9sB0Me+Sm9nmW0pYZaF3L+95+VV/Rv968aAEiIKRKHmqNfO7jx5/xnUFBlKWxySCh4QEh4QQ4iitkTgvbD3CR7wvkSg9DsqWdJqf6xSyHYrRQvviYH2QbOW0rWNwyN2/mkMt4Sg5hDqVbFBK8Y0b7DqgP1tSwR89v2Z8SRGh879H4pyvwnX3Y3wkdX3QvjANhWUku8dldh2vrBiNyn4/dCCzjN/BNLnQz9zFdrHzTAs6Hz+5gGb8JIKpM28AolH7fcok+0blTcYM1hCa+05Yev1R8+eX5ZI1fjYA09QRAoRRfag55HObNKtsPIlgp8yupHAkjlfFBi1zSHmyMdAZ3WTV8dSZQ0opzjrDrtd0YOtbXPzLV7j9nnVUNkqWdk9GRoh2DCqccwYH9pVQsuYeso6/Dio3obQmFAmRYzVCdurgkMdlEFZZmDpm/9OabhJO5hCD9I+apDx+Tpg1gS3b/ZxpVfPWriNcZLTgy7U/0GeU5rFx3zROr9x8VNRRJbuapOhW5ncyh2LRMIPTg1UIOFQfpHDfKvyQ8oSXiVjVTqo3vcAnClahg37U/KuYgG9IgkNvlzdxk6sRlTs943U7ZQ453T+rmiP4VBRPVuYXEUmmoTh/0URWbpjPWbtfxOxp4dpd9ufB1sdg6Qf7vM9UEqEmuy9+igzFkSzLbRLBjS8iwSEhhOjq2bcrmRffzoTwLrjwl0dlzWZ73QTxdiq5MJIcrAuSjfP53qFbmduTzDbu283RcKgFt0ocVYri+BkTsHInkbX1frThwveRR7q96TwgXD6wgHg4s+8iVoJmI49xiRrIHv56Q52MWwiAyrBb2azSbN4yAhjR7m+AxaOhjLetLvwWLQs/SPaSq7vNGv/aBy+D38JUVUmWDoF3YkZtT4q6c+3jGW6ELkG7iBPYcnkG5zun6XWuRaPB9Atqx1MXpAa4/ILz0W8qfnJ6gk9u/T+a367i2S1T2DzvNsaXloDWTAtt4ZLpbgKTFkFhl2vrWAgMV8oRxI9Vkjk0TE6cVsSL1lJcFash2opqOgwtR/BFauwFugkOgV2sC2j7chdzPmQGLXOog9NmFLE3Ykf5d+zZxXh3EDNgZw7NKs1mqzUZqrfaXUc6MJMfkikyh/w+FxHtJhaRSK4YPJ+6cw2xg2vsJ/3swtj48Bf4G9/m1Man0fOvAU+ALI+JmTyRDWJwaG9NK0W6HtWHegGdu5XZbaxqipClYhj9/Py4ZOF4XokvxKzfAw0Hul8waHcxTay/u1/7S0Uns5G6Ge1xpMrymIS1h0RUgkNCCNHVw+vK+Zj/ZSx3AI57z1Hzc5xuZeYILep/qD5kj1QGnc5PyeCQ1ceam23ZKanOecV2Fok15/LBDQxBe83CTDOHdJxW0w5sqREXHFpk/87w2sg0FFk5hXbmTTddo2LR1N2gem7PQrKPv6bHcgLjiwqIBcq4bGLI3n8fMocA4h7n7ynUcNS8SHIQJM/g3M53Z9ld4axIBsPPJ2/4pno/PQF0/jR8q/+P+Y0vM39cFh8yn+PjOz5G6/Jfc8KKm7l23Y0EHvoQ1p3vOqprpHXH1fDUl/v6ckYlCQ4Nk3llOewxpuKOt8LeVwBQOsHU2B57gR6CQ5Y7GVW1g0O6LTg0+Hk3Z88poRr7rnxj1UEKVavdTxg7OLRDT8JIRKB+H3rdnXBkC6FoAm+y72qKO/rZXhcRXMSjEhwSg+NIU5iaw7vJs5wLqX4OGa5qtnNYl6CzCjBOvrltepbf+d8cxAvUSLgVv9UCOZkHh0xDETOSwSH7DmtVcxgf0X5nHp4+s5jVLnuEj1RdS5Oa6o7Ybdm/AnY9D42H+rXfjnRy6NgOd2ZHgyy3SRgPiRHaJUIIIYZLdXOEt3Ye5kK9Eha+M+Xnu99j3/jIdJSjoXKwLshEnxMQ6NB+j9tDXBvtQ3FnyAong0NHD2JjOMEh8+SP9mnbmWgPDmV2HW9YccKuHDQKNQKGse+kdJ5dJLsPXc4LCosxsQh307Ws7fvOIGSjuEpmMd9VAZHGPtUcArC8+faDFAOMxJwM58HKHHL57Da3tmZQeiCRultZkhq/EBUPEZt9OTmfegnjhv8yNd/FN9x3crZ3B+sWfJlfx6/FqNvNz+58hLr9W6BuD8QjqMNr0FVb+/uyRhUJDg0Tt2mgS+cD8Pg9f2qbfpzhDBXfU5Tf3TlzqK1OhWuQClJ3MD7Px9zZcwAopZ6sRFNbzaFZpdlst+wieKEdL8Cjn4bXfs3bFY3kqRb7Q9Z79N2NgMdFFDcJGalHDJKXtlWx2NjTPqEf3coioRYKokfYXHIF5pf3wKQT2+a5fIObORRLWOTGnXpJfQgOAVhdMg+rmsJ4ifb788PjMpgx73j2U0Zia/f1DFrqq9hqTcZCwZ3vQv96KdaaO/q17yQj6hQbHGXBIZ/bJIwbLZ+BQgjRybNvV3KeWovXCmIsfm/KZZRSxF1ZuKxw5kWR+ykST1BXW4P12Oegfn/KZQ7UtvI+8yW0J9BpCHmf2yCGq8/BIZLBIW+KEY6XfID4KZ+EaWf3bdsZaMs8zvDGm6ETaMND4tKfwAk3DELL+sETQJctgdzMu2aVlthZUDv2l6ecH09mig3CTX1VOANVvhYVbjyqcHvakiVAkvViO4g5gS1jkBISvH77+q21Of3gkErW7DJSV8tRk5ZhuXy4L/uhPWH6WZif2wRf3IXxha0sfe/XyDvrFiwUOTsewvzXlVgP3QrV21E6AS1V/XpNo40Eh4bRtZdcCMCZ1ltt0xYpJzjUQ+aQTqYJRp2Uu+QXiiHoVgZw9RlLAZhtVmJYsbZsoHy/h4bADCytqHr6Zyg01pEtbDrUSB6taG9eytER/F6TKC4JDolB8+K2KpZ0Cg71PXNo7bq1GEozafbRQ5+7fckhyQcnA6Q5HKeUBvtJX4ehTX5OOAGspmYnoDIANcsuPW4Cz8RPQO1b0W3BaW+0nn2eOXwl7yd8NPoF1hoLMR77LPE/nEHiue+gV/+jz0O6tweHRle3Mr9TkFqCQ0II0dnTmyv5QNabWIFxMO3MbpezXH67kO0QFva3LM1N/3yLFb+5EWPN32HLw0ct89zbR8je/wwnxVbDuV/tlEHvcyevf/t2TZJIjoiVInOIiSfguuxHAzYqWU9Mr3NzKdPMIeIo04Xr1Ftg3IJBaFn/GB95HC76bsbrTS6zr8+27UudGW21ZQ4NwkAYhTPsfZx0Myy4uk+bUMm/0RTdymKR7uv7DARfwL5+C7Z0X9C7I601hhUlrjzdd7k77dPw2Q1H1xPKLmn7f/zIJafBpGXcbD5OXqIOytcRPrDaXq5VgkNiiCydPRUrbzL5qpUodmrhomTmUKD7vreG10kTdL6AWskvFINckDpp3swZJDA4K8/5Z3G6lQH89oYzafFPYqqyu46o6u1sOVRHqTuM8qcuEpvtdRHV7r7fORGiB5F4gld31bDM3Mlh7Yxi1ceRQQC2bbbrFs1ZcMJR8zzJQnqD9CW/ORyjVDXYT/qYOeRxu4kqL8RaSViallYnyDwAmYcXzC9ljfcUDB2D3S+mXCZgNeHLK+F/b7uZK99zE7cZX+PrsRvZXRtBvfYr1OO3w87uu6X1xHSyoUZb5pBdc8gtQ9kLIUQHjcEYb+/ez2nWWtSia8HofrgD7R7cmzOp/GfVAfL2PME1yi4P0bpvdaf5a/bX87N7nuLHnn8QL56POuXjneZ7XUafg0PRuEWkxen2M8x19tq6GGV4bWXqBMYIGb4+JW9On7J78vLt70W7DqbOHEq0Db0+CEWOj3s31rlfw7jkh33ehMupJZsqcyjelpAwOJlD/oB9/Rb6/+y9d5gcV5m+fZ9KnScnjWaUsywH2XLONg7YxsawYLIxOewCC7sLuwsfy0bSj13YJedobAzY4IRzzkGWZeUcJufOFc73R1WPNJrU3dMTVfd1+bK66uHu92UAAQAASURBVFSYme7qquc87/Mm82s7b9oSTVrYyhi/S1VHKRv/nllZfQ0KDh1UoDgmr97pVvaITP+Uis7TjS8OTTOizlXKNzpLcIRKvejFNCrHrHEdFIdyD0JT7BxCUVFi9ZwecQWgXFkZwEnNFcQWrAOgi3K3TeWB15gfSI/YqQwgbGhk0ZBFBvL5+IzFM7u7iWQ7WS+2cY99uruwyPda2rTpP+jWHut1y4etD4Qnt6xsIG1RL7ybwSLFoaCueOJQiq5EBkN6v4sSiMu6qrD2zMvokVHij38PbGvI+mSinyBZAmU1KIrgjac0cf/fXcKy13+CDwW/yuvwSmyLtPDqtid0zTLnUC5zSBQ46+rj4+Mzl3lgaxt/q9yMKm3E+uHtu49GTLE4dKA7yf/e9Tz/EfwFqdoTeUCeRnLfC4Pr793cysd++Bd+pP4XMQO0t/58mBgQ1FVMNJwichD3dyeI4f2sIzmHphDNKNI5JG3EXOwC5TXfaWk5jO0ML3N0xuiuNWHKm1Au/IeispJyGFH3uc5JDs8cGhSHJsk5FIm67+VMIj9xKJW1MTBxxhKH8mXdW3AWX0jm+p8CcJqy7ci646i0zBeHphnh2Sh3OI10SPcDoZSN3VVACw0tKxP25Kq4IxKbh2h71f33MS4n4bV//IF5JQDhni3UaCnECJ3KwHMOoR9xQPn4lJAHt7ZztfECCpI/2ue4C4ssK3v5QC9N8hCpYD0Ehgf9BbwuC3Z2cm5O+z3nkCO0IY69QghoKmkRhGyS9n63jT1QssyyG85czNftG4i2PIn1508PyX84eOgQANHKI8JWUFe58ZzFvO+8JexLewKV19GsEKSU6FZOHJpdzqGgLw75+Pj4DGPnc3/hHdoDWKd/eLC1+KgYuTy9yRWHnD1PIJM9fPb3r/DX4reUyz5Cb/wWavMGas3DvLb5FV785tv4ya9+wXeC36ZR6UZ7561Qu2LYvoK6QlbqRXUr291xlDg0zRMiuZL6QkqjpZRo2CjaHBSHaldiKUFOs19iS8vwEnvHzDmHpvC5rQBikRAJGcBMDL8XGyyJm6RnzmiZ+17OpPIUh0wbAwuplECsKpuH8p7baTrxIpxKtwStT3ifLV8c8pky6twvu/2ikRbHLbtSxnEE6Dn7aDaJ40jEYEr75AdS5xCnf5DMCTdgv/EHMP/UoSvXXIdzwpvZ1vxWslJlpdhPOfERO5UBRLzMoWLdHD6zGCuLc+8/lbRj1dFIKXlgaxtvCb1AqnwZr8mF7ooiA6lf2t/LUtGCUjvcNQQQCrviUCZVQAvOAhhIW9SJXqxQbdE5ArmuLphJOgYybqcyKFlZal0sSPyEd/JjeQ3aSz+F/U8PrmttdcWhyprhAvjaxjIsNEy9DJJdBR83YzlESbrB90W2b50uQl7mkJhAFtaMIBM/4mj18fHxmQDJrMUph35Nn1aNfuk/jzteHYxcmMRrULIb8fOr2frbz7N95y7eJu5DnnoTNJ7M+jMvBKDn5g+zvvsubjb+jVPMlxFXfQ2aTx9xd0HNdQ7JIpxDezoTlIkkUtFBn7r7/5EwvMyhXCerfEibDio2yiQ5UKaVQJTUokt4vfosz+7uGLZ68O89Q11TZSGdPiJY8eHikJWdxJI4oCxWAUDl/vswX/rNuONTpo0uLJwSC22K95l9xPJE6XhbSfc/k/HFoemm6TSkamDNO424UQOAGKtTGaB77gQrPUDStI883E2lc+jktxF48/dQT3rL8IfUhhNQ3vwjvvKOc9inNLFK7CdoD4xTVqZPKCR4LpCx7BHtp1OJaTt8+wffYfPv/xNr692Teqyv3ruVf//mt1Ce+t8xW59PhF0dcVLdrazMbMJa9QZsVByUolvZv7Svm6VKC0b9yhHXhwfFocm5OXUDqXtwxgisH48LVtTSY2ok4v1DxaESisvvPnsRX828kYwWw3n2+4PLu9tbAKitbxy2zeqGMhQBcbW8KHEokbGIkcLUIqOHEs5QwrpKRuqo9ux0Dpm2w+9fOID1s+uQv//gdJ/OhJjua7CPj4/LI9s6WM5+zMbT8xL81Vzm32Q6h/Y9gZAOYu8j3DhvLwoOilfuVrZ4AwDnqJsZaDgLa8OHsM/7e8T6d4+6u4CuFB2rsLsjQa2ecUvKpvk7L+A5hzLp/H/3yayFho2qzeDMoQkQWf9X1Io+el57aNg6mctmmqHCWFlQp09GsRPD78WcnMN5klxPRriMlAizauAptDs+OmpzkxzJrIWBWfrfpScOPea4USm+OOQzdVQtRnx2P39z07vYsM5TJ8d58Mu1+cumBugcyBDAc0FMVeZQntTGAtQtO5WzjZ0o6Z7BGtxjURWBJfQJhQTPVmxHctsLB7nivx9lzRfu5f0/e278jSaRXzy+nQ8c/CfWvvJfqLe8a9JawnbGM/zwsT2s7HnYXZAaXtdcCh7c2s7l6nMoOOjrrgdwQ+uKeK9JKdl7YD8xkoiakZ1DkagrDmUnTRxyy8ryCdYbjbedsYA0Qdq7emgfSBPMXT9KGGh/SnMFy5vq+ZO4GLHlDhhoBaC/27XlBstqh20TMlSW1EbpllFkUeKQTZQUpja83G+mEzLcsjJ1lgrkP39qH7/63a1oh5+b1dbruza1cPK//IW+ZHHOQh8fn9LxwKa9LFDaqVo0vDPoSAxGLkxS5tCOtgGeuP+PAKwS+7mp/AVkqAoavPOLVCPLmgCIXfy3aFd9BfWSfxpznwHPOTTuhJWUR0qRPPZ0JpgXyEx7GDVAIFS4OJQybU8cmpnumYmirLicjAiysOVe5DH30pn05Ob2TJTykM5hWY3oPzRs3aDrabIMCarGS9fez8ezf42QDhx8dszhadMmgFV6J9Pa65Fn/TXbqy/FkYJnNm1hX9fx4Yz2xaGZgB6iLKgTqJzvvh5HHAqHwiRlAGugg9b+NAFhuhkkMzDxv3zNJRgygz3/dFh73ajjHMVAOV7EIccB2yRrObzvp8/ynd/dyWWZ+7iy8jDbWvJr3TgZdAxk+MODT6ELm8NaM8IxCw4XzJefPLEH28pyqeKFN06SOPTAlnbeHHwBp2oZwfknENJV7CKFyEO9KcoTe90X1SOLQ2Uhg7TUMTOT5xyqFn2o4+SSjUVNNEAsFmMg3s+O9jhVAdtdUULnkBCC95y1iG/FL0A4ltueHkj3e/bqcPWI261tLKPFjBTnHMpaREUK25hdeUPgdqxJY6A6s885FM9YfPuhndykeU7DWSpw2Y7ka/duYyBj0d7RUnTpqY+Pz8TJWDYHtr2MgkTJs8W5EXKv/WY6v6ySQvn87a9S3fks3bj5oKG9D8DiC4a65xedg1OzEpZdmtc+c63s5TjXG/nnT2F974IhzS52d8ap0dLTHkYNEPScQ9lCxKGMiSokygSCk2c0Rph9DZdxjXyYg7u3DC62HYmZ6043Q3/28pDOQVlDIDFcHHIms9Oax5knrmFH+dnYKLDvqTHHprKO5xwqsVgVrkJc/m98933nE1fL2bF7N5/42g/5l1ufKO1xZiC+ODSTKPNKLcYRh6JBnX2yDrr30NafdstCprKkrBBOeSfin9vR3n8vzDtp1GGOYiCc40Qcevz/4fzv6Xzmlpc5cdf3uT/w9/xt6pv8b+LT3Jb5IJm//GvRZU8T4ZbnD1Btul8E28Uid+EkdN1q70/z8yf38bHFrVQIT0SZBHGoL2Wye98+TrI3IdZeB0JQFTEw0Yv6/b60v5clilsWRc2yEceUhXRSBLAykzNzOZA2KSeJOkp+V77Mr6shKNPc/vJh6kLejFYJnUMAV580j3h4ARtDZyCf+yEym8SOe+LQKC7CtY1ltGTDOCNYmccjkbGIkkLOQnFICIGtBFClPazD20znx4/vIZg4xBWK53qcpaLKnZta2N2ZoI4eFv76fHjw36b7lHx8jlte3NfLfHOv+6JudV7bGEGvrDtR+sy/p3Z1sXX3PlaJ/VRd+FGk4R5LLL1wyDhxzTdR3n9/3pmAAU0hK7Vx8+bkoRcxOl8jc88XAPf+ZiAep5qeaQ+jBgh5nVqzhWQOZdyfWZujziEA5ZJ/xkRF3PPZwWV9KRNDet+TM9U5FNY5KGsxzH5IHzNpPZiXNHnPnYoiuPaMFWxyFpHc+diYY+MZCx0LoU/O+cwrDxGraeSNyxR+E/0GH4p/Z1KOM5PwxaGZhJeMTuWiMYfFghr7ZANa7x5a+9JuWdk0h9GNiaKOO8RRDdS5Jg5tvRP59VXDAlrlwedQenazedPz3Fj2HHbTGciPPMXDa/+NPU4DgSe/BvuenPLT3Xigl1OjvQC8nPFcbCUOl3UcyWd+9wqmY3OT/hfSIsAB0VhUd6oxycQxv3cx39G+joLjikNAZUR3w8+LeIDdeKCXFWoLUg1AefOIY1xxyMCZJHEolUxgCGvCNvKyWBn1nijUECh95hC4dvm3nb6A/+i7DCXZSdtjPyFk9ZPRy0Z1Oa5tLKebWJHOIZuYSM66TmU5BsMUZ1HHsta+NN99ZBdfqH8CieBQ7KRpEbYnipSS7zy8i4AKX9O/i5HpgWTndJ+Wj89xy5O7OlmpHnLDlquW5LVNMOJe+/PtclQI/3f/Fm4MP+6+WHIhcuHZg/8egh4s6Ps518p+vHsS0bsPqYUIvPB9Ut+9lP7vXsFLgQ9RG9+GGOeZYSrIiUNWAeJQKuPee2j63BWHlixZwffFm2nqeAQOuU75nmQWHW8SaKYGUgc1Dkqv/L/3wJB1g/lYk+x6euMp83neWYXR+tKY9xW9ySyGsFAnSRwCIFpH+NAThMweGja8cfKOM0PwxaGZxIIz4YMPQ9NpYw6LBjT2ygaC8f209SWIqiZihuUNFYxqoDqzc8Z5VA6/hBhoge7dg4tsR2J1uq9vrHyVqtQ+1FWvR9SvIbPmr/h3653uwGno+PPqoT7WRboxlRC7LTccvdTOoZ89tZdHt3fwi1XPUr7/fp5f/BH2W5Vk44WLAWPSvZua3lc4TdmOXbMK6k8AoDJskJVaUaUvXYksK/U2nKolowqeZUGNtDRwJsFxBWAnvRmcidrIjTBlapY3rI5xQ+pmnLImqFgw8RM8hnecuYDnWc2h8BqCz32bGtGPMkpJGcCK+hg9MuYGMxcYKpr0AqlFcLaKQ941fBaJQ9+88zkMJ8UlqXt4QJxBuzZv1mXHOY7kxf29bGnp51+WbON8dZO3wp7eE/PxOY55Ymcn60OtyOpleT9AB8OTl/n32cMf55POL7CqVkDjepQzPoRz2vvHncwdj6CukEVHjHXdTPch0r10nfIx7qx6N9taeuju6eZe41Lif/VbuOrrEzqHUhAJu2VlVrYA51Dacw7pM9M9UwoURbB//lXui4PPA9CTyKIL7/tlhjqHogGNFpETh/YPLrdsB2fQOTS55z6vPES8fgOazOIcfGHUcb0pEwMTzZi852ARrUeYXmfAPEtGZzO+ODSTEAIaTxm360A0qLFX1qM4JtnuA5TrTslLQqYaqQbQ5Ox6qBiXXLJ9z17ALXs5+z/uw+7aA8ANzp/d9d4MVENZkCSe8j1J4sJodMUzHO5Ls1hpJxltPuo8SneTtbW1n/+8eyufWLCX03Z+E2vVGwie9zf0ECU7UNpZejvhOpF+MP8/UN53z+BnqjJskJZ5hD+OQCprs1AeRoySNwQQMTTSXpv4ycDOld+NUpaVN3oYzBRfK/stFdkWxJt+MCnXkHnlIa5YO4//Tl5ORfogF6sb0aI1o46viRoktQr3RYHuoXjGzRxSZkA4ZzE4OYF/ij/7xfLMM0/wxW3X8ljwb9Gy/dwRuo6ko80qccjub2PXtlf46ZN7iRgqr8/cyW6ngXikGZzZVd7n4zNXiGcsNh7sYzkHEXX55Q0BhCPutd/KuGVlPYkshzY+SN8tH8Vu21r0+aRNm+Uc5NXaq1A+8oTrmFh2KcrVExdlcoHUY8UqvLrZFay/8KTJP3RdzW9P+inZmx7gun/8FdG1V8wI90k0aJCVKnY2/8mNTNa9D9PnsDgEsHTxMjpkGdmDLwHQk3TFDGBSS7MmghCCfsNrfHKUONSbMo9yPU3+uS8//XIsqdDyzG2jjulJZjGEPenOIQC56NwZkfE12cy8BGOfcYkFNPZJN5dI691DTLNnbuZQnggtgCbngHOodRPyzk8j3nkbMt6GAOh2xaD7XmtDxFsJBk2kUNDTXUgthJh3MgD1ZUFS0vuSnCRxYTQ2HXIdKTXmYcyKpSQ7SytSZS2HT978MqcF9vM33f+GXbsG7Y3fYaUMsE1GUdLbS3KcHHsPHmQpsGzlWsRR+TxVEYO0VIsqK8tkM8xzWlFqRxeHFEVgKgbGZD3g51p6TvTLSQ+DmUTffBvZde8gkLPITwLvOXsR79h0Cn8fKKNW9EO4atSxQgiMshoYwBWHKkYu3xuJZNbtVqaEKiZ+0tOA1GaPc2hfV4K9d/83pwgFI1aDXXEihwZOIJF+claVlYk/fIjlex7ig3IJGxbeSNmB5/mW/XY+zlOzNjvJx2e28+yeLgJOiopsS955QwCxkEFKGljpBMmsxflffYgv21/j9eqz2Jt/zZ/VC3kofDk1epZ6LYERq8FYeQlrmmpY2RBDV0eeLx9IZqgVJnbZApQSCxm6KjDRUEZxzh/qTfGt2+7newacfsop/PuVF1EZmXliSjSokaEw13Quc2iui0OnLq5i8yOLWb//JQw8MWOGl5UBOKFqMqkggb4jZWU9iexRHbIn/+928SmrePjuDZyx7RYw/33EScy+pElIWIjJfA72soCVVVdN3jFmEL5zaBYSDWrscVxFNxLfT0y1QJ3dziGhGejMgZvxA88gDjwD7VuRA15L5569kO5j4zMPsj7WC4BYejEAcv5pgxfYmqhBRuREmakVh1491IfAIZw4iFG7lHROpCqwtGc0vvvILvpa9/JD7WvIUCXaO2+FQJRYUCehlREw++GYVp8TYdc+d6bj1JVDswoqwwZpRztiiy2AstRBNOxRO5XlsJQgYpIe8JVM6crKBBJhpQisuXLiJzYGGxZVsrShkt/ZF7gLxigrA4hUeIH8BTqHEukMEZFBC89O5xCzSBz6yh0vcLV8lMzKawl84jnU99xORcQgaSmzS1SJt9AVaKaBLt594As4isHv7POxheY7h3x8polndndzru51d5q/Pu/tYkGNLspQ4y08ur2DgbTJhYEdHKi7iOcabuBy+Thfj3+Wz/V8gZs6vsw7d/8dF911Ea9+59384jv/AYdfHnG/A3E3w0gNhCf6ow3DbUago4ziHOocyNAk3EYON77+ghkpDAGEdZUMOk4BzqFsNpc5NLd9Cic1VfAai4n07wAzTe+QzKGZ+fcEaK6O0CJqkb37Bpd1J44Wtib/3EOGSveadxFz+ul45rcjjulJZgkIa3LPp2EdMlAGvjjkM1MJ6So9WjWmMKjKHCCsmLO+rExoQfeCU0KBYFrwyn5+fs/j9LW7arvdvYfUA1/hH1s+wZsbWt1xJ78dAGXREceGpipEvEDFqRaHXjnYx4aqDMLOEKpfhqmGSnYeuzri/N+D2/lt2f8QlClXGCqbd2RAsBIVGzL9Ez5WjsMtblexsqq6IcurvEBqq4AbmBw1Gc9aWzO2OGSrQTczZxJQsyV0DgFSKLDo3Ame1dgIIfjkpct5uuJqd0Fk9LIygMoaV/g244WVGqbjrnCmhWanOCRy13BzZotDh3pTVO78AxGRJnbuhweXV4R0BixldrWyT/fznLOCfyj7CpmyRVgnvo0eyrCk4mcO+fhME639aa41XsQJlMGi8/LeLhbU2eY0E+3bwb2b2zgl1E7Y6qH5zDdx5ke+i/6pV+Dtt8D77oe/fhHnrb/BWHIu1+jPcVPnV+H7F0DLxmH7TXjdz/Rg6cUhAEfoqKOI0YmMRZPowNIiMMEupZOJoghMdGQBE28ZTxwyjNld+TAekYBGb/lqtxtp+2v0JE0CMzxzCODiVXXsMavIdOwdXNaTnNqyMoALr3gzu+U80k98GxzHXWhb8OLPwcrSmzQJCHNyf5dLLkT8w74jXcXnOL44NAsRQnD64hr2yQYW0EZIzP5AatWzlRbyxTIjSfUCcGjvNqKWKxQd3PUaO5+/F13YnNt7B1LRYNU1OBf/f3Dqe4dsXlkWw0FMae5IS1+K5/Z2c261OzsmqpdQVuaJD8WKQ927se74WzDT/OddWzhb386C7E648stQv3bIUDXiOUlK1M7+cG8KM96JqQSHiaaVETeQ2jILf5/VZz1rbfXIbexzOJMoDumm14WlROKQ3XDKlNRPX3HCPH72mRuQb7sZzvjQmGPr5rmd8no6WkYekOhEPvHNYQ/vHZ3u7KqYAW19i0HkOk5aMztz6DdP7+Md6v2kq9cOaZ5QETYYsATCsY7cwM1wnHQ/h1M6l513NsYnX8J4w39jqAoWqu8c8vGZJuLJNOc6zyKXXVZQ6Uo0oLFNNlOe3MMjWw7xjvqD7opc2XRZI6y4HJo3QPVSlNWvp/w9v+b2yx7jpuxn3DF9B4ftN5Vwv3eNUHRCP9doOKqBMkqswkDGolm0k401j5tHOt2YwijI+Zr1MoeMOV5WBhBeeCoA9uGN9CazlOmOOzk3SufWmcClq+vdjmVHZQ65+T6m+xyjTI2EUFcW4vnm99Kc2srAE99zF265A+74a9j9ML05wWqy41Wm6OedCRw/P+kc44IVteyy61gkWl3FdCa3ss8D1XuIT6dn9oPRuHgCx1plL7qwsbQwTaKDNdLtUGYMHECWN4NmoJz/t0MdNEB9eZA0wSkThzoGMrz9B89whf0Q78r8xl1YuZjKck8wKLZr2va/oL34I3Y/8CPu39LOZxpeQuoRlLXDW0AaMU8cKlE7+4e2tVNBHBkanm1TETLIouMUIQ7VWYeJq+UwTqaNo4fQndKLnKbtELTdGUwmKoB41wtl6YUT20+BiJVXQnnTmGOaGhqwpWCguw3atwx3E266FXHf52HfE0MWd3d7ZWiztJW9YuTcejPXOZS1HF577n5WK/sJnvWBIQ8rFWGduOl18ZsNodSOg2bGyahRrjmpEaEooCiEAyoWCsy17pk+PrOExv6XKZcDqGvfUNB2hqawWyxAlTbVmYOcrW3BiTZA1ZIxt1vTVM02x8u3G+E+JOU5h4xQpKDzyRepGKM2ZImnLZpFB7Ji4aQcu5RYigFW/tf+XFmZos3c3J1SsWT5GvpkmN5dz9GdyBLVnRntGgJorgqTiTYRtPog4wqkg2VlUxykvf6aj/KovY7AQ/8CvfuR2+92VyQ66E15ZXoz/Pc5m/DFoVnKBStq2SPnsUC0EbATsz6QWvNspYm+LmSJcm6mBU8cOlnZBYC24HRUbFRspNcqXFQuHnXz+rIgKYwpKyv74p82s7DvGf5TfJtYYh/WiqugYgFVFTnnUJEiVcq9wdKf/TYLYrC6+0Hk6jeAMdyWHa5w22WmB0rTzv6Z3d00GEm0yHBxKBJQyVJcRyXDSZFRx785FFoIQ5b+AT+etigTSTcPZaJisFfapSyfeS05F9WV0UuU+t2/g2+fCXseGTrAC3hn292DixxH0tfr3dTP0m5lR5xDM0scylhHHFp/ea2Vq7N3Y2oRWPdXQ8ZVhNySTWBWiEO2F+4+v6GOSODI7G1YVzGlivSdQz4+08K65DOYoriW0XVLTwbgnFgb9T0vwsJzxnXcrKyP0Se8SYURsu7SKVccCk2Sc0gqOqocOVYhnjZpFh0oVYsm5dilxFICKHYK88Vf55VXaZre94Qyc90zpeK0RVVsdJbCwWfpSZpENTkrxIyaBW4gfHzfywD0JrOEFHvKg7SX1cf488LPIR2Ltju+iLPtPgBksouepOmKq7Pg9zlb8MWhWcqyuigHgisJCItA/OCRMNNZima45x/943twfnfTNJ9N8cikKw4tEF4YdfOZ7nIE4sLPASCqxhaHko6BnSldC/nReGJnJw+/spv/Dv0Yu2oZ2ic3or3916CoVFa6te1Osc4hTyRrdg5yS+SrKNkBlJPeOuLQ8io3gLi3q624Yx3D9rYB6vUUYoSuWJGAhklxrexVJ4uj5CHCGmECo8wCToSBtEUZCUy9bOL28kXnY9547xG7/QyiLKjTL8qIZrzP0O6h4pDsccUhZ9vdgzfTh/tSBB3vvTpLy8rUnHA6k1rZ73+G7K0fJJ1w85xue/I1rlafRjnpbRAY+qBUETZmlTj02t5DACxsbBiyPBzQ/MwhH59pJGJ2M6BVg1G4U+fv3/kGpFD5Yt1jqIlWlBWXj7tNyFCZV1ONiT44sXU0mZT73RIMT444ZKtBFOSI9yV2vIOwyKBXL5qUY5cSRzFYld6IfsdHYNMt447POYeOB3GosSLEZuNEquM7kPEOIpozozuV5Wg69UoyUqfz2VsB6E6YxHRnWgwJf3XpWdxsXUj97ttQM+4zhhXvxLQsN89plpskZhIlE4eEED8WQrQLIV49atnJQoinhRAvCyGeF0KcXqrjHe8IIYgsPypIdo6IQ8HOVxEtL0/vyUwA59gbi2b3LS9rV8Oaa5GxRlhw5qjb15cFSGGQ8WaqJous5fCF21/l07H7qMi2ol73f0PyeSoiITJSK/o8Dh0+xEFZQ2tgCTWZg2RPfAcsPn/EsVU1rjg00NNe1LGOxrIddnckqBJxRHh4eGPYUMmiF1wy4jgSzcni5GGlVY0QQTJYVmkfLvvTJmUiiWWUoGxKUdAXjf4+nG7SegUAMlKLs/fxoSu7doOio/TsgY5tAOzpTBDFE1VmaVlZLmxUFtilbVLZeT+xbb/DvuW97Gztwdj/OAYW6olvGja0PKy7ny2YFe3sX97hdmBZ2jS0tDdsqGTlLOu65uMzh9DtJJZWZPizFkBWuQ4NJ1gFa67Na7M188vpITaicyibdu+DgpPkHBrQvdL6/kPD1smEm6WnlTUMWzfTcNQAhtd1WB58Ydzx1qBzaOaLJKUg3uhOxi1NvkxEtae8NKsY1i1t4nF5IpX77gbHoSeZJara0+LS2bCoijPf9a9YaK67N1BGtr/jqO5px8f7aCoopXPop8AVxyz7CvAvUsqTgS94r31KxIeuOptUxMvvmOXikBE4UiajDLTMrNnzPPnDSwcZ6Dmmw9L89UgthFh0DhgRxN++Bie+ZdR91JUFSRHATE2uc+jHT+yhpaOLd3IX9vIrhwlWFWGdNAbZIsShlr4Uew8eJKlXUfWZ51D/fgfG9d8GRR1xfF29e9OT7u8o/Ac5Cikl+7qTZG2HqDMAI2QORQMaWamiFOhsyFgOAfIUhwJhVCEZSJb2Pew6h5JIY/IDpKebgUWX8yPrSloWvRFx+KUjFnXHht597Jt3mfvy2R+A47C3M0FMeGNmqTgkwlVkpIbdP0oQ93TgOQcj+x5g9+1f5jz1VRw9Ak0bhg2tCOmYcvY5h6LlQ68TrjjkB1L7+EwHadMmKNM4xYpDAPVrAJCnvDPvTr5rG8vocqJkRyhvN9Pud8tgLlyJ6Qt4AnXfgWHrrNw9mDE5wlQpEUf9rp1DL4473jQ9AX6Ue8O5Ru2KMxiQIU7IvDwtpVnFENBUtlZdRLnZDodeoDuRJaJNjzgEsHLlavas+TC/si8hFZ6HHe88Shya+WLbbKFk4pCU8lHgWD+mBHIe/3LgcKmO5wPV0QCBJV5ZyCxvZR8IHvOl27Ov5MfY2trPzc/sxbEnp1zg3/+8hZDVT7viZuhIPQzBCrjxTsRF/+gOGqccqDJskMbAmcTcpcO9Kb75wA7+v8ZnMcx+1PM/PWxMRcggSRAzXbhI9f/dvplyOUBTYxOGriHG+ZnrK6IMyBDmwAQCqfc9iXnP59nRNgBIAmYfjFBWFjY0sugoTmEPrynTJiBMZB62VS3gWuG//8f72Lx7+ExgsQykTcpEAkJzXxw68S3/zHdD7+cXLc0Ix4SDz7kr+g8hHJPv7m3gqdjlKM//EOtnbyCx/2WqVS+rZ5aKQ0FDo11W4vTNJHEojow2EJ9/DicevoXLgpvdDI8RbmpnU1lZX9Kktd1zKh5ThhgxNLKO4otDPj7TQH/aJCwySL348Gel8WSkUFA35B9RsLKhjB4ZJd033MFs5e6D9MlpZT8Q8FxBI3RKs3IRAyPkNc40airca2l3zWkoHVvGneQdzByaBSJJKVi/uJZnnFWcrWwmNE3um6JYeRVZqZLZ9Acvc2h6yspyRC77Z75o3UgfZchk16BbzS8rKx2TnTn0SeCrQogDwNeAz402UAjxQa/07PmOjok5CI4nlAVnuP+Y5c6hptqKoQu8XJG8sS2yf/g4suWVYat2tA3w4e/dw7P/exPX37Ue5V+r4P4vFn2uI9EVzxBPDBAQJnXLvVn1SB0IgWg6dUShYiSiAZWkDEyac8rpb+WLv3kERdpcn7kde+G5blvXY6gI66SkgZ0u3Dm08WAv84zkYND0eOiqQr+IISfSrWzrnRjPfIuDB/YSI4WQ9mCZztEYmoItdJQCy8pSpk0AM6+ZiWWN7s/9qV3vI/jTS/jAN3/PS888BF4AbrF0J7KUkUQdp1vaXCCoq3z4gqX88vA8t93rvicBSLXtdP8fXcDbOt7Njyo+gWjZyIe3vIfPKL9CqsasmGEdiZCu0kYlzgxzDkkjwot1b6ZBdFFnHkZZdvGIQyvDsyeQelvbABGZK0McKg6FDJWsFL445OMzGfS34Dzy1RHDlwH6UyYR0kXlDQ1y+odwPvQ4jJHveCy10QA9RFHSPcPW2bnJuknqCpwKNeAgoHe4c8jJePdgkyRMlZLqeYvYRyM3q9e492Ctm8Ycb1s559DczxwCWD2vjOfFOpYorVRmDoM2O8ShU1Ys4CW5nNTOx+lOZAkr09sZbF55kKqIQbsdRU11u53KYPaIbbOAyRaHPgJ8SkrZDHwK+NFoA6WU35dSnialPK22Nr+HSh8GA49nu2Kqe5lDL+Am4w92JMqXzu0YG3+Bdd+/DC5KZCz+864tfOtbX+E/W97PO7QH+L19HqlgHbS9VqpTB2Bb6wAVeF/iDSe6/4/WFbyfsKGRIoCwJkccavvhW/h0y6f57oY29EQL6lkfHXFcRdggRaAoB1N/yiJq948ozoxGSitDSfcWfKxBvAc5++ALrCr3vihGKCsDQDVQC3UOZS1XHMrDoReJus4Vp3wB8/V+vtd9E6fcfR3tXzmV1154tKDjHs3eriRlIkkwlv/vdTbzjjMWUF1dw2tiOfbT30Fu+TMvb3wJgPdfewlfftOJfKXzLC4y/4evy3dwR9V74W03Tzyse5oIGQrtsgIRb53uUxlEZuOgR/j6vqW0Cy8XY8lFI46NBXW3wxAU1M54Okib9pEyxOBw51DG8cvKfHwmA/nkt1Ae+jfo3j3i+r6URZg0SmACIr8RRm1YW9AmlRGdHhlDG0EccrLe/dgkiUOaHqCDSmTf/hGOnXMOTUAsmyKU132J357yc3590O2GyjilZdZx1K0MvInQulMBqOzfMmvEjPULKtkklxHteY10OkVwmsUhIQQnzC/nQCaElunBEL44VGomWxx6D/B779+3An4gdampW4Nz7qdh5VXTfSYTw3Nk/MU8GUuPFu4c6twOgL77fmT7Vu58pYUrv34/C5/8HN/Uvkmwbhm973mYz1ofZCDYCCUWX7a0DlAhvC/x2pVIoSJi9QXvJxLQSGGgWqUvKzMti4r+raxUDnLOa1/Eic6D5SN38qgI6aQIIAsUh0zbwTIzBJzk6OLMSNsZFVRnD5LZ+Sg4TkHHBAadCrHOjayr8soGRxGnpBZAxS7oOKmsQwATkY9Db9G5pE96D9r77kG58c/0r7uJB5d9FtuxWX7HdfTc+jeQGcj72Dn2diYoE0mU46CsDFz30L9dt44Ppz5Mu9qA+O07KN96MyYaJ6xaw1s3LOD2j5/DikUL+L/sVbSd/DeIZZdM92kXTUjXaJOVaInSdO0rCdkEPZbOxsNxdq/+GNaiC6F25YhDVUWg694khV3aQGrr/n/FefT/lWx/WcsZNcA8ZKhkHN855JMnVgYyk9tAYq7w97e+TPyl29wXowTv96dMwiKNEpxaB2hl2KCHGIbZN+zeQJqT6xwK6iqt1CB7hjuHxKBraeY7h9AMXn/aCg7aFaQCNchDY4dSH2/OIYCapevJSA0hnVkjZgR1lYHak9GkyWqxD0PYiGk2JKybX8aeZJCA2UcQT2ScJU6s2cBki0OHgQu8f18M7Jjk4x1/KArKpV+AmmXTfSYTo3oZVu1aHlU20KY24owyqzQSyazF3m0vA2CKAA/84B/4h18/zrfsf+Xt2kOYZ3+K0Ifup3zBOgDSUkea6ZKe/rbWfhaEvH1GapDLLnGzOQokbKikZQDFLu35ATz38kuEyGArOiLdhzj1PaCO/KVc5olDmIWJQwNpi3I8kSzPUjqAeGwpC+RhAr+8BvY8XNAxATr73JvzBaktrCizxjy+yH0hF1D6ksscEvlke5U3EXzjN9HKGzCa11Pxpv/Hxe/8HJmbHuK39oVUbP45PPXtvI+d41Bnr/slGDw+xCGAc5fXsP6kU7is75/oCCxkjbOdTLRpMMByVUMZP3zPabzyxcu56dz8SwhmIiFDpV1WopoDM+Zh08nE2dYjWdUQ47Q3fQrtxtvHdGYZuey4UpaV9begPvnf8MpvSrbLrO0QE0kkYlgZYiSgkrH9zCGfPHngS8ifXTPdZzHjOdCdZPuLjxDLeM7I0cShtEmEDHpoarPjgrpKXClDwYFM35B1Ilfmr02WOKRw0KkZMZBa5O7BZoFzCGBVQ4yApnIguALZ5javdu79Z+SD/zZs7PEoDl26bgE7FfdeRcwScQhg3przADhZ2eVm/EzzuZ/QWE6nE0Mgma95kQ1+IHXJKGUr+98ATwErhRAHhRDvAz4AfF0IsRH4D+CDpTqezxwjWov2sSdZvmY9r6aqcLrydw59+6FdvPzSMxyUNfzMvJhLzYd5MfIJTnS2YF/3ffTLvgiqhqYqVIZ1klIHq4Tii5QMHHyN1RVHHCvKO26FMz9S8K50VSGrBNAmQRza9NKzAMjL/gOr6QzEae8ddayqCEwliFJg9lF/yqRCeK6YAsrKXjvxs9yQ/Wf3RaLwVt6Hu90vh5PV3ZyZ60w9inNJ5GYXCnA3JLMWAbIoEwh+X7RgIXc0/R37xXycEbKxxsJxJF3dXhZbsKLoc5iN/PNVaxB6kA/334iDINIwXAiPBjRUZXaWk+UI6SptssJ9EZ8Z7qH+vh66TZ0vvmEtmjr+7UIw4H0+SlhW5jz/E4RjIbr3uN3qSkDWcoiRwjFiw8SusKFh+q3sffJEdm6Hfr/XynjcsfEwr1efObIg0TniuP5kmrCYenEIwAx49yzH5B8KK40pDFAmZz49oKnsd6oR/YeGuZYGIwYmybVUajRVYdW8MvZYNYic2LXlT7DzgWFjreMskBrgxKYK1m7wSrNnkTh09ikn0iorOVnZ6YpD0+wcOntpDWndnShdEsiJQ7Pn9znTKWW3srdJKedJKXUpZZOU8kdSysellKdKKU+SUp4hpRzbY+hz3PPRi5ay265F9O7DObwR+sbv9tQZz7BSbSXWtIY3ffanJF7/f1C9BOfNP0Y9+a1DxlZHAySc0opD9nM/5Tu9H+Y8xQvfK0AUGQlLDaE76VEDG4shnrFIHHAFCe3kG9De/xeINYy5ja2GUO3CnEP9aZPKXPZSAc6heRVhdjueqpMt3DUhvQe5qEywMLnZXTjK32FQ4Cng4S9t2hhYqBPsCviWDc28ajWSPvxqQdu1DaQJWN7v5ThyDgHUxgL801WreUVZxe6zv4I492+n+5QmhVwgNQADMyN3yE7HCYRjnLmkOq/xek4cKpVzyMpiP/djpBpwu9b1Ds/kKIas5RATnjh0DGFDxUJFTlJXS5+5hUx0zvgA9pnAnzYe5vX6izzjrHIXjOIcSsbdyaVAeOrFISfo3bMcJQ5JKVHsFJYyeU1fKiMGh2SNe407ZmJAsTyH4yxqOrO2sYxXE2WIzAAkuxH9ByE5VAy0bAfH9tyZx5FzCID5bu7QbBIzFlSH2amv5BSxE02a0y7olYd1LjzZzaht1jynn19WVjImu6zMx6cgVjWUEZu3HFVaKN8/H3nXZ8bdJp7OsohDlDetpTIaJHL6OzE++jjq2uuGja2OGMQtrWTiUEtnF5n7/x2AE/q9sOEJikO2GnKtzSW84XxoazuL5QHS4XnDAlhHw9FCBTuY+lMWlYPOofzFocaKEEm8mYhcAGMBCNsc7JRkv/Yn7/ijiEO5LxArf+dQrluZakxs9u716xrYKZsJDewrqCPdwJM/5gb1QffFcSYOAbx1wwJe/PzrWHbZB2FR4eWas4GQodAmc+LQ9Hcs64pn0O0kNVX5CUMASu4BpkSZQ5uefQA91cHdoau9k9pVkv1mbIcYSWRg+ANoxNBcccgvK/PJA5Ho9F1m47C9bYDO1oM0yRa2lZ9DFn1UcSiddO8ftODUi0ODE1pHnVsiaxOUWexJFGcuXlXHQemFOB9VWmbZDoaTxlRCs6rRwpp5ZezKer/LA88iHGuYGyuRsdHwBHivTPy4oXG9+/9Z5piyG09jkdKGkWybESVcl562BoBm3ROHZsA5zRV8cchnxnHKOZfTL8NuoF2nG1Mln/8J7H18xPF6opUQGahZPu6+a2IB+m0NSpA5JKXk7h9+kXC2gwEZIpjtdltpTzA4UObsw0WIJKPxwJY2VquHMOatyX8jI4whCxSH0iYVonDn0PyKEEm8m69ifm7HZL/STGbpFWjxFvehb5Q8Ja2I0Nx0Oosu7AmLQ2FDozO8FIGEjm15b9e48Vt8SLvTfXEcikPgdsOayzSUh+gS3mdmBjiHHtzSRpgMTfU1eW9z5LNVmoflV19zXYC/7jvBXdC1syT7Nb1AajGCUB4yVGwUdxbfx2c8kl2+c2gc/rTxMKepbtOQ2PJz6ZIxUn0dI47NJLwSEWNqA6kB1IgnhKeOCBn9KZOgyOKokycOLa6JEKpZ5L44yh2ZyNiEyWBNUtbRZLG2sYxDObFrn3vfLrLxIffd8ayFJnLi0Nz+bh9G9TJkoGxWucEATrnq/ThCQ8kOzAiXjh5z32PnV/V6C2bX52Qm44tDPjOOFetO5wznJ7xQfhmid7+bM3HvP8Iz3xtxfEVyr/uPmhXj7rsmYtBvKiVxDm053M/lqTvZXX4GcqU3sx2qnPAMj8zdCBSY9zMalu3wyNZWlopDKHWr895OGBECsjAHwMDRZWUFOKgqwjoBXccUgaLKyoRtYis63PBLOs/+PNbpHxt1rGIUXlaWybh/Cy0w8S/zVKX3Pm3fkt8GtkU43X7kdSA/55fP7CIa0FizuIk0xoxwDj285SC6sKmpyl/kVQxPHCrAlTcapu3QdshtTLD4hLMZIIwskTiUC6QWI3yWIgEVC80PpPYZk/60yUX/eTfCTCDsTEnLwOcSUkru2HiYqysPIFWD8IJT6ZExrIGRxSEz7TmPpyGAWS/zBI2jnEMDaYsQmSP3ZZPEKevchik9B49MGg1kTEIig63OrofeVQ1ltFDrvtj7xJEVRzuyMhYaXr7S8VZWpijwxu/B2R+f7jMpiLL6xXDCm9wXM6EkzqtO0PY9igxVQf3aaT6huYMvDvnMOHRVYf3CCl4cqHBvug69gDCTOH0HRxxfk97n/mOUFstHUx0N0F+isrKnn3iA+aKL+rPfSdnKc92FJQgLFnppxaEX9/dSlTmALk2oy985pBph1/ZbQLhsf8qiQsSRil7QzJ8QgsaKICklVFxZmWPhCFdgqrnsM2gXf3bUsXoRD7BWxs1e0gMTbydr1C51S+DaX8tvg/5DKNj8xngz5lmfyEsE9ZmdXLK6gVankkTXyNe6qeTVPa5AJQr4HB9xDk3cSfH07i7KzU5MLcri+fXschrItm2f8H7hSCt7JTTchRc2NCyUkoVf+8xNXt7fS6bvKNHeFxNH5JWDfezrSnK6thM572TKYlG6ZRQ5SlmZlZo+cSgSrcSUKnb8aHHIJEj2yH3ZJHHZKct41VlE6rW7B5fFMxZhMsjZ0Mb+KEKGSllNIxkM7MMbj6w4KnconrHQ8D4zs6y8qhSIVa+HeSdN92kUjHLuJ91/zAQ3mxFG6mHXib/q6uPyfTRZ+OKQz4zk9EXVPN/nzepuvxfgSOeDY6gyW8mIIERqx91vddQgg46ws8O6QhSC7UjE1j9hoxBZdzU0n+mumGDeEHDkpqjANvKj8cBrrfyj/htXsFlwZt7bqUH3POwCxJr+tEmliLuKfoEOqsaKEEkZKEocUhwTedTskxjj2JrnHLLM/MUh03MOTTSQGmB+dRk7nfmYrZvHHSul5C9PPQ9AZ+2Z6Jd/adRyOZ/ZzyWr62ijkr72ka91I3LgORiYhO5mOQdfAQ9pg5+PEohDd7/aSpPajVI+n1UNMfbIeTidQ51D2+7/KfFvX4zzzfUFib1Zy6FMJFFGyDUJGyo2Koq0fDeIz6i8crCXKtF/ZIFfWjYif9p4mIhqUdv/GsqCM6iM6PQQQ0l1jzjeyeSuO1NfVlYZDdBLlOxRrqb+tFtWNtni0KKaCC9GzqVxYBP0u8J8POdammXiEMD1pzbRSg0qR4nsozqHjrPModlM/Rrk9T+AMbodTylefIU44Y3TfCJzC18c8pmRbFhcyT5Z577Y4YlDiY4R3TSqnSSrhvMSI2qiAdIyF0hcvHvoub3dnGc9TWfN6e7FqWYFTrACUQJxSDG8G4ESOIc64xl47vtcoryIc+mXoHpp3tvqQffmbKC/f5yRR+hPmdSqCQgX/ntoLA8x4BRZViYtHCU/m6vuiUPpdP6/XyvrvldECcSh5qow22QTsm1859Bze3u49/FnAXj7ZXMziNnnCAurI3QFmqnse23UVs9DkBL5i2vh4f8o6XnYjsRwvOtjAeKQHihdWdmrh/pYbPSjlDeysiHGHmceweRhMFM4juSXv/8Dyx/7JFrHayjduyDVm/e+s7brHBqpRNNtZe89rPjuIZ9R2Hiwj+pc8wXwxaER6Eua3PrCQf56/i6Ek4XmM6gMG3TJMvRMz4jbHBGHpt45VBUx6JYxzIEj195cWZlSAtfweOgnXAdA1wu/d4+dsQiLDGIafhcT5aMXLqN5setyTqredfaoUOpExjoiHB1vmUOzHHHiW/LKeJ0SQtU4oSpYdP50n8mcwheHfGYkpzRX0q7U4qBA66YjK45pbS+lRLPT2HmGBdZ4ziFgQuLQxhefYplymLJTPLVaUeCa/4FzPlH0PnOouZuQIp1D2fSR7b5891beIB8iUXcK6lkfKWg/RsgVh/oH+vLepj9tUa3EC+pUlqOxIkS/E8DOFC4OqdLMu249EChGHPLGahPvhtBcGWKb04yRaIHUyDfIOXZ3xJkv3BvV6vn5C3s+s5f9K29CdzIk7stD8Im3IbIJnKOt+yUgazlEyIlD+c/g54RXu4BS1JGQUrKnI0Gd7EKUzac6GqAz0Ozax7t28h93buKkl79IB+XcVuHNYFr5f57tbIagMEcRh1znEOCXCpUQ+5nvw+5Hpvs0SsYrB3up4qiJkwm+5+ci33l4Jzdkf8+H2v8Vq3IZLL6A8pBOj4wRsPpHzP0TWe/+ZRoEkYqwziFZg9K7d3BZb9IkRBY1MPnnc86Z57DTaSTxsisOJbyyMmUKjj0ZKJULANiuLnMXJI4uK7PRB8Uh3w3tUyRnfgQu+3ffUV9ifHHIZ0YSMlQuXD2fQ9LtHuHkZhaOKS1LmTZB8u8kUR0JuIGvMCFxqHrbzZhohE66fnCZsvY6WHhW0fvMoQUnUFaW7Eb7f8tJ/OpdbNrbwh0v7GaVOEBkxUUFl3kFw27JRSJemHOogjiigE5lORorgiRkEDM1MP7gY1Ck5XaKywM94NrDs5lCHia9sSVolbmgKsxrcqH7ovXVMce29WeYLzpxIvUlEaZ8Zj5rT9rAzfZFhDb+DLr3jD24Zy8AomML2KUTMjKWTVgU7hwKGDqWVLAn2A2yM54lmckQtbqhrBGAVN3JADz18J9pf+pm1il7ua3mYxw0vdKwQtxKWe8aM0K3skgucwh8cahEyFQPyr2fg+d/NN2nUhLa+tO09Wf8srIxaOtLsujpf+Jz+m9IL78a7cMPQ7CMoK4SV72sr2MmRxxHopheWfk0lJVVRQx2yUZC/XsGYwda+tIERZZAcPKdQwuqwzwTvoCmvheQh17yysrSs1YcotwVh57PNCOFMqSsLJ42j3IO+Q/2PsUhTn4byilvn+7TmHP44pDPjOU77zyVeYtWAbA/cqK78JhQ6njacsWhPMPRqqPGkbKyIsu2DrZ1cln2AXbXXgLRuqL2MRaadyNgpYto6d6zFyUbJ7LjDuTN7+C04GH3C7jxlIJ3FYq4N2fJRP5OnoG0RQX9EMm//XWOXDt7O124c0iTJiLPmYNg0BVZMun8H2Adr6ysFAJNVcRgj7bEfXG0K24E2gbSLNY6wZuB85n7bFhUxffFm0DaOBt/O/bgnDhkpUvW5h2OdQ7l/2AS1FVMNKzsxMrK9nQmqKUXBQfK5gFQ2bicg7KG3s0P8O6KTTiRevbUv47utCd6FyD2qzlxKDA8cyg0xDnkt7OfKI9u7+Bz//V1hGMhkyPnzMw2Nh7oBWBh8Kh7CF8cGsJ9d/6OG5QH6Fj3AUJv//mQz1rWqHD/cUwo9UDaIjx43Zn6nJ2qsCsOqU5mcCKypS9FRGQRU3Q+neveT7eMYd35d8TTJmGROTJhONuoaAZgl1WDHagYEkidyNpHtbL3M4d8fGYSvjjkM6PRqhcD8GB2tTvzcIxzaCBjESILeYYFRgMatjqxXIy9D/+MMpEkcu6Hitp+PHLlXJlU4SIJcTeY9lDdBZyYfoFPN3ttUYsQh8JRd1Y9VYBzKJ5KU+b0QaRw0awqapAggCgic0iVdt6tNQ2vbC+byf9hctAJoU08c0gIQbiykT6lEtk2jjjUl6ZJ6UKp8MWh44WgrrJ48XJeUdYgN/9x6MreA9h/+ChkPHHDE4cAaBvbhVYIGcs56iEt/xn8oKaSRcMuIOx9JPZ0xpknPCGhbD4Aq+aV8aS9lnO1Lay3XkSsvIKqWJD2jCcOFeBWUk3vGjNCWZmhKTi5mWw/c2jC/OjxPZznPAMwaoeq2UIya3HJ1x/mU796mialm5Wxo97nvjg0SE8iy66tbqlr7aWfHOZatoKes/iY90NLf4qwSCNRSvJdWygVYYNdjutUpHOHe069aUIiC1MUCl1bU8eXrRvQDz9H7eEHCZFFC069i6ok1LqTu9udJpJaxVDnUMbCEI7bSKRAV7uPj8/k4otDPjObykUAPDFQjx2pH9E5FBKZvDtJCCGO2IMLyKg4mtjuO9kn5jN/3UVFbT8ehncjkC3CObR9l+se+MzBcwE4peUWnHANlDcVvK9Y1J3pq936C7K/y08IU1JdKMiiHFUhXSUpg6hWYeV0tiPRsBB5trEMBt33ipktoPSlhOIQQHNViO3KImTL2OJQe3+SOqcDfHHouOL8FbX8IXMaaucW6DiqffuWO1A3/go23uy+7tmLjNS7JZWtm9z/xsmxyoeMZRMR3oNvIWVlukIWHWeCZWW7OxM0qd7P4ZWVXbK6DnXpBcRkHCUbR6y8kppIgITlCTmFOIfMsUNv1dy1xC8rmxAHe5I8veMQFyquUCBmuXPo1ucPsqsjwc/rfs0D4X+knqPEDV8cGuTnT+2j3mlzm0TE5g0fEB5ZHDrcmyJCGlvPr8FIqTE0hTbD+67t3O6dUxJDZqdMrJpXEeR2220+Ud6/3Q3DnoWB1AA0noz1sRfYrK2mhxjyqMyhRMYipDp+GLWPzwzEF4d8ZjbzT8VRA7zqLKZbq0f27h+yOp5xy8qEkX+bUS0X+FyEc+hgT5L56R301ZyCUCbn4xMIu+JQoWVlHQMZHnzeFRs+9M63k65ajbBSMO+kom60YrEKAFb2Porx6s3QNn7r9UDGu9mL1BZ8vJCukqBwcSht2mhYeTuHQiGvlX0B4pC0SldWBrCoOsJL2WZEx9Yxg0zt/lb3ZytvLslxfWYHF6yo4R57g/tiy+2Dy2WL+5BtP/cTt1NZ9x7MisU41SuRm25Bfvc87P85BeelX03o+EOdQ4WVlWXRcCYaSL3/WdZFet0XMVccqo4GeNOb3uau14Kw+AJqYsU1GJC58xvlgU/JlaiOEJjrkz+3PH+Q85VNRESGLXKhKwZIOd2nVRSW7fDDx3dzVWOC9X33EbD6ae57/sgA/70yyNO7u1gX7nbLikYoGRK5svNjxKFDvWnCZBDTkDc0SLiahBKDzu04jqRnIO6Wt05yK/scjeUhsuhk9TJCqRZ0YU+Za2ky0GqXsWZeGS1m9Mjfu3Mn1+36PGVq/o1EfHx8pg5fHPKZ2Sy5EPHZfWgV89lnVSKPcQ4NeJlDhcysiNwDfhGZQ3c/tZEa0U/z6tML3jZfgiH3RsDKFCYO/fDx3cTMLqxAJReuaSKw7loAlPnrizuRo26GbCnof/bXYw63bIew6c0MR+sLPlzIcJ1DmpMpKFw3ZbpdLxQtvxmokPf7NQvJRbFK6xx664ZmXrUXIBwTOreNfEjbIZz0uvNVLCzJcX1mB0tro6jljewMrMXefMfgctm6CakaqB2b4dALZDv3cOfBAPd11yD6D+PUrcWpXoFy+0dxnv5u0cfPTCBzKCs1ZKHCu5RY930JevZB+1b+seVveE/2N0g1cMRlAFDWiF23Frn8cjDCRTcYkDmXxyiCsvCdQxPGsh1uee4AH4s9SjpYy5+sM93rXRFlwzOBeze3caA7xT9E70IqBlILokqLDumVJvrOoUF6UyaNtA86v49Fj40sDh3uTRFV0iiB6ROHFtVG2S0bsTu20xnPoNredWWKBJrGCvceI67XEEl4MQqz1TnkcXJzJftSQUh4f+9td7K+/0GWcMjPG/LxmYH44pDPjEfoITYsquS1ZDmi/9BgFwnwrKkic8QNlM/+ci6jAh9gHEey5eUnAahcXHiGT75EgzpJGcAuUBzqGMjQrPejlDUAINa92X24WnJhcSfi3ZAMNF3A45xM5uVbkGNkcMQzFjV4be+LKCsL6ioJcsJd/j97KmujY6Fo+TmHwmH3vWIX5BzKOQ1K4xxaXh+jYYXrDBnY+dSIYzrjWZppd19U+uLQ8YQQgvNX1PKn9Emoba9A/2G3tLFjO780L8LWwvTd/1UCqTa6jUaeUk9jp9PIVyq/SOodt2OveD3KPf9A9rYPj9sRbyQypkNYpLHVYEE37yEvkLpg59BAK9oTX4eNN+N45xuQGWRs3jDXo3rjn1Gu+zbgNhg44hzK/3oubG/sKKWog84hP3OoaB7Z3oExsI+T0s+jnnYjfZrbefRYQWA2IKXk+4/u4qLKdpoP3IGz/t04iy4AoE164mWRGYZzkf6USZ3VijLK91ZZNMqADOEcVWYErjhUqZkwjd253nHGAraYDZhtWznclyaI5wjTp6asLBbUiQU0epRKqrLe5NAUuZYmi1MWVNDuxCDV7d6/d+8GoJreUa/BPj4+04cvDvnMCk5dWMmOTCXCzsJAy+DyuBdIXYg4pOS+aAvMHNrdmaA24YYUUn9CQdsWQthQSRLAyRRWXpXIWNSJXkTOtVOzHPG5A7Do3OJOJFSBefEXib3xG6gnvYVau51777h51OEDaYta0eu+KKKsTFcVMsL722TzF4cylo2Gnb845GUOWQWE5g4+TJYwd+CGKy/mNWch6Ye+NqJQ1dqfZrHSgiPUUWdgfeYu56+o5e7sSe6LHX+Bjq0o0uIpayUPxa6hfO89AFx/ybl89tOf49azfs8PN5lc++1n2HPBN7FOfT/a1tuRv7mh4GNnbdc55OiFPaQFvcwhWWggtee6sNs2077nFWwpeG7V38NZHxs+NlwFnrOgNhogU0z3yVwJ0GjOIc13Dk2U3zy7n/cHHwKhoJ9+06hukdnAs3u6eeVgD/+p/xgnUI520edQV10JQKusdAf5ZWWDOKleIs7AqN9bFWGDDlmO1dsyZPnh3hTlWhYKvO6UkktX19MVWkgw00VHeyuhXPbaFJZ2zasI0mKV0SA98Wwafx+l4OTmCrplDCFtSPfidLniUKXs9cvKfHxmIL445DMrWL+wkp3S7VpzdBlOPGMRIFtQq08lNwNU4ExfKmuzStlPMtgwtNShxEQDGmkMnGyh4pBNlexBxBqOLJyg00U//1NQvZRzrno3bdo8Nrz0D7y66aURx/alTGpEP7YSGLFFdD6YmncDVoA4lMrYBISFmqc4pHi/E6eAB1hlUBwqjXMIYEldGYc3fI5au41Xv/deMn/8hFtW49HWn2aJaCUba/Zn145Dzllaw06a6DUacLbdg2x9BYBtLOLTLZfQJ93PSuX8FYQMlc9duZrffOBMBtIm13z3BX5a8TE49aaiHsYzpk1YZHC0wh6Icq3ssQsVh9wHa6ftNbZuep7Dop6l1/wdyhkfHHOzyohBugjn0GAJ0CjXjCPOIf+Bvxha+9I8uLWdqwIv4yy9BMoaUSI559DsC6X+/qO7eXfoKRr6X0Fe9u/u9/+KK3C0EFulF2Dsl5UBbjlhVdYTfUYph64M67TJKuy+w0OWH+5NE1OyiGksK1MVwYITzwdg4Nlfud1wYUrdO/PKQ2xLhFCEl89lzN7MIYCmyhBmIBdC3o3wnENRZ8AXh3x8ZiC+OOQzK1hZH+OQ5t2EdRwlDqXSBISFVoANWc2VlRWYOZSxbFaL/SQqVxW0XaGEDY2UDBR8fgNpk0qnF2KF5/2MhwhECd/4BxQhqLjtrfR3Hho2pj9tUiP6MEO1RXcasdScOJR/LkUq69685SsOoSiYaERTB8j+4WPj/p4dRx4lDpXWWn7J1TewNXoGJ3XdReDln2Ld9sHBssn2/jSLRQtULyvpMX1mB+VhnfULqnhErkfsfpi+1x4kIQNcd/G5pNQyfhl4i1s2etT74/TFVfz5r8/jrKXV/NudW9jSA8JMFuxqyGUOyQKzLnKt7McKWR8R78Fa6d7Nwuwuwo2rqYqM/3nWVWUwo60QJ6gYJ3NIPR6dQ3ufwPnaSugbfm0vlFufP4AmTaoyB1EbXfebFp2dzqGDPUke3NbOR0L3YdWuQTvFDUWnbB7Jj2/mj15nKV8cculPWzSJXDn0ohHHVIYNWqlExI84hyzbobU/7WadTXPGzrkXX8tTzloubP0xTZpXKq9NnTjUWBGkzSk/smAWB1KDWyYdbVjivmh9BfqPusb44pCPz4zDF4d8ZgWaqrCgeQF9omyIOJRJeQ6TAh7a1dwsTIHOoWwmxVJxmGz1moK2K5RoQCOFgSggdwdATfegY0K0YfzBRRBrWk371T+jSvbS84PrIDNUwOmMZ6mhDydceElZDkcv3DmUzbglWaqRpzgEmGic1HM/xsZfwoFnxhybtmwCwkQiSu7gEUKw6MO38MGy7/B5PoZ28Gmcp78DQFtfmsWiFaNueUmP6TN7uOH0BfwqfipYaSp2/oEtciFvOX0h333Xei56z5cQf7tlmIuxoTzIj95zGtGAxr6E935N9xd03MFuZYWKQ7pCRuqFPyh741VsFiutVC9al/emsajnUiwkc8gZu6xMGQykPj4yh373wkE23fqvKPFWzK13T2hfjiO5+bkDXL8whZAO1KwEIFTufi/IY3JmZjp/ePEQa9lNQ3I7ymnvHTLxESmvQubeQ744BLgO4gVi7Ky8Cs85ZCTbBrvXtQ9ksB1JUKamXRwqjxg8uviTVJDgk/rv3YVT6BxqLA/RISuOLJjlgdQAFUs3kJEa2+77EYKjOhb64pCPz4zDF4d8Zg2nLqxim92I1bZlcFk25QkUBXxxa8HiMoeUvn3owsaqntyH9aCu0E0ZgXRhN9GhTIf7j0lwDuVYedrF/GXNf9Gc3sH2335uyLpndndRr/QRrCxenLI17yaokMwhr+uYVkDJlyV0VLwHv5ZXxhybyNgEMN1yuSIdUWMRjFbwuXdfyy3WuWwJb4BHvwpWllT3QcIig1LjO4eOV645aR57oifz6cpv8l39ndxcdhP1ZUEuXlXPmvnlkCvVOQYhBItqwhxI5cSh3oKOm7UcIiJdcEvpQK6srNByrGOdTTUr8t60MhrCQi2oW5kYzBwaWewddA4dBzkyfSmT7/zxQdbGnwagf/NfJrS/A7/+OO+Lf4+/WuiVRde64lC0vBpLKmTjs8c5JKXkthcP8jeVT+FoIZQT3zJkvRCCcMi7n/DFIcB9PzWLDky9DEKVI46pDBu0ykoUxxx0krX0ufdjhpOC6Wxl73HueRdzr3MaJzjeZOSUZg6F6KDiyIJZ7hwCuGBNM1vEMpb2Pjl0hV8y7+Mz4/DFIZ9Zwwnzy9nhzEe2bx2cbTLT3g1oAV+euldWJs38HyYAzJxDpYB8o2IQQnBAzKcqvW9IZ7bxiJjeTXcRbeQL4eo338gD4StZsuuX7H716cHlT+zspEEdQCmiU1mOwTKWAsrKcs4hzchfHNL0I2OdccSh7kSWACaOWrq8oWNZXBPhxnMW8+W+i1DSPbDjXmTXTnelX1Z23BLQVN5z1kJ+31LNd+1rufbaN+e97eKaKHsHvFnZdF9Bx81YNmEyBWd/uIHU2pEyzDyxjr0We4JCPtTEAmTR3W5ueaLInDg08mdaOY7Kym574SDXy/tACB611xE9/GRRjql9XQlu/Ndvs3DnL7lBe4iT9EOu27LGnUypjgXpIUqmr73UP8Kk8cK+Hvq6Wrkw8xBy9bUQqhg2JuKLQ0PoS5k0iQ4y0aZRx7jikOd47Hdzhw71pgGJZiVnhFPmrCXVPBq76siCKepWBtBYHqRDHlVWNsszhwBWzyvj5HMuRxPuPW1L7u/vt7L38Zlx+OKQz6xhVUMZO+R89GwveNZ0M+05TApwDoUMjbTUsbKFOYdy3a0KcagUy0GtGcNJQ//BvMZLKYmZntNoksrKcmiqwinv/QYDIor5uw/y0Ms7OdCdZH9XnJjTNzFxSi/COZTx/i56/mVlQc89ZqIjWzeNObYrniFAtqRh1CPx0QuW8Yq+nh6lkt4nf0q6dbu7wheHjmvee85iPnvlKv7yyfM5b3n+JZuLayLsjns33pnCy8oipFEKbCltqG6elyjQOdQbPyZ8vwDnUE3EII1RkHNI8TOHAPd745dP7eWvjKewl1zM7+wLCFgDcHjkpgNj8fMn9/JR82c4CMJkUF/9LbJiweB3c000QI+MYcVnT1nZ7144yF8H/ozupFHP+9SIYyJh7zMyh11m9955K1v/5RQy/7MBtt875ti+lEmliCNGcTUCxIIa7biuosdefIVfPbOPW58/wFqx1+1oNQPEIUURfPFTH8cpa3YXTGUgdcUxZWWzvFvZIAvOAqBfhtntzHOXKb5zyMdnpuGLQz6zhqbKEAdU74u6YysAdq6jVyHikK6QxsAusFW87QUf6wU4VIqlzfBq9Tu35zU+ZdrU4LkDJrGsLEdNXQOp1/8vSzlI5e//it3fezsfUe9AwYEJOIcGH0YLEIcsrw18IX8X4Qk9d9hnILp2jBlK3ZXIEhBmycOoj6U8rPPZq0/gt9lziBx4iEv0V5BaCGKNk3pcn5lNJKDx4QuWUldW2PtvcU2YPul9ngp0DmUth7BIoxToHBJCYAvDLRcpgEza/fwNRBfjlDWN6NAYjepogJTUsQsQ+xXpZYiNMmutacdH5tCTu7pQurdT53Sgr7mK7ZFT3RW7HipoP2nTZtcL93O6shV50T8hhYLoOzjEAVYdNeghhkzM8LKyTJzMC78klTF5/pVNvEu5F+uEt0LdyI0oopFcmXqBHfpmCa8d6qPhmf+k2ulC79sDux8ec3xfyqSMBGp45JIycIUXpdz9XrvryRf5rz88y5v3fYk7A/+Eo4WgaUMpf4SiCeg6yoabkEKFYMWUHXdBVZgrT1/jHhfmhHMIgOYzANgr6+nB+27xM4d8fGYcvjjkM2tQFIFT492geeKQU4Q4FNRVMujYBZaV2VbOoTL54lBHcJH3j/zEoXjGolb0YirBotvIF0rj6ddiX/tdVqotnJJ+hr/Tb3FXRIoPpCb3MFpIWVnWfRAtSLRTdexoI7urLkCRNofu+BL29y8eUZRynUMmyhTYyt9yWjPpde8kLQ0u4Tlk1RJQ/Mu0T+EsrokyIL3rYhFlZcU4hwAcRUN1CiuxyXruv52nfQHrHb8vaNvKiEFaGph5iv2OI9GkhS30UTPE1JwLcQ63spfPfJ+OP3+JK4Ob3QXLXkesuoEWdR60v1bQvv608TAXWo9jKwHUMz+C0+B2KFOOEodqowG6ZQwlNcNb2W+7i8CfPsaLD/+R6+x70aSNfsk/jjo8nMswnIPOISklv/jNzzlJ2cXXrb8iZVSNG27fnzIpEwm0yOjiEMCPPnY1EsFnz47y3Lwv8wb1KdJnfRrl01tg8fml/DEmxjmfQHzkiWHB/5OJqgj+/fqTjky0zYHMIQDCVZjzTmOjs5Re6d3rqb445OMz0/CfOnxmFQ3zFzJACOl1LJO52eICvjxDhkpaGjgFl5W5DzxGYPLFocqaBvqIIju3jT8YNzQ5RgrLKJvkMxtK4JS3oP3TIb59yh30Bz2HywScQ4YRdANtC3AOmZ7Ipxcg2skFZyJPvIEPvuU6AOZv+jbq4Rdg/9PDxnYnsgQxUY2pyRz42Jsv5+U3PkT8rL9DnP93U3JMn7nH4uoI/eScQwWWlWUtgsIsqpzBUQxUWdiDctZz/4my+Rj1+ecNAcQCGln0QQfhuMeyHXQsnDHKGXLOITkHH/hzZF/4Fdf1/oyb9Puwa1ZCRTPNVWF6nHDe4rzjuNl/v3tuL9fozyGXXwaBKMrSi9wBNUf+llURgx4Zxcj25H+Sf/k89i/elP/4UuAJqamNv+cN+rPYC8+FigWjDtd1HQcxJzOHntjZxTV9vyYRqOVu9ULiRMYNt+9LZikniRauGHNceTQMkTrK99xDsGcH1lX/TfDyL4waYj1tKCrUrZ6WQ8tIHVILzqlcHv2mO/lx7CP0es4h4TuHfHxmHL445DOrWNlQxh6ngUy7G9YrTW+2uICSn6CuksbAGaOUaCQcc+rKys5ZXssOp5HkoS3jDwYSGYuwSLuW7ClG11Q+e90Gyt7xc+zms6BuTdH7ChkqSQKFiUNeuZ8ooOuFuPobaJf9f5TPW0ZWjdIrI66Fe98Tw8Z2JrJEVGvSy8py6KrCeSevJnr5PyNOeOOUHNNn7lEe1jHCZe6Da4HOoUHhvIicDUcNoBbouMl6HQdDwcI/Y7GgRgY9b7E/YzkYmNhjiEO65xwyrbkrDmV63SDgyuxhlGWvA9xyll47gJ3KQ0x85nvIX17Pod4U7H+GatmDtu56AMSqq5GKPqQ8SFMVUloFQbNvsKHEeDj7n0LddT/05Ze9VxK8e4pzEvezQLagej/TaAQNjazU5qQ49NhDd3G2+hr6uZ9gSUMV3XYIOc61JJFIYAgrrzIsWTYPOrchFQ39hGtLdNZzBxGrnzuuoRx6kBWNFfRIv6zMx2em4otDPrOKlQ1l7JP1OF27SWYtNNubLS7EOeSVlRXarcy23Js/Tcs/+LhYzllaw06n0c3DyYOBtEWIDHI6gwubN6C+756C8kKOJaSrJGSwIHHI9oLCRwuXHQmRKydRFMyrv8nHxT+y11iOs3e4ONQdz4lDky8K+viUkkW1MVIiXLA4lHtALubBRCp6wc6hnOsnUIQ4FA1opDGQeYr9Wct1Dsk8nENWdu498APsaO0jmOmiVXc7SonVblem5sowcRnCykccankFZfdD3PXibq5Un8FWg7Dicndd06mIfzw0LKfHDFSiYuf9fhQ5UWjrnfn9YKXA++4JiSyOUBGrrxlzeEBzQ9jlHMscOtSb4rQDPyWplmGc/l5WNZTRYQbGdSFaCa9sMFg+5jgAUeaGEjvNZ+U1/nhD1K12Q93nGGvmldMrvfgDP5Dax2fG4YtDPrOKVQ0x9sl6AomD7G3vc0sfoMBuZar3MFGYOORYY3e4KSULqsN0hRYSNrshOX5GQyJjESEzI7p8TISQ4YpDMpN/5lCu3K/Y2vXIKW/ihDMu5S+JZXDoxWHh1F2JDGHFQkyRc8jHp1Qsqo7QLwsXhwYdmUU4h6RqoGGD4+S9Tc79N9gWvABiQZ2M1HHM/B7Os7aDLiwcZfTruG7MXedQ1nL45988hiFsIud+COevX4aFZwPu906cEE4+ZYh2FoHkxZdf5OzgXtcldPT3zwhieirslR737B139x29cRhoBeDQU7eQNqcoHDybwBS627Si+RyI1Iw5PKirZNGO3B/MEf7y0IO8Tn2B7GkfgkCU1fNidNkhrGTvmNvZufV5TBIJr9mCuur1EzvZucrFn0d5793TfRYl5/XrGljQ5ArTvnPIx2fm4YtDPrOKyohBd6AJVdq07d9JCO+BoJBAak0lI3VEAa2PAZzcg0IB5UsTITT/BACs1s3jjk1kLUIijZjt4pCukiCAU5A4VLhz6FjefdZCnpOrUZwsHHx+yLquRJaQ8J1DPrOPurIAvTKMzBTqHCq+rGzw+lhAmU2uOUCwKHHIdQ4JK3/nkDGOc0jPOYfMuScOvXq4j972AwDEqptQqhcPrss5h0Q+mUPe31d0bmexcwClYe24m8TLl7v/aB+7XHp72wA3fP02BJLDsor6nhc59PMPwKbfjX9eE8ROD9DrRPj5wv9Avfpr444PaApZ9MGGFXOBjGXT/Yrbsr7i3A8AsKqhjH4ZHresbDCTKB8nULknEOQcZz5DUfW506nsKJbXx/jENW7nMj+Q2sdn5uGLQz6zDqV6KQADLdsI4T2AFOQcclvZU6g4ZOdEiKkRh+avOQuAli1PjTs2nrEIk0EtorvQTCJkqCRlEDs9kPc2ds45NAF7cmNFiIpV5+NIQXbH0DbOXfEshjB9cchn1lEdMeiTYaxEb0HbCbPwoP9Bcp8TO/+H5Vz51mDnpwLIZQ7le7xBcWgMMTnnHBp0Jc4h2vvT1Ile90WsYci6uliAtBJCs/Io6/XEoUuMV9GdFCKPrDlZudjN5+kYWxz64WO7mYfb8j5z2ocBWHrgNuTT3x3/vCZIR3c3CRlg+VnXotSNH44e0BRMqebtXMuLaQ5Cv3tTK7XmYUy9bLDBxKp5MQYIo2UHxs6MyolHwTyCpU+9Efttt4J3T+dzHBHyur/5ziEfnxmHLw75zDpijSsAyLbvoiZguQsLDKTOULhzSOacQ1NUI33mCas4JGuI73pm3LFuIHUGNRidgjObPIK6SpwQZPIXh46U+03s7/K289fxpLOGzPO/HLw5N22HvpRJAHPKAql9fEpFbSzAgAzjpHoL2m7QhVOEc0jkRJcCymxyrgu1gI6DOSIBjYzUUew8u5XlMofGuF4Y3nlYc7CsrH0gQx297oto/ZB1iiIgEEOTJozjhEkk3dLDK7UX3AV5iEPVZRF2yUY6d79MPGONOKZjIMMfXz7EtYvdssSFZ7yRU8wfsaPyPMjTHTYR2ru6SStBzl5Wndf4gK5ilqisrGMgw9YXH8H58iLYNn3lRL98eh+rAh0o1UvAy+crC+rYRhkK9piZgFo2Jw7l4RwKV6GuvKwUp+wz2wj74pCPz0ylZOKQEOLHQoh2IcSrxyz/ayHENiHEZiHEV0p1PJ/jl6amRSRlgEz7DmpDEqmHB29g8sENpDZQCpjZBpD21GUOgdtt6EBoFeU9r447Nu4FUmuzXBwKGyoDhAsSh+wSiUPrF1TwTN1biGXbaH/uNgB6El6HOpn1nUM+s47qSIB+wsgCW9kfEYcKdw6JQedQIWVl3rW4iAcFXVWwlABqnsfLtbJnjMwhw3CvJfZcFIf6M9Qrve6LY5xDAKbmfYeMU9rb3uteo8OWJwbUju+yWdtYxnbZRPrwZk784r28/n8e49/+/Brff3QX//Knzbzvv29l/9cv4mbl81w8z/17KhVNxGLlDNiBYXlwpaYvZRLv7yMULiOg5dc+3C0rm7g4lMhYfPj79xG7/X0o2Th0757Q/oqlZf9Ont/Xwwq9E6VmqKNHj3huoFFKyyzbwbC8724/YNpnLILlSIQfSO3jMwMppXPop8AVRy8QQlwEXAucKKVcC4xfwO3jMw4r57kdy+qtw9QGnYIdHSHDzRxSCxSHBh92pqisDECZv55G2cqhQ0e18jVTyP1PDxkXz9hESCNmeX16SFcZkCGUbP4Ps7JEQeFCCN72jvdzgHr67/sK2b1P0xV33yOak/WdQz6zjpqYQb8MoxbweQJQJ+Ic0gsvK3OsLFm0gkT+IdtrAVSngLIyYcEYXSdzZWVzUhwaSLPA6Eca0REbGFiatywz9nvmaDHEKWuGYNm4x75wZR2XX3QxTaKTfz4ryIczP+ZNz72Vxfd9gBOe+xzf7v0Yp7KZ9cpOqjueRYarwQhTVxak39KOdNGbJO58pYUQaSor8yiJ8ghoKln0CXUrk1LyD797mY/3foVavAYUBXTsLBk77qPhx6exVuylPNOCqFw8ZHUo6v1eRnlv9KctyvD+Rr445DMWiuqGvev+fZWPz0yjZOKQlPJR4Ni2Sh8B/ktKmfHGtJfqeD7HL8vqouyjgUWijSrdKnh2O6i53cpUp9CyMs8GP4Xi0IJ15wKw+flHjix8/L/hJ1fCUaUiyXTG7dw2na3sS0BId51DqhkfO9fgKAaDwktgT26sitJ56idZZu/C+OnllP/lk4BEdXznkM/sI+cc0sx4Qd3DBku0inAOKTmRtoDcFGllsSj+uiq1IHq+4pDtZg6NJSYHBsWhOZg5NJBhvtaPjA53DcFR4tA4odTCOfL3lXmUlOUINrrB1e/Z+Tdcnf4Ti5qbubCshTcazyJPfAu803Vtyt0PI8vcwOL6sgA9UyAO3bHxEBVallhZ/sJGUM+1si/+vfLDx/aw6LXvcpG6kS9Z73Y76U2DOCR33o9A8qHYEwhpQ9WSIeujFW4pkJXsGXH7vpRJuUhgqaExxVcfHwD+6qdw9t9M91n4+Pgcw2RnDq0AzhNCPCOEeEQIsWGSj+dzHBDUVXqDTTSLdirUbMGz24oiMJWA+8BfCM7UlpUBNKw6E4C2rU8iPbHE3nonQjqQ6Bgcl814N5KzvFtZ0HCdQ0I6ed8cl7rc75RrPsr/t+J2vmddQ+Pe3/NR9Xa3i5nvHPKZZVSGdQYII5CQzb9UUx0Uhwp3Dim5meACnBTSzmKL4sVdoQVRscEeOcfmaHKZQ2KMh1fDcIVg2xp/f7ON9v4M9aIXEasfcb2j58rKxn6/KI5JBvf3pNTnLw5RtxoAtf8gzhVfIfT+u9A/8xrK5w4SvP5/YeklONEGBBJRkROHgnRn1UkvK2vrzxBTsggj//LsgKZiyuLFoSd3dvLYPbfwt/rv6FpyLb+0L3XFlSkWh17Y10P7qw8DcJn9qLvwGHGovLIWgJ6uzhH30dqXpowkljG+i8zHRyw6FyoXTvdp+Pj4HMNki0MaUAmcCfwdcIsQI/vGhRAfFEI8L4R4vqOjY6QhPj6DWJVLCAiLiuSeomypthJwQzcdu4CNTByEa4edKoLl9ESXcVriEZ7c0QZ9h1DbNrnrEkdu0Oy0N8s7F8rK8H6GccoacsicQ6GEjq7PXH8Ovym7idvts/l7/RZ3oe8c8pllaKqCrXsPauO1oD56uwmUlSleWZmdKeDh1spii+I/v2JQkBrfDTooDo0hJge9zCFnDpaVdcQzVMkexAh5QwC2kb84tNdYjtSCiIVn538CFQtxAuWYzWejnXaju0yIIy2thUAsudD9Z3kz4IpDfaaOsLN5CYDFksraBGWqoEkW1zmkFpSxleNwb4r//NVdfNP4P6yqFYSu/xYgSCtTKw7ZjuTvfvkYNfFt2FIQtL2/fdXQsrKaak8c6h5ZHNrRPkC5SKCGKibzdH18fHx8JpHJFocOAr+XLs8CDlAz0kAp5fellKdJKU+rra2d5NPyme1ULjgBAKN3J2iFCyKO6j3oFzC7LRxzQrPbxRK+7J9YrRxg25++wZ6n/nBkRbJr8J9WyhOHZnlZWdhQiUvvgTTfEN1JCAqPBXV+eOPp/Iv6ce62T3cXaoU/KPv4TDci5JXIFCIOSU9kKcKJmIwtAsBq35b3NsLOYk+gLFTJiVh5XM+ztj2ucyiga1hSwZnmluKlxnYkXfEMZVY3jFJWRp7ikCpNeo16rM/sghUFdJxSFOR770Z/x82gjHwLKpZe5P6j3HUO1cUCpMh1wZs891AyaxFwChOHAprb/bRQcahr1ws8/Z0P8jvnb4nqDsbbf0U4Wk5N1CBJcNyyvlLyxM5OmhKvogoJJ7wJwG30cUw3u7o69/VA78ji0LbWAarUJFok/8wmHx8fH5+ZxWSLQ38ELgYQQqwADGDkbxUfnwK4/IILANzyI6Pwh3Y5KA7lnzs0XeJQYN0b2Vd5Jm/t/wn6U98grXg3rskjHyUnN8s4p5xD45fBOI484hwqcUvUZXVRfnjT2bRd9m3sK78Ga99Y0v37+EwFg7P4BXQs0+00DkpRgms2toCEDOC0jN9lcRDbxJmAc0jJfQfk6RwyhIUyhhMwoClYqHNOHOqKZwjJFIaTgmjdiGNkwHOajSsOWaDq6EV0yFQb1o4dWLzsUpzq5bDgLMB1DqW8ErbJLC0zTdPtTFlIWZmXOSQKEIfka3dQ/YuLuSZ9J4earkB89CmoWQ5AU2WYhGNMer7S0fz+xYOca+xAChX1vE+651i5eFhAfH2dO3Gb7D82XtRlR1ucGi2F8J1DPj4+PrOWUray/w3wFLBSCHFQCPE+4MfAEq+9/c3Ae6TMM2XWx2cMtGgVTsS9uRVFhKY6Wv5lCDlccWga2m4Kwfx3/YCBpvOpFnH+pHtNAY8qKxu0oM+BzKF+mROHxnc6xLMWBl5p4CRkQa1fUMmN5y1HPeMDMEpGh4/PTEaPjt1+esRtnAymEiyqe1jQ0NkmmyFX/poHwsniTKClsVaoOIQ1WP42EkFd9cShuZU51D6QoU70ui9GKSsTgZj7j3GcK6o0xyzNmxCRGpS/fh6aTgM8cUjmxKHJEU0s20Gzc+WU+d9TBHUVE62gAPYtj/2ebhnlB2fczZIP/BK1csHguqbKEH12AFlIWeYEiGcs7t18mKsCr+A0rIP6E3Bi8xG1K4eN1QNhMuhkEr3IVO+QphFSSra1DVAhUhCsmJJz9/Hx8fEpPSWbapdSvm2UVe8s1TF8fIZQvRwS7UUFBcvcNtn8bzQVx8LRpt45BKBVLaDhA7/ja/ds5TuP7ubN0XsQyaNm73I3zLO8rCykq8TJv6ysP2WiMfVd5Hx8ZguqJwLIjm2IVa8fd7yUEkOmsdQgxaRsBXWVrc4CTux8wX14zENgEo6JnIDQoAfca4aTTY0745XxMoeUsQKpNYU4Cs4cC6RuH0izULS5LyoWjDhGCeRa2Y/tHNKlOebvsJTUlx1VVjZJzqGUaRPCK0ssqKzMdQ4pTn7i0ENb26k99BKtkVV85MrTh61vrgrTY+nIbJzCpdnCcA5v5K6Hn+NqZxvzMzuRp3/b/by+6w+I4Mih0iklSiBxGPmNtdhnfQLtor8HoGMgQ1/KJBKN+23sfXx8fGYxk11W5uMzaSh13sxWEc6hlO62ZD2649d4CMec0Ox2KVjXXIHtSLJGpVtWtu1unF+9BZETh2Z5WZmuKqSU/B5OAAbSFrqwkChTGxTu4zNLCFY38ZyzAvvFXw6Z6R+NjOUQEllspbjufEFdYYtcgJbtg/7D4443bQdNWjCBa6secK97qdT4bousPb44pCoCCw2Z5wP/bKG9P8NycdB9UbtqxDEhQ2dAhrDTo19/bUeOm9tUSspDOpbqvR8nyTmUMm0iIpe1VUi3MoWs1BB5dj/99zteZqVykOUnn8tI/VmaK8PEZfBIk4lJJHv7J3jL9k/zX/oPMRs3IE5y53iVupVQNm/kbbQY6zIvoGTjKE/8P+hvAWB7WxyBg2H54pCPj4/PbMYXh3xmLzU5cajwzKFUwAs9Hxj/4QXc2XRVTiwXoxSc2OTedPUr5chkF2y7C2XHvVQ5nouogJvamYo52Eo5P+eQjo0scd6Qj89coTpi8Fv7IrSenbD/6XHHZyyHIBnsIhyZAJVhgy2O50pp2zzu+GTWDYieSFmoEXTFoXQ+4pDlYGCijtPl0kZFzsGyshXiIE64FsJVI44J6ioJgtip0csQU6b7NxurNK+UCCEIhr3vhQLcvoWQytqEKTyIPairZAtwDpUN7ETHQm86ecT1zVUhkjJwJEdwsjDTaG2beNlZRqpiBdobvjFqQPjRaOFyKohjSQXLzLLxv6/n2W+/j23P3U+MFAIJfuaQj4+Pz6zFF4d8Zi+1K9z/F9HKPhny8mMGWvMan7UdtBkgQjSUBamNBeiwY8hEJ073HgAWiHZ3QBEuqpmG1CI4iLzKygbSFjrWhEpSfHzmMjXRAHfaZ2BpEaznfjLu+KzlECKLrRYnDp28oIIDutsCW7aNH0qdzLruPybgQgmEcs6h8YWDrGljCHtc14sj1IJyZGYD7QNpVmmHoW71qGOCXsdIZwznUDJjYgh7ysrKAMIRLwtpEsvKIoPiUP7fo5rnMlPzEIcyls0KZ5f7Yt5JI45prgyTJIhiTq44tPuVx9Gw2LHyg0Q/+QyiYV1e21V67exT1WvZuPBG1jjbWdd2B+/b/iF+GPxvd5DvHPLx8fGZtfjikM/spSYnDhUhiATKyWDAQEtewzNeiKmc5lwbIQQnzi/nYCbkBlIfKw7N8rIygGBAJ6OE8yor60+baNgl71Tm4zNXqI4apAhyaNH1qJtvRR5+eczxGcsmLDI4WuGOTHBbe5+8fAGHqcU6NPaxABIZG2OCJUqBnHMoOf4DtWV65T/jXMttoSKdueUc2nSgl6UcQhlLHNIU4gSRY1x/kylXRNGKmJgpFjXn5pmssrKs+74HCnLgCiGQqo4ixxeHBtIWJ4g9ZLQoVC4ecUxl2CBBAM1K5lUGWgxSSp54+G4Arrji6oK2FZ7wE11xHhtu+n/oX+wi/tdbeWHh+1kb8Mr0R/nZfHx8fHxmPr445DN7KZuPs+GDsPzygjcNGiptVCL78xSHzJxzaPpDj09sqmBvOozZ14boPwQc7Rya3YHU4IZSJ0Ukr7KygbSFwcRcBz4+c5mmyjCKgN+XvQsnWIV1xyfBsUcdnysrk0WKQwCXrKrnGXsFcs9j4Dhjjk1kXPefMgH3XyjsXvcy6fGFA8fyBIBxjuegwhwShzYf7qPz0C7CpGCETlQ5Qp5ziDGcQ6m0Kw6pU1RWBiByHekmyzlUZFkZgC0MNGmOK+b0p0xOUPbSV75m1KD2SEAlKYNuedYk/azP7e2hpncj/cH5xKrnF7ZxwA2qFgvOGlxUW1PNqe/9OpHPbofP7ISFZ5fydH18fHx8phBfHPKZvQiBctVXoenUgjcN6SrtsgBxyPJyMWaAOPSusxZyyqplBITp3kACC5R2pBoAdfY7aEKGSlKEh7belpLka/dA164hY91uZTaK36nMx2dEamMBrj6xkR8+30Pyoi+ht74EW+8cdXzGdMvKZBFZbjkuXFXL4/Y6jEw35ErLunbh/OULw8SiRNYaNyB6PHLikJ3sIdu2bcyxjpkTh8YWNtyysrkjDv3m2f2s0b2MvTGdQypxwmO2sk+nXdFCM6ZOHFJyrtgpCaQuTBwadBSPU4bYn7ZoEh1kK5aMOkZTFTJKTgibnJ/19pcOcqqyk8DiMwvfOJcntGCEbYWAaG1eHQp9fHx8fGYmvjjkc1wS0lVanIq8A6nTpoMu7BnRLr0qYrBhzbIhy6Kk5kRJGUDYcNvZD5Y1ZJNkfnkD4Vvein3n3w0ZO5CxCCr2hMJsfXzmOh+5cCmJrM1P+9fjhKqxN98+6tis7bgtvbXiryd1sSAdde7Do7PrIXfhpltRnvwf6N03ZGwykws3Lv4zHPbCilds/h/0758Pqd5Rx9p5lpU5QkPkUSo0I7FNzN5DSCnZ0tLPdx7exR9ePMQ18zw35iidysAV5xMEEdnRnUNpzzmkT6U4FMiJQ5PjpklmbcIUXlYGHPn+scfuWNafMomQRgvGxhwnc5+9MQS6YjFth1c2vUyd6CGwqAhx6JR3YV/1DYjWlfzcfHx8fHymn9lvM/DxKYKgodIqqxADr7hW8HFmugadQzNFhAjXDP4zIzUCwpoTYdQAy2qjdBwIsDLdhwCyr/6RwK57sKqWox54yp2d9R7s+lMmIdWZEaKdj89MZfW8Mi5eVcfPnj7ER9ZegbLlDrAyoA1/uM+YttvKfgLOIYAlS1aw44UmFu54AOPcTyC7diIA+g9B1ZFMkkTWQhf2hEqUIhHX6RE0e90Fux+CtW8ccaxj51lWpmhjlt/NZJJ3f57A89/nJ+r1bEzVslrZz08Chzm5dzdOpA5llE5lAEFdYUCGUM3RhYlMxhVo9CksK1MGM4emIJC6wO/SwXLzccWhDCGRJRkaW3yy9QhkgUnoWPb4jk5eb/4FR1NQVl5R+A5qlqPWLC/5efn4+Pj4zAx855DPcUlIV2mTlQgrmVe2TcZyM4fETBEhwtUAJGSAPXKeu2wO5A0BrF9YSa8TIptwy8q2bn4ZSypsXv4RhJmEQy8Ojh1IW4TUmeHo8vGZybx1QzOd8Qyby89HyQ7AnkdHHOdmDmURE3QinrqwkkftdagHnwYzhezc6a7oOzRkXDLrBlJrExGHwkOvffb2v4w61rFyzqGxxSEpVIRj4TiTEwpcctJ9pLfex++e3kX2+V/QIyPcZN/K/xjf5oPGvZxYkcZccB7y8v8ccze5VvaqmRg1QyfnHDICUxdIHQgEyEp10kqt0qZNSGSQQh1RNB0LmStRHEccSsZdwU0PlY29w5wQNgni0EOv7uHt6oOYK66CigUl37+Pj4+Pz+zGdw75HJcEvcwhAPpbxm29mjEdKrBmjggRcZ1Dh0QDnY43CxmYG+LQKc2VPC5DOF4r+3TbDg7Lar53cCH/h0DseRQWnAG43cqCijMjsqB8fGYyF62sozKs8+NDi/iGEYXX7kBZ/rph47KmTYgMqQk6EU9dWMnnnTW8z74bDr+E6PbEof6DQ8blAqknIg4pXtesXmJEV5yPsvN+N9tIGT7/ZWc9d8h413KhIRwb6/mfYiw+e8wQ55mA+adPE9x8KwH7TCrUOPte/wsiDY0INUCgYSXBPDOdgrpKXIZRpAVWGkZwkGUzXllZYOqcQ0FNJU0ALZuclFnNZNZzDhmRgjNzRJ5lZcm4O+ERDI9TtjaJ4tCyw3dSLhLIcz5W8n37+Pj4+Mx+fOeQz3FJRUinNScO5dHOPldWJgqcUZw0POfQQLiZTjxha46UlTVXhbD0GJo5gO1IQvH9HKCBu3dnyFSvwd79yODY/rRFwM8c8vEZF0NTuPbk+dy9tYfsgvNHdQ5lzQyacI5kvBRJY0WIluha98W2uxC5DLERnEM61sTCjYUgHajhNutcng+ehZJoh9ZXRhya8sKUx3OHSEVDdbLod30Knv9J8ec2FXTuQHvtNjLoXKM+jR1tZOGGqwgtPI1g0zpEAWHfIV0ljucIyoxcWpYThwJT6BwKGQopDOxM6QUTOKpbWYFh1ABCyy+QOpNyPwP6OGVlSmDyxKGlyZdoV+oQIwVK+/j4+Pgc9/jikM9xyVlLq+kUXu5CXuKQW1amaDPEoRIsRxpRwvPXQKQWAFHETe1MRAhBrKIaQ2bZvL+DJtlKRdNKBLBRPxHl4LODncwGUiYB4cyJLm0+PpPN9evnk7UdtumrUXr3Qrxj2Jjcw7dSgoD7JYsWc4g6nFduGVwm+4Y7h4wJdisD0D7yGPfO+zBf2tLoLtj98IjjciVR45aVKRoVsheBRCa7JnRuk03rn75ERmq8w/oC2UAlnPFBUNSi9uU6hzy30Cgl12bWzW0yjCkUh3SVlAwUJQ717n6ezsd+iLnrsVHHpEybmJIprjxby6+sLJt0f59inMBrJeCtnwRxSLOSpLRyv6OYj4+Pj8+I+OKQz3FJRdigeYHXTjYPcSht2uhi4g8wJUMIeP8DrH7zF7ju3FPcZXPEOQRQU+2Wzf3lqeeoFHEWLV/Llevm8bXD68AxMf/0GcB1DhnCOmLr9/HxGZV188upLwtw38BCd8HBZ4eNsTNupos6QecQuKVlL9hLUeJtAMja1cPEof5UFkNMPOxfq2jk7Wcv57WBINlQPbJj64jjMuk8y8oUjSrZ6553onNC5zaZtLW1UrX3Tv6sX87nP/RutE9vRT33k0XvL+RlDgGjdssyvdI8ZQoDqQO6SgoDJ1tY5pB5eBNlP38dNQ98GvV37x41RymVtYkp2SKdQ95718qMfS5pT+wZR3jVgjlxqPTdynQ7hTWBToQ+Pj4+PnMbXxzyOW65cN1C+mSYrgPbxx2bsRx0bJSZkjkEiLpVEIhBxGspW2j73RnM0mY3ZHvPpqcBiDSs4G9ft4IXrcU8XP8e9M234Gy6jf60iSH8zCEfn3wQQnDxqjpuPlCFVDQ4MFwcyiS90NzgxK8nbzq1ieqVZwOQRUMsOAPRP7SsrD+Zp1iTB2cucctt2wMLkB3Dr+um7WCZ+XUrQ1GJ4pWgzWDn0CN/+hmGsDnv+o9yUnMFihGckCskoCkM4IkHmZHb2eecQ1NZzhvS3cwhWWC3ss2//zIZqXFb6E0oqW4YaB1xXDJrE1EyRYlDg5NG45SVWSlP7Bnnu1oLea3uJ8E5ZDgpHF8c8vHx8fEZBV8c8jlued2aeh52TqZs5x+GzWYfiysOWVM6U5o30Zw4NHdu+Brr6wH40HKvrKFqMUtro7x5fRMfPXApqZp1OPf8E4qVQmfirgMfn+OFi1bW0ZlRGKhYjXPguWHr+wfcz1woMnFxqCyoc84FVwKwz6mnR5+HSPcOeeiNJzwnSAk+ww3lQRbXRNhuz0N07RjmEulPme71AkAd51p+tFiVnJnOoZ3tcar33U2P3kD9qrNKsk9FEWSVscWhvAW2EhLUVVLSQBbgHHrqla2s7riH+42LubVvtbuw/bURx6a9VvYiUPj7XsmzrMzJOYHGcfkaXiaRU2JxyLIdAjKDnCMl6D4+Pj4+pccXh3yOW5oqw/yh8n1IxyFz77+MOTZj2mjYqDMlc+hovMyhuVRWRoVb9nJC173u68pFAHzi0uXYQuUn0Q+iJVp4n3o3GpafOeTjkyfnLKvB0BS2aKsRLS+BbQ1ZP+CJQ6KY7JWRaFiHo+jskQ28GvcevI8KpU4kPSdIiYSGM5dU8/RADSLTD/H2Iet6kibGoDg09rVcKEeuKSLZNWo50nTyxOZdnKtsQjvhupJmyJia97cfJZDaGnQOTd33YUhXSRGAPJ1Dbb1JDvzhCwSEycXv+QIVC09yV7RvGXF8yrRdp1gxziE9P3FI5vKSxjlGJGiQkgZWamRxrlgG0hZhkZ5b9wo+Pj4+PiXFF4d8jmtOWnciP7SuJPjaLcjWTaOOy1gOBhbqjHYOzaHZwIYTyCx7PUq8BSdaP/izNVaEeNeZC/natmpa5l3KR7Q7CNoJ3znk45MnkYDG2Uur+XN3E8JMYm65a8j6RMJ7IB2hhXlR6EGcS7/EPZE38ESnl2VzVDv7ZKrU4lAVm7Ou85DObUPW9aWyRzmHxj6eOEpwFlYazMKybqaC0L6HCAiL6CnXl3S/tu6JeKMEUjuWJ4JMqXPI7VYmrPz+Do/9+B94i7yXQ6tuJNK0lkULFtAuK5Btm0ccn8xaRElAsKLgc8vXOTToehpPHApoJAhipUubOdSfNgmTORJ47ePj4+Pjcwy+OORzXHPZ2nq+a11NRo1iPfhfo47LlZWpMyWQ+mii9chlr4M51ppWv/I/cBQDKhcPWf7RC5cS1FW+138mUZEmlG7zM4d8fArgLac1c2t8Hb3lq1Du+Ch0HBFRUolc6UuJxCFAO/ujxFZfygOHvM+p5xySLa9AusddViKh4awl1exyvI5lnUNzh3qTJgZeLsw4rpdw8JhOXDMwlFrt2Q2AmHdSSffr5FxjowQi29NWVhZAsdLjjk2n01zX90s2lZ1P3Zu/DkB1xGCb04TVOnJZWSprE3ESEKoo+Nw03f09OOMEUium5xwax7kTDWgkZQArPQnOIdKogTk0keTj4+PjU1J8ccjnuGbNvDJiFbXcHX0j+vY/Q8srI47LmlkUIWdmVyxFRbzzd7D4/Ok+k5KiVC8m9Ybvw0X/NGR5dTTAFWsb+FPX/CMLZ1BQuI/PTOfS1fVEozH+q/wLoOjY9/zj4Lp0Mr9clEI5a2k1+8xy90X/Ibdk6YeX8A7pOZdKdG2tKwuyYOEykgSHhVKb7dvdzmhwpP34KFSXHfPzz8DcoWDiMH1qFeilbSkv9QgOYtTMIdvMOYemsKzMcMvKFGv8srJUKokmHOJ1p6JrrgOsKmKwXTajdm4Fxxm2jZ1NomNCsLzgc1O8vD8rPbqrKW3aGI4nbI3nHDJc55CTKW3m0EAiSUBYaCHfOeTj4+PjMzK+OORzXCOE4HVr6vm3rgtx9AjOsz8ccZyVnfqbYR+InPxGlCXDRa9rTmqki3L2OV5Jnf938fHJG0NTePOpzdy6U5Bc9UaUfU+AmSaesVBs7+G7hM4hgBObKsiiEw/UIXv2QM9ehJ1lgXDb3JfyM3zDGQvY4TTSe+CoEqK2zVzx0NVcoXgh3OOIUQHDc4PkbpOS3SU7v1JgO5KybBvxYEPJ9x00NNIiNKo4JK1pcg5hoOYhDqVTrqhiBI68h6uiBltlM4qdhp49w7bRsl4JXRHikOPl/tn9LaOOyeX9WEoAFHXM/UUCGikCyBK3sk/E3Z9RD8ZKul8fHx8fn7mDLw75HPdctqaeTitEa+25sP2eEYNHj3Rn8UWImcA5y2qoCOu8JJe5C2aio8vHZwbzV6c1YTuSp+WJCCsFB5+lrT9NFd5DcqC0D5DzyoPURAO0qI3Irl2DD+gNorRlZQBXnjCP/cp8Am0vkXz2F65TZNdDAKxW9nnHG+da7pWqHsAToGdYWVlrf5pGOrCi88cfXCAhXSUpwqMGUkt76jOHcq3sNSc9ovPnaNKeg0c1johD1RGD7U6T+6Jj67BtdNMTwopxDgXKSMgATv/hUcfk8n5sbXzRNRrQSMggZEqbc5Xy8sQCYd855OPj4+MzMr445HPcs2FxFWVBjUdYj5Jog5aNw8aYGc8O7osQMwJDU7hibQMvOcvdBYrfrczHpxCW1kZZ1RDjZ4ebkIqG3PkQ7f0ZzlJeIxFbBOGqkh5PCMHJzeXsMOuge4/7H1AvPEdOCa+tIUPlwIr3csiuJHzXx3Ge/g72nse84/XmdzzvmrLd9vKLZlhZ2b7OOI2iC61qQcn3HdQVEiI8aiA10xVILb3jjZM7lPFCzjXjSLldVcTgsKx2Xwy0DtvGMHPOoYqCzy2gq7TKKmTfEXHI2XIXztZ7Bl/3p0zCIoOjjZ/3EwmoJAkizNI6h9IJ92cMRMpKul8fHx8fn7mDLw75HPfoqsIlq+v5fstSJAK53Wuf3r0be8ufAUimPeeQL0LMGD71uhVccMnr3Re+aOfjUzBXrZvH4wcypOvX4+x6kM7ePs5UtpBdeOGkHO/EpgpeSVWjJDsHRfgyketWVlpX5vkXXMrrMl+mtWwd8vmfIPY/OXSAOk7nSa/054CswxYaJLtKen4Tpa3tMCGRJVy7sOT7Dhmq61wZoazJceS0OIeCmtfKHsZtZ5/xnEP6EOdQgF48N9wxJYJSSgJ2zjlUUfi56SptshIxcFRZ2SP/CQ/8y+DLfi8MWuaR5RUNaMQJopZYHMok3Z8xGPbLynx8fHx8RsYXh3x8gNetqWdPKkx/9Yk429zZPvnYN1Buex9ISSpd2nbLPhOnvizIxRdcgow1QmXpH5B8fOY6rz9xHgBbQutRWjcS3XE7IZElsOp1k3K8E5vK2eO4GTly90NDV5b42nrC/HJOmF/OzeYFqN07UDL9ZHEFKIkYN/clNxGQDVQxoJTPuLKy/lbXeVVWv6Tk+w5qKnFCyBG6ZaUt+0io9xSWWSuKwFRy4tDY5VZmxnMOHZU5FDJUND1AWokMc4FlLIeY9MKfiygrC2gKrVShJY44ksRAG6JrO1gZZKqH+EA/YTKIccKoAaJBjQ5ZSTjTOWKZe7GYKffv6bey9/Hx8fEZDV8c8vEBLlhRi6EqbAychtryImQGkB3bEFYaUj0k07myMj9zaEah6ohPbYb1757uM/HxmXUsrY2yel4Z3+lej9SCnL/1X8lKldDyCybleCc2VbBHuuKQONaJMwnC+1s3LOCHPSeTEW550bPGmUeOJcTYG3vX+nnzGmmzIljxjpKf30RId+0HQK1sLvm+g4bKgAwis8PFoYG0hY7luqnG+x2WGFv1xJ5xnENZbzLHCA516VRFDOJq+TAXWNq0KROe4FSMOKQrtMlK9FS7m4fk2JDsQDgWdGzD+ek1LHnui4REJq9OYSGvTE2VZklFSTOd60Tot7L38fHx8RkZXxzy8cHtDnJycwWPxb1wz/Yt0LXD/Xe8jbQvDs1cFP8y5uNTLO84YwH3tUbZeeZ/oGLzqroaUeIw6hxVEYOLzzp98HVOtAEm5dp67cmNLGxs4DbnAl5xlvKsVUCAveccWrpoEZ1OjIHutpKf30QQvQfcf5RPgjikqfQ7QcQI3cr6UiY6NlKZehetkwtzHs85lM2JQ0PDn6ujBr2iDJkYKg6lTJsyiheHgp6YozimKzwlOhHSC83ecS9q2ybCfTspVzJ5dQoTQtCjuR3Q6D9U8PmMhp0LGM/DveTj4+Pjc3ziP1X5+HhsWFzJfZ1eYOXex1BSXi7BQCuZtB9I7ePjM/e4fv18YkGNb7afzHdjH+cPle+d1ON99g3ryYbdcrZX5FElUZNwbS0L6tz5N+ex6F3/y3XZf2FrusJdoeUjDrllZysWL6JPKcMamDnOoWTWQhs4hCkCJQ8OBwgZCv1OcMRW9q44ZCGnYaJksNPXOC3eLU8cCgSGikOVYYMeGUMe4xxKZm3KRAJLDeX33jiGgKbQKivdFwOHIX5U4PWzPwAgkmmnTM2CMX7mEECf7nXJK6E45KS90rk8z8HHx8fH5/jDF4d8fDw2LKpin1ONpYWRm/84uDzb14K0TfeF4juHfHx85g5hQ+OGDc38+ZUWvtx5Nr01p076MZWapQA8by09snAShffTF9cQCwU4JGvzP5Z3rTditYQr6ghlu0nGh4sl08Gze7qpp4NstHFSSruCmkq/DLkizDGZN71JEwNrWiZKsprXZSvdN+Y4y+suGggNFUGqIwYddnRYSWMqa1NOAksvzjHnBlJ7It1AK8TbAXAUHeKu46zC6SYmUpBHIDVAPJAThw6PPbAQzJw45GcO+fj4+PiMjC8O+fh4nLqwEiEU2oJLEa2vDC7P9hxGZ+oDOH18fHymgg9fsJQPX7CUm85ZzIfOL33A8bFotW5518vOsiMLJ/HaqqkKF6+q44Csyf9YOfEjXE1k8elESaJ+cx0ceHbSzjNfXtz0KquVAwSqJyeIP2SoxGXILY06poQr5xwS0/BdaBn5iUP2oHNoeOZQqxWG1NBuZSkvc8g2imvxvqAqTJ/muY77D5Pqdt0+T5grAXCEhoZDzOrOW5ixgtVYaCV1DomsJw7lKVD5+Pj4+Bx/+OKQj49HLKizel4ZWxw3w0GqAaQewew9jC5sd5AvDvn4+MwxqqMBPnvlKj5/9RpOmF945krBLL+M3ZGTeU0uOLJskp0or1tTTz8RTC2S37FOuB7r6m9BtJZll36AG7Kfx3Qk9hPfmtTzPBarYydm6xYAzEMbif/sLXzi1TexSLSirX3DpBwzqKsk8PKgMkNLuHqTWQxhIooov5oo+YpDjhdYrRjBIcurogYddgxhJiF7RPRKZm3KSOAEinvvB3WVFUuX4iCQ/Yd55IVXAahYdwUALwU3HBmcZ0lXOGjQpVQj+0ooDlkpt1OfHhp/sI+Pj4/PcYkvDvn4HMXpi6t4tM8tPegNL0DGGpADrUc5h/zMIR8fH58Jseoqnr/wl3TKox7GJ/naevGqOj5y4TI3wDmfY8UaUE99FwCV0QDOwnN4SDkLZed9g8KC8/R3se/4xOSdtJTwm7eh/PqvwLZQbn47gUPP8D3ran562h9hw/sm5bAbFlUxID0B4Zjcof6UW1amaIFJOfaYBPIVhzLuP7Sh4lB1xKAbr3TsqNKyfV0JykQSPVpZ9Kmdv7qRTlnOth3baTu8l5QaY93r3sUm/UT+u++o7n95hkFHAhrt4ihxqGsX8qsroGN7Uedn2Q66ncRUQlPeZc7Hx8fHZ/ZQMnFICPFjIUS7EOLVEdZ9RgghhRA1pTqej89k8KHzl7J+w7kA7HQaIVoP8TY0POeQnznk4+PjM2HWNZWTIoipeCLDJLsyg7rKP1yxCnX+yVA2P69txFEP0a9bXc/N8ZMRVgp2PQiA3PgblG13Tcbpuvvf9RBa93bU/gPw6FdRBw7yDeODfMW6gTPXr5+0465siFFb7ZZJyUz/kHV9KZOQ6hQV3DxRDEMnQWhccUiaIzeQqIoE6JbDxaGtrQNUKkkC0eLDvS9aWUerrKT14B6WBBMYFfOgchEPn/ljXnUWHRmYZxv56ojBAbsSmSsr2/UgItEGh14o6vziGYswGSzNLynz8fHx8RmdUjqHfgpccexCIUQz8DpgfwmP5eMzKTSUB7nu8tfhoPBCog4Ra0BPtrsBnOCXlfn4+PiUgOV1Uc5cUoUV8B7Ip8iVqbzhm4i3/rLg7S5dU88zzmrSWjn25tvByqC0bYZUz7DQ5lJhPf1d7FA1jh7BeeQrxGWIPyRP4v/evp41jcXl4+TL6avcPKO9h9uGLO9NmYRVB6ahlX1QVxkgMr44ZI3sHKqKGCOKQ9taB6gQSUQRbexzNFaE6AvMY6lymFOqMohYPQAXrKylhxgZvHuHPMvKrjihgf1WpRtILSXO4ZfcFb3F3Up3JbKERRpH80vKfHx8fHxGp2TikJTyUaB7hFXfAP4emJy7Jx+fUhOq5JGzfsS305fRo1QSzHQccQ754pCPj4/PhNFUhZs/eBaBcq8r01RdW7UA6MHxxx3D4poIC2vLecY4HbHjHmjZiHBMhGNCLui3lPQeQNv5F+T6G9ldewkKDk+HzuP2T17KVSfOK/3xjuGs1YsAeOq1vUOW96VMgsKelhJrVxwKI9O9Yw+00jiIYe+phdVh4oorAGUHOgGQUrK9tZ+ITMAExCGAplOvpFl0EOnejIg1AHBCYzlVkQC9qmecz7Os7Lzl/z979x0eVZU+cPx7pqcnpJEQunRIQqiKFEHFgopgY12Exd53XQuudV3d1dWfnV3WXVcsKLYFCzaKSBWkS68BQk8vk0mmnN8fdwiBtElISALv53nyMHPPuee+d07IJO+cEkuxIx6zrxScWej9q42COiaHDuQWE0wJ2GWnMiGEEFVr0DWHlFJXAvu11usa8jpC1Ldz+l1CPiHscoVj9RYTpfzrLsiaQ0IIUW9USAxamcFkbuxQanRR95ZMz0/FVJIPS147XlCcc+qNlzrJO7wH7R+F5N32PQrN2/n9mJyehgczQ254gLjw2ie26iIswhjRtSF9PyUeb9nxXKcbh8kLltP/QUmQ1UyeDkYXVz9ySHlLcCtbhbV1YkLtPDB6IABfLF2P1pr9ucX4Sgox4Tvl5FD7c8ca1/e4UKHGyCGTSfGv8X0IjfMvvh7gtDKzSdHpnK4AvPW/7zAd3QqAL3dPnWIzkkMuLI7Ari+EEOLs1GDJIaVUMPAY8GSA9W9TSq1USq08evRoQ4UlREBatwimVWQQG/KNIdjtLP5BcTJySAgh6o0KiWk2SfeLusfxk6cHpeYQ2PL18YLiygZN146e/yzhU1Mp+N/vodTJvhVfk6Fj+NsvXkxtB1L8wG5s7c495esEzG5MvzKVFvL1ql1lh/OL3diVB9UoI4dM5PqCa5xWhsefHKrEyD5d8WHi4MEMPp2/nK0H8wnHv3NZUOSpBRjRCndcL+Oxf+QQGAt8h8T4k0MBjhwCODfNaKvF9k9R+NBBUZC7r06h7c91EaxKsAWF1el8IYQQZ4eGHDnUEWgPrFNKpQNJwGqlVMvKKmut39Ja99Va942NjW3AsIQITP/2LVh+1EgGtTX71yeQBamFEKL+xHaFiKTGjiIgqa2jCA0JZbXd2JpcH/tDvx5GDukDa/BZQwj79V0KZj9OTObPbAvpx/bnLuPj2wYSFn5qo1pqzWZMP/q9dSaXfjcYz6FNgDGtzNZI08qCrGbyCIHi3GrrmbyleFUV79UmMyooiuscK7hu0UgKvn+WCOWfFniKI4cAVGf/0puhJ/2qG55o/BvgmkMA0R374o7twTWmBQAcTbwQlZ8BPm/1J1biQG4x4eZSTLVITgkhhDj7NFhySGv9q9Y6TmvdTmvdDsgA0rTWhxrqmkLUp7S2UWwvNn6RSlT+5FAz+YRbCCGahUH3o+5c0thRBMRsUlzUPZ53c1MAOBjV3ygozsH304uUzLyv7o1nbkd1vwpXj+sJW/c2oRTTedBorGbTCbumnTbWILQyE0Mudp8L9yeT0O5icovd2JSnUUbROqxm8nUwlFQ/csjkK8FbzYLZOrgFLT0H8GJidN77/Mnxuf8Cp54csqRci88eCS17nVgQ5k8OBTitDACzFT32v3gtQRzQ0Sx3t0f5PFBwsNLqvl2LKHnvWnAXVyg7kFtMqCotS/oJIYQQlanPrew/ApYBXZRSGUqpm+urbSEaQ2pSJAe1sZ1va59/O1mzpREjEkKIM4zJbCwS3Uw8dnk3bvztLfygBzA3dJRxsDgHtn6Dfd27cGBt7Rt1ZmNyHsUU25lNXe6hRFvxYiYprcIGsKePUujwRLLjz+N29wMEZW/GtfA1vD6NFU+jLUidTwiqpAB8virrmX0leE3VfE+FGItDuy5+kV+DB3C+XoU3OBaiO516kLFd8Dy0G+K6nni800XorldAVLtaNWdr2RXXNR/wSdzvmX/Qv95UZYtSa433+8ex7/oB39oZFYoP5BYToly1GrkkhBDi7FNvf+lqrcfVUN6uvq4lxOnQpWUYbksI+3U0rZCRQ0IIcbYLc1g5v3sbrmn5NPZCNzcBOLMpyc4gCHD/+HesN35Yu0azdgDwf2vgw5xDTLSN5+YeiuBTXQPnFJX+bi7Bjkjypq1m5ZG5JK95H8XzWLS70aaV5etgFBpK8qtcI8jiK8Vrrjo5pFp0wF2YSciAifQ892ZK3F6sFjOY6meEls1Syeeu0R1RN3xQp/ZCul5IQkFnvvzf92DHSA61Pe+EOkWb5xByeC3aEoRv6RuY+kwAkxGHz6c5kOfCbnPVas0jIYQQZ58G3a1MiObMZjHRIzGc7b5y62HImkNCCHHW65oQxvrDLrQ1GF14BLvrKHk6BOv22XBkc63amj1/AQBri+PomhDGsAlPEzz65QaIunYckS1xOBxc26c177kGYyvM4DzTRiy6MUcO+Ue+VLEotdvrw6rd6OqSQ6NewXTbj2C2oJTCYbNgrqfEUEO5uHtLjprijCcnjRzSWrP5s7+QqVpQcOHfseTsJP/z+8hb+Rme0hKyikpxezzYfK7aTWsTQghx1pE5MkJUIyUpkm0HkhjGOjQK1Qy2WxZCCNGwurYM5wPXXryhEZQe2EQwmn95RvEH2yzUsqlYrnqt5kaAXGcp+7avw221Mu0P12BuhC3ia3JZcgLPfTmAAt7hevMCTI01cshmIl/7kxtVJIeK3V7syo02VzN9ymLH3IymMgJEhdgY0r01R7dHEpWdjgUjKaSUYue+/fT2/sqb3qv5YmEi02MH0XLTh6iN71O6oDVZnScRRYLRkEwrE6JO3G43GRkZuFyuxg5FiFpxOBwkJSVhtQb2+4Ukh4SoRmrrSJYsb2U8MVuhMRYGFUII0aR0SzC2BHeaI7Ac3ghAXkQXvnOdz+W/zoCLn4agqBrbOVpQQkd1gKLQdkQ2wcQQQKjdwpDurZm58TyuNy/A7FGNsiB1YmRQjSOHiku92HE3q3WsAnVdv9bs3hqPbccyIjyluN++DFNSGnvc3TlHadKGXsUX6yycu+9uerZ8kD913k/qnnfouvrPLLf7P9iySnJIiLrIyMggLCyMdu3aNc4mAULUgdaarKwsMjIyaN++fUDnyLQyIarRu03k8Wllst6QEEIIoHO8kRzKI5RgdzYAl57Xh38Wj8DkceFZ+V5A7RwtLOEctR93VMcGi7U+XJmSyLe+/tiVG5OvtFHeDzvEhFKo/LttVZEccpYlhxynMbLT4/xzYvjSdjkRRbsofncMtoO/YFr7AZZdcynByuBhl/DDH4bw0rUp5JcqfrOwBeM8f+bFli/ztvcycjtfA50uauzbEKJZcrlcREdHS2JINCtKKaKjo2s14k2SQ0JUo210CJMnXGU8aYRPSoUQQjQ9YQ4rrVsEkeE6PkLl3NRelMT0YK25F2rZG1BSUGM7WfmFtFFHMMV2achwT9mQzjFstfUwtpKHRkkO2SwmWrSINZ5UmRzyYKcUdQYmh8wmxcXX3sEG3YGgfYtwhyZichdxXv437A3uAVYHFrOJa/okMe+PQ3l+TC+ynG6mpLdkink8EeP+U+vd0oQQx0liSDRHtf2+leSQEDUY2LUdvvAkWYxaCCFEme4J4ewuMpJDPrMdc0gL7hvRiaec12J2HsXzU82LShdlHcKsNI7oNg0d7imxW8xc3Ks1i0g1DjTShyUJLeONB9VMK7PhQVnPvOQQwJAu8Zgve4FtOomnQ5+mJCgeK15Kk07cvcxqNnFD/zYsfOgCZtw2kP9M6Ct/2AohhKiRJIeECICO7QomWaJLCCGE4bHLujOw5znGk/BWoBSjkhPJj07hJ/sFmJZPqbCz1MlK8g4BEBQZ19DhnrI/Xd6N5OE3GE8aaZp1m8SW+LTCVZhdabmz1FiQ2mw989YcOqbbgIv5eeRspqeH8n5BHwASUiqfLmYyKQZ2iGZAh+jTGaIQogEopRg/fnzZc4/HQ2xsLKNGjWrEqGoWGhpaY52nn36al156qdo6s2bNYtOmTfUVlqiCJIeECID5vHvwnf9AY4chhBCiiWgTHUyH1v416cITAWPqz5UpiTyWfzUApd89WW0b7vyjAJhCYhsu0HoS7rDSuv+V+IJjGm16UteECAoJIi/7aKXlxppDpZhsZ+bIoWPGn9uWSYPak5lyG0f7PECLrkMaOyQhRAMLCQlhw4YNFBcXAzBnzhxatWrVKLF4PJ7Tfk1JDp0ekhwSIhAdL8A84NbGjkIIIURT4t+RTPmTQwAXdY8nQ8ewsd0EbFtmwr4VVZ7uK8o0HoTENGiY9SYoCvXgNuh+ZaNcvkvLcPIJpiA3q9LyYrcHO27MtqDTHNnppZTiySu6M/naC4i94ikwy8hmIc4Gl156KbNnzwbgo48+Yty4cWVlRUVFTJo0iX79+tG7d2+++OILANLT0xk8eDBpaWmkpaWxdOlSAA4ePMiQIUNITU2lZ8+eLFq0CDhxpM9nn33GxIkTAZg4cSIPPPAAF1xwAY888gg7d+7kkksuoU+fPgwePJgtW7YAsHv3bs4991z69evHE088UeW9PPfcc3Tp0oULL7yQrVu3lh3/97//Tb9+/UhJSWHs2LE4nU6WLl3Kl19+yUMPPURqaio7d+6stJ44dfJuIoQQQghRF0EtgBOTQz0Sw2kZ7uDfvit5Jeh/sPg1zOOmUzrnL9jaDTxhxyhzsT85FNx8pv0ok7nRrp0Y4WCzCsNccLjScmeJB4dy4znDk0NCiMbz5682sulAfr222T0xnKeu6FFjvRtuuIFnnnmGUaNGsX79eiZNmlSW1HnuuecYPnw4//3vf8nNzaV///5ceOGFxMXFMWfOHBwOB9u3b2fcuHGsXLmSDz/8kJEjR/LYY4/h9XoDSq5s27aNuXPnYjabGTFiBFOnTqVTp04sX76cu+66i/nz53P//fdz5513ctNNNzFlypRK21m1ahUzZsxgzZo1eDwe0tLS6NPHmCY7ZswYbr3V+ED+8ccf5+233+bee+/lyiuvZNSoUVxzzTUAREZGVlpPnBpJDgkhhBBC1IV/5BDhx4f2K6W4sHscn6/ajzdlBJadc6EoC9uSl/AevhhzueSQ1ZWDFxNmR+RpDrx5UkqRFdSBbkVrKi0vKSkBwGKX5JAQ4syTnJxMeno6H330EZdddtkJZT/88ANffvll2do9LpeLvXv3kpiYyD333MPatWsxm81s27YNgH79+jFp0iTcbjejR48mNTW1xutfe+21mM1mCgsLWbp0Kddee21Z2bGfv0uWLOHzzz8HYPz48TzyyCMV2lm0aBFXX301wcHGDphXXnl8NOqGDRt4/PHHyc3NpbCwkJEjR1YaS6D1RO1IckgIIYQQoi6i2qHNNlTLniccHtmjJR/8vJfN1h6kFH8Mq/4LgDq4tqyO1hqHO4diWyShJpnlHyhzYgoxO+dx5FAGcS2TTigrdhYBYD3D1xwSQjSeQEb4NKQrr7ySBx98kAULFpCVdXyKrdaazz//nC5dupxQ/+mnnyY+Pp5169bh8/lwOIyfj0OGDGHhwoXMnj2b8ePH89BDD3HTTTedsLOhy+U6oa2QkBAAfD4fkZGRrF27ttIYA9kdsao6EydOZNasWaSkpDBt2jQWLFhwSvVE7chvI0IIIYQQdRHRCh5Jh7YnbiV+XscYkqKCeHe/Md1MLzOG1puKjkD+QQAKSjxE6jxK7FGnNeTmrlXXfgBsWrO0QllBoZEcMp+hW9kLIcSkSZN48skn6dWr1wnHR44cyRtvvIHWGoA1a4wRlnl5eSQkJGAymXj//ffxer0A7Nmzh7i4OG699VZuvvlmVq9eDUB8fDybN2/G5/Mxc+bMSmMIDw+nffv2fPrpp4CRmFq3bh0AgwYNYsaMGQBMnz690vOHDBnCzJkzKS4upqCggK+++qqsrKCggISEBNxu9wnnh4WFUVBQUGM9cWokOSSEEEIIUUfKFlLhmNmkGNe/Df/bG4TbEY0qzkEH+3ckO2j8Ap1ZUEILVYDX0XzWG2oK2nTvD0DOzlUVygqK/H84WCQ5JIQ4MyUlJXH//fdXOP7EE0/gdrtJTk6mZ8+eZYtB33XXXbz77rsMHDiQbdu2lY3+WbBgAampqfTu3ZvPP/+8rM3nn3+eUaNGMXz4cBISEqqMY/r06bz99tukpKTQo0ePsgWwX3vtNaZMmUK/fv3Iy8ur9Ny0tDSuv/56UlNTGTt2LIMHDy4r+8tf/sKAAQO46KKL6Nq1a9nxG264gRdffJHevXuzc+fOKuuJU6OOZRebkr59++qVK1c2dhhCCCGEEHVypMDFeX+bz7/tr3KBXk7xoIdxLHkRNWwyDJvMit3ZxLxzLmHt0oid9FFjh9us5Dx7Dks9Xbnkya8wm45PTbh/yqe8dvQWGPMfSL62mhaEECJwmzdvplu3bo0dhhB1Utn3r1Jqlda678l1ZeSQEEIIIUQ9iwtz8MSo7mRGGzuw/K8oGV/0OXj3G0P9MwtLiFb5mENjGzPMZsnVohsdfen8/MsKtDOn7LizyJhWhsXeSJEJIYQQzZckh4QQQgghGsCE89px7e1P8lr8s7yw1oYnLhmdsZKsZR9QmHWACOXEFhHX2GE2OxEd+tBZZXDutyPxfPX7suPOYv9WzJIcEkIIIWpNkkNCCCGEEA3FGsSIK28i3+VhnqsTluJMor+/m17rngUgKFKSQ7UV3GU4PmXioKkl5h0/gLsYt9dHqavYqCDJISGEEKLWJDkkhBBCCNGAeraK4Pq+rblrcy++GPY9rjZDOCdnIYBMK6uL9kN4oe9CHnVNwOR2wq6fyCkqxa7cRrksSC2EEELUmiSHhBBCCCEa2DOje9C/XTQPz80hp9UIrHiMguCYxg2smbqkVyLLfN0ptYTh2fQVmYWl2Ck1CmXkkBBCCFFrkhwSQgghhGhgdouZl65Nwe318fC6cqOFQiQ5VBcpSZEEORysDx6Aadu3ZBU4sSMjh4QQQoi6kuSQEEIIIcRp0CY6mMuTE1mUHUEG/rWGZORQnVjMJoZ0juXTwmRMxVmwbzm2Y6OxzLbGDU4IIerZ4cOH+c1vfkOHDh3o06cP5557LjNnzmzw665cuZL77ruvXtoaNmwYXbp0ISUlhUGDBrF169Z6abc+1WeM06ZN45577gFg6tSpvPfee1XWTU9P58MPPyx7Xp+ve21IckgIIYQQ4jS5fUgHQLE78jy02QbBLRo7pGZrRLc4vnb2wGeyEr7nB1lzSAhxRtJaM3r0aIYMGcKuXbtYtWoVM2bMICMjo8Gv3bdvX15//fV6a2/69OmsW7eOCRMm8NBDD1Uo93q99XatumqIGO+44w5uuummKstPTg7V9+seKEkOCSGEEEKcJj1bRfD6uN50uO6veH77BZjMjR1SszW0cxzFKohdYf1ofXg+werYmkOSHBJCnDnmz5+PzWbjjjvuKDvWtm1b7r33XsBILAwePJi0tDTS0tJYunQpAAsWLGDUqFFl59xzzz1MmzYNgMmTJ9O9e3eSk5N58MEHAfj000/p2bMnKSkpDBkypEIbK1as4LzzzqN3796cd955ZaNqpk2bxpgxY7jkkkvo1KkTDz/8cI33NGTIEHbs2AFAaGgoTz75JAMGDGDZsmW8/PLL9OzZk549e/Lqq6+WnfPee++RnJxMSkoK48ePB+Do0aOMHTuWfv360a9fP5YsWQLATz/9RGpqKqmpqfTu3ZuCggIOHjzIkCFDSE1NpWfPnixatKjOMX7wwQf079+f1NRUbr/99rKE0TvvvEPnzp0ZOnRoWSwATz/9NC+99BIAO3bs4MILLyQlJYW0tDR27tzJ5MmTWbRoEampqbzyyisnvO7Z2dmMHj2a5ORkBg4cyPr168vanDRpEsOGDaNDhw71kkyynHILQgghhBAiYFemJPoftWrUOJq7FiE2ereJ4tuCNO4tXcpA6w7QyILUQoiG8+1kOPRr/bbZshdc+nyVxRs3biQtLa3K8ri4OObMmYPD4WD79u2MGzeOlStXVlk/OzubmTNnsmXLFpRS5ObmAvDMM8/w/fff06pVq7Jj5XXt2pWFCxdisViYO3cuf/rTn/j8888BWLt2LWvWrMFut9OlSxfuvfdeWrduXWUMX331Fb169QKgqKiInj178swzz7Bq1Sreeecdli9fjtaaAQMGMHToUGw2G8899xxLliwhJiaG7OxsAO6//37+8Ic/cP7557N3715GjhzJ5s2beemll5gyZQqDBg2isLAQh8PBW2+9xciRI3nsscfwer04nc4q46suxs2bN/PCCy+wZMkSrFYrd911F9OnT+eiiy7iqaeeYtWqVURERHDBBRfQu3fvCu3eeOONTJ48mauvvhqXy4XP5+P555/npZde4uuvvwaMpNwxTz31FL1792bWrFnMnz+fm266ibVr1wKwZcsWfvzxRwoKCujSpQt33nknVqu12vuqjiSHhBBCCCFEszSiWxzvfNedux2KkXoJ2hqMkpFDQogz2N13383ixYux2Wz88ssvuN1u7rnnHtauXYvZbGbbtm3Vnh8eHo7D4eCWW27h8ssvLxuhMmjQICZOnMh1113HmDFjKpyXl5fHhAkT2L59O0op3G53WdmIESOIiIgAoHv37uzZs6fS5NCNN95IUFAQ7dq144033gDAbDYzduxYABYvXszVV19NSEgIAGPGjGHRokUopbjmmmuIiTHW6WvRwpiSPXfuXDZt2lTWfn5+PgUFBQwaNIgHHniAG2+8kTFjxpCUlES/fv2YNGkSbreb0aNHk5qaWunrU1OM8+bNY9WqVfTr1w+A4uJi4uLiWL58OcOGDSM21th04vrrr6/QFwUFBezfv5+rr74aAIej5verxYsXlyXhhg8fTlZWFnl5eQBcfvnl2O127HY7cXFxHD58mKSkpBrbrIokh4QQQgghRLN0fd/WvDl/Bw+7b6NzlJnx428myCy/3gohGkg1I3waSo8ePcqSAwBTpkwhMzOTvn37AvDKK68QHx/PunXr8Pl8ZQkHi8WCz+crO8/lcpUdX7FiBfPmzWPGjBm8+eabzJ8/n6lTp7J8+XJmz55Nampq2eiUY5544gkuuOACZs6cSXp6OsOGDSsrs9uPj9g0m814PJ5K72X69OllcR/jcDgwm40p1lrrSs/TWqOUqnDc5/OxbNkygoKCTjg+efJkLr/8cr755hsGDhzI3LlzGTJkCAsXLmT27NmMHz+ehx56qNJ1gAKJccKECfztb387oc6sWbMqjfHk+6itys45dp1AX/dAyZpDQgghhBCiWYoOtTPxvHZ85h3K5tbXExR/TmOHJIQQ9Wr48OG4XC7++c9/lh0rPyUqLy+PhIQETCYT77//ftn6N23btmXTpk2UlJSQl5fHvHnzACgsLCQvL4/LLruMV199tSwJtHPnTgYMGMAzzzxDTEwM+/btOyGOvLw8WrUypkMfW7uovg0ZMoRZs2bhdDopKipi5syZDB48mBEjRvDJJ5+QlZUFUDat7OKLL+bNN98sO7/8vfTq1YtHHnmEvn37smXLFvbs2UNcXBy33norN998M6tXr65TjCNGjOCzzz7jyJEjZbHs2bOHAQMGsGDBArKysnC73Xz66acVzg0PDycpKYlZs2YBUFJSgtPpJCwsjIKCgipfk+nTpwPGdLOYmBjCw8PrFHtNJDkkhBBCCCGarduGdCAq2Eq76JDGDkUIIeqdUopZs2bx008/0b59e/r378+ECRN44YUXALjrrrt49913GThwINu2bSubktW6dWuuu+46kpOTufHGG8vWvykoKGDUqFEkJyczdOhQXnnlFQAeeughevXqRc+ePRkyZAgpKSknxPHwww/z6KOPMmjQoAbbVSwtLY2JEyfSv39/BgwYwC233ELv3r3p0aMHjz32GEOHDiUlJYUHHngAgNdff52VK1eSnJxM9+7dmTp1KgCvvvpq2eLaQUFBXHrppSxYsKBsgerPP/+c+++/v04xdu/enWeffZaLL76Y5ORkLrroIg4ePEhCQgJPP/005557LhdeeGGV60S9//77vP766yQnJ3Peeedx6NAhkpOTsVgspKSklPXHMU8//XTZPU6ePJl33323TnEHQtVlaFND69u3r65uES0hhBBCCCGOyXWWEmK3YDXL555CiPq1efNmunXr1thhCFEnlX3/KqVWaa37nlxXJmULIYQQQohmLTLY1tghCCGEEM1avX28opT6r1LqiFJqQ7ljLyqltiil1iulZiqlIuvrekIIIYQQQgghhBDi1NXn2NtpwCUnHZsD9NRaJwPbgEfr8XpCCCGEEEIIIUSDaopLsQhRk9p+39ZbckhrvRDIPunYD1rrY/up/Qwk1df1hBBCCCGEEEKIhuRwOMjKypIEkWhWtNZkZWXhcDgCPud0rjk0Cfj4NF5PCCGEEEIIIYSos6SkJDIyMjh69GhjhyJErTgcDpKSAh+fc1qSQ0qpxwAPML2aOrcBtwG0adPmdIQlhBBCCCGEEEJUyWq10r59+8YOQ4gG1+D7fSqlJgCjgBt1NWPxtNZvaa37aq37xsbGNnRYQgghhBBCCCGEEIIGHjmklLoEeAQYqrV2NuS1hBBCCCGEEEIIIUTt1edW9h8By4AuSqkMpdTNwJtAGDBHKbVWKTW1vq4nhBBCCCGEEEIIIU6daoqrriuljgJ7AqweA2Q2YDji1EkfNQ/ST02f9FHzIP3UPEg/NX3SR82D9FPTJ33UPEg/NX1nSh+11VpXWMunSSaHakMptVJr3bex4xBVkz5qHqSfmj7po+ZB+ql5kH5q+qSPmgfpp6ZP+qh5kH5q+s70PmrwBamFEEIIIYQQQgghRNMlySEhhBBCCCGEEEKIs9iZkBx6q7EDEDWSPmoepJ+aPumj5kH6qXmQfmr6pI+aB+mnpk/6qHmQfmr6zug+avZrDgkhhBBCCCGEEEKIujsTRg4JIYQQQgghhBBCiDqS5JAQQgghhBBCCCHEWey0JYeUUpcopbYqpXYopSafVHavv2yjUurvVZz/F6XUeqXUWqXUD0qpxHJlj/rb3aqUGlnF+ff462ilVEy54xFKqa+UUuv81/9dfd1zc1RVPymlPva/9muVUulKqbVVnN9CKTVHKbXd/2+U/3i0UupHpVShUurNaq7fXim13H/+x0opm/+4Ukq97o9rvVIqrZ5vvdloqn3kLxvmv/5GpdRP9XjbzU4T6Keqfubd6P8/tF4ptVQplVKPt92sNOE+kvelchqwny5SSq1SSv3q/3d4FefL+1IAmmo/+cvkvYkm0UfyvhSAJtxP8t7k14B91L/c+euUUldXcb68LwWgqfaTv6xpvi9prRv8CzADO4EOgA1YB3T3l10AzAXs/udxVbQRXu7xfcBU/+Pu/vbsQHv/dcyVnN8baAekAzHljv8JeMH/OBbIBmyn43Vpal/V9dNJ9f4PeLKKNv4OTPY/nlzutQ0BzgfuAN6sJoZPgBv8j6cCd/ofXwZ8CyhgILC8sV8v6aMKfRQJbALa+J9X+n/5bPhqIv1U1c+884Ao/+NL5f9Sk+wjeV86Pf3UG0j0P+4J7K/ifHlfat79FIm8NzWVPpL3pebdT/Le1PB9FAxY/I8TgCPHnp90vrwvNe9+iqSJvi+drs45F/i+3PNHgUfLvWgX1rK9R4F/ntyW//n3wLnVnHvyD7pHgX/4/xO1B3YApsbumEb5Zqimn8odU8A+oFMVbWwFEvyPE4CtJ5VPpIo/lvxtZ5b7z1YWD/AvYFxl1zmbvpp4H90FPNvYr1FT+Grsfjqp3gk/804qi6KKXw7P9K+m3EfyvnR6+6lcG1n4P6g66bi8LzXvfpL3pibQRyfVkfelZthP8t502vuoPXCYk5IO8r50RvRTk31fOl3Tylr5X/hjMvzHADoDg/1Drn5SSvWrqhGl1HNKqX3AjcCTAbQdiDeBbsAB4Ffgfq21rxbnn0kCeS0HA4e11turaCNea30QwP9vXC2uHw3kaq09lVz/VPv5TNGU+6gzEKWUWuAfrnxTLdo90zR2PwXqZoxPmM5GTbmP5H3puNPVT2OBNVrrkpOOy/tSYJpyP8l7k6Gx+yhQZ/P7EjTtfpL3JkOD9pFSaoBSaiPGa3xHuZ9rx8j7UmCacj812fcly2m6jqrkmC4XQxTG0Ld+wCdKqQ7an1Y74QStHwMeU0o9CtwDPFVD24EYCawFhgMdgTlKqUVa6/xatHGmCOS1HAd81AjXP9V+PlM05T6yAH2AEUAQsEwp9bPWelsDxdKUNXY/1UgpdQHGL+HnN1YMjawp95G8Lx3X4P2klOoBvABcXMvry/vScU25n+S9ydDYfRTI+Wf7+xI07X6S9yZDg/aR1no50EMp1Q14Vyn1rdbaFeD15X3puKbcT032fel0jRzKAFqXe56EkXU+VvY/bVgB+IAYpdQ7/kWavqmkvQ8xMt41tR2I35W7/g5gN9C1FuefSap9LZVSFmAM8HG5Yyf302GlVIK/7NgczEBlApH+65x8/VPt5zNFU++j77TWRVrrTGAhkFKLts8kjd1P1VJKJQP/Aa7SWmfVV7vNTFPuI3lfOq5B+0kplQTMBG7SWu+s5PryvhSYpt5P8t7U+H1ULXlfKtOU+0nemwyn5fcHrfVmoAhjfajy5H0pME29n5rk+9LpSg79AnTyr9htA24AvvSXzcLIQKOU6oyxYFSm1vp3WutUrfVl/rJO5dq7Etjif/wlcINSyq6Uag90AlbUIra9GFk7lFLxQBdgV+1v8YxQXT8BXAhs0VpnHDtwcj/560/wP54AfBHoxf2jxX4Erqnk/C+Bm5RhIJB3bJjfWaYp99EXGFNELUqpYGAAsLlWd3fmaNR+qo5Sqg3wP2B8U/iEohE12T5C3pfKa7B+UkpFArMx1iBYUtnF5X0pYE25n+S9ydCofVQdeV86QZPtJ+S96ZiG7KP2x5IJSqm2GK9xevmLy/tSwJpyPzXd9yV9+haFugzYhrFq+GPljtuAD4ANwGpgeBXnf+6vsx74CmhVruwxf7tbgUurOP8+jCydByNr9x//8UTgB4z5ghuA356u16QpflXVT/6yaRhzKqs7PxqYB2z3/9uiXFk6xs4Ghf6+qGzF+A4Yyb0dwKcc38VOAVP8cf0K9G3s10r66MQ+8pc9hLH6/gbg9439Wp3l/VTVz7z/ADkYQ8PXAisb+7WSPpL3pcboJ+BxjE/71pb7qrBjSFU/85D3pWbRT/4yeW9qGn0k70vNu5/kvanh+2g8sNHfN6uB0VWcL+9Lzbif/GVN8n1J+YMTQgghhBBCCCGEEGeh0zWtTAghhBBCCCGEEEI0QZIcEkIIIYQQQgghhDiLSXJICCGEEEIIIYQQ4iwmySEhhBBCCCGEEEKIs5gkh4QQQgghhBBCCCHOYpIcEkIIIYQQQgghhDiLSXJICCGEEEIIIYQQ4iwmySEhhBBCCCGEEEKIs5gkh4QQQgghhBBCCCHOYpIcEkIIIYQQQgghhDiLSXJICCGEEEIIIYQQ4iwmySEhhBBCCCGEEEKIs5gkh4QQQgghhBBCCCHOYpIcEkIIIYQQQgghhDiLSXJICCGEEEIIIYQQ4iwmySEhhBCiiVJKtVNKaaWUJYC6E5VSi09TXIOUUtuVUoVKqdGn45riOKVUG/9rb67PuvUQ12n7HhRCCCFE/ZLkkBBCCFEPlFLpSqlSpVTMScfX+hM87RoptPJJpkL/V7pSavIpNPkM8KbWOlRrPauewjwr1EcCRWu91//ae+uz7umklHpaKfVBPbY3USnlLfc9fuwrsR7aNiulnlVKHVBKFSil1iilIushbCGEEKLJkOSQEEIIUX92A+OOPVFK9QKCGi+cCiK11qEYMT6plLqkNieXG8HUFthYlwACGQV1tjsdo3zOUMv8ibDyXwfqod0/A+cB5wLhwHjAVQ/tCiGEEE2GJIeEEEKI+vM+cFO55xOA98pXUEpFKKXeU0odVUrtUUo9rpQy+cvMSqmXlFKZSqldwOWVnPu2UuqgUmq/fzRDrRMJWutlGMmdnv52JymlNiulcpRS3yul2pa7plZK3a2U2g5sV0rtBDoAX/lHZtiVUolKqS+VUtlKqR1KqVvLnf+0UuozpdQHSql8YKJSaoE/9qX+Nr5SSkUrpaYrpfKVUr+UH2mllHpNKbXPX7ZKKTX4pPY/8b+mBUqpjUqpvuXKWyul/ud/vbOUUm+WK6vyvk+mlLrS33auP/5u5crSlVIPKqXWK6XylFIfK6UclbTRDZgKnOu/71z/8WlKqX8qpb5RShUBFyilLvePUMn33/vT5do5YbqhP56/KKWW+F+DH5R/BFtt6vrLb/J/X2YppZ7w39uFVbwm0f5+z1dKrQA6nlReab8pIyn5J+B6/+uwzn/8d/7+KFBK7VJK3V5Vf9SGUqqj/3szzf88URn/x4aVe03+ppRa4e+/L5RSLfxlUcDvgVu11nu0YYPWWpJDQgghziiSHBJCCCHqz89AuFKqmzKSNtcDJ0+deQOIwEiwDMVIJv3OX3YrMAroDfQFrjnp3HcBD3COv87FwC21CVAZBgE9gDXKWDPoT8AYIBZYBHx00mmjgQFAd611R2AvcIV/ZEaJv34GkOiP+a9KqRHlzr8K+AyIBKb7j92AMQKjFUZSYRnwDtAC2Aw8Ve78X4BUf9mHwKcnJV+uBGb42/8SeNN/r2bga2AP0M5/rRn+skDu+9hr1tlf9nt/3W8wkmO2ctWuAy4B2gPJwMST29Fabwbu4PgIl8hyxb8BngPCgMVAEcb3RiRGkvBOVf36Tr/B+D6KA2zAg7Wtq5TqDvwDuBFIwPg+bVVNO1MwRtAkAJP8X+VV2m9a6++AvwIf+1+HFH/9Ixjf/+H++F45ltDxx5erlDq/mngqpbXeCTwCTFdKBWN8n03TWi8oV+0mf/yJGP/HXvcf7+V/fo1S6pBSaptS6u7axiCEEEI0dZIcEkIIIerXsdFDFwFbgP3HCsoljB7VWhdordOB/8NIkoCRYHhVa71Pa50N/K3cufHApcDvtdZFWusjwCsYSZZAZQLZwH+AyVrrecDtwN+01pu11h6MP9pTTxpF8zetdbbWuvjkBpVSrYHzgUe01i6t9Vp/++PLVVumtZ6ltfaVa+MdrfVOrXUe8C2wU2s91x/DpxjJLwC01h9orbO01h6t9f8BdqBLufYXa62/8a+r8z5wLNnQH+OP/Yf8r5lLa31svZ9A7vuY64HZWus5Wms38BLGdMHzytV5XWt9wN9vX2EkRWrjC631Ev9r5NJaL9Ba/+p/vh4jOTW0mvPf0Vpv87++n9Rw/arqXgN8pbVerLUuBZ4EdGUN+L+XxwJP+l/bDRjJyzIB9Bsn1Z/t/57QWuufgB+AweXKI8v1X2UG+hNIx752ljv338B2YDlGMuuxk8593z8iqAh4ArjOf49JGEmyzhiJv2uAp5VSF1UThxBCCNHsSHJICCGEqF/vY4zMmMhJU8qAGIyRGnvKHdvD8dEZicC+k8qOaQtYgYPH/vgF/oUx+iNQMVrrKK11N631sZERbYHXyrWZDShOHDGyj6olAtla64Iq7qmq8w+Xe1xcyfPQY0+UUn/0TzfK88cYgfFaHnOo3GMn4PBPo2oN7PEnf04WyH2Xv8eyvtBa+/z3VL7uyTGEUjsnvEZKqQFKqR+VMR0uD2PEUUzlp9b6+lXVPeH7T2vtBLKqaCMWsFD192sg/cZJ9S9VSv3snwKWC1xWXf1K/OxPIB376nhS+b8xplK+4R/xVt7J92H1X/tYMvMZrXWxP1E3wx+bEEIIccaQ5JAQQghRj7TWezAWpr4M+N9JxZmAGyMxcUwbjo8uOoiR0Chfdsw+oAQjwXPsj99wrXWPUwx5H3D7SX9UB2mtl5a/rWrOPwC0UEqFnRT3/nLPqzu/Wv51ah7BGFUV5Z+KlYeRyKnJPqCNqnwR7EDu+5gDlOszpZTC6Kf9ldStSVWvxcnHP8SYItdaax2BsVZRIPd8Kg5ijJQBQCkVBERXUfcoxnSrSr9fA+i3E+5XKWUHPscYlRXvr/8N9XTPSqlQ4FXgbYyRPy1OqnLyfbgx/r+uryxeIYQQ4kwjySEhhBCi/t0MDPdPUSnjn/b0CfCcUirMP4XpAY6vS/QJcJ9SKsm/EO7kcucexJhm839KqXCllMm/0G51U40CMRV4VCnVA8oWvb420JO11vuApcDflFIOpVQyxv1Pr/7MgIVhJCGOAhal1JMYa9IEYgVGwuN5pVSIP75B/rLa3PcnwOVKqRFKKSvwR4xEXWWJpJocBpJOWq+oMmEYI7JcSqn+GKPRGtpnwBVKqfP88f2ZKpIz/u/l/2EkWoL96xVNKFelpn47DLRT/sXYMUbU2f31PUqpSzHW1KovrwGrtNa3ALMx+r+83yqluvvXJHoG+Exr7fWvV7QIeEwZi693w5hm+HU9xiaEEEI0OkkOCSGEEPXMv27KyiqK78VYbHgXxsLDHwL/9Zf9G/geWAespuLIo5sw/ojeBORg/DGfcIqxzgReAGYoYzexDRhrG9XGOIwFnw8AM4GntNZzTiWucr7HWJNoG8Z0HxfVT3Mr409gXIGxgPdejEWzr/eXBXzfWuutwG8xFhPP9Ld5hX9dntqaj7FT3CGlVGY19e4CnlFKFWCs/fNJHa5VK1rrjRjfnzMwkmoFGItEnzwF65h7MKakHQKmYSz0fExN/fap/98spdRq/7TE+zDuMwcjGfZl+YspY2ezwVTt2C5w5b/6KaWuwlgs/A5/vQeANKXUjeXOfd9/D4cAhz+WY8ZhjBzLwkgsPeFfr0sIIYQ4YyitZZSsEEIIIYQ4kX8qVi7QSWu9u5HDaTBKqQXAB1rr/zR2LEIIIURjkZFDQgghhBACAKXUFf5pYiEY6//8CqQ3blRCCCGEaGiSHBJCCCGEEMdchTE98ADQCbhByzBzIYQQ4own08qEEEIIIYQQQgghzmIyckgIIYQQQgghhBDiLGZp7AAqExMTo9u1a9fYYQghhBBCCCGEEEKcMVatWpWptY49+XiTTA61a9eOlSur2gFYCCGEEEIIIYQQQtSWUmpPZcdlWpkQQgghhBBCCCHEWUySQ0IIIYQQQgghhBBnMUkOCSGEEEIIIYQQQpzFmuSaQ0IIIYQQQgghRGNzu91kZGTgcrkaOxQhasXhcJCUlITVag2oviSHhBBCCCGEEEKISmRkZBAWFka7du1QSjV2OEIERGtNVlYWGRkZtG/fPqBzZFqZEEIIIYQQQghRCZfLRXR0tCSGRLOilCI6OrpWI94kOSSEEEIIIYQQQlRBEkOiOart960kh4QQQgghhBBCCCHOYpIcEkIIIYQQQgghmiilFOPHjy977vF4iI2NZdSoUY0YVc1CQ0NrrPP000/z0ksvVVtn1qxZbNq0qb7CElWQ5JAQQogzj9eDe/EbUHi0sSMRQgghhDglISEhbNiwgeLiYgDmzJlDq1atGiUWj8dz2q8pyaHTQ5JDQgghzjieVe9hnfs4bP2msUMRQgghhDhll156KbNnzwbgo48+Yty4cWVlRUVFTJo0iX79+tG7d2+++OILANLT0xk8eDBpaWmkpaWxdOlSAA4ePMiQIUNITU2lZ8+eLFq0CDhxpM9nn33GxIkTAZg4cSIPPPAAF1xwAY888gg7d+7kkksuoU+fPgwePJgtW7YAsHv3bs4991z69evHE088UeW9PPfcc3Tp0oULL7yQrVu3lh3/97//Tb9+/UhJSWHs2LE4nU6WLl3Kl19+yUMPPURqaio7d+6stJ44dbKVvRBCiDPKrgNHSJj3nPEG5y5u7HCEEEIIcYb481cb2XQgv17b7J4YzlNX9Kix3g033MAzzzzDqFGjWL9+PZMmTSpL6jz33HMMHz6c//73v+Tm5tK/f38uvPBC4uLimDNnDg6Hg+3btzNu3DhWrlzJhx9+yMiRI3nsscfwer0BJVe2bdvG3LlzMZvNjBgxgqlTp9KpUyeWL1/OXXfdxfz587n//vu58847uemmm5gyZUql7axatYoZM2awZs0aPB4PaWlp9OnTB4AxY8Zw6623AvD444/z9ttvc++993LllVcyatQorrnmGgAiIyMrrSdOjSSHhBBCnFGWzXiBG0syjSceSQ4JIYQQovlLTk4mPT2djz76iMsuu+yEsh9++IEvv/yybO0el8vF3r17SUxM5J577mHt2rWYzWa2bdsGQL9+/Zg0aRJut5vRo0eTmppa4/WvvfZazGYzhYWFLF26lGuvvbasrKSkBIAlS5bw+eefAzB+/HgeeeSRCu0sWrSIq6++muDgYACuvPLKsrINGzbw+OOPk5ubS2FhISNHjqw0lkDridqR5JAQQogzxr5sJ5E569mt4mlvOgxuV2OHJIQQQogzRCAjfBrSlVdeyYMPPsiCBQvIysoqO6615vPPP6dLly4n1H/66aeJj49n3bp1+Hw+HA4HAEOGDGHhwoXMnj2b8ePH89BDD3HTTTedsPW5y3Xi71AhISEA+Hw+IiMjWbt2baUxBrJ9elV1Jk6cyKxZs0hJSWHatGksWLDglOqJ2pE1h4QQQpwxPluVQSuVyT4dh89sl5FDQgghhDhjTJo0iSeffJJevXqdcHzkyJG88cYbaK0BWLNmDQB5eXkkJCRgMpl4//338Xq9AOzZs4e4uDhuvfVWbr75ZlavXg1AfHw8mzdvxufzMXPmzEpjCA8Pp3379nz66aeAkZhat24dAIMGDWLGjBkATJ8+vdLzhwwZwsyZMykuLqagoICvvvqqrKygoICEhATcbvcJ54eFhVFQUFBjPXFqJDkkhBDijODzaT5blUFrUxb7dQxek13WHBJCCCHEGSMpKYn777+/wvEnnngCt9tNcnIyPXv2LFsM+q677uLdd99l4MCBbNu2rWz0z4IFC0hNTaV37958/vnnZW0+//zzjBo1iuHDh5OQkFBlHNOnT+ftt98mJSWFHj16lC2A/dprrzFlyhT69etHXl5epeempaVx/fXXk5qaytixYxk8eHBZ2V/+8hcGDBjARRddRNeuXcuO33DDDbz44ov07t2bnTt3VllPnBp1LLvYlPTt21evXLmyscMQQgjRjKzZm8MN/1jAVsdEXnJfy92hCwjqfglc9WZjhyaEEEKIZmrz5s1069atscMQok4q+/5VSq3SWvc9ua6MHBJCCHFGmLPpMK1Nxvz7DB1LibKDR9YcEkIIIYQQoiaSHBJCCHFGmLPpMCNaGsmgXFtLXNhkWpkQQgghhBABkOSQEEKIZu/wwv/yl9xHGBLnBMAT1opin7XeRg55V0+HwiP10pYQQgghhBBNjSSHhBBCNFser4/fTF0I8//CQNNm0pyL0cqMNbIVhT4ruj5GDuXuw/zlXehFL596W0IIIYQQQjRBNSaHlFIOpdQKpdQ6pdRGpdSf/cdfVEptUUqtV0rNVEpFVnF+ulLqV6XUWqWUrDIthBCi3ny38RCt9n1FPNkABO39CR2eSFxECIVeC7jrYeTQ4Y0A5K6bzevztp96e0IIIYQQQjQxgYwcKgGGa61TgFTgEqXUQGAO0FNrnQxsAx6tpo0LtNapla2ILYQQQtTVO4t2co9tNu7YnngT+xgHI1oTH+Eg32M55ZFDH63Yy6sfzgIgyrWXWXMXsHvtj+ApLatz4EgmXy1ezcvfbyHn8B5Z50gIIYQQQjQ7NSaHtKHQ/9Tq/9Ja6x+01h7/8Z+BpAaKUQghhKhgzd4covfPo63ej3nwHzB1uggAU2QbWoY7cGHDW1r3RI3b6+P1edtJtu7HZQoB4DXrFNrPGk3J1w/x8fLdvPHXBwiekswVcy/gzqWDifpnMr5Zd9fL/QkhhBBCABw+fJjf/OY3dOjQgT59+nDuuecyc+bMBr/uypUrue++++qlrWHDhtGlSxdSUlIYNGgQW7durZd261N9xjht2jTuueceAKZOncp7771XZd309HQ+/PDDsuf1+brXRkBrDimlzEqptcARYI7WevlJVSYB31ZxugZ+UEqtUkrdVs01blNKrVRKrTx69GggYQkhhDiL/WvBTu62fo07vC2mHqNRnS42CiJb0zLCjkvbTmnk0LcbDnEwz0W/4IPYOg7CG9uDXqbdZBKBfe00zpl9LfeWvk1uZA929nmMb2wj2W1uB4fW188NCiGEEOKsp7Vm9OjRDBkyhF27drFq1SpmzJhBRkZGg1+7b9++vP766/XW3vTp01m3bh0TJkzgoYceqlDu9Xrr7Vp11RAx3nHHHdx0001Vlp+cHKrv1z1QASWHtNZerXUqxuig/kqpnsfKlFKPAR5gehWnD9JapwGXAncrpYZUcY23tNZ9tdZ9Y2Nja3MPQgghzjLbDheQs3kBKWo75vPvA7MFEnvjGXgv9BxLfLgDF9Y6TfHauvcwM976Kwmzrmdi+GpCC3djiu+B6fz7OJB4MRe6/s5uEult2kXxRS/Q7vc/0PGKh8ke/Azfl/SEnD3ga/xfboQQQgjR/M2fPx+bzcYdd9xRdqxt27bce++9gJFYGDx4MGlpaaSlpbF06VIAFixYwKhRo8rOueeee5g2bRoAkydPpnv37iQnJ/Pggw8C8Omnn9KzZ09SUlIYMmRIhTZWrFjBeeedR+/evTnvvPPKRtVMmzaNMWPGcMkll9CpUycefvjhGu9pyJAh7NixA4DQ0FCefPJJBgwYwLJly3j55Zfp2bMnPXv25NVXXy0757333iM5OZmUlBTGjx8PwNGjRxk7diz9+vWjX79+LFmyBICffvqJ1NRUUlNT6d27NwUFBRw8eJAhQ4aQmppKz549WbRoUZ1j/OCDD+jfvz+pqancfvvtZQmjd955h86dOzN06NCyWACefvppXnrpJQB27NjBhRdeSEpKCmlpaezcuZPJkyezaNEiUlNTeeWVV0543bOzsxk9ejTJyckMHDiQ9evXl7U5adIkhg0bRocOHeolmWSpTWWtda5SagFwCbBBKTUBGAWM0FrrKs454P/3iFJqJtAfWHhKUQshhDir/XPBTsbZfsJri8Dc+0bjoMmE5ZJnAYgtcFGMHZO3dgtSZ819hYTFL9KFItxY6O3ZhvJ5IL4nqtc1JCRfz5/XHSAo9hs8piKCEso+K+Gq3om89kNLTL5SyD8Aka3r7X6FEEII0QR8OxkO/Vq/bbbsBZc+X2Xxxo0bSUtLq7I8Li6OOXPm4HA42L59O+PGjWPlyqr3gcrOzmbmzJls2bIFpRS5ubkAPPPMM3z//fe0atWq7Fh5Xbt2ZeHChVgsFubOncuf/vQnPv/8cwDWrl3LmjVrsNvtdOnShXvvvZfWrav+Peirr76iV69eABQVFdGzZ0+eeeYZVq1axTvvvMPy5cvRWjNgwACGDh2KzWbjueeeY8mSJcTExJCdbWxEcv/99/OHP/yB888/n7179zJy5Eg2b97MSy+9xJQpUxg0aBCFhYU4HA7eeustRo4cyWOPPYbX68XpdFYZX3Uxbt68mRdeeIElS5ZgtVq56667mD59OhdddBFPPfUUq1atIiIiggsuuIDevXtXaPfGG29k8uTJXH311bhcLnw+H88//zwvvfQSX3/9NWAk5Y556qmn6N27N7NmzWL+/PncdNNNrF27FoAtW7bw448/UlBQQJcuXbjzzjuxWq3V3ld1akwOKaViAbc/MRQEXAi8oJS6BHgEGKq1rvSVVUqFACatdYH/8cXAM3WOVgghhAAWbt7HX82roNtVYA2qUB7usFKCDYuvBLQGpWpss6S0lPDFz7JBdyDs8r9wTsso+K9/qlpcdwCUUlyV2qrS8+PCHNjizoFsIHuXJIeEEEIIUe/uvvtuFi9ejM1m45dffsHtdnPPPfewdu1azGYz27Ztq/b88PBwHA4Ht9xyC5dffnnZCJVBgwYxceJErrvuOsaMGVPhvLy8PCZMmMD27dtRSuF2u8vKRowYQUREBADdu3dnz549lSaHbrzxRoKCgmjXrh1vvPEGAGazmbFjxwKwePFirr76akJCjLUex4wZw6JFi1BKcc011xATEwNAixYtAJg7dy6bNm0qaz8/P5+CggIGDRrEAw88wI033siYMWNISkqiX79+TJo0CbfbzejRo0lNTa309akpxnnz5rFq1Sr69esHQHFxMXFxcSxfvpxhw4ZxbBbU9ddfX6EvCgoK2L9/P1dffTUADoej0hjKW7x4cVkSbvjw4WRlZZGXlwfA5Zdfjt1ux263ExcXx+HDh0lKqvtS0IGMHEoA3lVKmTGmoX2itf5aKbUDsANzlPFL989a6zuUUonAf7TWlwHxwEx/uQX4UGv9XZ2jFUIIcdZzub2kla4myFYEvcZWWsdhNeNWduOJx1VpAulkb3+ziLvwYO93E+f0v8Q4tdtozDt+QMV0Cii2sIROkA06ezeqw9DAbkgIIYQQzUM1I3waSo8ePcqSAwBTpkwhMzOTvn2NjcBfeeUV4uPjWbduHT6fryzhYLFY8Pl8Zee5XK6y4ytWrGDevHnMmDGDN998k/nz5zN16lSWL1/O7NmzSU1NLRudcswTTzzBBRdcwMyZM0lPT2fYsGFlZXa7veyx2WzG4/FQmenTp5fFfYzD4cBsNgPG+kqV0VqjKvmgz+fzsWzZMoKCTvw9b/LkyVx++eV88803DBw4kLlz5zJkyBAWLlzI7NmzGT9+PA899FCl6wAFEuOECRP429/+dkKdWbNmVRrjyfdRW5Wdc+w6gb7ugQpkt7L1WuveWutkrXVPrfUz/uPnaK1b+7eoT9Va3+E/fsCfGEJrvUtrneL/6qG1fu6UohVCCHHWyywsYZT5Z1zWSGhfdQJGWf2fxgSw7tD6jFyWrDCGYHfvkVJ23HL1P9G3LgBzYEN045M6UKItFB6s/lM7IYQQQohADB8+HJfLxT//+c+yY+WnROXl5ZGQkIDJZOL9998vW/+mbdu2bNq0iZKSEvLy8pg3bx4AhYWF5OXlcdlll/Hqq6+WJYF27tzJgAEDeOaZZ4iJiWHfvn0nxJGXl0erVsbo6WNrF9W3IUOGMGvWLJxOJ0VFRcycOZPBgwczYsQIPvnkE7KysgDKppVdfPHFvPnmm2Xnl7+XXr168cgjj9C3b1+2bNnCnj17iIuL49Zbb+Xmm29m9erVdYpxxIgRfPbZZxw5cqQslj179jBgwAAWLFhAVlYWbrebTz/9tMK54eHhJCUlMWvWLABKSkpwOp2EhYVRUFBQ5WsyfbqxvPOCBQuIiYkhPDy8TrHXpFZrDgkhhBCNLauwlEGmDWQlDqdVNUkbky0IXBgjh2qwZEcWbdVh40mLDscLbMGY4roEHFvnhEgydCxhh3cQFvBZQgghhBCVU0oxa9Ys/vCHP/D3v/+d2NhYQkJCeOGFFwC46667GDt2LJ9++ikXXHBB2ZSs1q1bc91115GcnEynTp3K1r8pKCjgqquuwuVyobXmlVdeAeChhx5i+/btaK0ZMWIEKSkp/PTTT2VxPPzww0yYMIGXX36Z4cOHN8i9pqWlMXHiRPr37w/ALbfcUhb3Y489xtChQzGbzfTu3Ztp06bx+uuvc/fdd5OcnIzH42HIkCFMnTqVV199lR9//BGz2Uz37t259NJLmTFjBi+++CJWq5XQ0NBqt5avTvfu3Xn22We5+OKL8fl8WK1WpkyZwsCBA3n66ac599xzSUhIIC0trdKdzd5//31uv/12nnzySaxWK59++inJyclYLBZSUlKYOHHiCWsVPf300/zud78jOTmZ4OBg3n333TrFHQhVl6FNDa1v3766ukW0hBBCnL3mbTrIsI+7cbT3vbQc/Zcq673+8l+4L/8luHc1RHests3HZv5K53UvcJP5B9Rjh8AU0GaeFeQ53az820WkhBcR89AvdWpDCCGEEE3H5s2b6datW2OHIUSdVPb9q5RapbXue3Lduv32K4QQQjSSvNxMzErjCI+utp7Z5p9/HsDIoYycYjrZMtFRbeucGAKICLZyxJpIaPE+YyFsIYQQQgghmgFJDgkhhGhWinIzAQiOiK22ntURbDxwB5IcctKGQ6jyU8rqyB3eFoevGAqPnHJbQgghhBBCnA6SHBJCCNGsuPKN5JAttPqRQ1aHMeceT/ULUmutychxEuc5iGpR/fSzQJS0NEbpela9f8ptCSGEEKLxNcWlWISoSW2/byU5JIQQollxFxo7VRDcotp69iAjOeQrrT45lFlYSrgnG5vPBS3an3J84R37Mcebhm/xq+DMPuX2hBBCCNF4HA4HWVlZkiASzYrWmqysLBwOR8DnyG5lQgghmhVvoT/hEhRVbT2HPznkKi4iuJp6GTlO2pXtVHbqyaFLeiYwedEkhufdy+b37qfLre9iMpvwbJ8PW77BMupFUOqUryOEEEKIhpeUlERGRgZHjx5t7FCEqBWHw0FSUlLA9SU5JIQQollRrhzjQY3JoVAAiosKakgOFdPOdMh4EnXqyaGIICsv3j2Ob6Ys4YpDH/G/58eTG9yOCfn/wqzdMHwyhMQE3qDW4MoFawhYbKccnxBCCCECZ7Vaad/+1H8/EKKpk+SQEEKIZsVSkms8cERWWy84xEgOuVxF1dbbl+Okh0rHZw3BVA/JIYBQu4VRv/8H2/9bypiMzyEPilUwQbiNhaprSA4Vb51H/pK3MR1aR1jpERyUUqhC2JdwCV1/+3+o4OoTY0IIIYQQQtSGJIeEEEI0Gx6vD7s7D5c9FIe5+rew4BBjWllJcfXJoYycYq6z7IGWvU5pG/uTKZOJTje/Tcmhh3jz+/Xs3LuXf+hnoaj6YekZP88k6buJuHQoS3098Ib1xxMcT3DOFobvn4Vz6hpCfjcLotrWW6xCCCGEEOLsJskhIYQQzUZ2USkRqgi3LYKaltcLDQ0DwO1yVltvf3YhXUnHlDi8nqIsRynsCd1I7B7Ct1tzwU61yaHpy3bR59snSFcJ/G/Ax0wc2o0WIcZUsq2HCvjta/9ieuGLsPBFuOrN+o9XCCGEEEKclWS3MiGEEM3G0cISoijAa4+ssW54WM3JoVKPD9fBLTgogYSU+gqzgj5to8jUEcaTapJD+Ss+oqtpHy1G/ZkHLkspSwwBtI0O5he6kR3UtsbRR0IIIYQQQtSGJIeEEEI0G1mFpUSqIlQN29gDhAfbKdEWPCWVJ4e0z8fMn1aQ6NxqHEhMrcdIT3RObCg+RwRezMaaQ1XoVbCQI5aWhPe5tkKZw2omKSqIPF8Q2pXXYLEKIYQQQoizj0wrE0II0WwcLSghiULMITUnh0JtFgqx4XMXVyi79b2VDE5/k5t8MxkSlIhWQajoTg0RMgAmkyK1TTS5+yKILqo6ORTkyaMwpCVxVax91CEmlMyDDjpJckgIIYQQQtQjGTkkhBCi2UjPKiJKFRIUXvNW8CaTwqXs+EpPTA75fJrYHZ9xk28mh3QUCd4D6JY9oYYFrk9V79aRHPKG4S2ofEpYqcdHiK8Qn6Pqncg6xIZwuNQOkhwSQgghhBD1SJJDQgghmo2dh/OJUEUBjRwCcCsb+qSRQ3uznYxnNkfDuxP58HpKe96Aqff4hgj3BB3jQsnUEZTkHaq0PLOwhEhViAqqJjkUE0KONwjtym+oMIUQQgghxFlIppUJIYRoNg4cOYIJDUEBJodMdvC4Tji26WA+56tMSpOG4wgJh2v+1RChVtC2RTA7CIeiXZWWHykooSuFlIRWfW8dYkP5hWBMpQXg84LJ3FDhCiGEEEKIs4iMHBJCCNEsuL0+CrIOG0+qGV1TntfkwOwpxrVvLfh8AOzYe4Bw5SSiZbuGCbQKbaODydQR2FxZoHWF8sycXBzKja3a5FAI+TrEeFIio4eEEEIIIUT9kOSQEEKIZmFPlpNQXWA8CTA5pM0OupRuwPH2UHxrPgDgyH5j5I41qnWDxFmVyGAbRZYoLL4SKCmoUJ6fY6xFFBwRW2UbLcMdlJj9ySFZd0gIIYQQQtQTSQ4JIYRoWOlL8L17FXjdp9TMjiOFRKoi40kAW9kDxERFEIIxrcy74m0Aio6mG4URSacUT52ExuEPokJRoT85FBJZ9WLbSinMwZHGE1l3SAghhBBC1BNJDgkhhGhY6Ysw7V4ABZUvxByonUcLicY/WsYRGdA5keHhAKzxnYP18Frydv2Cw3nQKAxvdUrx1IUtIt54UElyyFWQBYClpsW2HRH+E2TkkBBCCCGEqB81JoeUUg6l1Aql1Dql1Eal1J/9x1sopeYopbb7/610jL9S6hKl1Fal1A6l1OT6vgEhhBBNXFGm8a8z85Sa2XGkkDH2lfiCYyGqXWAnhSfgCW/LX8KeoAQ7WT+9RYLKQisThCWcUjx1EdLCuKa34EiFslJ/cqimxJdJkkNCCCGEEKKeBTJyqAQYrrVOAVKBS5RSA4HJwDytdSdgnv/5CZRSZmAKcCnQHRinlOpeT7ELIYRoDpz+pEdRVt3O1xpPVjpH927hPL0K1WciWGyBnTvyr/hu+4mL+/fiB29vwvf8QLegfHRoSzCf/g07o2KN0Up5mfsrlPmcOcaDGtZTKptWJgtSCyGEEEKIelJjckgbCv1Prf4vDVwFvOs//i4wupLT+wM7tNa7tNalwAz/eUIIIc4S+hRHDvl+norljRReKXwYlBnV7+bAT7bYsYVGMSatFT/rnsSQy/mWzY2z3hAQn9CKEm3B++tMKC06oUwVB5Ycsob4y2XkkBBCCCGEqCcBrTmklDIrpdYCR4A5WuvlQLzW+iCA/9+4Sk5tBewr9zzDf0wIIcRZQh9LChXVPjlUcmQHnh+eYqOvLUEWjU6+HsJrPx0sLsxBaJehAAQVH8TUSMmhNrGRPO6ZRHTmL3jev7ZsS3utNebSPHyYwR5WbRv2sEgAfMW5DRytEEIIIYQ4WwSUHNJae7XWqUAS0F8p1TPA9lVlzVVaUanblFIrlVIrjx6tuFCnEEKI5kk5s40HtRw5VOrxsenft+Lymfiyx6vYHtmF+ao36hzHo7+9Al+I/3OMiMb5nCIh3MFc+0XMiLwFy74lcOhXAHKdbsJ1ASXWMFCVvXUeFx4cRKF24C7MOR0hCyGEEEKIs0CtdivTWucCC4BLgMNKqQQA/78VV9c0Rgq1Lvc8CThQRdtvaa37aq37xsbG1iYsIYQQTdRHy/egy9Ycql1y6P1PP6G3ezV7e97Do9cPx2azgslc92CUgraDjMcRrauv20BMJsXtQzvy0qE0NCb0xi8A2JVZRKQqwmuPrLGNiCAr+QTjdsq0MiGEEEIIUT8C2a0sVikV6X8cBFwIbAG+BCb4q00Avqjk9F+ATkqp9kopG3CD/zwhhBBngde/XY3J5wZAV7J9e1V+Sc+m46Z/UGiOoOdVf6i3eEztBxsPGmEb+2MmnNsOc1gsG6w98W0y3jrX7sslgkJsodE1nh8RZCVfh+B1ysghIYQQQghRPwIZOZQA/KiUWo+R7Jmjtf4aeB64SCm1HbjI/xylVKJS6hsArbUHuAf4HtgMfKK13lj/tyGEEKKpcXt92Eqyy57rWuxWNn/edwwzr8N2/n1gC6m/oLpdia/71dD2vPprs5aCbGbuH9GJj519MGdvhyNbWLM3hxhLMdawwJJDBQThK5aRQ0IIIYQQon7UuI+v1no90LuS41nAiEqOHwAuK/f8G+CbUwtTCCFEc5PjLKUFBQDkE0JogGsOHc530WfPf3Bawwg+7/b6DSo0FtN10+q3zToY178NE36+AE/ue7i/epANR+8lxuxEOSJrPDcy2Mo+HYKqp63sfTt+xLtxFtbhf4Kw+HppUwghhBBCNC+1WnNICCGECFROkZsWykhgbPO1Or6lfQ3mzJvDhaZVuPrcXuPOXc2V2aT4w9VDeNR9M0H7FnFf0euE64Iat7GH42sOmUtrmRwqPIL7XyNwzn8RSgpZt2kzC/96BaYPRmNdM419L53PDx++it6ztI53JYQQQgghmqsaRw4JIYQQdZFdVEoLZYwc2uFLpG/pNvCUgMVe5Tk7DufTau3LOE3BtLjg3tMVaqPo0zaKj3v/llfWZPEH6+fgJeDkUIEOxuouqN0F0xdhPbgS68GVsPBZumszPmVifsub2RPRj9HbHuHibU+htyn44xYIa1m3GxNCCCGEEM2OjBwSQgjRIMpPK9uu/QtAO6ted8jl9vLxe1O4QK3GM+iPEBR5GqJsXI9c0pX3rWPZ7GtjHAggOeSwmikyhWDzFILWAV/Lc3AjPsxM8j3Oq95rWdXyOnx3LGX4HS/zu3HjWD92IX8ovROFhsxtdb2lRpHvcuP2+ho7DCGEEEKIZktGDgkhhGgQ2UWlRKkCfGYHh73+tWyKMiE8sUJdV+YeZr37MrcX/o/cqO5EXvD70xtsI4kOtfO3a/uwbtuf6brhdlSL9gGdV2oJw+TzQmkR2ENrrL9uXy4FPy8i3tcSyzkXMObyu2kTHXxCnUHd2vBicCp4gKwd0H5IHe7o9NJa896yPXzxzde8GPst7YOKMd06D5Rq7NCEEEIIIZoVSQ4JIYRoEDlFpbQkH0KisdhjwQlUsij1zh1biZh+KTfoLLLDOhE57j9gPnvenkb2aAk9xsBlF4Gt5kQPQKktClxA0ZGAkkNvzN/B0950bO368tZNfSutYzGbOD8tmeLlNkyHt1H15L+mwevTPD7rV1wrP+QT67+w5Pggh4ATZkIIIYQQ4riz57dvIYQQp1WO000vcyEqOJoQU7yRHDppO/sfl/5M0veTsCsni0fM5PzBwxsn2KagFotv5we1NpJDWbugRYca6zsLckjiCJyTVm29tLYtSP+5JYmHtjbJ5NDBvGKmLU1n2daDlGgLfTJn8YrtbbYE9Wa+J5m73O9CSb4kh4QQQgghaknWHBJCCFE3hzbg27uiyuIcZymxpkIIiSEiNgEAXXTU+Nfn46fpzzPg+ytJMOXiu2762Z0YqqXC0HbGg6wdAdVvUbTTeBDXo9p6baKD2aVbYs7eeQrRNYythwq47NWFtFjyLDNzx/J88dP81fo23nNGMrf3m2xyhhsVXbXcxU0IIYQQQkhySAghRN3oeX+G2Q9UWX5szSEVHE1cbDwl2krR1gXkZR1m/d8vZuj2v7ErqCeWe5YT0X3EaYy8+VMhsRQRBAEmceJd/nrx3aut1zoqmN06geCiDPC6TzXMerM7s4gn//0JL/Eyt1u+RrcdRIrejLfDcMzXv0eHhGgKtH8NJVde4wYrhBBCCNEMybQyIYQQdePMQRVVXEPomLyiYmJ8mRCWQNuYMF71jOWR9Bnkv9GbbtrFki4Pc94Nj6JM8jlFbYUH20jXCXTL3FHjpzxen6aNJ50SazD2iDbV1g2xWzhqa20sdp2zB2LOqb+g6ygjx8mX//wTH3un4TUH4R3yBJYhfwSPC8x2MJnoFBdK/rHkUImMHBJCCCGEqC1JDgkhhKibkgIozja2U69kdyhb4X5suCGmE22ig/md9wpiVS5XWZZx6LIPGDTgskYI+swQEWRlh68l3QKYVpZf7CaJoxQEt8YeQCLOFdHBWNg5a3ujJ4cKXG5mTn2S+73TyGl3KVHX/QOCWxiF1qCyem2jQyhSIcYTGTmE1pq92U5aRQZhMUvyVQghhBA1k98Ymgjvt5PxzLyrscMQQojAleSjvCXG7lCViCreYzyI7kRSVBBmk4l/Bt1Kwd0b6SyJoVMSGWwlXbdE5e0DT0m1dXOcpYQpJz5HREBtm48lhAJcz6ihaK15+LP1jHHNJDduAFHjPzieGDqJzWIiMspfdhYnh7KLSnl78W5GvrqQoS8u4NNVGY0dkhBCCCGaCUkONQVao379FPOmWeDzNnY0QggRmGPTd4qzKxS53F5aefcbT2I6YbeYeWNcbz65/VzaxQa+K5eoXO82UezytUShIXt3tXVznG7CcKICTA7FxLbkkI7Cs29lfYRaZ2v25bJ+w6+0UplE9rkGzNUPdm4ZF288OEunlf2akcewF+eT9e1fmVL4APdYv6DNqufx/Ty1sUMTQgghRDMgyaFGdiC3mOv++j4mZybKXQRHNjd2SEIIUTOfF1VaaDx2VkwO5TrddFAHKLGEQ3A0AJf1SqB9TMjpjPKMlZIUgSu8vfGkhhE+OUWlhCsn5qDAkkOtWwSzwJuC2jGvURel3nGkkP6mLcaTtufVWL9NfAxubcZXfPaNHNp4II/fvr2cJ8zv8bD1EzqElvKg+WMGHZ6O+un5xg5PCCGEEM2AJIca2ZfrDtDOub7s+aFNixoxGiFEs7bmA3wf/eb0XKuk4PhjZ1aF4uyiUjqogxSFta90PSJxapRSpKT0ASD/wNZq6+Y4SwnDiSU4MqC227QIZr6vN2Z3AexZeqqh1tneLCcDzVvQ9giIq36XNYCWkUEUEISrIOc0RNc0ZBeVsnpvDr/9z3K6Ww5yrXc23j6/w/z79UyKfp8fQq4Ct6uxwxRCCCFEMyDJoUY2e/1BRobuxuuIIkuHs2/9T40dkhCiOdIa3+LXUDvnnZ7rlZ+6U1zxj/EcZykdTAfxtmj83a7OVJf260qGjiHr1x+qrZdbVEIoLuyhkQG12yY6mMW+XnhMNvTWb+sh0rpJzyriXMtWaHsuBLCQdny4gwIdTEnRGZwc0hryD5JdVMpd01eR9pc53PSPuTjMmqnJ29DKjHnYo6AU1shEjniCUJ5i4zwhznD60IZKR7IKIYQIjCSHGtGerCJ+3Z9HH7UV1eZcjkT0okXOOo4WVL+4qBBCnGztyqWYsrahPC7w+Rr+gieMHKr4y3hebg4tVQ7EdGr4WM5S7WNCWB15KW1zlrNr3SK8b/SD9Z9UqOcsyMGkNLaQyIDajQ9zoK0hbLQm49vyzfHvJ08J7rnPUvLJLXiXNfw6NvmZGbTRB1BtBwVUPz7cTj7BeJxn5rSyHzYe4tupD+N7uRv3/u1NVm/ayteJ77Au6A7mx79B2LbP0R2HQ5ix9lJsmJ3sUv+veR4ZPSTOcIVH4T8jYOFLjR2JEEI0W5IcakSzfz1IHDlEuvZhansuYeecS0d1gC279jR2aEKIZmTroQIWffHW8QOe4ga9ntvrY/pPvx4/UMm0siPpGwAIb9W1QWM52w2+/g+gIG7m9ZiztqErGTnmKswFQDkiA2rTZFL86fJuvF0wAHPeHlzzXwCvB++nk7AufhHrju8wzf9zgychQ7L9a/Al9Q2oflyYMXLoTFxzaPPBfKZ8+BkXHn4bE5qnWvzA952/okfeQnTXKwjKWISp4CCm3jeWnRMb6iC71L+It7thfyYI0dj08n8ZH44UHGzsUIQQotmS5FAj8Xh9fLRiLw9HL0KjoMul2NoOAMC3f00jRyeEaE7eXbKTK0zLjh9o4DVGth4qYO7acosgV7JbmXPPagDsLSU51JCiEjtyKO58QinCZ7KiD1fc1KC00D/NyhEecLvjB7al58hJzPQOwrb4BfL+1hnz1q/5Lul+8s5/AuV2Qt6++rqNCnKdpcS6/bvdtegQ0DkxoTYKCMZUWsluZT4fetk/muU29x6vj0c+X89T1g9QIbEw8C465y8jYvc3MORBLNdPQ1/5Jt6OF0LnS8vOiwu348JmPJHkkDiTlTrRv/wHAF3J+5EQQojASHKokXy38RB52ZlcWfI13q5XQkwnwtumAGDO2tLI0QkhmovsolL02o9oZzrMr44046Db2aDXdJZ6CcP4Y1MrU4VpZc4SNxfkzeKoox3EdGnQWAREXfY003yXsTx6NCpzG/i8J5R7nbnGA3vgySGA24aeQ+KN/2KR5VwWe7rxML/nrp0D+HBXsFHhaMO9V6VnOWmrjuAxB0FofEDnWMwmSi1hWNwFFQsPrkV9/yiseKtiWRP39uLd7Mw4RKrahiXttzD4QbQlCF9EW9R59wGg0sZjHv85WB1l58WG2nFpf3JIppWJM9i6uR9gcuXgDYmTNYeEEOIUSHKoEWit+ddPu7g/7EdsnkIswx4CwBEZT5aOIDhnWyNHKIRoLj5dvIE/mj5kg6krX6kLjIMN/IdgUamHMGUkoI6qGPRJ08p2/fwV3Ux7yUq5PaCFhMWpCWrXl2Wd/sjc7Fhj8eGc9BPKfS7/SBpHYFvZlzega2uGPv4tlz89m78//WfG9W/DtB3+BEQDJof2ZBXRRh3GE9G2VrvdeW1h2D2FFQvyjVFIxatmsD+7EHbMBU/TXt/PWeoh8+O7SZp3N7e1O4xJe6Hd+RASjfrNDEy/+eiEZNDJYsPsFMvIIXEW2L19EwD7wvtUOpJVCCFEYOS39kbwS3oOu/Yf4kY9G885l0DLXmVleyxtiSraUc3ZQghhKCrxYF32Gi1UAUs6P8Jhp/+P6IYeOVTiJQzjGnt0HPqkT2pDV/2TQzqKpCETGjQOcdxlvRJY6WxpPDk5aVPin0pVh+TQyW46tx1HPcEU2aLh6NZTbq8qe7OctFWHscZ0rNV5yhFBsHZWGD11dP8uAILydrDulavhg7FseXEE02fPZf/B/WQWlpCRVUDOoaax5t+avTkMefYrQjd9zOWmZdwesghtskJrY/o5HYZBfI9q24gLt1MiySFxhisu9VKUtZ8cHcqWwmBwnsG7FQohRAOT5FAjeHdpOjc7fsThySsbNXTMIXt7Wpamn57dhoQQzdonSzZwjf6enHaXoRNSyHafnsVni0o9hKpivJjZ64k6cUHq/AO0yf+F+SGXERoS0qBxiOOGd41jj6mN8eSI8Sk6P/8T70c3Yj62Bk8tp5VVpkvLMAZ2aMHG0gSc+zeccntVSc8soK3pCObo9rU6zxzkv8eSE6eWHcrYRak241MWLjOvYLsjmQ4lm7nxl7EkTO3BN8/fSMZrFxH+zxQ2LP22vm6jTrw+zeOzNnCpdS0O5QbAsfNbdFJfsAUH3E50SLk1hxp4kXohGsviHZlE6xzyzC3YlGtBuYsafN09IYQ4U9WYHFJKtVZK/aiU2qyU2qiUut9//GOl1Fr/V7pSam0V56crpX7111tZz/E3O4dyivBu+orbzF/jaTeswi4suaHnEKRdkLe3cQIUQjR5bq+Pfy/cRc5P/yJcFRN98cMkRDgo1qdnlICzxEMYTtyWUHJ06AlrPBz5+WNMaHzdr27QGMSJwhxW+nRK4gBx6MNGcsi3/lNM278n1OefZlWLBamr8+zoXuw2tYGjWziwbTV6/+p6afcYj9fHlu3bseMOeDHqY6yhLYw2jq2z5OfK2ssRFQNdL8cb241OD3yH7a7FHBn+MluSrmG8ZS5p1j3kmiIImvMQOflF9XU7teLe+gMHXx7MXzPv4/7IxfjCEtBdLgPA1G5wrdqyWUxYHf4ErfyxLM5QczYdoqUpj4jYJDJ9ocZBmVomhBB1EsjIIQ/wR611N2AgcLdSqrvW+nqtdarWOhX4HPhfNW1c4K8b2H60Z7C9nzzMVOvLWG12LCOfqVBeHNXZeHCk4o4zQggB8NdvNjP/u8+4zfQlztZDITGVhIig07YzUVGplzBVjM8eRrYOw+Rxlv3x6VrzMRt1Oy4dNqRBYxAVXdorgU3eVhQf2AieEtThX1E+N+eYDuAx2cFir5frnBMXyvDBgwmmhNgZl6K/uLvObTlLPezL2Ifnm0fKpqkt2pFJaJF/J7QWtRs5FBQWCUBuzvHRbFprzIUHKQ5qiema/2K+/SewhUBcN+KG3Ez3W/+DunMJtvt+oeDCl+io9zFn2jNoret8X3XhyzuA6aMb8OUforP5IDFZKzH1uBo14HZjV9NOF9e6zeBg/x/LDTzVVECpx4fL7a25oqhXP+/KJsmaT0RcEsUW/9RZWZRaCCHqpMbkkNb6oNZ6tf9xAbAZaHWsXCmlgOuAjxoqyDNFSYmLTge/YFXQuVj/uBESUirU8cUa2z6XHmy44fpCiObr14w89v48k+m2v+KISiR49CsAxsgh/H/8N/AUEmephzBVjMkRTi5hxsHibPIPbKNN8Wb2tLyE6ND6SUSIwF3ULZ4ttMOeswN2LUB5SwHopvbgq4cpZeXFtjfev6w+F6rwcJ3b+e9XP+J5awSWFVPJf/+35BUU8fmqDLo5Mo0KUbVLDoWEGyOHcrMzy46lZzmJ8WZiiUoCs6XyJFl8D4hIot2ga9kXNYBhWTP4aOn2wC+8fzU6fUmtYj3Zt4t+xoyXxV0ew3rzN3jbDYW+k6DDMNRDO6B1v1q3GRrqTw7JbmUNyufTTPjvCv7w1mx8s+6BoqyaTxKnTGvNkYJiIr3ZmMJaQlCUUSAjh4QQok5qteaQUqod0BtYXu7wYOCw1rqq36I08INSapVS6rY6RXmGWD3/c6IowN5vIiaLtdI6kZHRZOgYShtwLQchRPOktebxWb9yu+07fOFJWG7/EaKNBXtP5+KzRSVeIk3FWIMjjWllAM5s1iz8GoAuQ69v0OuLykUEWznc6mLMeEmf8WDZ8Q7qIJagU1+M+gSt+vBT6KUsspxnfErv9dSpmY7b/0tLUy5v6OsJz9/G3L9fj2fjl1ze4gDaZIGI1rVqLzwyBoCC/ON/HK7YdZSWKpvI+HYBtdHq8j8Rp3LZ9P2/ySt2B3SOnvMUetadtYq1vN2ZRcxbsQaAcRcNxJKUhnnilxDTyagQElOndsNC/UlBWZC6QX2wfA+bdu3hgcOTMa19H/Yua+yQzgrOUi82dyEWXQqh8ejgFv4CSQ4JIURdBJwcUkqFYkwf+73WOr9c0TiqHzU0SGudBlyKMSWt0rkGSqnblFIrlVIrjx49GmhYzYp7zQzyCKP74KrX4ogNs7PV1xp1dNNpjEwI0Rws3J5J1v7t9Ne/YulzE9hDy8rsFjNBZVNIGn7kULgqxhwUQand+KTWV3CYoztX48JOx64VR0WK02P0JSM5YG1DO99e8s1G31iUD1UPO5WdwOpgZfKfmePqgkLX6ZP6Uo+PGOcuMkO7cNsT/+Rg5/GMNS9iqvUV+mV9ARFtjJE+tRDVwkiitPr1H3im3wBas37rTmzKS2TLtgG1Yeo4lIKoHvyOr1ix41BgFy44iCl3DxQeqVW8x7y7NJ2WGKNNVHirGmoHrmzkUFNLDuXsQa/4D3syCynZtwa94t+NHVGdHcpz8cK3W3gp+F06qAPGQaeMHDodMgtLiFW5xpOwlpiCo43HMnJICCHqJKDkkFLKipEYmq61/l+54xZgDPBxVedqrQ/4/z0CzAT6V1HvLa11X61139jY2MDvoJnYdySbfiU/k5F4MSZr1dMtYsPsbNRtCcrb2fR+mRNCNKp/LtjBxKClxvojKeMqlEdG+BMAp2PNIYrBHkZBuLFO2t6Ny0hw7aIosjOYzA16fVG1Pu2iSTj/JgCWebuQqf3fE/U9cgjonhDOUZ9/ZEpRJR/q+HyQf6DK87cdLqCD2o8vujN2i5mE37wJD++GW+bhu+hZuPSFWsd0LDkUl7cey/ZvcaWvYOt2Yy0jFZEUWCNK4bjoT3Q0HSRo0V8DO6fQn0TK+OWEwy63lxJnPhyu/gOfo4UldLTno22h9bZwOEBImNGWu6SJrTm0ahrqmz/y4it/p/DDifDtI81zl9aCQ3z89TeEenMYoZfzkW+EcVySQ6dFZmEpcceSQ6HxWEJl5JAQQpyKQHYrU8DbwGat9csnFV8IbNFaZ1RxbohSKuzYY+Bi4KycL7Vx3XKCVCktelW/oGRsmJ1NvnaYtFcWpRZClFm1J4etu9IZZ56H7nABRFacbhMVcXqmkDhLPITgBEc4YVFx7DO1Im/7Erqb9xLRVkYNNTaVfC0+ZWGxuysZ2kiWqHpecwigR2IEWbqa5ND279Gv9IAqdjPbsms30aqA8NY9jh8MbgFJfTENuhfVufYLMJuDoygJiudD73Dcysr+Re/RwuMfzROeGHA71u6jmBcyivOPfAg75lVb96eNe1AlBcaTfSsAYwrox7/s5ZFn/0rxy2noqYOgoOpRSLnOUhJN2VCPo4YAIkND8GmFq7iwXts9VbkHjJUI/s/yD6KL01HaC6UFjRxV7RV8/Ri3b7uNKQnfYdIelkWPwaXskhw6TbIKS4gjx3gSGk94aBhObYfinMYNTAghmqlARg4NAsYDw8ttXX+Zv+wGTppSppRKVEp9438aDyxWSq0DVgCztdbf1VPszUrWjpUAtOxc/YKS0SF2tmj/0PdDvzZ0WEKIZqBk23wWfz6F1x1vEeQtwHThU5XWi48IoRRLgy9IXVTiIUQXgT2chEgHqzwdOadwFVEUYEno1aDXFgGIakfpHcuZabqQDO0fiVuPo1GOSYoKwmXzf1JflFmxQtZOlPbhXfJ6pecf3W18VhTZpkel5XVitmJ/aAtZw/7OHE9vInZ9RbegXKOslomX3X0eI08H41w/q8o62w4X8MQHx5NH2VsX8+uqxTz61me89vmP/J3XMHmKUdoH1SzcnVPkJk5n1SqBFYioEBsubJQWF9VLe1prVu3JZsqPO/hw+d46tfH377awZ8dGsgnHrty48Y80bGZ/0Hu8Pg7u2ohDuembOQtfYh9antObbF8oXlmQ+rTILCwlVuUZT8LiiQqxkYO8/kIIUVc1TubXWi8GVBVlEys5dgC4zP94F3DWf4zs82nMRzbiUkE4ath5xWxSFAW3oliH4Di4vvIXXghx1tCZ2zHPuIH7fSUA+C56HhJTK60bFWzFpW1YS50N+rPDU+rEghfsYSSYg1jp7cho60KjML4e/9AXdeaIP4fzOuVydFe8/0D9TyszmRTR8UlwhMpHDhUZI3ZMm7+A7N0Q2eaEKYelh4zRsSq2S30Hxj3Dz+Hd3aOIyVjBTZY5aGyo4Not6jywSyvSF7Sk5cEdBFdR51Ceq2zkwm5akXh0HZ2+HM3jWChI6Ik5V/GMezwvWf4JxblVXiuv2E20LxMV3qdWMdYkKthGMTZKXbWYVubzoo9sZo+5HXkuD1lFJaxMz6GwxMPafbmsz8jjPvP/GGz+Cefa9gSPmQKxnQNq2u318a+Fu7jLcRRr8lgW+roxZ9Vm/mKdZrw+UXW6zUbxf3O28bvSgxSGJBHqzMDUZwL97C3IXhFGcPZhIhs7wLNAVmEJcSoXbQlC2cOJDM4lV4cSXZCJTG4WQojaq91Kj6JOth4uoL13NwUtuuAw1TxYKzY8mPVZrbGvXMS2lvu4tk8Sxuw+IcRZxefDPeteSnwWnnA8zt+v6ICt++VVVg9zWCnGhqOk6Ni+ZQ1CufzTPxzhJFocfOPrdLxQkkNNxl9G98S7vB8s+QLs9Z8cAmjXKgH3YTOWwqMVEpL5WQexqGAclKJeT8VntuNpOwTLwDvIThxMWMEu3BY71og29R6XUoobx99K+r/n0zZrITq2GyqA99/yuieE84OKIym/6hEy2UWlxPvXPGl93nVYlr5CfngngnQxoTm/sL3TLWzc0Mb4bcuVW2U7+c5iwk3Z9T5yqIV/5JDXFdjIoRW7s9nz3Wtce/hV1nvPZbZ3IF5MLFe9GGdbzD2WXSR1a0v33Z+xwteV1gdXwLZvA04OHcx1EeIrJNRXALEdiGhzA1t/+Y9R2IxGDu3JKuK/CzbziCMXBtwD3a6AmM70dbrZpMOIyT8zN1ZpajILS+hvyYPQOFCKqGAbOToUX5GsOSSEEHUhyaHTYMn2o1yn9mBqE9j2zn++qgeW71PocvALVsx6hKnLe3PthPuICa16IWshxBloz2JsGct4yn0zw64ai61H9dNiwoMsFGs7YSXFDZocMrn9G1baw+kQFcoW3RqPyYEpOBLTsa2ERaOLD3dA2y6whAaZVgbQLTGS7NVhBGcfIOyksuzDGRR44/in50p6WPbTJczLeQeWYftwLEciL6CbOoy3RUestUzaBMpqD6bdPV+AM7tOI+lMJkWuvRURJSvB5610ofXsolLilJHUsAy4Ba8jnPC030JJAfqX/2LqeTf5v/5gVK5i5FCJx0tIaRYmh6/ek0ORwTbytQ1zac0jhzxeH7e8+wv/ZAFOUwijWMGVZmNLdm2yonxutA5C7Z6Pr+OFfGCaTIftY4k4vBVrgPHsy3HSWvnXgIpqT9eEMApN/u+cZpQc+m7DIZKUPwEU1RbiugIQE2rHbY9COXc0YnRnj8yiUhLM+RDaEoDIYCvZhEFx1VM4hRBCVE2SQ6fBtq0bCVfF0CY1oPr92rWA/kPgi4+5zTIbz5FvefBlD/feeS8dY0NrbqCeLdmRyTtL0nnsora0b9lCdiIS4jTRuftQwO6wvvwlOaHG+mEOKy5seAIcJVBXltJCY7KxI4KU1pF8+4cLUPOGg62qyTei0UR3NP4NjWuQ5rsnhpOlIyD7UIXkEM5MnJYW3HjT/Xy34RDvbDhEfuHVPNliLr/J+QCTSUPC2AaJ6wSnkLB0hrTCUuqBgoNQyW5n2UWlxJvyjORJWCLmIQ8YBaFxqEueo63Xh9Pif2VceZVeI8/pJkH5RzrU94LUwVaOYMNRWsk6ZD4fesccVKeLQSnW7MulxOVkYPBmzP0mwcA7jdFORZl4N36Jud25qJ5jYd9yTIlpjD/gYsfWRDrt20h0gPHszXbSpiw51A67xUxsXEvIoXklhzYeYnCMEwowpkuW44iIJShrFT6vF9PBNdCqD8jo7waRVVhCLDmosHaAMY1ypw7FXLKlcQMTQohmqmE+rhNl3F4frn1rjSctkwM/sec1FF/6Kp67VuKK7s7zvv/j+7ceIyu/Yf/oK8/n0zz95UYe+s9sntp5A+3fOgffB6fhF3khBAB7M/YBMPb8FCzmmn9ch/uTQ74G3K1Ma43N7f8j1xEJQOf4MMw3fIBpzL8b7LqijqI7wqQfoOuoBmm+U3wo2YTjLTgCRVnGl19QSRY6NJZB58Twl9E9WfbocJ69pg9/d17BI55bjUpNfBqiL6Kd8SAnvdLyrKJSko5Na6lkBJTFbCIxNhYvpiqnleUWu2lZlhyq35FDVrMJt8le+Q6Ge5agPrwOtn4LwIKtRxho3orZVwLnjDBGxCSkwDkjsFz1GirlBjBbod35YAsmJSmSnboVIfk7QeuA4tmb7aSD+XhyCKBNK39CrJkkhw7lFLF572GGtfS/ppFtTyiPjGlJOEUcXDET/jMCtsxuhCjPDlkFLuJ9h8sSdFHBxoLU1tJ8Y7SfEEKIWpHkUANbn5FLZ98OfJggrlvgJ1odBA34HZa4ToTe/AVFrQZzl3saO9+9q+GCLSe30Mmsfz/D/GXLmZL4DXEql0NB56Cyd52W6wshYPfevbi1mVH9AluwN8xhwYUNHcAUkroq8fgIx5+kLr/Isclc6R/HogloM8D4o74B2C1mSu3RWFxZeD8ah/dDY/p0blEJkToPe0R8WV2r2cR1fVsz94GhXHfro3DnMhhwZ4PEVV/M0e0AcGftrrQ8u6iEBFNe2bSWynRNiKCAkCqnleUUlTbYyCEAr8le+Q6G/kXE9Q5jt7UFW49ybcQWtNkObQfV2K7NYiInqB0Ob0HlC5JXYl+2ky72LHRwdNlUx5bRkRRrGx5n014nxuvT/PWbzaz41+3Mt/+R1OBM47UKjT+hXkJLY4RZ3ub5ABTNf5HVe7L5JT2b9Rm57M8tprjUy+F8Fx6v77Tfx5nEXHgQmy6FFh0AY6Rcpo7AhC/g70khhBDHybSyBrZkRxYXmNbhTuyLva5TLkJiiL7lf8z7v/EMy/oSMndAzDn1G2g5n/28k/Bvb2eM+oVLgsMIyi7kI9to2tg8xLt/brDrCiGOc3t95B49QJElikh7YD+qwxwWsrUNGjA5VFTiIVz52w+KbLDriObDFBZLVPZizBmHjAM56Ww96GOA8hARW3EkTFy4g7hwB9D016cKi2+PVyuch3ZS2ZLeOUVuYlUuKqzqEVDdEsLI2RBMUGE2la0cmFvsJl5l4zPbMQXV/3ZdPksQJk/FxIvbmYsV8GyfS06+i80Hcjk/8hdoe17AU0RLo86Bw8DRrQFNXdyX7aS9+ShEtis71iLERi6hRBRkN+lfSv+3OoNvFv3Mw/ZvsCgvbJ+JjmxTISkeFWskCj3pS8EEIUfX8q9/vc4KXxcKCMZT7i7jwuxMOr89dwzteFrv5Uzg9vqIKskAG2XTZx1WM0dN/mRd7j4IqzppK4QQoiL5mLeBbdq6hV6mdKzdLju1hpRiT697cWkrrh/+XD/BVeKX9GwOzH6Oi9UvHEm7H1tES3RQC+ZF/4Zst7VB/+gUQhy3bGcWId48VGjg22+HB1kpxg4eV4PF5Sz1ElE2ciiywa4jmo/gqJZY8Rw/sOkL0vemAxDXsv53IjudWkaFc5BoSqsYOZRVVEILX3a1f4S2iw4hnxBKCiofGZPrNEYOeUMTG2RtGm1xYPFV/JmwK+MAANa8dG57/TOuNi8m0pWB6jMx4Lat8caoRt/RbQHV35vtJNF3CNWifdmxqGAbuToETxPeYcrl9vLynG38OfxrzBYr2h4GzqwK6w0BqGBjBaYepr1kRqXiskfzL9srrHHT4pn9AACKnUlEQVTcwQ7HTWwLuYVVkY8yp910PtSTuWzeSLZuXHe6b6nZyykqpZ3yJ6RbHE+uFTr8/xfzqt5lUAghROWa8oc0zZ7WmpiDP4EZTF0uOeX2enQ6h/cXXcQd274EV3697z6TU1TKXdNX8751He6EAcRd+Qy4/wSlhUR8nUHWUTN4ncbaArK4ohANavb6g4wzFRAaFfgaJMemlZm8DZccKio1Rg55TTbMVkeDXUc0H9FxrWCn8UdZcFQCbJjJQUskAKEtmvcn9wmRDvb54uhUxZpDBYVFhOr8apNDSS2COKJD8DgrX1Mnx+mmvcpGRdTvekPHKGsQFmdJheOFucfXh/pNyEqusM/BF5aCqduVAbcd06ojRevs+PZvrLgg+UkKXG6cziKiHIePL5QORIfayCOUhCacHHpnSTqleYcZHjQf+t8OJQWw9gNUVNuKlf3JITNeYs7pB4Pehz1LwZWHz5mDqTiHiJx0IvevwBudRNGhQ4TMug7a/CQjXWohs9BIDnlNNszlpmO6QlpBLsbIISGEELUiyaEGVOz2MpTV5NkTiIjtesrtpbSO5CP8n7bl76/f5JDXzeszf8RblEcX207UOdcYx60OsDpIiMzkaIkZZdHGqARrUP1dWwhRwfYjBcRbijDXYuSQ3WKmVNkxN2RyqMRLOIV4bBHIvoUCoF3bdrAMZjlTGJnah9if/4rF4t+AoYF2STtdEiOCWKVj6VW0sUKZ16exuY6CnQrrzpTXKjKIHYSgXAcrLc/171Zmjkypr7BPYLIFY9WlFY6XFGaTSyjh4ZFcl/eOcXD0a7VaO6xDbCg7dSJJh7eeWFCcW2Ha6b7sYjqpDGM9mLjuZcdbhNjYrkNRVSzY3dhyikr5x4Id/LHVdlSWD3rfaKxns/aDSkcOHUsOARDT2ajjr2fixCH7ZuDfH3zCzdvvYs/HD/FO7CO02Pstsc5dJEQ4GHb+YOh2RYOtGdacZRaW0F4doiSsLcHlvmftoVEU5oUQmifJISGEqC1JDjWgwmI355k2sC/2KiLqYaSNw2omJLaNseVr/v7aLXBdhVKPjz9/tZHk7f/g0aKPGd7pTtQeDR2GnlCvZUQQO7R/tYRSpySHhGhgzlIvEToPggNPDgH4zEFYGjA55PSPHPLZ63fkomi+zLGd0SYrP5oHs2xbHFOAC0vnG38Fh8Q2dninJMhm5pC1FaGlPxm7aZVbEyjXWUoc/tFAYQlVthHmsFJsDsPqrnx77bwiFy1VDqoBFqMGMNuCcVCCy+3FYT2e0vU6c3GZw4i49h3cB37F2ioVkvrUqu0OsaH8pFvTKWv98VHF+1ag/zuSI1dOx9VmKGHKRYuwEPblOOlq8v/BXm6XuhbBNvJ0CJbS9Hq42/r35o87KCrxcE3IWnzetpjie4L2oS94DNXzmoonBJdbSyumU43tDx9xCR9tGc5v980mdp+Nu9VnAPicCj77L1z/gZEgEifYdriAIeoQppheJxyPDLZySMXSMXcfMsZdCCFqR9YcakAFxU5CVAm+etyatlVbYyi2OyfjlNvSPh9PfbKMGct3c5HrO2zKy/l7/4G2BkOrvifUTYxw4Dy2lKa76JSvLYSoXklJMcG+IgipXXJIWx1YfBWnkNSXohJjzSFtj2ywa4hmJroj6k/7OX/4KGYfCOGIOf54EqCWyc2m6FCIf5TL/tUnHM8uKiVR+admRSRV34gjAoensNIt3z0FR401mxooOWRxBOOglFyn+8SCknw81jBU6/5YB9xc68QQQEyojXXmHgS5c+HIZgB+XTgTpX1kzZzM9Jf/SORrHeG5eFzf/5melgy0xVG2uxRARJCVfBWKzZ1/KrfZIEo9Pg4s/5yHOx0gZP9iTF1HGQkwkxk19GGIbF3xJIsdbfNPsovpXOM1uiWE0/GqyZhNirvVZ/jans9nl61hUMnrRoXCw/V4R2eORduO0M50BEf8iQm4qGAbGb5odK6sOSSEELUlyaEGVFxg/KJjcYTWW5ut23bEpxW5h/ecclsrvn6bP2+9gpntv6SFLxvd+lyU9qHbnAsW2wl1EyKCKD42cshdyZa4Qoh6ZSvJNR6Un6IQAG0JwoIHvO6aK9fBsd3KVFBlezeJs5bFzrV9WxNmtzKnpCcAOqgFmJv/AOWC6J74ULB/1QnHs4pKSVSZxpMakkPm4Cjj/6W74qYO5iL/dLN6/CCpPJsjBIvyoZa+hveL+wDIK3bj8BaC49T+HyulONSiv/EkfTGr9mSTvXUJbqx0N+3hT9aP+MXWh7W+cxiQ9y0XR2dBTBcwHR/BZDIpSqzhWH0lTe73i80ZmbxueoU79j6I8pZCt1GBnRjcAm0NCbhPh/RLQ6WNRzsiMV09lS6J0WQfW8WpOLduwZ/BXG4ve3Zvx4b7hMWoAaKCrezxRuPJ3suBHNlERQghakOSQw2ouDAPAEs9rg3UMb4FmUTgPHrqn4gc3boMm/KSfPBTfKEtUb+ZgS8+GVPy9RXqJkaWGzlUKiOHhGhodrd/ukotk0OmY1M+G+iPLGephwiKULKNvThJqN3CtX1bs9DnX28opHmvN3RMZFQsu0lEZ/xywvGcIv8uY9awGtcAtIcZU410ccVFqR3F/h2XGio5FGRsSx+6+RNMGz4Fn4/0zCLCcWINiarh7Jp1OKcbGTqGbcu/YdI7y0kz7UD3ug5fm0F42w8j8dZP+cx8GS1VDgk5v6DKTSk7xmOLNB40sUTIzm0bsCovrqRBeLteAa0HBHZicAw6+pxabd6hLv8/1O/XQ2RrOsWH4lY23CY7NNG1mBrTL+nZtPP5PySNPjE5NLRLHM6gRGzeIka9+DUvTvuEnN1rwOdrhEiFEKJ5keRQAypxGskha3D9JYc6xIZwULdA553atLLD+S6C8neRa0/E02qAMTw6KBLTnYsgpWJyKCLIitfs35mokk8+hRD1x+vThHqNnx+1nVZmshl/CDbUdvZFpV7CVRHm4MgGaV80b7cP7UB8ykVoZa71925T1S0hnNWejnj2rjw+LcxdTFZhCa1UJv/f3l2HyVVeDxz/vnfc1nezSTZuRCCKhOAeXArBpbQUK22htIV6+2tLW6S0QClQwQrFNbgHC4Eocfes786Oz9z398edTTbJ+s5kd5PzeZ48mbn6Tm6SO3vuec8x2zEdzJtrBXlrqyt2W+eLpqcNZWlamcdjZS9761ejEmGo38jqygZyVBhPoOvBoRtPGMlK70SKqr7gAHcFAUI4hx6Kcfkr2C59gQElBdx8ww1oZUPpFPQZs9sxtDvPetFM8Kw7Va5bDID7pN9iO/+xnTKeWqOO+yXGib/r2MkM2/ZMLrfDxuBCHw3K3+P+THqCLxev4LeOh0n5SqDvhJ3WTR6UzzVnHAXAi/l/5ea13yb/4aOoffRiSCWzOzDTBDOV3XMIIUQWSXAoi2LhIABub1sNXtvP7bBR5yjGGd7apeO8PH8zQ9QWbGWTsH/7TdSBV7a6vVIKnz8d5IpLcEiILjFNiDW0uDqSSFFIuv5GB2u2GK50cChLQdxwNEEOYexNi64KkdYnx81vZkzDnHAxasTx3T2cjDh1fF8WGSNwxKqhZi00lKP/NIz89W/QV1Vh5LVRbwjIzbcKc1dW7h4cyklUkFL2rNVnys+1Ag6KdOZExTLWVITIIbQ9aNUVLruNg485kwLVwANDZ1kLyw6yup6lM2dy84th8GHWupLdg0OGL/3/SQ8LhCQau7Dtkp3SpqFHwpDDu3TuUaUBakxfj8um6m51wRBHzruRPqoW2wVPNp+1l2t1hxsQWkjNyHP5u3kWeWteRc/8YXYH98Yt6MfPy+45hBAiiyQ4lEWJSDo45M9sV5+4ty858d2/YLaX1pqXv1rLIKOcQP/2dzwL5KRrE0jmkBCdsrI8yFX//IDqB05F33dIi9uFY0nylfX/R0ezLxzbg0PZyRxKRINW/RKpOSRaYTvjr3DY97t7GBmR43aQO2wqALF1s2Hdx6hEiJKKT+lvVGFrrijxLvKLrCl2tVXlEK7G/PJhqNtIfTRBsa4i5CrpUAv5jnC6vTsvqFjG2op6fCqGPUPTQz1jT8YM9Mez+H9oTz4UDt9tG7X/N6xi1H3H77bO5u15waHyYJSC6AbCjgLohmm0o0oDVKa8pMLVe/zcPZbWLH7wSibqJWw9+vaWi6in/02a7nzyz7qd9/p/h/dcR8PCZ7I7vpq1ULMmu+cQQogs6v2VInuwZGNwyJfZH6KMvP74gyGS4Trs3g4e2zSZt2AuDVtXYnOZUNh2m9VGXl86yCXBISF2tnUh5ovXY1zwJOTs3tLaNDVPfLGe516dya38kwJjBRq1o/XzLkLxFIUqiEahPB2b9mF3+QBIREM4OvdpWqUbn2JLzSGxDzn88COpX+3l3RefwOPP5USgT+1cCghCbtvTwYrTwSHv0mcwZ/8Aw4zDQVfx+eAf0pdqCGSn3hAAjXXIgKRyYK9YytpN6YBWFwtSb+ctwLj6I5Kv3IitYEjzga6Jl6BGndxswNsVsDKYzEhNj3lqOW99LUONLSTzO5g1lCH7lQao0z7iwWo8bW++T/j6xduZWv8anw+4koOPvKzlDX3FpAYdjpp4EXjymDQwnzkb+nC0PWjVzXT6sjPAVLzHFVUXQoiO6Cn34L2SmZ424shgtzIAb5GVLrt1UyeeTqx8m4kvHMMl7nTqd1H7g0MOd/pmKgWphdgunkiRevVHGFvmwfpPd16pNWvmfcA9d/2aAa9cxLPGTxhpbOZr1wQUusV/S6FYkgLqSThz213jopHTY/07DYeCnfk4bYoG00+xM/VDpRC9wJQhxWwpOZxjjLkMqJ8LwMDkWmtlbtuZQ/5cKyAytvY9VqeKiReMRG9dxIfLK+hnVOMrHpitoW8PDkWVi0VqJPGtS6mtqbLWZfLfsa8Q+4yHUcf/qvn1SrWYCenO64OpFdGKtZkbTxd9urqKoWoL3r6juuX8w4r91GrfjoD8Pi60+jNGzruN2Y4DmXzZn1rfWClsV7yCMeECwKpDtNXMs9Y1bMvaGHUqDqlY1o4vhBDZJsGhLGoMDuHKXM0hgPy+QwDYtmF1h/ct37ACgIuZaS1oJvW7JU5vOsglmUNZ99bibXy2uqq7hyHaoLXmb/fdhW3DJ9aCiqXb10XiKd7/160MeeF0bgjexWRfOeaRt/KbYU/yuramqBBrPoATjqcoUPUk3B2v6+NKB4ci4ewEcbcX1G0sICvEPkApxagjziPHrGWMsY6VZpNMn/YUkm4ShLkr+Q0WO8ZC+WI+Wl5OX6MaW152ilEDYLeCQw3+oSyM98UsX0ouod3G1Z1ycnJYo0sxt37d3UPZ7stlaylWddhLRnbL+Qv9Lurw4UjUtbmt+f4fYfmbe2BU3afy2Zup0Ln4ZjyE3d6xiQ+TBuZRQfrvekN5FkaXlkxkbUr33k5rTX000d3DEGKfJ8GhbGrMCshw+mq/gVaKc+XmjgeHNm/ZBIBdJ9D+0jbb7zblTnc8SUUlcygbFmys5Z8zP+b1v3yHHz7yPpf963OWLfyi7R1Ft3l70SbOqnqQ5WZ/yu190eVWcKgunOCSv73GpPX/Zon/YOq++TG+Hy3BOPrH9Cnpw8ZwOhso3nxR6lA8SQENmJ0JDqWDuNFI5jOHYskU4fosZBwI0RuMOB5tWD+U/is1fcfy3LYLUmPY0O5cUkWjSIw8ldfKC1HRWvrUfIVTxyF/cHbGDNszh7z99mOl7o87FWSkLd3Uoof8Oy70uViqB2CrXNzdQwFgU20EqlZZbzrwEC2Tcj0O6vDjSEUgGW91W/XZfZizH9hDI9vzNm7cSFnDQpaWns7Y4YM7vH+h34UzNz3lO9i1hi6tMuOQjOzoaijaRWvND/43j+P/+Drm4+fB2lndPSQh9lkSHMoiFQ9iorY/tcuUQNEATAyOXvEHYg+eZHU+aqdofQUpbdU40R2YUgYQ8LiIaCdxCQ5l3PJtQW584BWO/ewKTqp9kn8OeY+r3e8w6tnjqF8lAaKeKGVqFs78O0ONrayb8EPmxvpTs24B8eqNzL7nUq6v+zMBFWX0JX8hd+C47dPDBhV6qTPd1kFayByKxFP4VRjViR/cvF4rGB2LZD7Db21lmJzGjAOpOST2Ne5c9KDD0Mpg0snfwnTlWctz2lcvSE+/HdvZD3DZtKF8GbX2udr+krVy6NFZGHDa9uDQGJIF1n3/uMBaa10PCQ4V+JwsNQfiDq5vtZPjnvLR8gqGqi3Wmw7UZswkm6GIO9IP8KK1rW+cCMPWBVkfU3d5b+aT2JRm/DHndvoYfcsGWy+ymTmUiqO0CWYye+fYC933/ipemLeZ0+KvYax4Y/cp+kKIPUaCQ1lkJMLElDvzHUjsLjYedy+vmQfh2vRph/4TNRuqKLeVkBp/Eca4szt0Wr/LTgQnyWj3f3Hbm0TiKa56ZA6/t/2dAe4I5qDDmVzxPN81ngJgzvvPN7tfTSjOzIVbmLlwy54crkibOXct54WfpDpvf44783KSBSMJhNbz8oO/4PjwTI4y5qEnXAh9dm7bPLjIR0inA8YtBIdCsSReYhiujtcr83itHyb8S/9HYt3sDu/fmhXlQXJIB516yA+VQuxJxjE/Q5/0J74xbQyq/0S0rwTsrvbtO/486DeBQ4cVMnaCNbX0aNt8zPyhHW+V3hE5/TEHToURJ9B/v4MBOMS06iZ1JHs4mwr9TpbqgVYttsbpuVsWwJqPumU8H66o4GD3erTdAwVDumUMAClnnvWitS5uqQQqFcdo2LY98GGamkSq/Q8Oe7KV5Q34N7xHyJ5H4YiWu3y2xZtfQlIb6GxmDqXS06KkKHW7ROIpbn56Pne98TXjciJca3/RWiFT84ToNm1O2lVKDQAeAUoBE3hAa323UupXwLeBxp7qt2qtZzaz/0nA3YANeEhrfVuGxt7j2ZJhYoY3K10mBh52IQ9uGsoJi0+j4bMnKB48rV37GdEa4o48bGfd1+Fz+t12wrjx9YCnenuTD1dUkKxey0GuRTDtZzDubPQ9B2JLJQja8mHdp2yqjVATivPm4m1UNcTYWBNh1spKUqbJcLWJqRcPI3/ktJ260ojsMU3N+rfu4zRViXnKgyjD4LBp03DM/C8nhGdSWXwQRVe9gNFM1uCgQi8NpDOHWphWFo6n8KsIhqfj9cq8hf14NnUYp9bOxfbEefCjVR0uat2SleUN5KqQ1UXNJcEhsQ8acCDGgAMBUMf8DOo3d/gQSil+PeNQ9J1lqPqNGCOOz/Qod+b0YnzzdQCOop5ln5cxKrbRWtdDgrwlARfOfvtDJdSvnUtO2RTMF69DhSpRNy3Zo2PZVh/lvaUV/MS/CkomgS0bfR/bR3vyIAa0VpS6SWODTz95j9VBOy+sTNGQVLw6+l2Mg78N/Sdle6hZ86+PVvJDYz62ESd06V6W73NTSS6F9Vuz0skTsLqVASSlKHV73Pf+Sj78aiFf5vyW3PhWUFjfL5ISHBKiu7SnolsSuElr/ZVSKgB8qZR6K73uLq317S3tqJSyAfcCxwMbgS+UUi9prXvGpPIssyfDxDM8paypH542mU+WTWHS0hepC/2ZXF/r54olU3iStZg5fTp1voDLTkS78MRamVZWt9EqwN1DvnD2BrNWVDLD8bH1ZvwMyBuIPuF3YHeh1n7BpEUvMvG2t9EoDKWY5C3nOOMrDjnwLE7ffBf9Kz6Ep4ETfw9Tr+vWz7KveHv+as6LPEl50YGUDLemg+QOOACAgIoQOPAbLdYaK/a7MB3pdS0EWkNxK3PI7u54cKg0z8edvptY7fiMm4N/hM1zoWxKh4/TnDXbajjWFQRHTuYzIoXobbr676p0LNRvhGwHh5oY0y+H6MRjYP4j1g9hzsw2zOgspRQ3nXccDfd6eOeD9/hiSSG/b5wmFaoCX+GeGUgqyWMvvorDtDEgtgI14IY9c94WGN58qKX1aWVNmoSs+vB/nG97j28oG/Xag7GgHgqH9NrgUEUwhnvevymwBWHMyV06Vr7XQYXOJbduSxaDQ+nMoaRkDrUlmTJ55ou1/CfnAXLMeioO+gm/nBXmLv8juCQ4JES3afPbvdZ6i9b6q/TrILAEaG9bjYOAlVrr1VrrOPAkcEZnB9vbuMwQSZs3a8fP9ToYfOSl5FPPcw//Bd1GAbz1VWHyCWL3d+5LlpU55ELHW65lYj58JuYrN3bq+PuqWSsqOM8xC3Pw4ZBntTM2pl6DceA38Y84gjwV4pkhr7DC922+3v9/PG3cytWJR7hm/ln0q5zF39SFRA0v1Kzr5k+yb9CmSe3rv6dY1VN4+v9Z7ZkBikagVfq/1P1OaXF/pRT5+el/g/EWupVFk/iIYnN3fFqZ3Wbw3WOG89+KIWgUrHqv/TtvXUjqheutp56mid74JXrdp6S+fonY89/ljytO5fTUW2hvcYfHJYTYmRpwMNqdB4MP26PndQ9Nn8/ds4K8Q0tyiBbsxyi9ltINTRLR90AtHa01f3l7OW/cfik3rfomfx/0PspMwoCDs37u1ti9+daLVqaVmU2m+l9kfxebzaB+0IlU6HxMwwGx+mwPM2s+evlhfmY8THDQ8TDmzC4dK8/rpFzno7PYyl4yh9rvg+UVHB5+i9Gx+ahT7sB59A+ZaR5CQrlan1amNXrZ6x2qtyqEaL8OfStQSg0GJgKfpxddr5RaoJT6l1Iqv5ld+gMbmrzfSPsDS72a1hqnGSVlz15wCGDYoWdS5RnCFeW3sfof5+94atGMVRUh8lQD7tySTp0r4HYQaS04lEqialahlr/R6jjEDhtrwuRUL6BPagvG+At232CQVZdi8pYnseX2w7X6Tcw+B8DlM0lNuRJ1/hOsGHkVm80CdCemN4gOMk02/+cyzos9w9r+p2Ib1KT+gcODzh+K2W9Sm92LigrTwaEWag7Fo0EMpVGuzj3VP2dyGf6CPqy0DSW54u3277h0JrZ5j6K/epTUSzegHjoG9e+TsD19CfaF/+NlcxqvDPoJasajnRqXEKKJQ29A3TB3z08HTt9XemKGb9HYoxmT/Jrv2F9lqTnAWrgHgkP/nb2er999ghMjr2KiOHTLw9aKsgOzfu7WuALWvUK3EhyqC1qt7pOGG4VGjzkTfc4/OTn+B6L2XIhmMDiUSkBDuppEqBK2zLdem6mMf+9btK6CQ5bdxib3MAIXPQK2jrWv31W+10mFzsUWym5BakBqDu1qywLMh46z/s6kPTF7A9Od8zFzB8KEC8lx23HaDOI4obXMofWfop6YASveIJpI8fqirZhz/g1rPtwDH0SIvV+7g0NKKT/wLPB9rXU98HdgGDAB2ALc0dxuzSxrNr1FKXWVUmqOUmpORUVFc5v0KpFECi9RtCOzbex34/CQ/4NPeS5wMcO2vk7Ff7/TYgvNdeW15KgIOQWdCw75XXYi2olKtBAcatiK0iYqHoQNnze/jdjJrBWVHGXMtzI8Rp60+wZ5g9A5ZZg5AzC+9RbGrZuwfesNGDwN26l3wqiTOGJkMZtSeUSqN+35D7CP0dsW0n/9SzxhP4P+Vzy823rjnAcwzrq/zeOUFuaT0grdwrSy7U+CW5ia1haHzeCnJ4/mrdhY1KYvWgxC7abe+juk3/0ttnmPsqz/2fyl9DbO4zYmhO/l5vi3cR50BWqXIttCiE6wOcBbsOfPmzsAM9CvRwaHOPpWEpOuwGWGeUyfRI29BLYuzOopF2ys5e8vzeJO90OYpeMxjv8NSpvowhF7bjpbC9wB6+9HsqG6xW3qaq3AUW3hRACMqddRHHDhc9oIK0/7//9vj0/vQf9tIlu3bqL2qWtJPnAs5/z6n1Q89A30f1rOmO2oaCLF6/+9i36qioLT/g+cXX/Qmu91UE4ezmiVFczKhu3TyiRzqNFvX/6aNY9/F2PjF7DBapKxaFMd7y/dzFRjMcYwa2q+Uooiv5MojtaDQ40PQjfM5revLOa5/96P8cr34bO2v3sJIdrWruCQUsqBFRh6XGv9HIDWepvWOqW1NoEHsaaQ7WojMKDJ+zKg2fQGrfUDWuspWuspxcW9f8pCQ3paiHZ2fFpIRxlOD0dffRf/ss+geNWz1L76q2a327bV+qN3BYo6dZ5AelqZkWwhOFS3Izihl7/ZqXPsS7TWvDR/M8c5F6D7TWz+S6hSqIufwfjma9YPEc0UYzx8RBHl5JOqk8yhrNAac9ZfoW4TSxZZHX5yD74Eh72Zp5j9J0PxqDYPWeh3EcJDMtL8E12zMWjUhXogJ43rC0OPxqZTxO8YR/K1W9rcx6zbRMLmxYjWslEXceaqU3m6dhRD95/G/51/KJ/ecgwnjC3t9JiEED2AUqhDr4dxnW8LnjU2B47T/wLXzcZ10BV8GSsjumFu1k5XG45z7aNzuMt5Pz4jgfGNf8KB30IH+qKGHpW187ZXfsBDvfYQbahqcZtg0LqPVE+8Gn3Ji9B/EkophhT7qDczHBzathgVC/LWvd8jsPZN7DrBg+YvKN78LmzLXDnRZ2av4dzI09Tlj8M3tpkHZ52Q53VSofNQmDtlsGTU9mllkjkEVhBo3afPMqRhnrWgcjnaNLn95a84xL0Bd6oBmvw7Kw64iOg2gkPpa1e1/BPe/nwef3b8AwAdbjmAKoRov/Z0K1PAP4ElWus7myzvq7Vu7KF9FrComd2/AEYopYYAm4DzgQu7POpeoD6axKeixDv55L+j8n1ODvvW7Tx7fwXnzPkLFQ4/xcffuFMwoboyfbm8nXsS5rIbRHFja+Y/7XA8yZwv53EEoP2l6BVvok74TafOs694f3kFi1etZZx7JWrEj1vesGR0q8fpk+Omzl6EN/aJNQe7J9SQ2LaY1Cf3Yjv97i6ngne74BaMt3+OTjQwb94WxgDHTutaHYp8n5MG3Bjh+mYLY+po+st8J1rZN3Xx+Rfy1zvmckhqEQd9fh+MOxsGtDxNombrOr6K78cK7wQKRh/FK9OOZWiRD6WaSwIVQvRWqqc3LygexQ3HJnjyy6EcXfscOh5CZfj7lGlqbnxqPoeE3uFA+wKY/lcoGgGAuvZTyGJDkfbK9zqp034CrWQOBeutaWWBwgGoYZO3Lx9S5KemxoWOBZtN4++Mqk0rKAQusb2FRlE+5SZK5txBBBeeeNAKRHVyOnSjWDLFqvce5mKjHH3CXTvq+nVRntdBuc6z3jRsg0DnmrO0yDStOlUgmUNpd7+1lB87n2KzvQxnop7KRV+yaO39PLjlZ1QUHgjVwJAjt29f5HcRrrWjE5GW/86GreCQq3w+N+QOIhCLsM45goERCQ4JkQnt+SlyGnAJcIxSal7618nAn5RSC5VSC4CjgR8AKKX6KaVmAmitk8D1wBtYhayf0lp/nY0P0tM0xKzMIaMTBWU7a2RpDvt96yHeZwrFn/4fsbsPhKpVgJWiW1G+1dqwk2nsSimSNg/21O5PRN5avI2P5swD4N76wzEqlvD2befy3zt+wPt/msHzf/ker953M7Me+RXb5s7ct2sSLXiK+H8v5vevLObs3GUodJe71Zj+UmykINzy08U9RmtSL/8A2/zHrE48vV3jU6rV83DUrSXkKsblzenSIQt9Thq0h2S4rtn1Ot61aWWNcrxuRp71Uy4PXU/IUUDq7dYDtu7IVkLuPlzzkzs5/8wzGFbsl8CQEKJb5HodjJ50GDZMPv3orR0r6jZZHcy6IpXg/f/+kblLV/LT3DcwS8bApEt3rPfkg8PdtXNkQL7PSR0+UuHaFreJhKz7SH7+zqU/hxR6qUy40dHm7zOdoerWU6HSDxhHnkjJKT/n00Mf4reJi61lwa1dPsczX6zj4vjTBHNHoVpp7tBRDptByJEeezaKUptNvtdKzSEWbapDL3+DEWwg78RbqfQMoWHzUsJL38WhUvSr/gyz9ICdsuaLAy4aUo4Wg2vRRIqacitL3k+EGeZMVngnMScxGCQ4JERGtPlIX2s9i+ZrB81sZhla683AyU3ez2xp271ZQySBlygNezA4BDC2rJCl33mW799/N7+t+wfq2Wtwfut1Fmysw2+mp7B0MnMIwLS7cTQTHKoIxuinqojbfNRMuJ5XVhtMr38aW9SkVuWS1/hDcDmwGta+OozIqfcyesLUTo+lt9Fa8/SXGznkg/sYGJxL/8RYrh44F11bgOo3sUvHduT1gyAQ3Az+bp6Wufx1bBs/s1631nGit0gH3FJbFjHCHsBdMqLLh8z3OQnhwYw2n+5vJLo+razRSeNKeW7MIO5eeSq3rnsEvXQmar/dWwLrWAM+M4izaIAEhIQQPcK0Y8+kZu6v6DPrZ0QOORaPx4v57+mo4v1QFz3VsYMl46Rm3gyH/YC3336NE1f+gfd9BeSGquHEBzOWoZJJ+V4nW7WPfq384BsNW/cLt3fn+8WQYh9BPKQimzvWfaYFsWiYglQV75dewZGDPKiJF4JSjD7sDP72/hpro+CW7dlXnVHZEGP+mw9zkbEFffwfMn5N4p5iiJKd4FDjlDJodVrUulWLySsoITe/cyUeeou/v7eS7zpeIpkzAO+kGey3bQ6JBc8yJuBAuyZhOnzYxp210z5FfhcNKXuLwbUfPbOAkxcv53DDhU/FsCeCVI06k63zvrA6+mndI/8dC9Gb9ID5J3uncCSEXZnY3V3/4a6j9uubx5kXXsNvk5fg3Pw5Na/8ggUr1lKg0j+IejpfADNl9+LUsd1aSFaH4vQ3qrDnl/HzMydw6o0PYPvBIvjhCvJ+uR5+ug1+upWt3/maN0f/H4FkJcOfP4XoO3/MXmHAHubFeZv5xTNfUFpvdV65v+AJSra8B4dc02wtoY7wFw8EIFzV/Zk6Va/93iqwDa3PG+8t0sGh4sRmRtk2Yisa1uVDWplDbnQLtSCMxqLvXZxW1ujXZ4zlaXUi6+xDMF+6odl6CxvXW1mGBX0HZ+ScQgjRVTZfPuXH/5Uh5kZm3fsd/vu/RzFq18HajyAZb/sATVWvwvbVf3jv4d9Sv2AmUeUhoCKYuQNg7NnZ+QBdVOBzslEX42lY12KzkUQ4fR/ZJdN0SJGfoM5czaGvl1iJ/8UD90NN/wOU7g9YtXyK+w22Nqrf0sLe7fP7F+dyvflfovkjUWPO6NKxmmP60g1ZMpDhtJumGfHNfPdZUxnivtt/TukjhxO/9zCoWZv5MfQQaypDrF/8CePVCuyHfc8qL1A0Eke8Dk/VYtSwY7Bd8QoceOVO+xX5nUS0g1S8+eDQlroIZc4Gkn0moF05aLubginnUKv91pS+TNbXEmIfJcGhLAmHrCwdh6dr008666hRJZx52Q95hwPJ/+pvXPzJSRzrXWmt7EJ3FO1Id4zYpdhedShOmVGNym1Sfzy3P/jTN2KHGxweSvuWccKM77L14vd5w5yC+6Pfw+IXOj2e3mD5tiDvLt3Gr1/+mgtKN+FUKRg0DXdwHWZOf9Sh3+3yOQpLBwFQtWV9l4/VFXXhBK6aFWxxpP8e7EXBIUNpPKkGKOx6cKgxc0jFQ82utyUyM62sUd9cD98/cRxXhb6DjtSS+uskEg9N3+kL8qpVKwAoG9T1zyeEEJky6tAzmNPvQo4Pv8qkJbcDWF1TN3/VsQOl70fjat/hZM8inGNOxrh6FsZlL/XY2ni5HgdL9CA8iVorK6cZyWgDJgocO9dIGlJoZQ7ZEg0tBpY6YsUyq+D0kBG7d6ss7Gt9B2lpjG2KBXnt9VcYtOR+Bqpy3Kf+KSv1E72+AA3KBw1ZaGffNHNol6zpaCLFI/+6h2sb/soy5xgciXpS/zo5+9nVpol+6Xuw4YvsnmcXD3y4ikm21dabkSdavxem63mhYUBzPYygOOAmqp3oFv5cgtEkRUaQ3OL+mPvPwJzyLUYM7EfYlv5ZS6aWCdFlEhzKkng6OOTy7vnMoUaHjijGdeETnBX7NUqnOCbxkRXccXShyGJjcCi+c8ey6lCcvqoKldu/XYcZO3woD/f9ORFcmOnWlnub6lCcm5+ezwl3fciDjzzMxYlnuWHQBrRhh7PuxywcgXHyn7t2PdL6lw3C1IpQZfcGh17/ajl+FWGD6mct2Bvm3e9ax6mg68GTgMtOWLl3BIF2YW/sCJjBboeXHDKISQdO48rYjcwPHIF982zMD+/Yvr58o/VFrt+A4Rk7pxBCZMJBV9yOmTeY/YwNvJA61Fq49qMOHaOmzvpeVqpq8CWqMUaeCEXDoWBopoebMTZDsc6ZvudsXdjsNqlYAwnl2m06TY7HTszwYWBCCw8iOqJ8g/UAwVs8ZLd1ubkFBLWnU11TzSUzidw5iemfXcT37M9jjjwZ0u3NMy3f66CKPGjIRuZQy9PK/u/VxRwSfJOou4SG857hN4lLsAU3Qc2azI+jqfKvUV/9B5btoeoe9ZtJ3D2J5V99yCklVWh3LjQ+NG463bD/lGZ3L/I7ieFAt9DtrSGWJCdVC74ibKfeju2k32EzFK7cdDkF6VgmRJdJcChLRuRZN+muFq7tqsNGFjNo/JG8Y06yviB0IWsI2NEtJLHzF41gQwP5ug5yy9p9rMsOG8ZicyD1q+d0aUw9jWlqnvpiA8fc8T7vzl3GswOe4gnn77jJ9iR58x9A958CeQMxvjsHMlRscWBJLlXkEK/t3nb2s76ypsytSqZv1L28Y8e7S7fxymcLqdU+4splLczADxJKKZJ2P45U81/YHanMB4cMQ/H7s/an7+RTOXvjBWwZdCbqq4e3TwMIlq+ztsvtl7FzCiFERji9GGf8DdNbzGPOGayxDcFc3bHgUHXdjiknGgXDj830KLOi0pv+oXrrgmbXq0SIhM27+3KlUO70d9AuTrcpD0Yx6taRUjYI9N1tfXHAxTadT7ymg1PbYw3opy5lXcTFn3w3Ez3+jxin392lsbYm3+tkm85DB7OROdT8tLL5G2p54bOlHGNfgHv8ORw0tJgad/q7cl32SgG8vmgLDz/+sPUmVJG18+xk/pM4alZxAp9ygH0D9Bm3I2iZOwBtd2PmD92pCHVTxQEXUZyoFr47xqIRvGYD+HaurWk0/mwjmUNCdJkEh7JkYqnVoNrWDTWHdvWL08YS3u8c600X6g0B2FzNZw7ZQulU4pz2ZQ4BHDe6D0v0YDxVi3erYdQbReIpXluwmcvuf4cfPbuAs3JX8pn/ZiZVvkTq4Oswj/8tCo0x/LiMn9tlt1FjFGJk42lYO62pDFGz1QowLI43Bod6d+bQ+8sqMCLVRJyFJAtHWQsz9JTZdPhxpsK7pfvHkyZuHSFpuDI+1UEpxa9OH8uoPgGuWX80mEkSz17NuqVzcYa3ErXngnP3HzKEEKLbDTkC40crueS043kvNgpz/WcdegARjVjfW+qLJpAacSL4ekdBYKcvl622vuhmModCsSQOM0rK3nwG8vbSBl0MDr2zpJwyVUnK36/Z+1JxwMVWnU+qgzWHPnj/TWw6wRv9ruG6G36Ce9rVO8oRZEGe18HWVA56D2UOaa35zSuLOds7H4eOw7izsdsMRo2ypuYlqrOX7f3cV5soq00/fG2mzmCmvbpgC+s/sIJR033LcFUvQ6XrUgFgGOghR2KMbvmhaFHARQwHNnP3f9daa5zxGuvNLo117P70+3BN1z6EEEKCQ1mToVbUmVDgc/KNGd/EdOd3qVMZgK2x+9ou04Xc4fQXgg5kDrkdNmpyR+Myw9lPrc2yVRUNnHHHTFJPX8F/yr/BzDHv8PPwbRiBPqjvfIRt+u8xpt0A182Gw76flTGEXCV4oll4GtZOCzbW0ldZU7DWmH2shb28W1l9JEGpvYHS0v54hk7FLByZueCJy4+d1G4/3ITjSfxEmn0SnAluh42/XjCR1cli7nFchrHpc8qePJajbPMx8tof3BVCiO5w+vh+lPc5DLsZI/xV+zuWxaJWpmbl0X/GftH/sjW8jOuX5+FrcxB6y+6ZQ+XBGF5i6Ba+azp8edaLLgaH3vx6K8McVTgKBze7vjjgYhv52DoQdFm4sY7Zs94A4NqLZuBzZb/uU77XSYXOy363svR3n7veXsHmdSu5wf8uZk4ZlB0IwP77jSKhbdRuWZX5cWBlsH+1ppyDjSUA6CxnDpmm5qlXX2Ngci0VthIGxlagEiErc6gJ46Kn4IT/a/E4AZedOE4Mndo5EwuIJU1yzXTn410yh9w51nstmUNCdJkEh7Illg4OZajbUJfZnahz/4065mddO4zL+gKSiO6olZJMmeTE00GJDmQOAdjSLdzNzfO7NK7utHhzPb/++8P8O3YjJ9u/QPefwpjV/wTDhu3ip6C0yc2xeBTYHFkZh8obwIDkOr769427ZXbtCfWRBKVYN+Z1Oh0c6uUFqeujSQpUEOUrRB3/G4xvvZWxYxuudFbhLl/aw/EUXhUjZc9eBs+o0gD/+eZB3B89kQs8/2Cd6s8AVYEjv/3BXSGE6A5KKQ4/6XwWmYPhgz/u9kNkS+JR677o8Xb/Q7uOOGtif+bGB2DUrNntflERjOElumPK/y7cgTzrRayu1XOY7/0B84PbmyxIwbbFMPdxol88SmDVqwxVW1B5g5rdvyTgYpsuwBkpb3cm+NtLtjGeFSTzh+EI7Jksrjyvg3KdZ3UEzXRnq12mlf37zTl4P/g173tupiC0CuPYX2yfYjWiNJetuoBo5brMjiFt2bYgA6PL8KsoDXizGxxKRKm/50jujP4CU9kpPvtPO9aVjmt5v2Yo1aSw+i7fHxtiyR1dl3cJDnlzrAffieAuNSKFEB0mwaFsaSz+1wMyhxqpYUdDWfNF4NrL7skFIFa/I0OlNpKgmFrrTaBPh45XOmICcW2jdvWe7aSQKavK63nrwVv4l/lzivxOjG++gf1bb2Ge+Q+MS1+E/MF7bCyjZ/yKBf7DmLTun3x5/7eJJ/fsVL36aJK+qpq4u5Cgbuxq17uDQ8Fogjxdb2XcOdzgycvYse2edHAovmtwyMocSjmyG1iePCifBy6dwtxqB5dFf0DEkYcqGpnVcwohRCaM65/Hnclv4A1tgHn/bdc+iZgVHPL7u3+6f0ccNaqEbY11hzbP3WldeTCKV8Wwt1DCwBfIByDSUNvqOdSi51Af3wWJKOYbP8X8w0D4+1R48Vrcr17PX+1/wZMKwqBDm92/0O9km87HppO7N3FoQUUwymTbSuwDm+9clQ1W5pD1PTbjHcuaZA5tqaqh9KNbuMo+E2P0yRjXfw7jZ2xfP7jQx2YKs1Zz6LPVVRxhszLN3khNQjdkMThUs4a86vmspozYMb+BkdPRNhda2aB4dIcPpxxu68UumeehWJJCGjOHdg4mFuT4qNdeYvXZnz4nxN5OgkPZsn1aWQ/JHMqQZOEoYtpBqklbzJpQnD6qxpoG4+rYl67xg0tYrgcQX9/BlrQ9QG04ztf/+Cbf048RGnISrus+hgEHglIYE86Hvgfs0fG48suYeNOLzCq9lMnVr3DPP+7BNLvevra96iIJ+hk1EOhHFKe1sJcHh+rDCQJmXVZqU9i91hfUZGTn4FBDLIWPKOYeCCxPG17E7eeOJ7ffCCJXz4HjfpX1cwohRFfleh0szzmUKnsfWP1eu/ZJxqzp8D5Pz3lo1x42QzH8wBOJaCd1c3aeRrexJoKXKE5P8981c/KsjIpgXRu1WELlqHgDNW/9GePTe5iVGMmN8as5NvZnznXey58GP4h5yyaYeFGzu7vsNoLOdDZHsH2NMXTNOuuH/fRUqz0h3+ukHCtgRjDDdYeaBIfmr9nKKGc5euRJOM77924PCp12gzpnKZ5Ix2o0tdfnq6o42/EZyQGHslqXYUuGs5ZRXlexAYAFI6/Hc/h14HCjB05Fl4yxHqp1kM3ZfOZQMJqkcHvm0M7fyQr9Tmq0n0SDBIeE6CoJDmVLD8wcygSfz8t8PRTbxh3t56tCcUpULQlvx4sIDin0Mds4gJKq2VC5MpNDzaqUqfnJYx9wUvJdykeeT+6lj2c0q6SzbIbisG/dTrVvGDdW/Jy6uw6C6j1Tz6k+kqCfUY09v4ykStcO6OU1h4jWYsPscq2u5nj8VnCoob52p+VbaiP4VLTFJ8GZdsaE/rzy3cMpKCzO2pRHIYTItLH9c9loFqLbmQHSGBwynM0Xb+7Jzp46mjf1gTiWPL9Tnbp1VWH8RhyHu/ngUF46OBSub6UWSzKOitYCkPv5HYS1i5eG/oIzLv8hz/38Cp6+9WJ+dPl52Fytf59NetLfAevbFxwqqk3XUNqDwaHSXHeTzKEM1x1K7ggO2XWcge4oNl/LTWCS/v7kJysglczoMOJJk/o1XzBQb8Y+YQa2QPq6hLMTOHl3tnUdjz9o/PZlxtn/wDj/8U4dr6XgUEMsSaGqw1R2cOfttK7I56IGP6a0sheiyyQ4lC2Hfhd+sgEce1fnn4DLzhxzFN6qRdufQtSE4hSrWrS/tMPHMwzFl/0vJoaD6Nu/y/Rws+bxz9dRsO41nCpFydHX7mjV2RPYXeR9ZyaP+L6JP7iK6CcP7JHT1ketmkNGbn8K/R4SytmrupXple+Q/Od0WPTc9mW2WPOdMTLB7bO+oIaCOz/RXVcdxkd0+3ohhBC7G9svl42JAGawfT/kpxobadhdWRxVdhQHXFQOPRuv2UD9/Je3L19XFcKv4i0+iCwstIIT0VBtywdP16NpwIuhNEy8mNsvPZojRxaT623/A4NY7hDrRVX7iiznRtKduor3a/c5uqo44KK4X7puUqaDQ+nMoZh2MLLAji1W22qHYFvBAGyYxGvbF0xrrzcXb+XYxAekDAeMOYNAQfq7eQt1h1ZVNPDgk8+RuPcwePWmDp1rfVWYlatXADBwUJNOroFSyG++PlVbHI1dkXdpfNMQTVJIPUl3wW7fuQv9Tmp1ACUFqYXoMgkOZYthA3dOzwoaZECu18EccySGmYDN1lSwqlCcPtRgy+l4cAjgyhMP4lHzRJxLnye+cW7bO3Sz+lkPYLzxE77pnWV1ryrds9PH2sPIKeXAi3/NR+YBhOc9g24sEBmpgWjrhSk7KxIKkkMQcvpRmusmjqNDbYa71dJXUY+djX3DJ7DCKjqdMjXu7W1TMz+tzJ8uFGosfZnkgme2L19fHcZvRHF4elddDCGE2JPG9M2hQue2O3PITERJYLe+n/VCR550Llt1PvXv/WV7tsm6qjBeIi0Gh/rk+glrF/FQy/f9aK01vWrBgIsxi/fDe+T3OjU+T24x1eRCxdI2t9Va445VE7EFwO7s1Pk664gDRpDQNuorMlzvJx0cCisPZe4YKhkFT36LmwdKrGDatg2ZzZp/Y9ZszrZ/jB5+PHjyKepjNYppqN59Ctsrc9fx+j3f44olV+KoWIjeOKdD5/rv7PWUUIvpDGRspoTD1Zg5tPP3x1Dcmlamm3lYV+BzUoMfe6w2I2MQYl8mwSHRISP7BFhiTxeYW/8pANUNMUpULfa8vp065qSB+fQ/5SdU6Ry2/OdyaurqMzXcjEtUrsHz9q1czGsMTyzDGH9ejw0Aju6bgzn6TAqS5TzyzLPMnLMM8/4j0E9/Myvnc4TTT+Fy+lMScBPDuduTnx5rzUdohxfdZxw6ZP2g0RBt0hnD2/LTv87y51rH7Lv6GWwvXbd9Ct76qjABFd3r6pUJIUQmje2fQ4XOwx6vb98U5njEymjtpYaX5vJan+9Q1rCQ4Mu3EEum2FwXxqljLf5gnuOxE8RLKtLy96qNG62OWbYRx2Jc93mnMz6KAy5W6P6Y7QgO1UeS5FJP3Nly8CRbpu/fnwpy2bIpw53C0t3KEo4AKpgOxLTy3aG4bDgAVZsyFxxau3YlP9r6Q9w2jf1Yqztxv7KBAGzbsiMYljI1f3xtMZ7nLuM69QyvMo2lOdOgg5k3VQ0xBjjqrEyhDHF6rMwhndi5RlIwmiRHhVC7TCkDcDtshIwcnInsPPwUYl8iwSHRIQ6bwYjBA1ljDMRc/xkAoWCt1S0jp3PBIYBTDh7Liql/ZFByLeV/OZLaxy6H2g0ZGnVmJFImc//1PZJa8cb4u0lMvBwmX9Hdw2rV0WdcTgIHhQsfghevx6hbD2s/zEphQk+0MTjUjz45LsK692QONWyYzwbbQHRO/+0dTOqjCfJbKH6YCfmlA7k/eSpf9fmG9YRxw+cArK8K4dERcElwSAghWlKa4ybsTGcRhNqRPZSM9urgEMBx53+PR8yTCMx7gNDLt+LVURS6xRIGSimihheiLQeHyrdY07sGDxrcpbEVB1wsS/WHimWgW2+GUdEQpYAgSU/mp2y3ZUCBlwZ7IcHKjSRTmevqaqa/76ScgR1T1lqZVlY22OpA98lX87j837NZv2E9mF0bz4KX72WAUUHovKehz1gAhgy2gn015db0tfpogqsemYM5668ca5tL8oQ/8Hjfn7IiUQSR2g6dryGWpETVoAKd//6/K1e6YHwitsu0sliSABEMb/NT7hPOXDyphozXcBJiXyPBIdFhU4cWMjcxEHPbEgBS9eknJF28ORx60gWsP/CnxLUNx4rXiPzjeKhc0dXhZszzb77HQeEPWDrsck4863IcZ9ydlaBBJtm8edgmnM+pts842TabT8yxqFQcNnyW8XO5Y+n2tf4+lOa4iZgOUonsdMfIJNPUJLd8zacNpWxN5ewUHCok/YU6CzWHigIeZg//PtduPdVq+brmAxIpk4q6eqsI9l5WzF4IITJJKYUR6GO9ac/UslSMlNH76g01NaDAS90Rv+KR5PEUzL+fX9kftla0cr+I23x4YuWYT14CWxfutr62YhMAJX0HdGlsJQE3K3R/jFh9m53AyoMxClQ9KgtTttsjp2QAJfGNPPThSvTKd2DlO10+Zm2D1YjGcOdYATtoNXPI48+lyj2I83iLfuteou9DE1j8z6uIxFOdOv97S8uxlS+i1tWfolFTty8vzi8ggpOGmq08/f4X3PTn+zh61W382PEU5ugzsU+9hv3LclnT4ETF6rdnQLVHQyxJka5BZTBzyO22/i6Hw6GdzxVNElBhbJ7mg0MpdzoLLdJGZz4hRKskOCQ6bOqwQlaZ/bAHN0E8hNGQ/hLg79PlYw885Ufk3fAhN/pvIxQOEX3gBNgyv8vH7apt9VFWfPoSABNOvbabR9Mxxul/hetm03DuU9zivIUENr7++OW2d+wArTWueDqd15NPccBFFAeJaM8PDr0+eyF5uo5legBLg26raKNpUh9Jkq+CmIYza4Xlbz15PyoSLtZ7RmOuep8ttVE8ZvppmVNqDgkhRGuceekfSttRXNiWipKy9e7gEMDlhw3n9+pKPtQTOcVmZZy2FhxKOgLsF/8aY+lLMPex3dbHarcRUR5UFx9IFAdcrNRWfZu26g5VBGMUqCC2QPcEh/pMu4SBRgXu936BfuICzJk/6vIxa4NWMMPeNLOllZpDAIWXPkwhdfyev5Ey7IzZ9DSX/fIuRt76Mque+in67d+0+/x/emMZB9g3Ehg8caflSikabPl4KuZz+nsn8WDqF1xofx89+TKMM+8Bpdi/fy4VZvr6dyB7qCGaoMCszui0Mq/XGkd01+BQLEmOCqNcOc3uF/Gm/+5Vt68guhCieRIcEh02rl8Om+xlAOjKFSTqGjOHMnNzGFDg5U/XXcwP/X+kPmGg/3MqdHN7yn98sJqDWEQ8MABVMKRbx9JhhgHFo/CPPZF/XnUUKxyjMVa+RfkzN8GSVzJyilA8RYD0jdydR8DtIIaTVLznt7J/94P3AMgbMp4vKh0onYJINfXRBLmESLnzslZXanhJgAsPGshL9cNRW+aycetWfCodHJJpZUII0SpfQT8AzGDrmUNaa4xUHL0XBIcCbgfTx/Xlw+QYvCo9dbuVBxjKveNBg7ny3Z3WxZIpbOEKos6uZ8cOKfKxCuu7IRXLWt22oj5KPkFcuSVdPm9nqLFnEek3lcuN1zBSMYzqlR2eUrWr2qD1MMzjz9uxsJVpZQD0m4g6+x+khp+A+3tziPgG8LD3L7zhuJlhi++BOf9s9/mra6rpr7dg67t7k5SUp5CDjaU4lIme8RjGDxZhO+0ucFl/N/Yvy6VOp79zdKDukIrW4iTR5ZkDTfl81jiikV0zhxL4iFjNfprRUDjOerF5XsbGIsS+SIJDosPsNoP8gdZc5mVff4Wtca5/Bp8c5HodHDjlIG6OXWmluZYvztixO2NNRR1TbUtwDD+qW8fRVcNLApRNns5oYwMlix6CuY9m5Lh1kQR5qoGEzQN2Jz6Xjah2oHt4QeracJycemvq4pjxU1kfS385aignGE2Sq0JoV15Wx/Dj6fux3DsZpU0GvHEl37S9bq2QaWVCCNGq/GIrOBSubr0deCiewkUc0+7eE8PKum9MLuMLc9SOBa00MBjUz/puttK5H0bVcqjbtH3dsq1BCqlD+4q7PKZ+eR7OOXwiNdrP5pXzWt22vrYKp0rhyun6eTtFKTxn3Mkm+0Aes51pLdvctW659SErmOEONMkWak8zi7FnYbv4acgbiOeSJ3COPomws5AljjFWd1mz7WlmWmsGJNZgoKF03G7rS/qmg3YjT0SNPg12qRE6pNBH1JHOeOrAtCx3tMJ6Eej6zIFG3nRwKBbdOTgUjzRgx4QWModcef0o13mYXbyOQuzrJDgkOuXkI6eR0ooPP/mEMnst2u5p8T/szjpyZDFrdfqGU5PhrhIdlFO7BL8OoYYe1a3jyITAgRfyCeOpdPZHN1Rk5Jj1ESvLJum0vlwE3HaiONHt6SDTjRZtqmeU2kDcVcDUA/ajxkh/qWvYRn0kQQ5hlDcvq2Pwu+xcNOMC7kiei1m3kSvsb6CVAfmDs3peIYTo7foW5lCt/YRrWg8OBaMJXCqB2kuCQ1OHFtKQP4aYSn8eZ8uZQ57++1PjG8r3gxcDoJe9BgueglgDn6yqoljV4i3ITObH944byQb7QBIrPyAYbLlzVLTOeqioMhCU6rQ+Y/jytDf4U+gU6/2mL7t0uIaQlTlkpL8La4cP7B3MVCvdH9s3HuLp/R/gudhBVu2idmQ0xZIm+7F2+zF2ZaT/nI2DvtXs/oahyCtMZ3F1IFPfH6+0XmQwcyjgt7KZ4rsUpDYbi6q3kDlU6HexyBxMcqMEh4ToCgkOiU6ZMqyUbfa+9Euu54C8mPXUIMNTb8b0zSHq6YuJgtruDQ4Nb0h/aRh8eLeOIxNU4VDuH3g7CxgB4cqMHLM+kiBXhUi5rOCQz2UnhgOSPTs4tHBTHfsZ61F9xuJz2VH+9JejUIU1rUyFsHmz32r3kGHFHHDh75iu/8rpuc+gbtkIfcdn/bxCCNGb9c/zUqlzSdW1XgC5PpLERRzl2DuCQ4ahePq6I7ENPMha0Fqm6aHXk3vjlww/YBoVOhc982Z47tuYL1zLrOUV9LHV487LTOa322HDe8zNDNBbWPvgJS1234rXpx9MZaHZQ0ecMKYPpiuXcucA9KavunSshkiEJHZo/DvWRr2h1ozpl8O2ZPqahqva3D4YTTJarSdmD0BuM4XFhx6NOeIEGHpMi8dwNtZ/amfmkNaaQLIxOJS5mQMBf7pb2a41K6PpYGMLD6InD8pnoR6CvXoFxEPNbiOEaJsEh0SnKKVw9BnFcLWZ4e4g+DN3Y2hkGIqpI/uyjUJ0N2YOpUzNoMRqal39Mpo6253275/D2ogXQpkJDjVOK8OdB1jZMFGcVov2Hqx6zVeMN1bjGHYkwI7gUMM2gtEkeSqE4cnbI2M5fkwf3vj+kfzl4qkypUwIIdqhf76HCp1nNRJoRTCawE0Cw+HZMwPbAwp8TuxDpllvHK3fMwybwZ0zJrK+z3HUaS8LCqdjLHmRsesfI1cHwZe52j/Dp53NOwO+y/71H7DhoQsg3eK9Kd343aObg0Nuh43p40r5PDYY3YXMIa01kUgE03CAPf13rAvBobH9cqil/TWAQrEko4111OWMbP5B7QHnYlz0tFWDsgWunMJ2nw8gHE9RQq31JoM/A+T4PCS0jVR858whFUtnDrUQHBrXPxdn2SQMTOrXzsvYeITY10hwSHRa8aCxjLJtJlD+Bar/pKycY9rwItabRUQq1mTl+O1RFYpRQB1xdzemP2fY/v1zqTQDqEQI4l3vKFYfTZJDCCOdZeN32YlpJ0Zq9y+FPcnUjf8moryQTrX2BvKJ44CG8u3ZUI0Brz1hQIGXocVSiFoIIdrD77JTa8vHGW09OFQfTeAijuHcOzKHtpt4CXrqd6EdjTIMQzHpqvu5e+KrnLHpIuZ6pvJjI929zJ/Z7zeHX/pLHg9cyYDNrxO6YwLmm7/YHiQyTY1uzFr2dU+3sqbOmtSfOcmhVufd+tanJ7akKhSHVAJtOHZMJWtPvaEWjCgJUK/SQZB2TPNqiCUpU5XEcjrfMMUfKCCpDcxQ+4JDDbEkxaqWuM3X6rTGjnLYDOI4dg8OxRusFy1MKwM46fgTAfjs43db3EYI0bo2g0NKqQFKqfeUUkuUUl8rpb6XXv5npdRSpdQCpdTzSqm8FvZfq5RaqJSap5Sak+Hxi+5UNBKlU5i5g+DoW7NyimElfjbqYlQ3TiurCMYoVEF0Nz/hyqRx/XOppPGLR9ezh+rSgRS7z/oy1DitzJbquZlDwY2LOSr5CYvLZmx/wleU46aSPGgopyEStzpj7KHMISGEEB0XcxfhT1SD1i1uE4wmcakEdlfmfojtEXL7o078PzBs7dpc2Z384vTxnD6hjMtqrmAT6eBMBjOHANxOO2de/yd+n/crvgj3wfjkbvjkbwCsKG/Am6i1NvR2f3DokCGFrPGmO3wte61Tx6gIxnCSRNuckM5OU10IDjntBvlF6WycdmYOuYlhc3U+67gw4KIWP7Fg+74TBqNJAoRJOgJtb9xBMeVE7xIcsieC1otW6psOGTqSGlshnnXvEE20XchbCLG79mQOJYGbtNajgUOA65RSY4C3gHFa6wOA5cAtrRzjaK31BK31lC6PWPQcgw8jWTgK23n/3t4OM9MG5HvZoItxR7Y1m5q8J5QHYxSoemwZfrLWnfrneYg70ynPGZhaVh9JkEcIu886psNmkDBc2MyemznU8PZtRHESP/Dq7cuK/C7KzRzMhm0kI7VW5489mDkkhBCiY7S3GJeOQvXqFrepjyRwE8fu3HumlXWWYShuP3c8x04cxUsj/4BZegD0m5Dx8/hcdr515TX8yPkzPrQdgvnh7VC3kc/XVFGgglbnuAxmnHSWYSjGTJzGEnMg8S8e7tQx6iMJHCTB5oDGoudttbFvQ9/S/taLdtQcCsWTuIl3LTjkc1Gr/SQa2pc5FIol8aooZhamwSeVEzMRhVQCsLLNnMm2M4dQiuDYSzicuXz48UcZH5cQ+4I2g0Na6y1a66/Sr4PAEqC/1vpNrXUyvdlnQFn2hil6pMJh2L87G/pNzNopivxOthl9rI4NdRuzdp7WVNRFySeIs7tarmaBUmpHAcoMBIcawmG8KrZ9WhkANhd2nWixIGV30lWrKVn7Ms8aJ3DAqOHblxf7nVToXFL12zAbO4S4c7tnkEIIIdq0pe/R1GkfqX9Nh4plzW5TH03iIoHT3f3BiJ7AYTO4a8YErrvoXIyrP4K8gVk5T0nAzX0XTeIX0QtJJlMkn72Kr1ZupswZQvWAKWWNzp5cxlOpI3GWz4etizq8f10kgUMlUTZnk+BQ15pZ5OTmEdc2dDumlYUiMZwqhd3V+eBngc9JLX7MdgSjwJpW5ieKdmR+KnzScBGIl6P/OBiWvUY4kcJPugRCGw+jB5x4AxFcGJ/+Dd1KNqEQonkdqjmklBoMTAQ+32XVN4GWcjE18KZS6kul1FWtHPsqpdQcpdSciorMtNcWvZ9Sirg/3Xmhm6aW1dVV4VQpPPl7RzHqRq6cxralzQSH6jbCklfafaxE4xz1Jlk2urEoYw8sSr3hpd+R1Da8R30fn8u+fXmR30WFzoVQBUa01loo08qEEKLH8vQdwzfiv0Qno+j3/tDsNkHJHOo2UwYX8N2zj+VH8W9hrP+EC1b/mGHuYI+YUtZoZJ8AS4qnk8COnvtoh/evjyZxkETZnTu6lXVhWhlAgd9JLQESDW0/wItGrO5cDnfns3iK/E5qtL/d3cqC0SQ+FUW5shAcsrkZEV9i1Rla9wkN0SQBFUGjwNl6cEj5Clk38GyOiL7HW190PNAnxL6u3cEhpZQfeBb4vta6vsnyn2JNPXu8hV2naa0nAdOxpqQd0dxGWusHtNZTtNZTiov3ngwN0XVGwSDrRTd1LAtXWy1yHYHMzsnvbt4CK3NINzQTjP3iIfT/Lm5/S9NQersmT8p04xekHhYcilauo++6F3jDdQJnHLZzIfWigItKcrFHq3DE0p9JppUJIUSPdcKYPqyijEU5R8LKtyAZ322bhmgUm9I7fnAXe9Q5k8vof+Rl/ChxFQfrBYwKf4nqYXUcj5s8mrdTE0kueBbMFKlXb4Z5/23XvnWRBE6SGHZnxqaVFfhcVOsAyWDbmTyxsDXlqivBoUK/izr82BsfjLWhIZbERwTDnfmyEqbhwoP13VFXLCMYTVj1jey+VjuuNRp+8g04VYr5r/2TqoaeW95AiJ6oXcEhpZQDKzD0uNb6uSbLLwNOBS7SLeTuaa03p38vB54HDurqoMW+xVc0gIS2oWvXd8v5E8Fy60UPesqVCYX5BUS1g3jj52sqVGlN5dvwRbuOpZvJsjF6aHBo+bO/RWtNv1N+gt2283+BRX4Xm3URSpuUJdZaCyVzSAgheqwBBV5OGlfKQxWjrUyDtbvXGqkPpovZ2iU41F1uOn4U4TEzeDR5nLWgB00rAzh9fD9eMQ/FEalAf3IPti8ewPziX+3at7HmkOFw7Sju3cWpegU+B7X4SYXaERxKZw65PJ0PDuV5HNRqP85EXbu2D6WnldlaqwHUSUaTDD9dsZTVlSEChDFbKUbdlL10DOGiAzjFfJefPLdQppcJ0QHt6VamgH8CS7TWdzZZfhLwY+B0rXWzvbCVUj6lVKDxNXACIDl+okPKCgOs1yUkNi/slvOnGjs3+HrWU66u6pProYocorXbdl/ZmDG0YdcZpM2L1qX/jNw7MoeMdMcOEpFm9ugeFRtXMmrzC3wWOJEp4w/YbX2R38l6bX2xG6PWWAul5pAQQvRoVx42lLeio0kYblg2c7f1Ehzqfoah+MuMiUz81n2Yw46FoUd195B2UpLjxr//qTRoN/rtXwGgts5vVzOUukgCj820ag4Vj0Rf/yUMOrRL4ynwuajRflQ7upUlolZwaPv3rk4wDEXcmYvTjLTrMzfEkvhUBLsn85lDxXk7gkCqdj3LNpSToyLYPe0PRHkPvIQxah3lSz7m4U/WZnyMYt+zrwQZ25M5NA24BDgm3Y5+nlLqZOAeIAC8lV52P4BSqp9SqvHO3AeYpZSaD8wGXtVav575jyH2ZmX5Hj4zx2Bb/8n2zgV7koqkn9rsZZlDfXPdVOkcksHdp5U1FkA02xEcqo8mSIUbp5XlbV++/clPN3WZ25WOBQk9fB4J7Aw9+xfNbuN32dlmWNPtxqm11kKZViaEED3a5EH5jOxfzBe2CZhLZ+7W1r4+mO50JMGhbuW0G4wb3AfjkudgwoXdPZzd/P68A1lTdBQGJkH/EFQqDlvmWys3zkG/+N1mm2zURxO4VQplcwCgioaDUl0aS6HPqgFki7U9vT8RSz+jd3St4HrCmWe9aEdJgWC0MXMo88Ehj9fKgFpDPxSamvWLKHbGMTrysG7/b6DtHl50/YIpb57F/MVLrOXJOLzzm25rciN6rxkPfMZf3l7e3cPIuvZ0K5ultVZa6wPS7egnaK1naq2Ha60HNFl2dXr7zVrrk9OvV2utx6d/jdVa/y7bH0jsfcryvcwyx2FLhmDTV3v03Fpr7NF0cKiHpUB3VWmum2qdA6Hdg0N11VY2kblhTpsBueVbg+Qq66lV00CKrbFrRrIHZA5pzfp/XsKA+Go+nXQ7ZUNHN7uZUoqkvx9JbTBUbUEbdshCm1YhhBCZde6UMp4Lj8cIbt7xAz3WfTzYIMEh0TaboRhz2vcoV4X8xna9tXDDbOv3Rc+i5j4C23afAFEfSeA2UmBzZmws+T4nNQRwxut2C3buKrU9ONTFv9+NdSPb0SEtEgnjVElwZr4gNekMqBcSUwEwy5dS6IiiOjKFzVuAuup9wkf8nKFqCzlPncO/35zN8pl3w0d3wKLn2j6GEGkLNtYye001+d7M/RvvqTrUrUyI7jCgwMun5hirS8Hq9zt3kLqNULepw7s1xJLkmHUkDM/2m9XeoiTgpooc7NFmvgREaqnTXuypCPMe/Qnml4+0eJylW4Pk0hgc2vFUx+FMP8HqAZlD85/5A4PK3+PJ/Ks49rSLWt02P+Blsy7EUNoKdnXx6Z8QQojsO+2AfnzEJEyMnaaW1dRU4zDTte+kILVog23wobxx4ns8va0vUV8ZOh0c0lUrrQ2aq2kVSeIykhkNDvmcNoIqB5tOQqy+1W1T8cxkDsX9/a0XjZ+1FclIeqpmFrqVYXcBsDD3KJLYKI6uJVdFoKP1jUr2w3vMD6k+83H6UsEhs75JwZd/tdZVrdi+2W9fWcx5//iUT1a13RlO7IO05vlZ8/A4bJw1qX93jybrJDgkerxcjwPtKWCjewTmqvea38g0Md/4OVQ0k+6XjGP+azrm/Yd3OI102dYgBSpIwt21rhM9kdNuEHHk44nvEhzSGm+qjiV+64nNhLUPYbz8XfTqD3Zs06RA4rKtQYrtYbQrALYdbeEd6cyhZKzZkmSZpzXM+TfUrrdeL3kFXb2Gd/53N6MX3c4c91TOuuZ3GEbrwZ4iv2t73SGpNySEEL1Dvs/JpNEjmM9IUktetRaGKsm9bxzfsH1ovZfMIdEO35hURp7XwSJjJHpjOnOoahUAes3uwSGrW1kK0tPKMkEpRcKVZ71pI5PHbAwOdfHvd7RgNAlssOnLNrfdHhzKRuaQOw/tCnDQgYewxixlhNqEV4fA1bkpbGUTjsNx0f8YZd9Gkaon7CxCV1jBoZVba1Gf3cMtm77L8EcmU/7k9RDcmslPY6nfbH0/Fb3KlroIi999jFuWnM0VYyDHnbl/4z2VBIdEr3Dy/n2ZGRoFm+ZAQzPdtSqXY3z6V1IvXr9b+m3tx//EqFuPigdJPnousaevIv7QdBIPnQQVy6zMlurV1samCdEdnRrmrq+lkHrsgeJsfrxuk3QX4tQxiIe2L6uprcVJEvqMJXnBU9w58F7WmSWUP3kdby/cwNaPHoY/D4UvHwas4FCZJ75bbR5nuqVqNBIiq6pXW9dw1bvwyvcxn7iAxPt/gv9dhPrrBI5d8gvWescx7trH8bra/k+9OOBsEhzKy+7YhRBCZMw3JpcxMzEJW/kiqFkHaz/Clgwz0UhnQqQzEoRojcdp46SxpbxRNxAjuAVq1kLtOmvluo/BTO20fX00YU2xymDmEEDKlZ7m1UZRajOenr7fxcyh3JwclpgDSW1sOziUimUxc2ja99CXvsxZkweyUvdnnLEGR6IB2tmtrDm2EcdgXPoC9/lv4H09ycocijXg+PeJ/Mz+OKNK/XypR1K47An0qzdm8MNYzKcvR989nuTz1zVbt0r0MFoT2zCPs+/7hM/fexmnSnFJ4ZLuHtUeIcEh0SvcdMJIXjWOIWlC6uUf7D7/unIZALaNn8PXO+YRf758E9F3/8hX7Mefc24hWrWe0NJ32FYbRFcsI/HPk0n+dQr6b5NhywLMd/8Pfdf+EKkFYO6GGkrtDThzSvbUR92jkv6+1ouKZduXrVy/AYDC4lLso07k+5dfxFf7/4w+8Q2UPT2dvLdvwsTAfOuX6FAVS7fW08cZ2TFXPc3psb6kRCNZyBxa/znUb4H6Leh7Dyb06IWsnXkHccODsW0Rjg9+zxupKdyrLuCTYTcy/KZ3cOe0r9tcsd/FBt0HACVt7IUQotc4YmQxc9xW1itLX4W1HwMwTG22ltn3runhIntOHFfKZ4nhACTmP4Myk3xs7o+K1cPSV7ZnEsGOVvaZDg6pxi654TYKRCcyU3OowOdkvjkMtXlu2wGMWLqOlzPzBanxl2D0n0ifHDcbSo+nv6pCpWIdn1a2q8HTKDji28wNF6HCldx3zx8ZFFvKzMG34L32fR7q+2s+dxwMlW1Pq+soVbMWHF7s8x+DrfPb3F50s9Xv4frnkZTWL+TkYqs2a59tu2cN7o0kOCR6hSK/i1OPPZI7E+dgW/YKLH5hp/Vm+VIAInkjSb12y/b6QmveuIdSVcPng69ljnsqFxU8yQzfvzii6hZOqr+ViojJhpBByhEg9fL3UZ/+DRWrg0XPAFbmULGtYa/rVNaoss9hVgrx189vX7Z+ozX1rm9pP8Bqb3rWuZdRefJDDA5owo4CLorfghmtY/Xfz+W8xIsMii7bLZDi9liZQ/FohjOHovXoR07HfPpyQp8+hErF8a17m8HVH3NffDpPus9lg39/7Of8gytvvZdDL/klhr39aaBnTyrjwEkTrTcSHBJCiF7DYTOYPHEKi/QQEl8+irl2FgA5qnHajWQOifY5dFghG5xDiSsX5bP+A8ArzhOslU9div7HEZCMkUiZhOIp7CQzOq0MQDU2QmnY1vp2ycaaWl3LHCryu5ivh2EkGnaqydPsOePp4FA2MoeaOP+ya0l60n8Orq5P9T9tfD9cfUYBMD3yKjHDyxEzvg/AtOFFLAsHrBIUmWxbnkpCQzm1eeOs9+3oBie6V7LWeqAwo2A5JaHloAzU2lk7zbTYW0lwSPQalxwymOdcZ7HBPgjzwzt2+o+7eu1CNuoiLq75NjrWQOqxc9m8ZgnHVT7G2pwpXHP5ZTz1nam8+N3DeevGI/noR0fznbNP5NWjXuOM1B/5Y+gUbJu/JGEqUnlDML98hG0bVjA4+CU5Zh342pd10tvkFpbyUWp/Uguf2/6UaMsW6z9Ef/7OU+mKDjoX943zKfjxfL73rSt5MudbFAaX8jPH4yh3Lhx8zU7bNwaHEtEMdytb/gYqGcXY8Bn2T+7mg9QBfGWMwzScXPfD33H+Tx5iwA9nceyE4bgdtg4ffnCRj2MOOch6IzWHhBCiVzlnchlPJI/GUbkYo2IJJk3qzO1ljSVE9rjsNg7frx9zU0Pon7Qyqm+44nJuVTfwRuBsKziy8QuC0SQAdp35zCHyBpLQtjYLRKvGrrBdrDk0dVgha137AWC2MbVse3AoGzWHmsjx+7FNvsx608maQ035XHZ+eOGpAAxJrsI57HD8HuvP7bDhRWzShahEaKcSE121bPUqFJoPa9NBLgkO9XhrNlpJBmfo96y/62PPsrLXmqk5treR4JDoNTxOG1ccMYL7I8dibFsIG+dsXxfftpTVuj81gZF8O3oDunIZpQ9PpUjVE5j+q92OVZbvZcaBA/n20fsx83tHUHj0dazzjOW2xHn8NXQsxtb55P3rMJ5w/g67GdtrM4dG9w3wUupQbMGNkC66WFWZfkLlaaYIt80ODg+HDC3k4hv/jO9n66j9zlw8P/gK9jt5p0096Wll8a4UpA5us4r4aQ1rZ7F6+dfMf/NhqoxClpv9cakExiFXMfD6lzGu/QRHXr/On6up/MHW71JzSAghepXRfXPY/6QriSnrB745xgE7VkrmkOiAS6cOYqNvLADa6advvwGUHnYpN1dMRysD1nxIXSQBgE0nMh4cyvd7Wa9LSDXXbCUtmTKxp9JdYbsY/Mz1OJgx/RgatJs1c99tdVtbcs9kDgGoA69E9xkHfcdn5oD5g9CGleWlhh65ffGEAXlU29IPRus73uG4OSlT88CrnwDwecgqWSDBoZ4vWGNNJfOE01OSD74G7fDBije7cVR7hgSHRK9y8SEDecdxJBHlxZz9AABmMklBZB2x/OE8d+2heEefwPHRPzJTT2N+/xkUjj681WOW5Xu5+rhxDPrxJxx92S9ZUTKdOnzMTQ3hp6mriA88HIYetQc+3Z535MhiwkNPJKKdhF//FbW1NcSD6Vaeu9QQao7D4SCv79Bm2737/NYXhlQXgkPm4+ei7xpH8m8Hwn9OIf+/JzGq4TNm2aey4uDfoSddzuHTL6SooACKRnT6PLvx5KOP/hnsf27mjimEEGKPOP/wcZhjz6Zee3ghNmXHCulWJjrgwMEFnHP62dabgmGgFJccMoiEI4f1rpHo1R9Qnw4OGWYi49PK8n1OVuu+mBUtT/EKxVN4VJyUcoDR8WzpXZ0zeRBfuqdStv4FghsW77yyfgskoiRTJs5UOlspGzWHdpXbH3XNx9BnTGaOZ3NA/hDr9ZAdwSGn3cBXMtB6U5eZ4NAXa6upLbcyz5ab6TboEhzq8eKhHddIG3boewDq1Dth4kXdOKo9w972JkL0HAG3g/OmjeF/HxzGpV+/AMf9iq83VLI/cQqHHECe18k9F05kVcVIyvKv6PC0osNHFHP4iOMwYyuwb45yplI4B+99bewbKaX4+dkH8cu/fIvbNt9P+JFzyGeotbIdwaHWeD1eTK1Ixjs5rayhAmPrfLYGxlFZE+N18yIuUq+Tr+o548JrYfA04KwujbFFSqGOvDk7xxZCCJF1ntP+zA+3HEv1ltU7FkpwSHTUAGuauSocBlgBmwsOGshrs0fyndhMgsE6QKeDQ5nNHCr0OVml+3Fs3ZtWh7Rmgj+hWBIXcVI2N10PDVl1JkvP/TPRR4+g+smrCdz4rpU1XrsBfe/BqKnXsmn8D/CR/m63BzKHskGVjEJHqlElOwecXAUDoRKo35iR85QHY5SoWgA2U0zc8OBMN70RPZcZrqFW5ZJLA7p4NMrugvHnd/ew9gjJHBK9zhWHDuZx4zS0mcL86E6+nPMpACPHWk8HlVIML/F3qt5MI8PlY8qQQg7ciwNDjQYUeEmOm8GfuYSi6i851L4M7fB2ueuF3+0ghmNHi9UO0Frz0dtWkeyrK8/jj2X3Uj3xGrac8wKc/jcYOLVLYxNCCLGXc/kZt/9ENukm08IlOCQ6yl+COelyGHfO9kXXHj2ML9U4lE7i2PgZNkwUOvPTytKZQ0YqDrXrm92mIZbEQwwzg3+3Rw0fwbuDvs+Q0Hy2PXgOxIKYr9+KSoTQG+ewuiKEX0UxDUfvnap5wu9QFz8Lxs4/CucUl5HSimRNZoJDNaE4fVQNGkVhnwHUK79kDvUCKlpPvaMYfcD5GPuf0/YOexEJDoleJ9/n5JipB/Jk6ij0l/+h76qnAfD3z1C66T7o9PH9eDU2AYCD1OLm6w11kM9po5oAfco/7nBhv8/XVLNuzuuE8XDdhefw6JUH8/uz9mfSAQfApEt3u5kLIYQQuzp+TAlbtXU/08rI+LQfsW8wTr8bRp+6/X2R38Wkw06mWvsp/epOPKRr/mT471dxwMVqs6/1prL5qWUNsSRuFce0Z7bY+gkX3cT9vmso2vIByduGYCx9Ce0MwLZFrKposDKHnL6MnnOPyh8E/SbstrisMMA28olUNR+M66iacJwSasFbyMQhxVQmvZjh6owcW2SHaWqcyXpMdx7GWffBYT/o7iHtUfITluiVfnDcSN4rvpS4aXCibQ7x/lPBu/dn+WTLtOFFhDxlVOgcqx2rt2tTygDsNoNfm9+mMLqOxKPnWinR7bSmMsRUYzFq8DSO37+sy2MRQgix7xleEuCRqw7H9PWxsoaaqY8nRGdcdtRobrdfxaDoUr5rtzKdM51FM7TIR+6A0QBEtixtdptQLImHeMaz4nwuOzOu/Q0/LbyTh1Mn8HTyCFbv9x1UqIJtmzeQb4+jeumUstaU5XvZogszmjnUz14HgVImDcyn2vQRra/MyLF7pa0LoWZtd4+iVeXBGAHdgOHZNzsWS3BI9Epuh43bvjmdm0r/zZunfIrz269395B6NYfN4OQD+vGVOdJa0MV6Q41Cg47m5+ZVODZ9jrngqXbvV7ttPcOMLTiHH9n2xkIIIUQLDhlaiMob2Hunv4geyeu0M/6kK3gldQjfts20FmY4c0gpxY1nHEqt9vH1wuZby4diSdzEweHN6LnBytS/7YZvcukvH+Mu3/d5bIM1RVNvW0SJK7lnilHvYWX5HrboQmzBzBSkrg4nKDVqUYFS+ua6qcWPDu9708qWbQ3y478/ifnQ8fDGT7N/Qq2tX52wvjpMjgrj8O+bSQcSHBK9VpHfxX3XnMoJB8p0skz43nEjGHCAFYxRGZhWBnDHuRN4y3E0y42hmO/+AVKJdu1nL18EgG3gQRkZhxBCiH2Xyh+UlR+exb7tnEllPJZ3NWGVztrJcM0hgLH986j1DmJwxXtE/nsZNFTstL4mnMCt4hjOzE4ra8phM/j2EUN5YUseAIHapRTYY+Dc+zKH+uS42Uohnsi2TgcXmqoNxymmFvylFAVc1Go/Rqy24weq2wQVy7o8nu4QT5rc8uQnfGfLLzGSEXT95uyfdMnL6D8NhXiow7uurw6TSwhvTmEWBtbzSXBICAFYwbYxBx1vvclQ5lBprpu7L5jEbdGzsdevI/X5A+3aL1G/zXoRKM3IOIQQQuzDjvwR6vS/dfcoxF7GbjP4/aXHUzEpXZPElp3sNDX5MjbrAjzLX4Cvn9tp3ZbaCB7iOD3Zrf8z48AB4C2k2iikLLGaHCO2V04rsxmKsLsUh45BBmoD1TZEyDNrIFBKkd9FLX6c8boOBZ7Ka2oxHz4N/cw3uzye7nDPeys5oOIVhhpb2eQYBA3l2T/p+k9RkWroRCBqU2UtHhXHlyvBISHEvq7fBLTTD7mZq/MzbXgRRRNP473UBNRbP4cVb7W5jwqnn4z5ijM2DiGEEPuo4lEw/NjuHoXYCw0t9jPklBth+p9hxPFZOcfAY7/D93P+wlZbKXrVuzut21wXxW9LYDiylzkE1jS6K6YNYX6ijNFqAz4V7bVt7NuSDKS/A1et7PKxdKgSGyYESslx2wmqADadaHdGy78/XsMTd/wAo3oVRGq7PJ49bdGmOu59byVX+j9ji2ckr0YPgFB5RrKyWlIdipOqSBdwb9jW4f0rK63glT0D9Vd7IwkOCSF2cHhQ13wMh1yb0cPeesoYfuG4iTXGIMynr4D6LS1umzI1zmgVccPTuzthCCGEEGLvZ3PAwVdlrTGKUopzJpfxTmws5ppZO6boly8hXrkWr0rskWmTl04dxApjCMPVRryx8r2y5hBAQ8lk68XaD7t8LGck/bAzUIpSipQrXeS4He3s//fFeha9ej/X2F5EoyAR7vJ4qN0AqWTXj9OSaD3mQ8fBuk+JxFPc9NR8DvRuZUBsOdGx57HNzEWl4hCtzcrpEymTk+/+iKoNS6wFnQgO1ValM5syNIuit5HgkBBiZ/mDwZnZLxl5Xic/PH0y3wxfj5mIYb758xa3rQjGyKeemGvfLAQnhBBCCNHU2ZP6M0vvjy3RABvnAGD+dwbnVt6LV8Uy3q2sOXleJ4y/ALsyscXq9trMofzifnxtDiK58v0uHSeaSJGTqrLe+K0yCdqdDji0IziU/Pwh7nDez3y1H18WnNzl4FBq/lPov+wPC57s0nFatWU+xsYvCD9zDT+67wmuqb6N+wP/Qht2yo64jKA9/d0+S1PLPlxeQWV9A/mxLZ06j9aamup0QM8t3cqEECJrTh/fj0Ej9ucB8zSMRU/D6g+a3W5TbYQi6jA9RXt4hEIIIYQQPU/fXA960GGYKGtqWc06jNp1FCe34MxSt7LmXHnmicRHnWm92QsLUgOUFXiYZY7D2Dgb4p0PyNSE4/RRtdabQB8AbL72B4fK6r6kwl7Kr/N+z6ZUASoZBdPs1FhWzX4VXrgahe5UNk17zV/wFQDe4Br+UnM9J7vmE4htQ0+8BEdOCf6i/taG2RhD9Rrsr9/MaMc2HCrVqfNUNMSwx+utN+68zI6vl5DgkBBij1BK8bszx/EP8wy22fthvnTDjjnXX/6H1J3jMP88guC6eRSpemw5fbp3wEIIIYQQPcT0g8awwBxKw8JXYN3HAPSjEqcZA0f2M4fAKtjsPvYn1jSnvbQu5BEjipljHIBhxmH9p50+TnUoTgnpIJDf+k7r8KeLHLcRHNJa44lXE3b1oTTfR0XMZq3oRPaQ1pr17zxIjelDG3aINXT4GO0xZ201n8+ZQwI7mwafTbzkAJzXfYLtRyswTvsLAJ68vtbGGc4cqoskqHj+xxxZ9yK/Kvlox4oOnmdleQM5pH828eRlboC9iASHhBB7zIACL9cdP47vhq7EqF2LfvtXEAui3/wZyuHBCJVj2/gZhaoOZ25Jdw9XCCGEEKJHOHFsKa+pwwnULGblq3cBkKPCGDq5xzKHACjZD3X1LJh82Z475x5U6Hcx5uATiWk71Qte6/RxakIJ+qgaEq58sFud7Ny5Vla8biM4VBNOUKBrMX3F9M31UB5tDA5FOjyOL9fV0C+ygvnmMEyHr1Pt3dvjjjeXM8JRjioYQv/L/43nug8hf9BO2+QUW5lDifqtGTtvMJrg+jsfoXjDGwBMrHkdgI26iFhtx7qVrSxvIFel/3wkc0gIIbLvm9OGEOl3CE+ok1GzH4Dnr0bFghhn3Y92eLHXrKJQ1eOUzCEhhBBCCADcDhv7nXAlCRwMTywnjnPHyj1Qc2gnpeP26qYhVxw9lllMxL3oiU53CasJxylRtaR8Ox52+nKtbKtofWWr+66vDlOo6rEHSuib56Ym0Rgc6nhg55EPlzJMbeZrPYiY4YV45jOHKhtifL6mirHuSmxFQ1vcrri4D3Fto6Gq4y3mW3LHm8u5IPokcZufugHHYZhxEo4Ay8wBJOo6Nq1sZXkDxfao9UZqDjVPKTVAKfWeUmqJUuprpdT30ssLlFJvKaVWpH9vtqS3UuokpdQypdRKpdRPMv0BhBC9i91mcMd54/ld4nxWGYNh6SusdI3ln2sLIH8IxXWLsGOCTzKHhBBCCCEanTXtAGxjTgXg9dTkHSuy3Mp+X5PndbJk5NV4zQbin/x9xwrTxHz0HPS7v2uz/k9jcMgI9N2+LD83h6h2tBkc2lBZR75qwFPQl365HsI6HfzrYObQhuow65d+gV2ZfG0OJqI8WQkOzX//Odw6SmF8E6pgWIvbDSj0UUku0ZqWuxZ3xMryIDM/ncuJti+xH3wluYdeDkAqfyjlOg9buOPTygZ442iHF+zOtnfYC7UncygJ3KS1Hg0cAlynlBoD/AR4R2s9Angn/X4nSikbcC8wHRgDXJDeVwixDxvZJ8Bvzp7Mbf4fs84YwN2pb3Dba0uI5AxmYGy5tZFPClILIYQQQjRlHHI1McPD48njdiyU4FDGTZl6NG+mJsOn9+6o07N1Psaqt1Ef/gnz+atBazBTkIjutn9NKEGJqsGeuyM4VOx3UYufRLD14FDlNiuzJqewH6W5biKNWWIdKZBdv4XPX/w744x1AJT7RtFgujJecyi6cSHHzrmaO/2PYktGoKDlzKEB+V4qdB5mMDMFqZdsCXK28RE2UhiTLoVhx6DtHpx9RlGl8nDFqq3r004ryxvo54rus1PKoB3BIa31Fq31V+nXQWAJ0B84A3g4vdnDwJnN7H4QsFJrvVprHQeeTO8nhNjHnT2pjAdvvJBBv1jENd/8FomU5s0tPpyNHQb20kKHQgghhBCdNvAQvrxgIbP1KOLYrWUSHMq4gwYX8IrrFJzJIKz/DIB1s18B4EX7iRgL/wfrP0W/ciP6vkN2C0LUhqIUqzqMnNLtywr9LtaYfXFULmn13PUVmwBw5vahX66HCFbNoo4UpI5++TjfWPcbrve+hXbl4C4aQm3Khc5gzaH/fLyGB+6/HYATkukuxAVDWty+JOCiio5n9LSkLhznXNsHRPsdDEXDwelDXfQ0xtG3kHAXY2BCuKrlA4Qq0fccDBtmUx9NUB6MUeyI7rNTyqCDNYeUUoOBicDnQB+t9RawAkhAc3NA+gMbmrzfmF7W3LGvUkrNUUrNqaio6MiwhBC93Jh+OexXGuCT2ib/GftlWpkQQgghxK6mDCnE73JSbUt/V7JLcCjTDEPR/4CjiWsb9UvfJWVq6ha9zjIG89PwBdSpHDY9cQN89TCqZs32DnKNYvWVOEhBk2llRX4ns/UocuuWQCzY4rkjjdOufCX0yXUR0R0PDq3YaGXnlMbXo/vsz5ASP9UJB8RbPm9HLdlcz2n22cTsfisQA9DKtDLDUISdhbhj1Rk5v6t8HsOMLdgmXbJj4ZDDoWAoRmPt0lba2eu1s1CVS1n93K+55KHPKaaGPtE1+2ynMuhAcEgp5QeeBb6vta5v727NLNPNbai1fkBrPUVrPaW4WDIGhNjXnD2pP2vNHU9XJHNICCGEEGJ3TrvBbeccgLs43Q1KMoey4sLD9mORGsGWeW/xm2dns19iCcaIY/nF2VN4zjad/tEV1OPDtHth4TM77ZusSxdd9u9osJLvdfKl3s8KpGyY3eJ5E8F0Zo2vCJfdhssbSK/oQOZQeEeGkNFvPEOLfNSkXJjRzE0r89QuZQibcR3/C0xPIdqwQ+6AVvdJeYsIpGo6NN2rJfZ6KwfFMWDybus8+emgXCvBoaVffQjA0JpZHB96hVm+H+ENb0ZNvqLLY+ut2hUcUko5sAJDj2utn0sv3qaU6pte3xdoLj9sI9D0b0gZkLny5EKIvcY5k8roN9QqSaaVAZ5ma9wLIYQQQuzzTjmgL3ml6fouEhzKigEFXvJGH8Ow5Erq572AU6UYfsjpnDdlAFf84Pck3QX8TV3AO3oK5tcvQjIOQCSeomrbeusggR0PPg1Dsc4zFhMDc92nzZ4znjSxR9KzaNJZ9Dk56eBQB2oO6WSUGh0gfsaDMPU6hhb7CGsXZgZrDu1X+xEmBow9Gw69AT1yOtjsre6jAqXYMCHc9eyhZGOgy+XfbV1ucRkAoermQw/lwSj1qz5nm60UbTi4PvJ3HIVDUNd+CuNndHlsvVV7upUp4J/AEq31nU1WvQRcln59GfBiM7t/AYxQSg1RSjmB89P7CSHETgr9Lv7yrelohw+8RWDYuntIQgghhBA9V2OWhgSHsmbogSdiVyZ3uB5CB/qiBk21VviKsP94NdMvv5Vn4gdjxGqJzXkUgM/XVFFgpoMfTYJDAGcePIpF5iCWfP4GX2+ug4YKWP/59vULN9VRSD0pmxucVtAjJ5Auu9CBzCGdiJJQDpwTz4PcMoYU+WnAg8pgzSFvvJyQLQf8xRiHfx/j/Mfa3qloFAD1C2d2+fxmND2Zybl7cKio1AoO1ZVvanbf37/yNaP1atz7HQeHfpfUyOkYV7wKhS1Pi9sXtB7as0wDLgEWKqXmpZfdCtwGPKWUuhJYD5wLoJTqBzyktT5Za51USl0PvAHYgH9prb/O8GcQQuwtlLIK2enW24MKIYQQQuzz8gdbv7tyunUYe7Wyg9A2Jzi8qIufA7trxzqlmDyogHNnXM6nT73Kwa/fRNzu5MMtk+lr1Fnb+HcODv3g+JEs3zSNgWv+x3/uu5Yhrg/wpoJw7edQsh+frKykn6qzyisoq0KL19fxaWUqFSWhdrRj75vrJqzd2M0opJJtZvi0hz0ZIu7wdWif0vEnsHjuIFyv38ZNy0Zz0NAiPEaCk/Us8pPlqKN+sv1ztynemDkU2G3VgNIStuk8bGs/BG7Zad2CjbXMXzCXHFcYhh0Mky5FHklb2vxbobWeRfO1gwCObWb7zcDJTd7PBLoeGhRC7BPUwd9BJ2PdPQwhhBBCiJ5t3NlW8dxWOkSJLnJ6URc8icotg+JRzW5y3LgyXo48yscvX87hr1yPx3kN++dG0Mk8lMO92/Yjj72cxFMfcHXwFb5IjGSSLYrtiwfh5NuZvXIz33eFMJo0ZnF705kxiUi7h62SMZLGjkCW22EjYfOmjxMCW9c6cqVMjTMZJunpWHDooKGFbDz+R5S9cx1nbvgDelWYw40F5Kp04KvfBBg1vV3HUvEQCeXAYXPstm5ggZe7ktO5pfIJbv7LP9noGs5Ex3oGuxr4sNLHEe41ViXkfhM7NP69XddDhkIIkUmTLm0xGi2EEEIIIdLsrnb/IC26YPhu+RC7Oe3A4bxqe5QPXryCm+N/J5VwQFELU5QGHIjjpkUk4zHufmQeZ637LSfPeYzYhsXcsWUxdrcP5T9g++Z+j5uYdmCPNbQ7w8VI7RwcAlBuH8SBWEOX27XXRxL4iKKdHQsOAZRNuwBz0f2cXP4ByZwSQv1P4edb9ufKuntxv/Qrim88EZut7dLI9kQDMcPL7qEhKxiWc8TVBD9/lR8F/4ivrh6vtoJr56W30XY3qnh0h8e/N5PgkBBCCCGEEEII0QWnTBrCurLnefPluzjctRLP8CNa3d7udPGPSybz2hvfwfPVRxhbZpNDCiNWC75jtm+X47ETxoUnGmp/cMiMYdqcOy9z5VjBoQzUHaoJx/GpCLiKOr6zYcO4+iMAHEqRB/w0keLFf0eYsfkPfPDM3Rw54wdtHsaeCpNwtRycuu7ECejcn+J77/ekRp0F+52EzikjVr4C55Y5qPzBGZletzeRPw0hhBBCCCGEEKKLBpXkM+jK37R7e5/LzjdOP43a/D/z44/h1PDznKY+2d6pDCDH7SCCE0cH2tDbzRjmLl28HJ4ABIF4sN3HaUlNOE4eUYxm6v20yy51hdwOG+ddeROL//ACRy75FXqWQh32/RZ3jydN3GaYlN3b+mkOuRp1yNXbu3ApwF02GatPlthVu1rZCyGEEEIIIYQQIvPyDr+K2757OftdcBva7oHCEdvXBdx2ItpFMtr+gtR2M45p27nekcObLlyegcyh6lCCgIpg83QyONQMZXPw7kEP8U5qIrz7f1bh7BbUpae1mc10KhOdJ8EhIYQQQgghhBCiG+X7nIwYPR5101I4YMb25TkeBxFcmB0I6jh0HOw7B4fcPis4pGMZyBwKxfERwentWu2iXR01dgBvmlNQZgLqN7a4XV0kgU9F0BIcyigJDgkhhBBCCCGEED2BJw+MHT+m57gdhHGh4+3LHIonTVw6jrLvXJDa47cCObFwJoJDUXwqhsuX2eDQ2H45BL0DrDfVa1rcri4Sx08UwyXBoUyS4JAQQgghhBBCCNEDBdx2otqJbmcr+1AsiUslwOHZabkvYAVywsHaLo+pIVgHpOsYZZBSikHDxwJgVq1ucTsrcyiK4c7s+fd1EhwSQgghhBBCCCF6oByPgzBujET7MocaYklcxDEcO08ry8nJAyAaqu/ymCINtQCozhakbkX/gcOIaQfhbSta3KY2nMBHBIcnJ+Pn35dJcEgIIYQQQgghhOiBAi47UZwYyXZmDsWTuElgc+6cOZSbmwdALAPBoViDlTlEFoJDw0pyWK9LiJavanGbunAcH9EdRbZFRkhwSAghhBBCCCGE6IEMQ5EwPNhS7QwORRO4VAKbc+fMoUK/h5B2kYh0veZQIpIOMGWhIPSwEh/rdAlGTcs1hxoaGrApnfGaR/s6CQ4JIYQQQgghhBA9lGn34DCj7do2FLGCSHaXd6flBX4nYdykol3PHNoeHMpC5lCx38UWW1984Y2gdbPbRENW5pIUpM4sCQ4JIYQQQgghhBA9lGn34DSjLQZLmoqGrZb3DtcuBamdNkJ4MGMNXR9PNJ19lIXgjFKKiH8QLjMCDeXNbhMPZ29a275MgkNCCCGEEEIIIURP5fBiYEIq3uam0UjzwSGlFDHDA/GuBYeSKRPVeIwsTCsDMAqGWC+qm+9Ylghnb1rbvkyCQ0IIIYQQQgghRE/lTE8Ri4fa3DQWtbqaudy+3dYlbN52dz1rycaaCF7SU9yylLnjLR0JQHTzwmbXx7YHh3b/jKLzJDgkhBBCCCGEEEL0UEZjcCjRdlHq+PbgkHe3dSm7F3einviXj0G4ulNjWV3ZQID0OLKUuVM0cBTLzDL0p/dBKrnb+ob6GuuFTCvLKAkOCSGEEEIIIYQQPZTNlc6QaUfWT2NwyL7LtDKAlMPPkNRqnC9fR/LxGZBIZwBtnGP9aofVFSF8KoJWBjh2P0cmDOuTw5+TM/DUr4F5j++0rjYch1h2p7XtqyQ4JIQQQgghhBBC9FCO9BQxM9b2tLJELJ3VY3fttq5fvzIS2Hk0eRz2TbNJPP1N2PQl+j+nop84H5KxNo+/qiJEoT1uZe0o1bEP0k5DCn3UDzyOuXoEibd+A6HK7evWVYXxqcZpbRIcyiQJDgkhhBBCCCGEED2U3WMFQaLhYJvbJrcHh3bP6ik987ekrvqYDYf+H79OXIJt+UzMB4/F1KBCFbDoWcxHzyb12Lk7OoWFq+GrR2H2g/D5P8jf8BZ93ElwZm9Kl2Eo7rloEnc4rkZHawk9ffX2Tm1rq0L4sjytbV9l7+4BCCGEEEIIIYQQonkutxUEiYSC7F5JaGepeHrqmd29+0pPPm5PPrf2g+f7/oQHvtiP47c8wC/jl/JX38PkvngDNp0goRyk/nYw8dFn417+Mvbwtu2H+BGwyjs+61k7JQE3P7niXP7y4EJ+tPY/JG4fg/3oH7Oubhr+xoLYEhzKKMkcEkIIIYQQQggheqqCIcS0HbXwfzuWpZJgmrttmoq3PK2sqbMmlnH1VddT8MM5hPtO5a/Bo7DpBM87TuEbyd8xKzwQ99x/sbrBztmxXzEl+nceHvxHAAZHvt4jgZlx/XM5+Vu/4kfJq6lMeeDtX7K+soESVwJt94BNcl0ySf40hRBCCCGEEEKIHsqV35f7U6fxvVXPw9pZMPgwzMfPxcgrg9P/ttO2ZiJdN6idxaLzfU6eveZQguGJhFYey1ljT+aIqOadpSfzXDxEyubmXGXw3tJy/rh4HRe7FDaSe6zez7iyfFIHXMjdiwxuM+7D3LaYPu4EKMkayjQJDgkhhBBCCCGEED1UvtfJ35Onc6X/M7zv/B/GpS+g1n6ELhnNriWh9fZpZa1nDjWllCLH54XxZwJQ6IfzpgzYaZvjRvfhyJWVLNcDGK3W79EpXVceNoSr5o4CF/Sp/YrCQAIMCQ5lWpvTypRS/1JKlSulFjVZ9j+l1Lz0r7VKqXkt7LtWKbUwvV37euMJIYQQQgghhBACgNF9cyjMy+NdxxGoTV/Ahs9QZgLqNu62rW7sONZczaEuKA64+N6xI1hqG2ktcGWvIPWuxvTLYejw0WzRBYxNLCLPHpdOZVnQnppD/wFOarpAaz1Daz1Baz0BeBZ4rpX9j05vO6XToxRCCCGEEEIIIfZBNkMx48ABPFs1GGUm4bO/A6Ai1RDfpb19Ml2sOcPBIYDvHDmMM0453XqzB4NDAHfOmMAS5/4cbCyhKLZ+j59/X9BmcEhr/SFQ3dw6pZQCzgOeyPC4hBBCCCGEEEIIAZw7pYyv9EhSGLD89R0rmmQPRRMpyFLmUCNjQDrnYw93Civyuzjk6NMoVnX4QxtQB31nj55/X9DVbmWHA9u01itaWK+BN5VSXyqlrmrtQEqpq5RSc5RScyoqKro4LCGEEEIIIYQQYu/QN9fDcROGs9AcAkDUXWytqNuwfZuqUBy3imMqW/Y6eRXvhx56DAycmp3jt8I77lTMAVNRFzwBY8/c4+ff23U1OHQBrWcNTdNaTwKmA9cppY5oaUOt9QNa6yla6ynFxcVdHJYQQgghhBBCCLH3uPO88ew/7RQAvvAcbi1skjlUGYzhIoFptL8YdYcZNtSlz8PIE7J3jpbk9MW48nUYeeKeP/c+oNPBIaWUHTgb+F9L22itN6d/LweeBw7q7PmEEEIIIYQQQoh9lVIK28jjAXiodhJa2aB2R+ZQZYMVHNJZmlIm9m5dyRw6Dliqtd69RDqglPIppQKNr4ETgEXNbSuEEEIIIYQQQog2DDmCt098hw8iQ4l7++yUOVTVEMdNHOXIYuaQ2Gu1p5X9E8CnwCil1Eal1JXpVeezy5QypVQ/pdTM9Ns+wCyl1HxgNvCq1vp1hBBCCCGEEEII0SkHThiPzVCUG8XoJjWHKhpiuFQCw+HpxtGJ3qrNKlVa6wtaWH55M8s2AyenX68GxndxfEIIIYQQQgghhEjL9Tg4ZGgBS7fkUmZbt315ZUOMUUYS5ZBpZaLjulqQWgghhBBCCCGEEHvQWRPLWB7LQ9dvBjMFWNPKAvZk1trYi72bBIeEEEIIIYQQQoheZPq4UiqNEgwzAcEtgJU55DOSYJeaQ6LjJDgkhBBCCCGEEEL0Ij6XHd/wQwBIzLVKAVc2xPAYCZRkDolOkOCQEEIIIYQQQgjRyxx66NG8m5qA+fE9EGugqiGORyVBClKLTpDgkBBCCCGEEEII0cscMrSQJ9wzcCVqSc1+iOpwHLeKy7Qy0SkSHBJCCCGEEEIIIXoZw1CMnHIMn5hjSH72D5Q2ceqEFKQWnSLBISGEEEIIIYQQohc6e1IZjyRPwBXazNHGXOw6LsEh0SkSHBJCCCGEEEIIIXqhYcV+okNPYJvO45f2R3DFqsFb2N3DEr2QBIeEEEIIIYQQQohe6o/nTeZ54wQGGhUEB58Ih363u4ckeiEJDgkhhBBCCCGEEL1Unxw3ky/+P/5Udg+eix8HT153D0n0QvbuHoAQQgghhBBCCCE678BhfThw2CXdPQzRi0nmkBBCCCGEEEIIIcQ+TIJDQgghhBBCCCGEEPswCQ4JIYQQQgghhBBC7MMkOCSEEEIIIYQQQgixD5PgkBBCCCGEEEIIIcQ+TIJDQgghhBBCCCGEEPswCQ4JIYQQQgghhBBC7MMkOCSEEEIIIYQQQgixD5PgkBBCCCGEEEIIIcQ+TGmtu3sMu1FKVQDr2rl5EVCZxeGIrpNr1DvIder55Br1DnKdege5Tj2fXKPeQa5TzyfXqHeQ69Tz7S3XaJDWunjXhT0yONQRSqk5Wusp3T0O0TK5Rr2DXKeeT65R7yDXqXeQ69TzyTXqHeQ69XxyjXoHuU49395+jWRamRBCCCGEEEIIIcQ+TIJDQgghhBBCCCGEEPuwvSE49EB3D0C0Sa5R7yDXqeeTa9Q7yHXqHeQ69XxyjXoHuU49n1yj3kGuU8+3V1+jXl9zSAghhBBCCCGEEEJ03t6QOSSEEEIIIYQQQgghOmmPBYeUUicppZYppVYqpX7SZPn/lFLz0r/WKqXmtbB/gVLqLaXUivTv+enlFzXZf55SylRKTWhm/+vT59ZKqaImy3OVUi8rpeYrpb5WSl2R+U/fe2TxOjmUUg8rpRYqpZYopW5pYf8hSqnP0/v/TynlTC9XSqm/pse1QCk1KQsfv1foqdcove6o9Pm/Vkp9kOGP3qv0gOvU0v95F6X/DS1QSn2ilBqf4Y/ea/TgayT3pSayeJ2cSql/p6/TfKXUUS3sL/elduip1ym9Tu5N9IhrJPeldujB10nuTWkZuEbnpv8MTaXUlF3W3ZI+7jKl1Ikt7C/3pXboqdcpva5n3pe01ln/BdiAVcBQwAnMB8Y0s90dwC9aOMafgJ+kX/8E+GMz2+wPrG5h/4nAYGAtUNRk+a2NxwKKgWrAuSf+XHrar2xeJ+BC4Mn0a2/6OgxuZv+ngPPTr+8Hrkm/Phl4DVDAIcDn3f3nJddot2uUBywGBqbfl3T3n9c+fp1a+j/vUCA//Xq6/FvqkddI7kt75jpdB/w7/boE+BIwmtlf7ku9+zrlIfemnnKN5L7Uu6+T3Jsyd41GA6OA94EpTZaPSR/PBQxJn8fWzP5yX+rd1ymPHnpf2lOZQwcBK7XWq7XWceBJ4IymGyilFHAe8EQLxzgDeDj9+mHgzGa2uaCl/bXWc7XWa5tbBQTS5/dj/UeXbO3D7MWyeZ004FNK2QEPEAfqmzn2McAzzex/BvCItnwG5Cml+nbiM/Z2PfkaXQg8p7VeD6C1Lu/4x9trdOt1gpb/z9Naf6K1rkm//Qwoa//H2qv02GuE3JeayuZ1GgO8A9v/v6oFdn0yKPel9unJ10nuTZZuvUbpdXJfaluPvU7IvalRl6+R1nqJ1npZM6vOwHq4FNNarwFWps+367HlvtS2nnydeux9aU8Fh/oDG5q835he1tThwDat9YoWjtFHa70FIP17STPbzKDl/yhbcg9WVHAzsBD4ntba7OAx9hbZvE7PACFgC7AeuF1rXb3LvoVArda68UbT9PztGdu+oCdfo5FAvlLqfaXUl0qpSzv20fYq3X2d2utKrCdM+6KefI3kvrRDNq/TfOAMpZRdKTUEmAwM2GVfuS+1T0++TnJvsnT3NWqvffm+BD37Osm9yZKJa9SVY8t9qX168nXqsfcl+x46j2pmmd7lfYtZP+06gVIHA2Gt9aIO7noiMA8rsjcMeEsp9ZHWerenvPuAbF6ng4AU0A/IBz5SSr2ttV7dzvO3Z2z7gp58jexYXzSOxcqW+FQp9ZnWenknxtLbdfd1anuASh2N9SX8sE6MYW/Qk6+R3Jd2yOZ1+hfWDzpzgHXAJ+z+FFzuS+3Tk6+T3Jss3X2N2iT3JaBnXye5N1myeY3ac2y5L7VPT75OPfa+tKcyhzayc2S6DCvqDEA69f5s4H9Nlv07XaRpZnrRtsa0uPTvu6ZfnU/nLu4VWGldWmu9ElgD7NeJ4+wNsnmdLgRe11on0qlzH7N7KmslVvpjY9Cy6flbHds+pKdfo9e11iGtdSXwITC+S5+29+ru69QqpdQBwEPAGVrrqg59sr1HT75Gcl/aIWvXSWud1Fr/QGs9QWt9BlYNgF2fHsp9qX16+nWSe1P3X6NWyX1pu558neTeZMnENerUsdPkvtQ+Pf069cj70p4KDn0BjFBWxW4nViDnpSbrjwOWaq03Ni7QWl+R/s/r5PSil4DL0q8vA15s3FYpZQDnYs0l7Kj1WFE7lFJ9sIpOdegJ/F4km9dpPXCMsviwiqQtbXpyrbUG3gO+0cz+LwGXpvc/BKhrTJndx/Tka/QicHg6XdkLHAws6fIn7p269Tq1Rik1EHgOuKQnPKHoRj32GiH3paaydp2UUt709UEpdTyQ1FovbnpyuS+1W0++TnJvsnTrNWqN3Jd20mOvE3JvapSJa9SSl4DzlVIuZU39GwHMbrqB3JfarSdfp557X9J7rmL4ycByrGreP91l3X+Aq9vYvxCriNqK9O8FTdYdBXzWxv43YEXpklhRu4fSy/sBb2LNnV0EXLyn/kx64q9sXSeswnVPA19jVWe/uYX9h2L941qZ3t6VXq6Ae9PjWkiTivH72q+eeo3S625O77sI+H53/1nt49eppf/zHgJqsFLD5wFzuvvPSq6R3Je66ToNBpZhfSF7GxjUwv5yX+rF1ym9Tu5NPeMayX2pd18nuTdl7hqdlf4zjgHbgDearPtp+rjLgOkt7C/3pV58ndLreuR9SaUHJ4QQQgghhBBCCCH2QXtqWpkQQgghhBBCCCGE6IEkOCSEEEIIIYQQQgixD5PgkBBCCCGEEEIIIcQ+TIJDQgghhBBCCCGEEPswCQ4JIYQQQgghhBBC7MMkOCSEEEIIIYQQQgixD5PgkBBCCCGEEEIIIcQ+TIJDQgghhBBCCCGEEPuw/wfVGQ7U3OLbbgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1440x1440 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (20, 20))\n",
    "\n",
    "for idx, df_iter in enumerate(dfs_gpr_train):\n",
    "    plt.subplot(nb_plts, 1, idx + 1)\n",
    "    df_input_iter = df_iter.drop(columns = ['y',  'u'])\n",
    "    df_output_iter = df_iter['y']\n",
    "    np_input_iter = df_input_iter.to_numpy()\n",
    "    np_output_iter = df_output_iter.to_numpy().reshape(-1, 1)\n",
    "    \n",
    "    mean, var = m.predict_f(np_input_iter)\n",
    "    \n",
    "    mean = y_scaler.inverse_transform(mean)\n",
    "    var = y_scaler.inverse_transform(var)\n",
    "    var = y_scaler.inverse_transform(var)\n",
    "    np_output_iter = y_scaler.inverse_transform(np_output_iter)\n",
    "    \n",
    "    plt.plot(df_iter.index, np_output_iter[:, :], label = 'Measured data')\n",
    "    plt.plot(df_iter.index, mean[:, :], label = 'Gaussian Process Prediction')\n",
    "    plt.fill_between(\n",
    "        df_iter.index, \n",
    "        mean[:, 0] - 1.96 * np.sqrt(var[:, 0]),\n",
    "        mean[:, 0] + 1.96 * np.sqrt(var[:, 0]),\n",
    "        alpha = 0.2\n",
    "    )\n",
    "    plt.title(f\"Model Performance on training data: {train_exps[idx]}\")\n",
    "    plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Evaluate performance on test data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfs_gpr_test = []\n",
    "for df_sc in dfs_test_sc:\n",
    "    dfs_gpr_test.append(data_to_gpr(df_sc))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1440 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (20, 20))\n",
    "\n",
    "for idx, df_iter in enumerate(dfs_gpr_test):\n",
    "    plt.subplot(nb_plts, 1, idx + 1)\n",
    "    df_input_iter = df_iter.drop(columns = ['y',  'u'])\n",
    "    df_output_iter = df_iter['y']\n",
    "    np_input_iter = df_input_iter.to_numpy()\n",
    "    np_output_iter = df_output_iter.to_numpy().reshape(-1, 1)\n",
    "    \n",
    "    mean, var = m.predict_f(np_input_iter)\n",
    "    \n",
    "    mean = y_scaler.inverse_transform(mean)\n",
    "    var = y_scaler.inverse_transform(var)\n",
    "    var = y_scaler.inverse_transform(var)\n",
    "    np_output_iter = y_scaler.inverse_transform(np_output_iter)\n",
    "    \n",
    "    plt.plot(df_iter.index, np_output_iter[:, :], label = 'Measured data')\n",
    "    plt.plot(df_iter.index, mean[:, :], label = 'Gaussian Process Prediction')\n",
    "    plt.fill_between(\n",
    "        df_iter.index, \n",
    "        mean[:, 0] - 1.96 * np.sqrt(var[:, 0]),\n",
    "        mean[:, 0] + 1.96 * np.sqrt(var[:, 0]),\n",
    "        alpha = 0.2\n",
    "    )\n",
    "    plt.title(f\"Model Performance on test data: {test_exps[idx]}\")\n",
    "    plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {},
   "outputs": [],
   "source": [
    "def simulate_carnot_gp(df_wdb, df, power_signal, m):\n",
    "    \n",
    "    df_local = df.copy()\n",
    "    \n",
    "    power = np.array([df_wdb['time'], power_signal]).T\n",
    "    runtime = df_wdb['time'].iloc[-1]\n",
    "    \n",
    "    eng.workspace['power'] = matlab.double(power.tolist())\n",
    "    eng.set_param('polydome', 'StopTime', str(runtime), nargout = 0)\n",
    "    eng.workspace['result'] = eng.sim('polydome')\n",
    "    df_simulation = carnot_to_series(eng, df.index[0])\n",
    "    \n",
    "    df_local.loc[:,'SimulatedTemp'] = df_simulation\n",
    "    df_local.loc[:,'SimulatedHeat'] = power[:, 1]\n",
    "    \n",
    "    df_sc = get_scaled_df(df_local, w_scaler, u_scaler, y_scaler)\n",
    "    df_gpr = data_to_gpr(df_sc)\n",
    "\n",
    "    df_input = df_gpr.drop(columns = ['u', 'y'])\n",
    "    df_output = df_gpr['y']\n",
    "    \n",
    "    np_input_test = df_input.to_numpy()\n",
    "    #np_output_test = df_output.to_numpy().reshape(-1, 1)\n",
    "    \n",
    "    mean, var = m.predict_y(np_input_test)\n",
    "    mean = y_scaler.inverse_transform(mean)\n",
    "    var = y_scaler.inverse_transform(var)\n",
    "    var = y_scaler.inverse_transform(var)\n",
    "        \n",
    "    df_local.loc[3:, 'gpTemp'] = mean\n",
    "    df_local.loc[3:, 'gpVar'] = var\n",
    "    \n",
    "    return df_local"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {},
   "outputs": [],
   "source": [
    "#df_sim = simulate_carnot_gp(df_wdb, df, random_signal, m)\n",
    "#df_sim.fillna(0, inplace = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Export Gaussian Process Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [],
   "source": [
    "def export_gpr(path, m, w_scaler, u_scaler, y_scaler):\n",
    "    m_params = gpflow.utilities.parameter_dict(m)\n",
    "    pickle.dump(m_params, open(Path(path, 'gp_params.gpf'), 'wb'))\n",
    "    pickle.dump(m.data, open(Path(path, 'gp_data.gpf'), 'wb'))\n",
    "    pickle.dump(w_scaler, open(Path(path, 'w_scaler.pkl'), 'wb'))\n",
    "    pickle.dump(u_scaler, open(Path(path, 'u_scaler.pkl'), 'wb'))\n",
    "    pickle.dump(y_scaler, open(Path(path, 'y_scaler.pkl'), 'wb'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/home/radu/Projects/Master-Project/Notebooks/model')"
      ]
     },
     "execution_count": 64,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "export_path = Path(Path.cwd(), 'model')\n",
    "export_path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {},
   "outputs": [],
   "source": [
    "export_gpr(export_path, m, w_scaler, u_scaler, y_scaler)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy.io import savemat"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "metadata": {},
   "outputs": [],
   "source": [
    "table_cols = df_gpr_train.columns.to_list()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "metadata": {},
   "outputs": [],
   "source": [
    "mdict = {\n",
    "    'table_cols': table_cols,\n",
    "    'gpr_train': dfs_gpr_train,\n",
    "    'gpr_test': dfs_gpr_test\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/usr/lib/python3.9/site-packages/numpy/core/_asarray.py:171: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray.\n",
      "  return array(a, dtype, copy=False, order=order, subok=True)\n"
     ]
    }
   ],
   "source": [
    "savemat(\"test_mat.mat\", mdict)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Evaluate performance with new input and disturbances"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_wdb, df = load_weather_data(\"Exp7\")\n",
    "len_signal = len(df_wdb)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {},
   "outputs": [],
   "source": [
    "random_signal = get_random_signal(len_signal, a_range = (- COP_cooling * Pel_max, COP_heating * Pel_max), signal_type = 'analog')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<ipython-input-61-8a766dcb15e4>:30: FutureWarning: Slicing a positional slice with .loc is not supported, and will raise TypeError in a future version.  Use .loc with labels or .iloc with positions instead.\n",
      "  df_local.loc[3:, 'gpTemp'] = mean\n",
      "<ipython-input-61-8a766dcb15e4>:31: FutureWarning: Slicing a positional slice with .loc is not supported, and will raise TypeError in a future version.  Use .loc with labels or .iloc with positions instead.\n",
      "  df_local.loc[3:, 'gpVar'] = var\n"
     ]
    }
   ],
   "source": [
    "df_sim = simulate_carnot_gp(df_wdb, df, random_signal, m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure() \n",
    "plt.subplot(2,1,1)\n",
    "plt.plot(df_sim.index, df_sim['SimulatedTemp'], label = 'Simulated Temperature')\n",
    "plt.plot(df.index, df['OutsideTemp'], '-.', label = 'Outside Temperature')\n",
    "plt.title('Temperatures')\n",
    "plt.legend()\n",
    "plt.subplot(2,1,2)\n",
    "plt.plot(df_sim['SimulatedHeat'], drawstyle = 'steps', label = 'Heat Input')\n",
    "plt.title('Heat Input')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (20, 5))\n",
    "plt.plot(df_sim.index, df_sim['SimulatedTemp'], label = 'Measured data')\n",
    "plt.plot(df_sim.index, df_sim['gpTemp'], label = 'Gaussian Process Prediction')\n",
    "plt.fill_between(\n",
    "    df_sim.index, \n",
    "    df_sim['gpTemp'] - 1.96 * np.sqrt(df_sim['gpVar']),\n",
    "    df_sim['gpTemp'] + 1.96 * np.sqrt(df_sim['gpVar']),\n",
    "    alpha = 0.2\n",
    ")\n",
    "plt.legend()\n",
    "plt.title(\"Gaussian Process Performance on new random input data/ new weather data\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {},
   "outputs": [],
   "source": [
    "### Simulate the System with constant Zero Input"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "metadata": {},
   "outputs": [],
   "source": [
    "random_signal = get_random_signal(len_signal, a_range = [0,0], signal_type = 'analog')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<ipython-input-61-8a766dcb15e4>:30: FutureWarning: Slicing a positional slice with .loc is not supported, and will raise TypeError in a future version.  Use .loc with labels or .iloc with positions instead.\n",
      "  df_local.loc[3:, 'gpTemp'] = mean\n",
      "<ipython-input-61-8a766dcb15e4>:31: FutureWarning: Slicing a positional slice with .loc is not supported, and will raise TypeError in a future version.  Use .loc with labels or .iloc with positions instead.\n",
      "  df_local.loc[3:, 'gpVar'] = var\n"
     ]
    }
   ],
   "source": [
    "df_sim = simulate_carnot_gp(df_wdb, df, random_signal, m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "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>Power</th>\n",
       "      <th>Setpoint</th>\n",
       "      <th>OutsideTemp</th>\n",
       "      <th>SupplyTemp</th>\n",
       "      <th>InsideTemp</th>\n",
       "      <th>SolRad</th>\n",
       "      <th>SimulatedTemp</th>\n",
       "      <th>SimulatedHeat</th>\n",
       "      <th>gpTemp</th>\n",
       "      <th>gpVar</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>timestamp</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:00:00+02:00</th>\n",
       "      <td>18.827586</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>23.9</td>\n",
       "      <td>22.933333</td>\n",
       "      <td>91.714933</td>\n",
       "      <td>23.001530</td>\n",
       "      <td>0.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:05:00+02:00</th>\n",
       "      <td>3628.965517</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>15.5</td>\n",
       "      <td>23.216667</td>\n",
       "      <td>121.538700</td>\n",
       "      <td>23.137768</td>\n",
       "      <td>0.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:10:00+02:00</th>\n",
       "      <td>4391.344828</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>14.3</td>\n",
       "      <td>23.116667</td>\n",
       "      <td>101.481617</td>\n",
       "      <td>23.234442</td>\n",
       "      <td>0.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:15:00+02:00</th>\n",
       "      <td>4392.466667</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>14.0</td>\n",
       "      <td>22.800000</td>\n",
       "      <td>163.710150</td>\n",
       "      <td>23.302663</td>\n",
       "      <td>0.0</td>\n",
       "      <td>23.363204</td>\n",
       "      <td>0.120147</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:20:00+02:00</th>\n",
       "      <td>3777.482759</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>14.0</td>\n",
       "      <td>22.633333</td>\n",
       "      <td>90.039567</td>\n",
       "      <td>23.345263</td>\n",
       "      <td>0.0</td>\n",
       "      <td>23.391112</td>\n",
       "      <td>0.120163</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:35:00+02:00</th>\n",
       "      <td>9.517241</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.766667</td>\n",
       "      <td>3.260000</td>\n",
       "      <td>24.331270</td>\n",
       "      <td>0.0</td>\n",
       "      <td>24.350152</td>\n",
       "      <td>0.119990</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:40:00+02:00</th>\n",
       "      <td>5.666667</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.733333</td>\n",
       "      <td>3.250000</td>\n",
       "      <td>24.331270</td>\n",
       "      <td>0.0</td>\n",
       "      <td>24.350153</td>\n",
       "      <td>0.119990</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:45:00+02:00</th>\n",
       "      <td>9.137931</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.750000</td>\n",
       "      <td>3.240000</td>\n",
       "      <td>24.169162</td>\n",
       "      <td>0.0</td>\n",
       "      <td>24.350154</td>\n",
       "      <td>0.119990</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:50:00+02:00</th>\n",
       "      <td>4.206897</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.733333</td>\n",
       "      <td>3.340000</td>\n",
       "      <td>24.169162</td>\n",
       "      <td>0.0</td>\n",
       "      <td>23.936275</td>\n",
       "      <td>0.119999</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:55:00+02:00</th>\n",
       "      <td>4.233333</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.800000</td>\n",
       "      <td>3.380000</td>\n",
       "      <td>24.110553</td>\n",
       "      <td>0.0</td>\n",
       "      <td>24.177265</td>\n",
       "      <td>0.119995</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1848 rows × 10 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                 Power  Setpoint  OutsideTemp  SupplyTemp  \\\n",
       "timestamp                                                                   \n",
       "2017-07-13 20:00:00+02:00    18.827586      22.5         24.0        23.9   \n",
       "2017-07-13 20:05:00+02:00  3628.965517      22.5         24.0        15.5   \n",
       "2017-07-13 20:10:00+02:00  4391.344828      22.5         24.0        14.3   \n",
       "2017-07-13 20:15:00+02:00  4392.466667      22.5         24.0        14.0   \n",
       "2017-07-13 20:20:00+02:00  3777.482759      22.5         24.0        14.0   \n",
       "...                                ...       ...          ...         ...   \n",
       "2017-07-20 05:35:00+02:00     9.517241      22.5         22.0        23.6   \n",
       "2017-07-20 05:40:00+02:00     5.666667      22.5         22.0        23.6   \n",
       "2017-07-20 05:45:00+02:00     9.137931      22.5         22.0        23.6   \n",
       "2017-07-20 05:50:00+02:00     4.206897      22.5         22.0        23.6   \n",
       "2017-07-20 05:55:00+02:00     4.233333      22.5         22.0        23.6   \n",
       "\n",
       "                           InsideTemp      SolRad  SimulatedTemp  \\\n",
       "timestamp                                                          \n",
       "2017-07-13 20:00:00+02:00   22.933333   91.714933      23.001530   \n",
       "2017-07-13 20:05:00+02:00   23.216667  121.538700      23.137768   \n",
       "2017-07-13 20:10:00+02:00   23.116667  101.481617      23.234442   \n",
       "2017-07-13 20:15:00+02:00   22.800000  163.710150      23.302663   \n",
       "2017-07-13 20:20:00+02:00   22.633333   90.039567      23.345263   \n",
       "...                               ...         ...            ...   \n",
       "2017-07-20 05:35:00+02:00   22.766667    3.260000      24.331270   \n",
       "2017-07-20 05:40:00+02:00   22.733333    3.250000      24.331270   \n",
       "2017-07-20 05:45:00+02:00   22.750000    3.240000      24.169162   \n",
       "2017-07-20 05:50:00+02:00   22.733333    3.340000      24.169162   \n",
       "2017-07-20 05:55:00+02:00   22.800000    3.380000      24.110553   \n",
       "\n",
       "                           SimulatedHeat     gpTemp     gpVar  \n",
       "timestamp                                                      \n",
       "2017-07-13 20:00:00+02:00            0.0        NaN       NaN  \n",
       "2017-07-13 20:05:00+02:00            0.0        NaN       NaN  \n",
       "2017-07-13 20:10:00+02:00            0.0        NaN       NaN  \n",
       "2017-07-13 20:15:00+02:00            0.0  23.363204  0.120147  \n",
       "2017-07-13 20:20:00+02:00            0.0  23.391112  0.120163  \n",
       "...                                  ...        ...       ...  \n",
       "2017-07-20 05:35:00+02:00            0.0  24.350152  0.119990  \n",
       "2017-07-20 05:40:00+02:00            0.0  24.350153  0.119990  \n",
       "2017-07-20 05:45:00+02:00            0.0  24.350154  0.119990  \n",
       "2017-07-20 05:50:00+02:00            0.0  23.936275  0.119999  \n",
       "2017-07-20 05:55:00+02:00            0.0  24.177265  0.119995  \n",
       "\n",
       "[1848 rows x 10 columns]"
      ]
     },
     "execution_count": 78,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_sim"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure() \n",
    "plt.subplot(2,1,1)\n",
    "plt.plot(df_sim.index, df_sim['SimulatedTemp'], label = 'Simulated Temperature')\n",
    "plt.plot(df.index, df['OutsideTemp'], '-.', label = 'Outside Temperature')\n",
    "plt.title('Temperatures')\n",
    "plt.legend()\n",
    "plt.subplot(2,1,2)\n",
    "plt.plot(df_sim['SimulatedHeat'], drawstyle = 'steps', label = 'Heat Input')\n",
    "plt.title('Heat Input')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (20, 5))\n",
    "plt.plot(df_sim.index, df_sim['SimulatedTemp'], label = 'Measured data')\n",
    "plt.plot(df_sim.index, df_sim['gpTemp'], label = 'Gaussian Process Prediction')\n",
    "plt.fill_between(\n",
    "    df_sim.index, \n",
    "    df_sim['gpTemp'] - 1.96 * np.sqrt(df_sim['gpVar']),\n",
    "    df_sim['gpTemp'] + 1.96 * np.sqrt(df_sim['gpVar']),\n",
    "    alpha = 0.2\n",
    ")\n",
    "plt.legend()\n",
    "plt.title(\"Gaussian Process Performance on new weather data with constant zero input\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [],
   "source": [
    "### GP prediction N steps ahead"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "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>Power</th>\n",
       "      <th>Setpoint</th>\n",
       "      <th>OutsideTemp</th>\n",
       "      <th>SupplyTemp</th>\n",
       "      <th>InsideTemp</th>\n",
       "      <th>SolRad</th>\n",
       "      <th>SimulatedTemp</th>\n",
       "      <th>SimulatedHeat</th>\n",
       "      <th>gpTemp</th>\n",
       "      <th>gpVar</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>timestamp</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:00:00+02:00</th>\n",
       "      <td>18.827586</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>23.9</td>\n",
       "      <td>22.933333</td>\n",
       "      <td>91.714933</td>\n",
       "      <td>23.001530</td>\n",
       "      <td>0.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:05:00+02:00</th>\n",
       "      <td>3628.965517</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>15.5</td>\n",
       "      <td>23.216667</td>\n",
       "      <td>121.538700</td>\n",
       "      <td>23.137768</td>\n",
       "      <td>0.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:10:00+02:00</th>\n",
       "      <td>4391.344828</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>14.3</td>\n",
       "      <td>23.116667</td>\n",
       "      <td>101.481617</td>\n",
       "      <td>23.234442</td>\n",
       "      <td>0.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:15:00+02:00</th>\n",
       "      <td>4392.466667</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>14.0</td>\n",
       "      <td>22.800000</td>\n",
       "      <td>163.710150</td>\n",
       "      <td>23.302663</td>\n",
       "      <td>0.0</td>\n",
       "      <td>23.363204</td>\n",
       "      <td>0.120147</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-13 20:20:00+02:00</th>\n",
       "      <td>3777.482759</td>\n",
       "      <td>22.5</td>\n",
       "      <td>24.0</td>\n",
       "      <td>14.0</td>\n",
       "      <td>22.633333</td>\n",
       "      <td>90.039567</td>\n",
       "      <td>23.345263</td>\n",
       "      <td>0.0</td>\n",
       "      <td>23.391112</td>\n",
       "      <td>0.120163</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:35:00+02:00</th>\n",
       "      <td>9.517241</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.766667</td>\n",
       "      <td>3.260000</td>\n",
       "      <td>24.331270</td>\n",
       "      <td>0.0</td>\n",
       "      <td>24.350152</td>\n",
       "      <td>0.119990</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:40:00+02:00</th>\n",
       "      <td>5.666667</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.733333</td>\n",
       "      <td>3.250000</td>\n",
       "      <td>24.331270</td>\n",
       "      <td>0.0</td>\n",
       "      <td>24.350153</td>\n",
       "      <td>0.119990</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:45:00+02:00</th>\n",
       "      <td>9.137931</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.750000</td>\n",
       "      <td>3.240000</td>\n",
       "      <td>24.169162</td>\n",
       "      <td>0.0</td>\n",
       "      <td>24.350154</td>\n",
       "      <td>0.119990</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:50:00+02:00</th>\n",
       "      <td>4.206897</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.733333</td>\n",
       "      <td>3.340000</td>\n",
       "      <td>24.169162</td>\n",
       "      <td>0.0</td>\n",
       "      <td>23.936275</td>\n",
       "      <td>0.119999</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-07-20 05:55:00+02:00</th>\n",
       "      <td>4.233333</td>\n",
       "      <td>22.5</td>\n",
       "      <td>22.0</td>\n",
       "      <td>23.6</td>\n",
       "      <td>22.800000</td>\n",
       "      <td>3.380000</td>\n",
       "      <td>24.110553</td>\n",
       "      <td>0.0</td>\n",
       "      <td>24.177265</td>\n",
       "      <td>0.119995</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1848 rows × 10 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                 Power  Setpoint  OutsideTemp  SupplyTemp  \\\n",
       "timestamp                                                                   \n",
       "2017-07-13 20:00:00+02:00    18.827586      22.5         24.0        23.9   \n",
       "2017-07-13 20:05:00+02:00  3628.965517      22.5         24.0        15.5   \n",
       "2017-07-13 20:10:00+02:00  4391.344828      22.5         24.0        14.3   \n",
       "2017-07-13 20:15:00+02:00  4392.466667      22.5         24.0        14.0   \n",
       "2017-07-13 20:20:00+02:00  3777.482759      22.5         24.0        14.0   \n",
       "...                                ...       ...          ...         ...   \n",
       "2017-07-20 05:35:00+02:00     9.517241      22.5         22.0        23.6   \n",
       "2017-07-20 05:40:00+02:00     5.666667      22.5         22.0        23.6   \n",
       "2017-07-20 05:45:00+02:00     9.137931      22.5         22.0        23.6   \n",
       "2017-07-20 05:50:00+02:00     4.206897      22.5         22.0        23.6   \n",
       "2017-07-20 05:55:00+02:00     4.233333      22.5         22.0        23.6   \n",
       "\n",
       "                           InsideTemp      SolRad  SimulatedTemp  \\\n",
       "timestamp                                                          \n",
       "2017-07-13 20:00:00+02:00   22.933333   91.714933      23.001530   \n",
       "2017-07-13 20:05:00+02:00   23.216667  121.538700      23.137768   \n",
       "2017-07-13 20:10:00+02:00   23.116667  101.481617      23.234442   \n",
       "2017-07-13 20:15:00+02:00   22.800000  163.710150      23.302663   \n",
       "2017-07-13 20:20:00+02:00   22.633333   90.039567      23.345263   \n",
       "...                               ...         ...            ...   \n",
       "2017-07-20 05:35:00+02:00   22.766667    3.260000      24.331270   \n",
       "2017-07-20 05:40:00+02:00   22.733333    3.250000      24.331270   \n",
       "2017-07-20 05:45:00+02:00   22.750000    3.240000      24.169162   \n",
       "2017-07-20 05:50:00+02:00   22.733333    3.340000      24.169162   \n",
       "2017-07-20 05:55:00+02:00   22.800000    3.380000      24.110553   \n",
       "\n",
       "                           SimulatedHeat     gpTemp     gpVar  \n",
       "timestamp                                                      \n",
       "2017-07-13 20:00:00+02:00            0.0        NaN       NaN  \n",
       "2017-07-13 20:05:00+02:00            0.0        NaN       NaN  \n",
       "2017-07-13 20:10:00+02:00            0.0        NaN       NaN  \n",
       "2017-07-13 20:15:00+02:00            0.0  23.363204  0.120147  \n",
       "2017-07-13 20:20:00+02:00            0.0  23.391112  0.120163  \n",
       "...                                  ...        ...       ...  \n",
       "2017-07-20 05:35:00+02:00            0.0  24.350152  0.119990  \n",
       "2017-07-20 05:40:00+02:00            0.0  24.350153  0.119990  \n",
       "2017-07-20 05:45:00+02:00            0.0  24.350154  0.119990  \n",
       "2017-07-20 05:50:00+02:00            0.0  23.936275  0.119999  \n",
       "2017-07-20 05:55:00+02:00            0.0  24.177265  0.119995  \n",
       "\n",
       "[1848 rows x 10 columns]"
      ]
     },
     "execution_count": 82,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_sim"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "                           OutsideTemp      SolRad\n",
       "timestamp                                         \n",
       "2017-07-13 20:00:00+02:00         24.0   91.714933\n",
       "2017-07-13 20:05:00+02:00         24.0  121.538700\n",
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       "...                                ...         ...\n",
       "2017-07-20 05:35:00+02:00         22.0    3.260000\n",
       "2017-07-20 05:40:00+02:00         22.0    3.250000\n",
       "2017-07-20 05:45:00+02:00         22.0    3.240000\n",
       "2017-07-20 05:50:00+02:00         22.0    3.340000\n",
       "2017-07-20 05:55:00+02:00         22.0    3.380000\n",
       "\n",
       "[1848 rows x 2 columns]"
      ]
     },
     "execution_count": 83,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_sim[['OutsideTemp', 'SolRad']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_sc = get_scaled_df(df_sim, w_scaler, u_scaler, y_scaler)\n",
    "df_gpr = data_to_gpr(df_sc)\n",
    "\n",
    "df_input = df_gpr.drop(columns = ['u', 'y'])\n",
    "df_output = df_gpr['y']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {},
   "outputs": [],
   "source": [
    "N_pred = 8"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {},
   "outputs": [],
   "source": [
    "idx = 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {},
   "outputs": [
    {
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      "text/plain": [
       "                           OutsideTemp    SolRad  u_1  u_2       y_1  \\\n",
       "timestamp                                                              \n",
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       "2017-07-13 20:50:00+02:00          0.8  0.035091  0.0  0.0  0.702608   \n",
       "2017-07-13 20:55:00+02:00          0.8  0.023960  0.0  0.0  0.703011   \n",
       "\n",
       "                                y_2       y_3  \n",
       "timestamp                                      \n",
       "2017-07-13 20:20:00+02:00  0.694418  0.691528  \n",
       "2017-07-13 20:25:00+02:00  0.696457  0.694418  \n",
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      ]
     },
     "execution_count": 87,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_iter = df_input.iloc[idx:(idx + N_pred)].copy()\n",
    "df_iter"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {},
   "outputs": [],
   "source": [
    "for idxx in range(N_pred - 1):\n",
    "    mean, var = m.predict_y(df_iter.iloc[idxx, :].to_numpy().reshape(1, -1))\n",
    "    df_iter.iloc[idxx + 1, 4] = mean.numpy().flatten()\n",
    "    df_iter.iloc[idxx + 1, 5] = df_iter.iloc[idxx, 4]\n",
    "    df_iter.iloc[idxx + 1, 6] = df_iter.iloc[idxx, 5]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {},
   "outputs": [
    {
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      ],
      "text/plain": [
       "                           OutsideTemp    SolRad  u_1  u_2       y_1  \\\n",
       "timestamp                                                              \n",
       "2017-07-13 20:20:00+02:00          0.8  0.085568  0.0  0.0  0.696457   \n",
       "2017-07-13 20:25:00+02:00          0.8  0.070732  0.0  0.0  0.699100   \n",
       "2017-07-13 20:30:00+02:00          0.8  0.066549  0.0  0.0  0.702691   \n",
       "2017-07-13 20:35:00+02:00          0.8  0.067385  0.0  0.0  0.707823   \n",
       "2017-07-13 20:40:00+02:00          0.8  0.092721  0.0  0.0  0.715442   \n",
       "2017-07-13 20:45:00+02:00          0.8  0.069557  0.0  0.0  0.727010   \n",
       "2017-07-13 20:50:00+02:00          0.8  0.035091  0.0  0.0  0.744987   \n",
       "2017-07-13 20:55:00+02:00          0.8  0.023960  0.0  0.0  0.773342   \n",
       "\n",
       "                                y_2       y_3  \n",
       "timestamp                                      \n",
       "2017-07-13 20:20:00+02:00  0.694418  0.691528  \n",
       "2017-07-13 20:25:00+02:00  0.696457  0.694418  \n",
       "2017-07-13 20:30:00+02:00  0.699100  0.696457  \n",
       "2017-07-13 20:35:00+02:00  0.702691  0.699100  \n",
       "2017-07-13 20:40:00+02:00  0.707823  0.702691  \n",
       "2017-07-13 20:45:00+02:00  0.715442  0.707823  \n",
       "2017-07-13 20:50:00+02:00  0.727010  0.715442  \n",
       "2017-07-13 20:55:00+02:00  0.744987  0.727010  "
      ]
     },
     "execution_count": 89,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_iter"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {},
   "outputs": [],
   "source": [
    "mean_iter, var_iter = m.predict_y(df_iter.to_numpy())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7fbd34125ee0>"
      ]
     },
     "execution_count": 91,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "plt.plot(df_iter.index, mean_iter.numpy(), 'o-', label = 'predicted', color = 'orange')\n",
    "plt.plot(df_output.iloc[idx:idx + N_pred], 'o-', label = 'measured', color = 'darkblue')\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {},
   "outputs": [],
   "source": [
    "nb_predictions = 100\n",
    "N_pred = 8"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbd3414fa60>]"
      ]
     },
     "execution_count": 93,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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llEAeaC9GUl29UI2NzSotLVFNTWWHIiXtfaNHD9O7736g9eu3ZCpcAAAA9BFFTIAC4+4688z/1fz5DaqvP18HHjg20yEBAACgE86BAyBJMjP94hfTtNtuQ1VV9ai2bm3NdEgAAABIEQkcUIDGjRuhO++crpdeWqevf31hpsMBAABAikjggAJ16qkf1cyZB+uWW+r1xBONmQ4HAAAAKSCBAwrYrFnHad99R+tzn3tYkyfPVlHRLJWV1aqubvnOa+rqlqusrDawDwAAAAOLKpRAARsxYojOP39/ffObz+i997ZKkqLRZl1yyXy9885mSbHqlR98sGNnXySyQJI6VLgEAADAwKAKJVDgyspqFY029+qecLhEDQ2RfooIAAAAVKEEEKixsXfJW1/vAQAAwK4jgQMKXGlpSWB7OFyicDi4b++9R/ZnSAAAAEiCBA4ocDU1lQqFOm6HDYWKVVNTGdgnSS0t2/Xyy+sGKkQAAADEkcABBa6qqly1tdMUDpfILDbzVls7TVVV5YF9NTWVGjasWJWVv9H11/+FCpUAAAADiCImAHqtsbFZRx9dpzff3NyhPRQq3pn8AQAAoO8oYgIgbUpLS2TW9eOjpaVV1dULMxARAABAYSCBA9Anb765MbCdCpUAAAD9hwQOQJ8kq145atQQbdu2Y4CjAQAAKAwkcAD6JKhC5aBBpubmbfrkJ3+t73//uaQFTurqllP8BAAAoA+61gcHgBS0Fyqprl6oxsZmlZbGKlTutttQVVX9ocNeuGi0WZdeukAbNmyVJH31q09py5bWnX2RyIIOzwkAAIBgVKEEkHaTJ/9cTU2benVPOFyihoZIP0UEAACQW6hCCWDAvPlm75I3KVb8JBv/QwkAACCbkMABSLtkBU7C4RKFw8F97tKJJz6g733vWfbOAQAAJMESSgBpV1e3XJHIArW0tO5saz/kW1Jg3+c+N0W/+91r2rRpe4fnGjp0kK655pOSpJtvXqytW3d0eU72zgEAgHyzS0sozWyGma00s1Vmdm2Sa6aa2YtmtszMnkpo/3K8bamZ/cbMhvX9bQDIBVVV5aqtnaZwuERmsZm39kQrWd/dd5+i0aO7fjxs3bpD3/3uc/rud5/rkLxJHBwOAAAKT48zcGY2SNKrkk6S1CRpsaRz3X15wjW7S3pG0gx3bzSzce6+1swmSlooqdzdt5jZ/ZIedfdfdveazMABhamoaJaCPpLMYr8m+7hau/bftWBBQ5eKmMzMAQCAXJVsBi6VYwSOkLTK3d+IP9G9ks6QlLj55DxJD7l7oyS5+9pOrzHczLZLCkla07e3ACDflZaWKBptDmyXFNgnSZMnz1Zbm2v79rad13E0AQAAyEepLKGcKGl1wuOmeFuiKZJGm9mTZrbEzC6UJHd/U9IsSY2S3pL0vrsvCHoRM4uYWb2Z1a9bt6637wNAHgg6HDwUKlZNTWXSvptvPlZFRbYzeWvH8koAAJCPUkngLKCt80KmYkmHSzpV0nRJ3zCzKWY2WrHZun0k7S1phJmdH/Qi7l7r7hXuXjF27NiU3wCA/NGXvXNf/eoR+uCD1sDna2wMnrEDAADIVaksoWySNDnh8SR1XQbZJGm9u2+WtNnMnpZ0cLzvH+6+TpLM7CFJR0v69S5FDSBvtSdrvelLtvRSkq688nF95CO76b//e0nS/XF1dcvZPwcAAHJCKgncYkn7mtk+kt6UdI5ie94SPSzpNjMrljRE0pGSbpU0QtJRZhaStEXSCZKoTgIgrWpqKrscTTBs2CAdfvh4/eQnL3QofhKNNuuSS+Zr7doWnX76x/TII6t0/fV/0Qcf7NjZz/45AACQrXpcQunurZIulzRf0gpJ97v7MjObaWYz49eskDRP0kuSFkma4+5L3f15SQ9KekHSy/HXq+2XdwKgYAUtr5wzZ7oWLjxPe+89ssv1H3ywQ1dd9aQ+9rE5uuqqJ3cmb+0S9891d3g4B4sDAICBxkHeAPJasqMJJOnuu0/WhRf+Mem93/9+pb73ved6dSA5B4sDAIB0SHaMAAkcgLxWVlYbuD8uHC5RQ0MkaX93xo0LSZLWrm1J+rwAAAC7IlkCl0oVSgDIWd0dTdBd/+zZJyV9zrVrWwKTN+nDypd9XXrZH30AACB/MAMHIO/1VGUyWX+y2bnx42MzcO+80zWJKyqSPv3pyVq4cI22bv1wb10qSy/7o4/lnAAA5CaWUAJAL9XVLe9V0jR06CAddtg4PffcW4H77oYPj830bdnS9dy6/uhjOScAALkrWQKXyjECAFCQ2mevupu9C+orKpoV+HxBSVZ/9nGQOQAA+YcZOABIs+4Kp0gasL699hqhNWu+1IvIAQBAtqCICQAMkO4KpwxUnyRt2PCBnnpqdZreFQAAyAYsoQSANOvr0st09n35y4dr9uy/a9q0BxWJfEK///0bvS7iAgAAsg9LKAEgT7377hYdffQ9WrnyvQ7tiRUquyvUQhIHAEDmsIQSAArMHnsM75CYtWtpadUVVzyuOXNe0hVXPN7lmpaWVlVXL5TE+XIAAGQbllACQB5ratoY2P7uux/o0ksXJL0vGm3WDTf8VT/84eKdCV402qxIJHYPs3MAAGQGM3AAkMdKS0sC2ydOHKnVqy/TxIkjk9777W8/2+3sHAAAGHgkcACQx5JVr7zppmM1adIo3XTTsYH9d9xxgsyCn5Pz5QAAyBwSOADIY1VV5aqtnaZwuERmsXPjEguUJOv/0pcOTTp7l6wdAAD0P6pQAgACBVWoHDTI9Mtfnqzzz2cPHAAA/YkqlACAXuk8Ozd69FDt2OFatmx9pkMDAKBgUYUSAJBUVVX5zuWW7q6ZMx/TjTcu0pQpo3XRRZ/IcHQAABQeZuAAACkxM9122wk68cSwLrvsMX396wuTnhHH+XEAAPQP9sABAHplw4YPVF5+l956a3OH9lCoWLW10ySpy9659j7OjwMAIDXJ9sCxhBIA0Cu77z5MFnDGQEtLq7785Sd2ft+5r7p6IQkcAAC7iAQOANBrb721KbB93botSe/h/DgAAHYde+AAAL2W7Cy4CRNCmjAh1Kt7AABA6kjgAAC9VlNTqVCo4yKOUKhYs2ZN1axZUwP7amoqBzJEAADyEksoAQC91r6Xrbp6oRobm1VaWqKamsoOe9yqqxcqGm1WcXERBUwAAEgTqlACAPrNnXe+rIsvnq+//vVcHX30xEyHAwBAzkhWhZIllACAfnP22ftp5MjBmjv35UyHAgBAXiCBAwD0m5Ejh+gLX/i47rtvpTZu3JbpcAAAyHkpJXBmNsPMVprZKjO7Nsk1U83sRTNbZmZPxdv2i7e1fzWb2ZVpjB8AkOUuueQT2rx5u+6775VMhwIAQM7rMYEzs0GSbpd0sqRySeeaWXmna3aXdIek0939AElnSZK7r3T3Q9z9EEmHS2qR9Lt0vgEAQHY78si9VF4+RnPmsIwSAIBdlcoM3BGSVrn7G+6+TdK9ks7odM15kh5y90ZJcve1Ac9zgqTX3T26KwEDAHKLmeniiz+h559/S8uWrc90OAAA5LRUEriJklYnPG6KtyWaImm0mT1pZkvM7MKA5zlH0m/6FiYAIJddcEG5Bg8uopgJAAC7KJUEzgLaOp89UKzYEslTJU2X9A0zm7LzCcyGSDpd0gNJX8QsYmb1Zla/bt26FMICAOSKsWNDOuOMj+nuu5dr69bWTIcDAEDOSiWBa5I0OeHxJElrAq6Z5+6b3X29pKclHZzQf7KkF9z9nWQv4u617l7h7hVjx45NLXoAQM645JJP6J//3KJHHnk906EAAJCzUkngFkva18z2ic+knSPpkU7XPCzpGDMrNrOQpCMlrUjoP1csnwSAgnbiiWFNnjyKYiYAAOyCHhM4d2+VdLmk+YolZfe7+zIzm2lmM+PXrJA0T9JLkhZJmuPuSyUpntCdJOmh/nkLAIBcMGhQkS666EA99liDotH3Mx0OAAA5ydw7b2fLvIqKCq+vr890GACANGtoeF8f+cgv9M1vfko33PAvmQ4HAICsZWZL3L2ic3tKB3kDAJAOZWW76YADxuh733tORUWzVFZWq7q65ZkOCwCAnFGc6QAAAIWjrm65Xn11g3bsiK3+iEabFYkskCRVVZVnMjQAAHICM3AAgAFTXb1Q27bt6NDW0tKq6uqFGYoIAIDcQgIHABgwjY3NvWoHAAAdkcABAAZMaWlJr9oBAEBHJHAAgAFTU1OpUKjj9uvhw4tVU1OZoYgAAMgtJHAAgAFTVVWu2tppCodLZBZrO+20j1LABACAFJHAAQAGVFVVuRoaImpru1onnhjWwoVvdilsAgAAgpHAAQAy5itfqdCaNZt0772vZDoUAAByAgkcACBjpk8v04EH7qlZsxbL3TMdDgAAWY8EDgCQMWamq646XC+/vF5/+lM00+EAAJD1SOAAABl13nn7a8KEEbrllvpMhwIAQNYjgQMAZNTQocX6z/88VPPnN2jp0nWZDgcAgKxGAgcAyLiZMw9WKFTMLBwAAD0ggQMAZNweewzXRRcdqLq6FXrrrU2ZDgcAgKxFAgcAyApf/nKFWlvbdNttf8t0KAAAZC0SOABAVvjoR3fX4YeP1403Pq+iolkqK6tVXd3yTIcFAEBWKc50AAAASFJd3XK9/PJ6tbXFHkejzYpEFkiSqqrKMxgZAADZgxk4AEBWqK5eqK1bd3Roa2lpVXX1wgxFBABA9iGBAwBkhcbG5l61AwBQiEjgAABZobS0pFftAAAUIhI4AEBWqKmpVCjUcWt2UZGppqYyQxEBAJB9SOAAAFmhqqpctbXTFA6XyEwaPXqo2tpcI0YMznRoAABkDXP3TMfQRUVFhdfX12c6DABABrW2tunQQ+/Wxo3btHz5RQqFSOQAAIXDzJa4e0XndmbgAABZqbi4SLfffoKi0Wb94AfPZzocAACyAgkcACBrHXvsZFVV7a+bb16sVavey3Q4AABkHAkcACCr/fCHx2no0EG64orHlY3L/gEAGEgkcACArLbXXiP17W8frT/+8R8aP/4OFRXNUllZrerqlmc6NAAABlxKCZyZzTCzlWa2ysyuTXLNVDN70cyWmdlTCe27m9mDZvaKma0ws0+lK3gAQGEYM2aYzKR167bIXYpGmxWJLCCJAwAUnB4TODMbJOl2SSdLKpd0rpmVd7pmd0l3SDrd3Q+QdFZC948lzXP3j0s6WNKK9IQOACgU3/zmM+q8erKlpVXV1QszExAAABmSygzcEZJWufsb7r5N0r2Szuh0zXmSHnL3Rkly97WSZGYlko6VNDfevs3dN6QpdgBAgWhsbO5VOwAA+SqVBG6ipNUJj5vibYmmSBptZk+a2RIzuzDe/hFJ6yTdZWZ/M7M5ZjZil6MGABSU0tKSXrUDAJCvUkngLKCtcxmwYkmHSzpV0nRJ3zCzKfH2wyT9zN0PlbRZUrI9dBEzqzez+nXr1qUaPwCgANTUVCoUKu7SfuWVh2UgGgAAMieVBK5J0uSEx5MkrQm4Zp67b3b39ZKeVmy/W5OkJndvP4H1QcUSui7cvdbdK9y9YuzYsb15DwCAPFdVVa7a2mkKh0tkJu211wiFQsX62c/+rvXrWzIdHgAAAyaVBG6xpH3NbB8zGyLpHEmPdLrmYUnHmFmxmYUkHSlphbu/LWm1me0Xv+4ESZQMAwD0WlVVuRoaImpru1pr1nxJ8+d/XtFos04//X/V0rI90+EBADAgekzg3L1V0uWS5itWQfJ+d19mZjPNbGb8mhWS5kl6SdIiSXPcfWn8Kf5TUp2ZvSTpEEnfT/u7AAAUnMrKSaqrO1XPPbdGxx77G4XDszkjDgCQ98w712XOAhUVFV5fX5/pMAAAOeDCCx/Vr37VMWELhYpVWztNVVXlSe4CACC7mdkSd6/o3J7SQd4AAGSrp59u6tLGGXEAgHxFAgcAyGmcEQcAKCQkcACAnJbsLLhJk0YNcCQAAPQ/EjgAQE5LdkZccbHprbc2ZSAiAAD6DwkcACCndT4jLhwu0VVXHa61a7foiCPq9IMfPKeystqkFSrr6pZ32w8AQDahCiUAIC/97W/v6Pjj79eGDVs7tCdWqKyrW65IZIFaWloD+wEAyBSqUAIACsqhh47XiBGDu7S3tLTqqque0Pz5/9BVVz3RIXlr76eCJQAgW3XdNAAAQJ5YsyZ4D9zatVs0Y8Zvk95HBUsAQLZiBg4AkLeSVagcPz6kZ545T+PHh3p1HwAAmUYCBwDIW0EVKkOhYt1yy1R96lN765ZbpgZWsDziiL3U1pZ9e8QBACCBAwDkraAKlYkFSjr3T548SkcdNUEPPLBSp576W/385y8mrVBJ9UoAQCZQhRIAgATurtmz/67LL/+z2tpcif9MtleolET1SgBAv0pWhZIEDgCAAHvv/TO99dbmLu1F8bUrbW1d7wmHS9TQEOnnyAAAhSBZAkcVSgAAArz9dtfkTQpO3NpRvRIA0N/YAwcAQIBklSjD4RKFw8F9VK8EAPQ3EjgAAAIkq2BZU1MZ2CdJl1120ECFBwAoUCRwAAAE6K6CZee+iRNHao89huqnP/2botH3Mx06ACCPUcQEAIA0WLZsvSorf6MJE0bor389V3vsMTzTIQEAcliyIibMwAEAkAYHHLCnHnnkM/rHP97XUUfVqbR0NmfEAQDSjgQOAIA0OeaYSbrssoP02msbtHr1RrlL0WizIpEFJHEAgLQggQMAII0efvj1Lm0tLa2qrl6YgWgAAPmGBA4AgDRKdhYcZ8QBANKBBA4AgDRKdhbc3nuPHOBIAAD5iAQOAIA0SnZG3MaNW7V48VsZiAgAkE9I4AAASKOg8+NuvvlYjRkT0nHH3aerrnpCZWW1VKgEAPQJ58ABADAA1q7drKOPvkevv97xoO9QqHjnAeEAALTjHDgAADJo3LgR2ratrUs7FSoBAL1BAgcAwABpatoY2E6FSgBAqlJK4MxshpmtNLNVZnZtkmummtmLZrbMzJ5KaG8ws5fjfayLBAAUrGQVKpO1AwDQWY8JnJkNknS7pJMllUs618zKO12zu6Q7JJ3u7gdIOqvT03za3Q8JWsMJAEChCKpQaSZdf/2RGYoIAJBrUpmBO0LSKnd/w923SbpX0hmdrjlP0kPu3ihJ7r42vWECAJD7OleoHD8+JDPp4YdXqa0t+4qKAQCyTyoJ3ERJqxMeN8XbEk2RNNrMnjSzJWZ2YUKfS1oQb4/sWrgAAOS2qqpyNTRE1NZ2td5++991220n6tFH/6HvfOeZTIcGAMgBXU8a7coC2jr/N2GxpMMlnSBpuKRnzew5d39V0r+4+xozGyfpMTN7xd2f7vIiseQuIkmlpaW9eQ8AAOSsmTMP1qJFb+nb335WFRUT9K//+tFMhwQAyGKpzMA1SZqc8HiSpDUB18xz983uvl7S05IOliR3XxP/da2k3ym2JLMLd6919wp3rxg7dmzv3gUAADnKzHTHHSfqsMPG6+yzH9HEiT/jkG8AQFKpJHCLJe1rZvuY2RBJ50h6pNM1D0s6xsyKzSwk6UhJK8xshJmNkiQzGyFpmqSl6QsfAIDcN3z4YF1wQbm2bNmhNWs2y12KRpsViSwgiQMAdNBjAufurZIulzRf0gpJ97v7MjObaWYz49eskDRP0kuSFkma4+5LJY2XtNDM/h5v/4O7z+uftwIAQO760Y+WdGnjkG8AQGfmnn1VryoqKry+niPjAACFo6holoL+STaT2tquHviAAAAZZWZLgo5hS+kgbwAA0L845BsAkAoSOAAAskDQId+SdPzxVGYGAHyIBA4AgCzQ+ZDv0tJROuSQsfrlL5fqwQdXZjo8AECWSOUcOAAAMACqqspVVVW+83FLy3ZNm/agqqoe1R57DGc2DgDADBwAANkqFBqs3//+M5oyZbROOeVB7bUXZ8QBQKEjgQMAIIuNHj1Ml112sLZta9Pbb3NGHAAUOhI4AACy3KxZi7scMcAZcQBQmEjgAADIco2Nzb1qBwDkLxI4AACyXLKz4CZPHjXAkQAAMo0EDgCALJfsjLj9998jA9EAADKJBA4AgCzX+Yy4cLhEJ59cpvnzo/rxj5dkOjwAwADiHDgAAHJA5zPi2tpcZ531iL785ScUDpfozDP3zWB0AICBwgwcAAA5qKjI9KtfnaIjjthLZ5/9iPba647AM+Lq6parrKyW8+MAIE8wAwcAQI4KhQbri18s16JFb+ntt1skfXhGXLtIZIFaWlq79CXO5gEAcod554NlskBFRYXX19dnOgwAALJeWVmtotGuxwkMHhxbZLN9e1uXvnC4RA0NkX6PDQDQd2a2xN0rOrczAwcAQA5LdhZcUOLW0z0AgOzHHjgAAHJYsjPiwuEShcPBfcnuAQBkPxI4AAByWNAZcaFQsWpqKpOeH3fJJZ8YqPAAAGlGAgcAQA4LOiOutnbazmMHEvsmTRqp0aOH6u67l2vTpm2ZDh0A0AcUMQEAoIA89dRqffrT9+miiw7U3LkzMh0OACCJZEVMmIEDAKCAHHfcZFVXH6U771yq++9/JdPhAAB6iQQOAIAC881vfkpHHbWXIpHHFI2+n+lwAAC9QAIHAECBGTx4kO6551S1tblOOukBhcOzVVQ0S2VltaqrW57p8AAA3SCBAwCgAO2zz+664IJyvfbaBjU2bpS7FI02KxJZQBIHAFmMBA4AgAL1hz+80aWtpaVV1dULMxANACAVJHAAABSoxsbmXrUDADKPBA4AgAJVWlrSq3YAQOaRwAEAUKBqaioVChV3aDOTrrnmkxmKCADQk5QSODObYWYrzWyVmV2b5JqpZvaimS0zs6c69Q0ys7+Z2f+lI2gAALDrqqrKVVs7TeFwicykCRNCKi42zZ27VBs3bst0eACAAObu3V9gNkjSq5JOktQkabGkc919ecI1u0t6RtIMd280s3Huvjah/ypJFZJK3P1fewqqoqLC6+vr+/B2AADArvjjH9/Qaaf9TlOnTtYf/vBZDR1a3PNNAIC0M7Ml7l7RuT2VGbgjJK1y9zfcfZukeyWd0ema8yQ95O6NktQpeZsk6VRJc/oaPAAAGBgnn/wRzZ07XX/+c6OmTr2XM+IAIMukksBNlLQ64XFTvC3RFEmjzexJM1tiZhcm9P1I0jWS2rp7ETOLmFm9mdWvW7cuhbAAAEB/+OIXD9QXvrCfnnvubc6IA4Ask0oCZwFtndddFks6XLGZtumSvmFmU8zsXyWtdfclPb2Iu9e6e4W7V4wdOzaFsAAAQH959tk1Xdo4Iw4AMi+Vhe1NkiYnPJ4kqfOnepOk9e6+WdJmM3ta0sGSDpN0upmdImmYpBIz+7W7n7/roQMAgP6yevXGwHbOiAOAzEplBm6xpH3NbB8zGyLpHEmPdLrmYUnHmFmxmYUkHSlphbtf5+6T3L0sft/jJG8AAGS/ZGfBTZo0aoAjAQAk6jGBc/dWSZdLmi9phaT73X2Zmc00s5nxa1ZImifpJUmLJM1x96X9FzYAAOhPQWfESVIoVKwNGz7IQEQAACnFc+Dc/VF3n+LuH3X3mnjbz9395wnX/NDdy939QHf/UcBzPJnKEQIAACDzOp8RFw6X6D/+4xC98cb7Ou64+3T77X9TWVltYIXKurrlSfsAALumx3PgMoFz4AAAyE4LFjTotNMe0vbtbUr8ESIUKlZt7TRJUiSyQC0trV36qqrKBzpcAMhZyc6BI4EDAAC9stded+jtt1u6tI8aNUSStHHjti594XCJGhoi/R4bAOSLZAlcKlUoAQAAdnrnna7JmxScuLWjeiUApEdKe+AAAADaJatQGQ6XKBymeiUA9CcSOAAA0CtBFSpDoWLV1FQmrV4pSW+8sWEAogOA/EYCBwAAeiWoQmV7kZKgvmuu+aQ2btymiopf69prn+5T9UoqWwJADEVMAABAv3v99Q2aOvVeNTVt6tCeSvXK7vqobAkgX1GFEgAAZFRp6WytXr2xS/ugQSZJ2rGj688k3fVR2RJAPqMKJQAAyKimpq7JmxScnKXSR2VLAIWIPXAAAGBA9KV6ZXd9yZ4PAPIZCRwAABgQva1e2V2fmfSd7xzd7zEDQLZhCSUAABgQ7QVHqqsXqrGxWaWlJaqpqexQiCSVvjFjhmv9+i1dCqIAQCGgiAkAAMg5Z5/9iB5++HW98MIFOuCAPTMdDgCkXbIiJiyhBAAAOee2205QSckQ/du/zdOOHW2ZDgcABgwJHAAAyDnjxo3QT396ghYtelu33rok0+EAwIAhgQMAADnpC1/YT2ee+TF94xt/1auvvpvpcABgQJDAAQCAnGRmuuOOE1VUJB100P+oqGiWyspqVVe3fOc1dXXLVVZWG9gHALmIKpQAACBnPf54o1pb27RtW2wfXDTarEsvXaDm5q2SpK985Slt2dK6sy8SWSBJHapbAkAuoQolAADIWWVltYpGm3t1TzhcooaGSD9FBADpQRVKAACQdxobe5e89fUeAMgWJHAAACBnlZaWBLaHwyUKh4P7Jk8e1Z8hAUC/IoEDAAA5q6amUqFQxy39oVCxamoqA/skadq0sgGKDgDSjwQOAADkrKqqctXWTlM4XCKz2Mxbbe00VVWVd+krLR2l/fffQ/fcs0IrV3LsAIDcRBETAABQMN58c6MOOuh/VFa2m5555lwNHUpBbgDZiSImAACg4E2cOEp33jlDL7zwjqqrF2Y6HADoNRI4AABQUM4442P60pcO1i231GvBgoZMhwMAvUICBwAACs6sWVNVXj5GZ531sCZP/rmKimaprKxWdXXLd15TV7dcZWW1ve4DgP7Ewm8AAFBwQqHBOv/8cl1//V/U3LxdkhSNNuvii+frtdfekyTdeOMibd26I6W+SGSBpFhRFQDoTykVMTGzGZJ+LGmQpDnufmPANVMl/UjSYEnr3f04Mxsm6WlJQxVLFh9092/19HoUMQEAAP2trKxW0Wj6DvUOh0vU0BBJ2/MBKGzJipj0OANnZoMk3S7pJElNkhab2SPuvjzhmt0l3SFphrs3mtm4eNdWSce7+yYzGyxpoZn90d2f2/W3BAAA0HeNjcHJm1ns16D/4+6uL9nzAUA6pbIH7ghJq9z9DXffJuleSWd0uuY8SQ+5e6Mkufva+K/u7pvi1wyOf2XfuQUAAKDglJaWJG3vax8A9LdUEriJklYnPG6KtyWaImm0mT1pZkvM7ML2DjMbZGYvSlor6TF3fz7oRcwsYmb1Zla/bt26Xr0JAACA3qqpqVQo1HExUihUrJqayl73SdIVVxzar/ECgJRaAmcBbZ1n0YolHS7pVEnTJX3DzKZIkrvvcPdDJE2SdISZHRj0Iu5e6+4V7l4xduzYVOMHAADok6qqctXWTlM4XCKz2B622tppqqoq71XfxIkjNWJEse66a5k2bdqW6bcFIM/1WMTEzD4l6QZ3nx5/fJ0kufsPEq65VtIwd78h/niupHnu/kCn5/qWpM3uPqu716SICQAAyCV/+lNU06c/qM99bl/dd99pMgv6/28ASF2yIiapzMAtlrSvme1jZkMknSPpkU7XPCzpGDMrNrOQpCMlrTCzsfECJzKz4ZJOlPTKLrwPAACArHPiiWHdeOMxeuCBV3Xuuf/Xp/PjOFsOQCp6rELp7q1mdrmk+YodI3Cnuy8zs5nx/p+7+wozmyfpJUltih01sNTMDpL0P/FKlkWS7nf3/+u3dwMAAJAhV1/9Sf32t6/qvvtW7mxLPCNOkiKRBWppae1VH2fLAUiU0jlwA40llAAAIBeVls7W6tUbu7SPHTtckrRu3ZZe9XG2HFC4+nwOHAAAAFLT1NQ1eZOCk7NU+jhbDkBnqeyBAwAAQAqSnQU3YcIITZgwotd9nC0HoDMSOAAAgDRJdn7crFnHadas43rVZyZde+0R/R5zrtuVwjAUlUEuYgklAABAmrQXHKmuXqjGxmaVlpaopqayQyGSVPrGjQvpn//corvuWqoLLijXiBFDBvy9ZJO6uuWB41ZXt7zPhWF29d7ufh+B/kQREwAAgCz08MOr9NnPPqwZM8r0v/97pgYPHpTpkDKic6IlScOHF+uKKw7T7Nl/14YNW7vc034MX9CPuUVFpvHjQ1q7tkU7dnS9YNCg2M1BfbvvPlTnnPNx3XXXUm3dumNneyhUvPOg9+6Su772oTAlK2JCAgcAAJClZs/+u2bOfEzHHjtJDQ3va/XqjXmbFCSLNRyercbG4OIwfXXppQfpF794Ka3POWrUEH3+8/vqnnteCUzuJHVJRFPpy9bfL/Q/EjgAAIAc9LnP/a8eemhVh7Z8SwqCZtmGDCnSIYeM06JFbwfeYyZNnDhSTU2buvSFw7HiL9Fo1yqe7UczlJXVJu1Pdu/kyaPU1LQxcGavO4MHF6moyDokdu1GjhwsSdq0aXvSWJnVK0wkcAAAADko2QzUmDHDJEn//OcHverLxrPlkiVTgwaZhg0r1ubNwclNTU1lnxPYoKQxlXurqxcGxlpaOkqrV/c+uevJNdd8Urfd9rdex9ldH0lcbkiWwFGFEgAAIIsFHQwuxZKzoAStp75Mni0XVNlx+fL1gQmRJLW1uWbPPimwemf7bFJt7TSFwyUyiyV17QlKd32S+nxvskqj3//+MUmPfQiHS3bO7PWmz0y6+ebFHZIwSWppadUVVzyuK654vNd91dULdz6mCmduYgYOAAAgiyWbnZo4caQk6c03uy4h7K6vtHSUotHL0hxlz4JmvIqKTG1tyX8WTWUJYSakWhVT2rXZsttuO0EXXzw/7bN6zz57nlat2qDLLmP2LpuxhBIAACAHpTMpkKRTT91Hv//9Z2XtpRoHSLJEdLfdhurGG4/RV77yZF4kDOner5Zs3CZNiiXpQXsAu+trlyx5HjcuJElau7alS182Lr/NZyRwAAAAOSodScHkyaM0Zcpo/elPjfr614/Sd79bOWDxb9myXaHQjwP7zKS2tquzbpYtW6R7Vu/WWz+tkSOHqKrqD72OJZXfK34f04cEDgAAoMC1tblmznxMv/jFS/rOd/5F3/jGp9L+Gok/wE+aNEqVlRP1+OONeuedrjM6ErM6qeiPKpTJZvbGj4/NwCX7/dpvv9F64433tX172842ll72DxI4AAAAqK3NdfHF8/TLXy7T2Wfvp+eff6vXsyW92QMmSQccMEZnnrmvbr21nh/us0RvZ/aGDRukU075iH7/+9c7JG+p4DiEviGBAwAAgCRpx442HXPMvXr22TUd2juX2U81SRs+vFiXXnqQ7rprqTZu3Nbl9bK1GEmh60vSVFQ0q09FVT772Y/p0Uf/oQ8+4JDzVJHAAQAAYKdk58uNHj1UkcjB+slPXtCWLR2TtK9//Sj9+McvBBa46E773inkvr4cgD506KDAQ8wlacSI2JEMmze39qqvEJbecg4cAAAAdkp2vtx7723VTTct6pC8SdKWLbEzxJIlb2axIwqCJDsfDbkn2Tl4NTWVSfvmzp2uZEVPN29uDUzQeuqLRpv1/PNvFeRZdsU9XwIAAIB8U1pakrQ8/ZtvbgpcJmcWKzMfVOCifZld0HK3mpqBq3iJ/tW+bLG7pbBBfdXVC3s9c9ddnyQddVSdzLTzz2o02qxLLpmvVas2SJJuvPH5nUs2o9FmRSILOryHXMUSSgAAgALUXRGL7n7YTpak9bR3DoUt3cch/OhHn9Z11/1F//znB72KY8KEEVqzZqbMLOv/rCZbQskMHAAAQAHqaSYl2UxaT/dVVZVn1Q/ByA59nbnrru+yyx4LfK325ZpB81Rvv71Z++47VwceOEbz5zfk5AwdM3AAAADoIttnJ4C+FFQZM2aYDjtsvB57LBr4nNlUHIUqlAAAAADyRl+XZXZ3HEI2VUxlCSUAAACAvLEryzKTFfHJhYqpzMABAAAAKCjdzd5ly1JhzoEDAAAAAMVm72prpykcLpFZbO9bNiVv3WEGDgAAAACyDDNwAAAAAJDjSOAAAAAAIEeklMCZ2QwzW2lmq8zs2iTXTDWzF81smZk9FW+bbGZPmNmKePt/pTN4AAAAACgkPR4jYGaDJN0u6SRJTZIWm9kj7r484ZrdJd0haYa7N5rZuHhXq6SvuPsLZjZK0hIzeyzxXgAAAABAalKZgTtC0ip3f8Pdt0m6V9IZna45T9JD7t4oSe6+Nv7rW+7+Qvz7jZJWSJqYruABAAAAoJCkksBNlLQ64XGTuiZhUySNNrMnzWyJmV3Y+UnMrEzSoZKeD3oRM4uYWb2Z1a9bty6l4AEAAACgkKSSwFlAW+ezB4olHS7pVEnTJX3DzKbsfAKzkZJ+K+lKd+965Lkkd6919wp3rxg7dmxKwQMAAABAIelxD5xiM26TEx5PkrQm4Jr17r5Z0mYze1rSwZJeNbPBiiVvde7+UBpiBgAAAICClMoM3GJJ+5rZPmY2RNI5kh7pdM3Dko4xs2IzC0k6UtIKMzNJcyWtcPf/TmfgAAAAAFBoepyBc/dWM7tc0nxJgyTd6e7LzGxmvP/n7r7CzOZJeklSm6Q57r7UzColXSDpZTN7Mf6U17v7o/3xZgAAAAAgn5l75+1smWdm6yRFd+Ep9pS0Pk3h4EOMa/oxpunHmPYPxjX9GNP0Y0z7B+Oafoxp+uXjmIbdvUtxkKxM4HaVmdW7e0Wm48g3jGv6Mabpx5j2D8Y1/RjT9GNM+wfjmn6MafoV0pimsgcOAAAAAJAFSOAAAAAAIEfkawJXm+kA8hTjmn6Mafoxpv2DcU0/xjT9GNP+wbimH2OafgUzpnm5Bw4AAAAA8lG+zsABAAAAQN7JeAJnZjPMbKWZrTKzaxPa7zOzF+NfDQnnyHW+/ywzW2ZmbWZWkdB+RML9fzezzyS5//L4a7uZ7ZnQvpuZ/T5+7zIzuyiNb7tfZfGYjjaz35nZS2a2yMwOTOPb7ldZMKZ18ddfamZ3mtngeLuZ2U/icb1kZoel+a33qywe14+b2bNmttXMrk7z2+5XWTymVfE/oy+Z2TNmdnCa33q/yeIxPSM+ni+aWb3Fzl7NGf01rgn9pWa2KdnfYTPbx8yeN7PX4q85JN6es5+rWTymfKamf0xz9jNVyupxzY3PVXfP2JdiB4O/LukjkoZI+ruk8oDrbpH0zSTPsb+k/SQ9KakioT0kqTj+/V6S1rY/7nT/oZLKJDVI2jOh/XpJN8W/HyvpXUlDMjleeTCmP5T0rfj3H5f050yPVw6N6SmSLP71G0lfSmj/Y7z9KEnPZ3q88mRcx0n6pKQaSVdneqzyZEyPljQ6/v3JufJnNcvHdKQ+3ApxkKRXMj1e2TCuCf2/lfRAsr/Dku6XdE78+58rxz9Xs3xM+UxN/5jm5GdqDoxrTnyuZnoG7ghJq9z9DXffJuleSWckXmBmJulsxf7R6sLdV7j7yoD2FndvjT8cJilws5+7/83dG4K6JI2Kv/5IxRK41oDrsk02j2m5pD/Hr3lFUpmZjU/pXWVWNozpox4naZGkSfGuMyTdHe96TtLuZrZX799iRmTtuLr7WndfLGl7395axmTzmD7j7u/FL3tOH/4ZznbZPKab4m2SNCLZ/Vmq38Y1fu+Zkt6QtCxJv0k6XtKD8ab/kXRm/Ptc/VzN2jHlM7VfxjRXP1Ol7B7XnPhczXQCN1HS6oTHTfG2RMdIesfdX+vtk5vZkWa2TNLLkmYm/EOZitsUy+7XxO//L3dv620MGZDNY/p3SZ+NP88RksLKjQ+crBlTiy2dukDSvF7Elq2yeVxzVa6M6cWKzXDkgqweUzP7jJm9IukPkv6tt6+fQf02rmY2QtLXJH27m8vGSNqQMN6Jr5+rn6vZPKa5KlfGNJc+U6UsH9dc+FzNdAJnAW2dM91zlST77om7P+/uByg2bX+dmQ3rxe3TJb0oaW9Jh0i6zcxK+hLHAMvmMb1R0uj4eub/lPQ35casZjaN6R2Snnb3v/QitmyVzeOaq7J+TM3s04r9sPG1vsSQAVk9pu7+O3f/uGL/e/zdvsSQIf05rt+WdKu7b+rj6+fq52o2j2muyvoxzcHPVCnLxzUXPleLM/z6TZImJzyepNiMlyTJzIoVm7E5PKHtLsX2WK1x91NSeRF3X2FmmyUdKKk+xdguknRjfBp1lZn9Q7F9W4tSvD9TsnZM3b1ZsXFtn77+R/wr22XFmJrZtxTbj3lZqrFluWwe11yV1WNqZgdJmiPpZHf/Z4rvKdOyekwT7n/azD5qZnu6+/pUXjPD+nNcj5T0eTO7WdLuktrM7AN3vy3hmvWKLY0sjv8vfOLr5+rnajaPaa7K6jHN0c9UKcvHtV1Wf656ZjcxFiu2RnUffbiJ8YCE/hmSnkrxuZ5Ux83h++jDzeFhxX5j9uzm/gZ1LLjxM0k3xL8fL+nN7u7Plq8sH9PdFS8EI+lSxfYYZHzMcmFMJV0i6RlJwzu1n6qOm+0XZXq88mFcE/pvUG5tuM/aMZVUKmmVpKMzPU55NKYf04eb7Q9T7N8py/SYZXpcO/Ul/TusWIGDxCIG/x7/Pic/V7N5TFO5Nxu/snlMc/UzNQfGNSc+VzMfQKza06uKVaOp7tT3S8X2BHR3/2cUy+S3SnpH0vx4+wWKbV58UdILks5Mcv8V8ftbFfvHc068fW9JCxTbl7BU0vmZHqs8GNNPSXpN0iuSHlK8elIufGXBmLbGX/vF+Nc34+0m6fZ438vJPsSy9SuLx3VC/HmbJW2If1+S6fHK8TGdI+m9hPb6TI9VHozp1xLuf1ZSZabHKhvGtdM1Nyj5D3AfUWxVzSrFfpgbGm/P2c/VLB5TPlPTP6Y5+5ma5eOaE5+r7RkmAAAAACDLZbqICQAAAAAgRSRwAAAAAJAjSOAAAAAAIEeQwAEAAABAjiCBAwAAAIAcQQIHAAAAADmCBA4AAAAAcgQJHAAAAADkiP8Pq/MRQG3m6kEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1080x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "plt.plot(df_output.iloc[:nb_predictions + N_pred], 'o-', label = 'measured', color = 'darkblue')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Prediction over 8 steps')"
      ]
     },
     "execution_count": 94,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "\n",
    "for idx in range(nb_predictions):\n",
    "    df_iter = df_input.iloc[idx:(idx + N_pred)].copy()\n",
    "    for idxx in range(N_pred - 1):\n",
    "        mean, var = m.predict_f(df_iter.iloc[idxx, :].to_numpy().reshape(1, -1))\n",
    "        df_iter.iloc[idxx + 1, 4] = mean.numpy().flatten()\n",
    "        df_iter.iloc[idxx + 1, 5] = df_iter.iloc[idxx, 4]\n",
    "        df_iter.iloc[idxx + 1, 6] = df_iter.iloc[idxx, 5]\n",
    "        \n",
    "    mean_iter, var_iter = m.predict_y(df_iter.to_numpy())\n",
    "    plt.plot(df_iter.index, mean_iter.numpy(), '.-', label = 'predicted', color = 'orange')\n",
    "plt.plot(df_output.iloc[:nb_predictions + N_pred], 'o-', label = 'measured', color = 'darkblue')\n",
    "plt.title(f\"Prediction over {N_pred} steps\")\n"
   ]
  }
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