notebooks/users/03_get_started_sdg.ipynb

{
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   "metadata": {},
   "source": [
    "<div align=\"center\" vertical-align=\"middle\">\n",
    "  <a><img height=\"200px\" src=\"../../docs/scapy-logo-named-cropped.png\"></a>\n",
    "  <h1>Userguide for synthetic CDM data generation</h1>\n",
    "</div>\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f35482f5",
   "metadata": {},
   "source": [
    "#### Table of contents\n",
    "1. Environment set-up\n",
    "2. Data preparation\n",
    "    1. Importing first Conjunction Data Messages from events \n",
    "    2. Normalising covariance data\n",
    "3. Synthetic Data Generator model configuration\n",
    "    1. Synthetic data generation using KDE with MSE-CV bandwidth selection\n",
    "    2. Synthetic data generation using SciPy distribution\n"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "76df4d87",
   "metadata": {},
   "source": [
    "## 1.- Environment set-up"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c8394609",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Current working directory: /Users/jjrr/Documents/SCA-Project/scapy\n"
     ]
    }
   ],
   "source": [
    "# Get current working directory path for the tool parent folder and add it to \n",
    "# the system path\n",
    "from importlib import reload\n",
    "from pathlib import Path\n",
    "import os\n",
    "foldername = 'scapy'\n",
    "cwd = str(Path(os.getcwd()[:os.getcwd().index(foldername)+len(foldername)]))\n",
    "\n",
    "# Add library path to system path if it is not included already.\n",
    "import sys\n",
    "if cwd not in sys.path: sys.path.append(cwd)\n",
    "print(f'Current working directory: {cwd}')\n",
    "\n",
    "# Import utils library containing miscellaneous functions/classes\n",
    "from scapy import utils\n",
    "\n",
    "# Show plots in the notebook\n",
    "%matplotlib inline\n",
    "%config InlineBackend.figure_format='retina'\n",
    "from matplotlib import rc\n",
    "\n",
    "# Set rendering parameters to use TeX font if not working on Juno app.\n",
    "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 11})\n",
    "rc('text', usetex=True)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "3bcb3baa",
   "metadata": {},
   "source": [
    "## 2.- Data preparation"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "756e7cec",
   "metadata": {},
   "source": [
    "### 2.1.- Importing first Conjunction Data Messages from events"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "8e3446a4",
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>CCSDS_CDM_VERS</th>\n",
       "      <th>CREATION_DATE</th>\n",
       "      <th>ORIGINATOR</th>\n",
       "      <th>MESSAGE_FOR</th>\n",
       "      <th>MESSAGE_ID</th>\n",
       "      <th>TCA</th>\n",
       "      <th>MISS_DISTANCE</th>\n",
       "      <th>RELATIVE_SPEED</th>\n",
       "      <th>RELATIVE_POSITION_R</th>\n",
       "      <th>RELATIVE_POSITION_T</th>\n",
       "      <th>...</th>\n",
       "      <th>OBJECT2_CTHR_NDOT</th>\n",
       "      <th>OBJECT2_CTHR_DRG</th>\n",
       "      <th>OBJECT2_CTHR_SRP</th>\n",
       "      <th>OBJECT2_CTHR_THR</th>\n",
       "      <th>__MAX_RISK_ESTIMATE</th>\n",
       "      <th>__MAX_RISK_SCALING</th>\n",
       "      <th>__CREATION_DATE</th>\n",
       "      <th>__TCA</th>\n",
       "      <th>__DAYS_TO_TCA</th>\n",
       "      <th>__EVENT_ID</th>\n",
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       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>2023-10-15 16:21:04.798001</td>\n",
       "      <td>14923.0</td>\n",
       "      <td>13792.0</td>\n",
       "      <td>453.8</td>\n",
       "      <td>5976.6</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>-7.834756</td>\n",
       "      <td>8.602101</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.566798</td>\n",
       "      <td>1.566798</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1.0</td>\n",
       "      <td>2023-10-09 03:37:13.477001</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>2023-10-15 16:21:04.798001</td>\n",
       "      <td>2392.0</td>\n",
       "      <td>3434.0</td>\n",
       "      <td>74.3</td>\n",
       "      <td>2317.1</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>-7.254301</td>\n",
       "      <td>2.746782</td>\n",
       "      <td>0.0</td>\n",
       "      <td>6.530455</td>\n",
       "      <td>6.530455</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>1.0</td>\n",
       "      <td>2023-10-08 16:44:52.686001</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>2023-10-15 16:21:04.798001</td>\n",
       "      <td>22902.0</td>\n",
       "      <td>14348.0</td>\n",
       "      <td>-1157.6</td>\n",
       "      <td>-6306.2</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>-6.601713</td>\n",
       "      <td>13.293159</td>\n",
       "      <td>0.0</td>\n",
       "      <td>6.983474</td>\n",
       "      <td>6.983474</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>1.0</td>\n",
       "      <td>2023-10-08 17:32:57.225001</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>2023-10-15 16:21:04.798001</td>\n",
       "      <td>29654.0</td>\n",
       "      <td>13574.0</td>\n",
       "      <td>19.2</td>\n",
       "      <td>12494.9</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>-7.057793</td>\n",
       "      <td>8.965371</td>\n",
       "      <td>0.0</td>\n",
       "      <td>6.950088</td>\n",
       "      <td>6.950088</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>1.0</td>\n",
       "      <td>2023-10-10 17:09:41.324001</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>&lt;NA&gt;</td>\n",
       "      <td>2023-10-15 16:21:04.798001</td>\n",
       "      <td>31612.0</td>\n",
       "      <td>12093.0</td>\n",
       "      <td>182.4</td>\n",
       "      <td>-18561.7</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>-6.800245</td>\n",
       "      <td>5.111282</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.966244</td>\n",
       "      <td>4.966244</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 209 columns</p>\n",
       "</div>"
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      "text/plain": [
       "   CCSDS_CDM_VERS              CREATION_DATE ORIGINATOR MESSAGE_FOR  \\\n",
       "0             1.0 2023-10-14 02:44:53.431001       <NA>        <NA>   \n",
       "5             1.0 2023-10-09 03:37:13.477001       <NA>        <NA>   \n",
       "9             1.0 2023-10-08 16:44:52.686001       <NA>        <NA>   \n",
       "29            1.0 2023-10-08 17:32:57.225001       <NA>        <NA>   \n",
       "50            1.0 2023-10-10 17:09:41.324001       <NA>        <NA>   \n",
       "\n",
       "   MESSAGE_ID                        TCA  MISS_DISTANCE  RELATIVE_SPEED  \\\n",
       "0        <NA> 2023-10-15 16:21:04.798001        14923.0         13792.0   \n",
       "5        <NA> 2023-10-15 16:21:04.798001         2392.0          3434.0   \n",
       "9        <NA> 2023-10-15 16:21:04.798001        22902.0         14348.0   \n",
       "29       <NA> 2023-10-15 16:21:04.798001        29654.0         13574.0   \n",
       "50       <NA> 2023-10-15 16:21:04.798001        31612.0         12093.0   \n",
       "\n",
       "    RELATIVE_POSITION_R  RELATIVE_POSITION_T  ...  OBJECT2_CTHR_NDOT  \\\n",
       "0                 453.8               5976.6  ...                NaN   \n",
       "5                  74.3               2317.1  ...                NaN   \n",
       "9               -1157.6              -6306.2  ...                NaN   \n",
       "29                 19.2              12494.9  ...                NaN   \n",
       "50                182.4             -18561.7  ...                NaN   \n",
       "\n",
       "    OBJECT2_CTHR_DRG  OBJECT2_CTHR_SRP  OBJECT2_CTHR_THR __MAX_RISK_ESTIMATE  \\\n",
       "0                NaN               NaN               NaN           -7.834756   \n",
       "5                NaN               NaN               NaN           -7.254301   \n",
       "9                NaN               NaN               NaN           -6.601713   \n",
       "29               NaN               NaN               NaN           -7.057793   \n",
       "50               NaN               NaN               NaN           -6.800245   \n",
       "\n",
       "   __MAX_RISK_SCALING __CREATION_DATE     __TCA  __DAYS_TO_TCA  __EVENT_ID  \n",
       "0            8.602101             0.0  1.566798       1.566798           0  \n",
       "5            2.746782             0.0  6.530455       6.530455           1  \n",
       "9           13.293159             0.0  6.983474       6.983474           2  \n",
       "29           8.965371             0.0  6.950088       6.950088           3  \n",
       "50           5.111282             0.0  4.966244       4.966244           4  \n",
       "\n",
       "[5 rows x 209 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scapy import ccsds\n",
    "from scapy import data\n",
    "import pandas as pd\n",
    "\n",
    "# Use data from Kelvins competition:\n",
    "# https://kelvins.esa.int/collision-avoidance-challenge/data/\n",
    "\n",
    "# Download testing data from Kelvins website\n",
    "filepath = data.get_kelvins_data(data = 'train', return_ced = False,\n",
    "                                 overwrite = False, num_events = None)\n",
    "\n",
    "# Get only last CDM data from every event_id\n",
    "df_firstCDM = pd.read_csv(filepath).drop_duplicates('__EVENT_ID', keep='first')\n",
    "\n",
    "# Cast all columns as the CCSDS format.\n",
    "df_firstCDM = df_firstCDM.astype(ccsds.df_dtype_conversion)\n",
    "\n",
    "display(df_firstCDM.head(5))"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "2a549546",
   "metadata": {},
   "source": [
    "### 2.2.- Using OBJECT1 covariance data normalised as an example"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d9e8802d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get list of obligatory features.\n",
    "features = ccsds.get_features(only_names = True, \n",
    "                              include_object_preffix = True, \n",
    "                              **dict(obligatory = True,\n",
    "                                     cluster = ['data_covariance']))\n",
    "\n",
    "# Get only the covariance matrix elements for OBJECT1 as an example.\n",
    "features = [f for f in features if f.startswith('OBJECT1')]\n",
    "display(features)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f09ef1b7",
   "metadata": {},
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>OBJECT1_CR_R</th>\n",
       "      <th>OBJECT1_CT_R</th>\n",
       "      <th>OBJECT1_CT_T</th>\n",
       "      <th>OBJECT1_CN_R</th>\n",
       "      <th>OBJECT1_CN_T</th>\n",
       "      <th>OBJECT1_CN_N</th>\n",
       "      <th>OBJECT1_CRDOT_R</th>\n",
       "      <th>OBJECT1_CRDOT_T</th>\n",
       "      <th>OBJECT1_CRDOT_N</th>\n",
       "      <th>OBJECT1_CRDOT_RDOT</th>\n",
       "      <th>...</th>\n",
       "      <th>OBJECT1_CTDOT_T</th>\n",
       "      <th>OBJECT1_CTDOT_N</th>\n",
       "      <th>OBJECT1_CTDOT_RDOT</th>\n",
       "      <th>OBJECT1_CTDOT_TDOT</th>\n",
       "      <th>OBJECT1_CNDOT_R</th>\n",
       "      <th>OBJECT1_CNDOT_T</th>\n",
       "      <th>OBJECT1_CNDOT_N</th>\n",
       "      <th>OBJECT1_CNDOT_RDOT</th>\n",
       "      <th>OBJECT1_CNDOT_TDOT</th>\n",
       "      <th>OBJECT1_CNDOT_NDOT</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2.801347</td>\n",
       "      <td>-0.397969</td>\n",
       "      <td>9.848951</td>\n",
       "      <td>0.292258</td>\n",
       "      <td>0.040799</td>\n",
       "      <td>1.154820</td>\n",
       "      <td>0.394221</td>\n",
       "      <td>-0.999674</td>\n",
       "      <td>-0.038498</td>\n",
       "      <td>-3.829888</td>\n",
       "      <td>...</td>\n",
       "      <td>0.214612</td>\n",
       "      <td>-0.316493</td>\n",
       "      <td>-0.210247</td>\n",
       "      <td>-10.997512</td>\n",
       "      <td>0.170737</td>\n",
       "      <td>-0.001551</td>\n",
       "      <td>0.531593</td>\n",
       "      <td>0.002117</td>\n",
       "      <td>-0.179278</td>\n",
       "      <td>-11.627257</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>3.739644</td>\n",
       "      <td>-0.134713</td>\n",
       "      <td>11.110971</td>\n",
       "      <td>0.126515</td>\n",
       "      <td>-0.023597</td>\n",
       "      <td>3.111365</td>\n",
       "      <td>0.108845</td>\n",
       "      <td>-0.998856</td>\n",
       "      <td>0.018619</td>\n",
       "      <td>-2.557722</td>\n",
       "      <td>...</td>\n",
       "      <td>0.107629</td>\n",
       "      <td>-0.126921</td>\n",
       "      <td>-0.081454</td>\n",
       "      <td>-9.929384</td>\n",
       "      <td>-0.096789</td>\n",
       "      <td>-0.082136</td>\n",
       "      <td>0.810101</td>\n",
       "      <td>0.085601</td>\n",
       "      <td>0.099044</td>\n",
       "      <td>-10.945961</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>4.403099</td>\n",
       "      <td>-0.099768</td>\n",
       "      <td>9.989217</td>\n",
       "      <td>0.357995</td>\n",
       "      <td>-0.122174</td>\n",
       "      <td>0.992620</td>\n",
       "      <td>0.085472</td>\n",
       "      <td>-0.999674</td>\n",
       "      <td>0.121504</td>\n",
       "      <td>-3.750303</td>\n",
       "      <td>...</td>\n",
       "      <td>0.057809</td>\n",
       "      <td>-0.353866</td>\n",
       "      <td>-0.043471</td>\n",
       "      <td>-9.340532</td>\n",
       "      <td>-0.025138</td>\n",
       "      <td>0.087954</td>\n",
       "      <td>-0.430583</td>\n",
       "      <td>-0.088821</td>\n",
       "      <td>0.021409</td>\n",
       "      <td>-11.100799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>3.480322</td>\n",
       "      <td>-0.087312</td>\n",
       "      <td>12.251246</td>\n",
       "      <td>0.098330</td>\n",
       "      <td>0.033053</td>\n",
       "      <td>1.981860</td>\n",
       "      <td>0.061782</td>\n",
       "      <td>-0.999429</td>\n",
       "      <td>-0.034312</td>\n",
       "      <td>-1.462967</td>\n",
       "      <td>...</td>\n",
       "      <td>0.046797</td>\n",
       "      <td>-0.099833</td>\n",
       "      <td>-0.021124</td>\n",
       "      <td>-10.227397</td>\n",
       "      <td>0.077394</td>\n",
       "      <td>-0.011649</td>\n",
       "      <td>0.336194</td>\n",
       "      <td>0.013638</td>\n",
       "      <td>-0.076656</td>\n",
       "      <td>-9.141744</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>4.259142</td>\n",
       "      <td>-0.331147</td>\n",
       "      <td>11.434297</td>\n",
       "      <td>-0.107863</td>\n",
       "      <td>0.070392</td>\n",
       "      <td>3.804487</td>\n",
       "      <td>0.278666</td>\n",
       "      <td>-0.997821</td>\n",
       "      <td>-0.065769</td>\n",
       "      <td>-2.305406</td>\n",
       "      <td>...</td>\n",
       "      <td>0.269174</td>\n",
       "      <td>0.105238</td>\n",
       "      <td>-0.215500</td>\n",
       "      <td>-9.471053</td>\n",
       "      <td>0.158920</td>\n",
       "      <td>0.007587</td>\n",
       "      <td>0.349890</td>\n",
       "      <td>-0.008566</td>\n",
       "      <td>-0.160701</td>\n",
       "      <td>-10.336490</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 21 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    OBJECT1_CR_R  OBJECT1_CT_R  OBJECT1_CT_T  OBJECT1_CN_R  OBJECT1_CN_T  \\\n",
       "0       2.801347     -0.397969      9.848951      0.292258      0.040799   \n",
       "5       3.739644     -0.134713     11.110971      0.126515     -0.023597   \n",
       "9       4.403099     -0.099768      9.989217      0.357995     -0.122174   \n",
       "29      3.480322     -0.087312     12.251246      0.098330      0.033053   \n",
       "50      4.259142     -0.331147     11.434297     -0.107863      0.070392   \n",
       "\n",
       "    OBJECT1_CN_N  OBJECT1_CRDOT_R  OBJECT1_CRDOT_T  OBJECT1_CRDOT_N  \\\n",
       "0       1.154820         0.394221        -0.999674        -0.038498   \n",
       "5       3.111365         0.108845        -0.998856         0.018619   \n",
       "9       0.992620         0.085472        -0.999674         0.121504   \n",
       "29      1.981860         0.061782        -0.999429        -0.034312   \n",
       "50      3.804487         0.278666        -0.997821        -0.065769   \n",
       "\n",
       "    OBJECT1_CRDOT_RDOT  ...  OBJECT1_CTDOT_T  OBJECT1_CTDOT_N  \\\n",
       "0            -3.829888  ...         0.214612        -0.316493   \n",
       "5            -2.557722  ...         0.107629        -0.126921   \n",
       "9            -3.750303  ...         0.057809        -0.353866   \n",
       "29           -1.462967  ...         0.046797        -0.099833   \n",
       "50           -2.305406  ...         0.269174         0.105238   \n",
       "\n",
       "    OBJECT1_CTDOT_RDOT  OBJECT1_CTDOT_TDOT  OBJECT1_CNDOT_R  OBJECT1_CNDOT_T  \\\n",
       "0            -0.210247          -10.997512         0.170737        -0.001551   \n",
       "5            -0.081454           -9.929384        -0.096789        -0.082136   \n",
       "9            -0.043471           -9.340532        -0.025138         0.087954   \n",
       "29           -0.021124          -10.227397         0.077394        -0.011649   \n",
       "50           -0.215500           -9.471053         0.158920         0.007587   \n",
       "\n",
       "    OBJECT1_CNDOT_N  OBJECT1_CNDOT_RDOT  OBJECT1_CNDOT_TDOT  \\\n",
       "0          0.531593            0.002117           -0.179278   \n",
       "5          0.810101            0.085601            0.099044   \n",
       "9         -0.430583           -0.088821            0.021409   \n",
       "29         0.336194            0.013638           -0.076656   \n",
       "50         0.349890           -0.008566           -0.160701   \n",
       "\n",
       "    OBJECT1_CNDOT_NDOT  \n",
       "0           -11.627257  \n",
       "5           -10.945961  \n",
       "9           -11.100799  \n",
       "29           -9.141744  \n",
       "50          -10.336490  \n",
       "\n",
       "[5 rows x 21 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "\n",
    "# Initialice list of covariance matrix components\n",
    "rtn_components = ['R', 'T', 'N', 'RDOT', 'TDOT', 'NDOT']\n",
    "\n",
    "dft_firstCDM = df_firstCDM.copy()\n",
    "\n",
    "for feature in features:\n",
    "\n",
    "    # Get the RTN components from the feature\n",
    "    obj = feature.split('_')[0]\n",
    "    i_rtn = feature.split('_')[1][1:]\n",
    "    j_rtn = feature.split('_')[2]\n",
    "\n",
    "    # Get variance of the components (used to scale the other terms of the\n",
    "    # covariance matrix)\n",
    "    i_sigma = df_firstCDM[f'{obj}_C{i_rtn}_{i_rtn}'].to_numpy()\n",
    "    j_sigma = df_firstCDM[f'{obj}_C{j_rtn}_{j_rtn}'].to_numpy()\n",
    "\n",
    "    # Switch the dataframe to use when plotting the feature.\n",
    "    data = df_firstCDM[feature].to_numpy()\n",
    "\n",
    "    # Check what element of the covariance matrix it is being processed.\n",
    "    if i_rtn == j_rtn:\n",
    "        # If feature is one of the main diagonal components (sigma), apply \n",
    "        # logarithmic scaling.\n",
    "        data = np.log(data)\n",
    "    else:\n",
    "        # Otherwise scale covariance matrix element using the variances of\n",
    "        # both components\n",
    "        data = data/(i_sigma * j_sigma)**0.5\n",
    "\n",
    "    # Update values in the DataFrame containing transformed data.\n",
    "    dft_firstCDM[feature] = data\n",
    "\n",
    "# Plot normalised data\n",
    "display(dft_firstCDM[features].head(5))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9174f0bd",
   "metadata": {},
   "source": [
    "### 2.3.- Plot histograms"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b086325f",
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 286,
       "width": 584
      }
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 286,
       "width": 584
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "\n",
    "for feature in features[:2]:\n",
    "\n",
    "    # Get the RTN components from the feature\n",
    "    obj = feature.split('_')[0]\n",
    "    i_rtn = feature.split('_')[1][1:]\n",
    "    j_rtn = feature.split('_')[2]\n",
    "\n",
    "    # Update values in the DataFrame containing transformed data.\n",
    "    data = dft_firstCDM[feature] \n",
    "\n",
    "    # Define kwargs for the histogram\n",
    "    kwargs = {'title': f'Histogram\\n \\small (First CDM per Conjunction Event)', \n",
    "            'xlim':(-1,1) if i_rtn != j_rtn else None,\n",
    "            'color':'tab:blue' if obj.endswith('1') else 'tab:orange'}\n",
    "\n",
    "    utils.plot_histogram(data = data, \n",
    "                         features = feature, \n",
    "                         show_stats = True,\n",
    "                         show = False, **kwargs)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4fde596e",
   "metadata": {},
   "source": [
    "## 3. - Synthetic Data Generator model instanciation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3d5604c",
   "metadata": {},
   "source": [
    "### 3.1.- Synthetic data generation using KDE with MSE-CV bandwidth selection"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "324de163",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "FITTING SCIPY DISTRIBUTIONS:\n",
      "| Progress                   |    Time     | Iters/sec | Comments\n",
      "| 100% |██████████| (106/106)| 00h:00m:32s |   3.30    | Max R2 = 8.7834e-01                             \n",
      "\n",
      "Estimating optimal bandwidth for Gaussian Kernel Density... Optimal bandwidth = 4.00e-01.\n",
      "\n",
      "SyntheticDataGenerator:\n",
      "  Method:    Non-Parametric\n",
      "  Kernel:    gaussian\n",
      "  Bandwidth: 0.4\n",
      "  Algorithm: auto\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x300 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 287,
       "width": 680
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Import model\n",
    "from scapy.sdg import SyntheticDataGenerator\n",
    "\n",
    "# Define feature to simulate\n",
    "feature = 'OBJECT1_CR_R'\n",
    "\n",
    "# Set column name to study and remove outliers. \n",
    "data = dft_firstCDM[feature].dropna().to_numpy()\n",
    "\n",
    "# Get the filename of filepath where the parameters are saved.\n",
    "filename = f'SDG-{feature}'\n",
    "filepath = os.path.join(cwd, 'models','parameters', 'sdg', filename + '.pkl')\n",
    "\n",
    "# Get synthetic object\n",
    "model = SyntheticDataGenerator(data = data, filepath = filepath)\n",
    "\n",
    "# Print Synthetic Data Generator model\n",
    "print(model)\n",
    "\n",
    "# Plot feature\n",
    "model.plot_histogram(figsize = (7, 3), \n",
    "                     xlabel = r'\\texttt{' + feature + '}',\n",
    "                     show_stats = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "08347601",
   "metadata": {},
   "source": [
    "### 3.2.- Synthetic data generation using SciPy distribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9402d495",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "FITTING SCIPY DISTRIBUTIONS:\n",
      "| Progress                   |    Time     | Iters/sec | Comments\n",
      "| 100% |██████████| (106/106)| 00h:00m:30s |   3.42    | Max R2 = 9.8105e-01                             \n",
      "\n",
      "SyntheticDataGenerator:\n",
      "  Method:       Parametric\n",
      "  Distribution: skewnorm\n",
      "  Parameters:\n",
      "   - a     = 3.7822101174586322\n",
      "   - loc   = 0.5965137432915376\n",
      "   - scale = 1.5876501003456984\n"
     ]
    },
    {
     "data": {
      "image/png": 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sFkMwGOREVERERG1oTSVRNU1DMBjEwMAAhoaGLOtCoRBisRgikciyxlbKZDJIJBIYGhpCKpVCNpvF5ORky7s4ERERERE1SiKRsCQJFUVBPB43CxFKJf2Gh4cBAOPj40Xrent7iz4fG5NAqaqKcDhsLjfOmclklnUfajnm4OCgmUAtlEqlzF5n9Sg3sZWqqggGgwiHw5bHwajYZTUqERFR+1lTSdTBwUEAsHS/KWR8sJIkacnnCAQCCIfDiMViCIVC8Pl8Sz4WEREREVG7CAQCyGQy0HUd2WwWsVgMPp8PqqrC7/cXjZkaCoUgCEJRb6xkMolIJFL2PMFgsOTySmOyVlPLMY1hBMp9fvf5fMtO5BqM7yOLHxtBECAIAkRRbMh5iIiIqHHcdgfQKsaHIgBlP5QIggCfz2fOtMkEKLWay+XCTTfdZP5NtBjbCFXDNkK1YDuhahwOB9atW2f+vZjP54PP58PQ0BDi8bjZNX5xb69wOIx4PG75bG10kS+n1Gf1wuEAlqKWY05MTACAOWzBYr29vWUrS+uVTqfNhGmhQCCAqamphpyDiIiIGmvNJFGNbkTVftX1eDwAgLGxMSZRqeWcTic2b95sdxjUxthGqBq2EaoF2wlV43A4zAS7JElF3dsLDQ0NYWRkBEeOHClaF4lEEI/HMTIyglQq1fRCheUc3/ge4PP5kEgkmnZ+Y+gDVpsSERGtLGumO382mwVQ/Vds48PMcsZF1TTN7KYUiUTMClgiIiIiopVG07SqY3T29vaaSchCoigiEAggnU5D0zSMjIyYY6U2Q7lhu2phJD8rfQ+oNqRALec3vm9w8igiIqKVZc0kUXO5HACU/HBXylI/1CSTSQwODqK3t9ec9TORSJQcJ4poMV3XMTs7i9nZWei6bnc41IbYRqgathGqBdsJVaPrOvL5PPL5PIDqycGJiYmy8woY+46MjABYftd8g9frBXD1c34jjh2LxaCqaslEqqIolsdhOecPhULQNK3sd456J7AiIiKi5lsz3fnrTWAWfhiqx+TkpKW7kyAISKVS6OnpQU9PD44dO7bkD3fPPvtsxfXPP/+8+bfxxagUl8sFp3Mhf57P5zE/P1/xuB0dHebf8/Pz5ofpUhwOB9zuq81qbm6u4pczp9NpGYutXMylYtd1HXNzcxW3d7vd5jheK+G+zs7O4tixYwCAXbt2Yf369Ssm9kKr/ToVavXz6cqVK2Yb6enpsRyP16m8tfS6p+u6+aW8p6fH3Lecdr2vq/062f18Kny/8Xq92LBhg2VdJavxOum6bp6nMD6Hw2Fep5WcbC68f+UUvlYYCdQrV66YtzVNQyAQwNDQEILBoPm4aJoGSZIwODiIO++8s+T17e/vhyAIiMfjyGQyZduAMRZoYaxG7JqmIZfLWfa98847AQCZTAaRSASyLKO3t9eyjXHMwoSwcV9LHfOjH/0oHn/8cfT39+PIkSPwer1wOBxQVRXRaBTj4+Pm9sb5Dx06hHA4bJ6/kLHtmTNnLOdJJBJQFAXBYBCZTAaiKJr3dWBgAPfff3/Jx2nxdSr1WBnPg1LPp2rPESIiIipvzSRRa02KGgnOpVSNxmIxhMPhksc0BtUfGRkpmoWzVtu3b6952xMnTmBmZqbkuh07dqCzsxMAMDMzgxMnTlQ81m233Wb+fe7cOZw+fbrstp2dndixY4d5+8UXX8SFCxfKbu/xeLB161ZL3JW+eN50003mGG5zc3OYnJysGLvX6zW/vF28eBHPPfdc2W3dbjd27dpl3j579mzFdrNp0ybcfPPN5u1Tp05henq67PZbt261VEKXin1+ft78sD8zM2MmUXmdrmqH61So1c8nTdMsE04UJg94ncpbS697t9xyi/n3pUuXKsbO67R2X/cK32/Onz9vSaKuxet0+fJlMyFb+Plp/fr1lmT3SqXretnPhQbjmgIL7WN2dtZ8LHfs2IFPfOIT6O7uxoEDBxCLxSzJvI985CN4+9vfXvYcbrcbw8PDSCQSCAQCuHz5siX5p2ka3v/+95vVnx/60Ifg8/mQSqWQSCTM8UmNpONv/uZv4u6778ZrX/tafO5zn8Pv//7vI51OQxRFPPjgg5iZmSl5zNtvvx2f//zn8elPf7rsMQHgM5/5DB599FFzcinj+ZdKpdDZ2WneT+P8v/d7v4dUKoWdO3daxlINBoPmZFUf+tCHcPfdd+NP//RPzcf7+9//Pj71qU+Z5+nq6kJXVxf++I//GD09PSUfz1LXCVhon8aPrUa7LvV8qvZ8JSIiovLWTBK1FUolUA3BYBDxeBzxeBzDw8MN68ZERERERNRMf/mXf2n+/ad/+qdwOp3mD70AcOXKlaoVyaIolpzxHlgoOPjSl75k3l63bp35I2E4HMav//qvlz3u3XffjV/91V81k7pGHIuPWSgcDpuf2wuTxYuPe/fdd8PlcmHdunXm8sWJTWO7UjKZTMUfmoxYPvShDwFYSIRWS3YTERGRfRz6Su6bVIdgMAhZlhEIBJDJZMpuF4lEkEwmIQiCpdpruVRVNcdNSqVSCIVCdR+jlu78d9xxh3m+bdu2ldxuNXbDK8fu7pKF2J2/vJV2nQqxO395a/k6sTv/Al6n8ux+PrE7v/U6HTt2DHNzc+jo6DA/rxnxFHbnr7dLfKXtC4+9lO2rVcYuN/bC7vzr1q2znHspsd91111IpVIQBKHhsa/l62RsPzk5idnZWbjdbvT09JjHXvx8OnnypDmx1cmTJ8t+XyAiIqJia6YStd7Kz1onoFrK8ZY6aVU9H3I6OjosX1rKcTqdVb9gF3K5XJYvK9UUfnCrRS0xGxwOR13br5T7apyzMNaVEnspq/U6ldKK2HVdN/ep9jzndSptJcdey3UqTCI5nc66jt9O93W1X6dCdt1X4xiLj7USYi9nqdepMJFV7v4sTo7Vcvxmbl/P477cWBwOR8XzLd5elmVEIhFzrE9FUSCKovl5vJWx2719q69Tpdcft9td13OEiIiIrGp/V1/hjCRmtbFRjfX1JF2NKlO/31/TWKrVxhojIiIiIlqpFEWBqqrm5+JoNLrkOQGIiIiI2sWaqUT1+/0AqleBGusDgUDNx5Zl2dxvfHy84tioQP1VsUREREREK8XQ0BCOHDliTrKUSCT4+ZeIiIhWvDWTRB0YGEAkEqlaKWqsDwaDNR/bqHL1+XwYGBgouY0xM2e9xyYiIiIiWmlSqZTdIRARERE11Jrpzi8IglldKstyyW1UVYWqqhBFsWwlaqkkbCAQQCAQQDabLfsruzGZlc/nq6vKldYWt9sNr9cLr9db9zhwtDawjVA1bCNUC7YTqsbhcGD9+vVYv359XeN0EhEREa1WayaJCsDSpWgp67u7u9Hd3Y1kMmlZLggCgsFg0XKDqqrmOv4qT5UYkwF0dHTwCwuVxDZC1bCNUC3YTqgaYzIpp9PJNkJERESENZZEFUURmUwG6XQa8Xjcss5YlkgkSlaKyrJsVqGWSoQODQ0hk8kUDRmgKAr8fj88Hg+y2SxEUWzofSIiIiIiIiIiIqLmWnP9twKBACYnJxGLxeD3+yGKIjRNgyAIyGaz8Pl8ZfcLBAJQVRXRaLTkNqlUCul0GoODg1AUBcBC4nZ4eBhDQ0NNu0+0euTzeVy8eBEAsHHjRjida+p3DqoB2whVwzZCtWA7oWp0XUc+nwcAVqMSERERYQ0mUYGFxGa5LvuVGOOaVhIKhRAKhZYSFhHm5+fx3HPPAQC8Xi+/1FIRthGqhm2EasF2QtXouo4rV64AAMdFJSIiIsIa685PREREREREREREVC8mUYmIiIiIiIiIiIgqYBKViIiIiIiIiIiIqAImUYmIiIiIiIiIiIgqYBKViIiIiIiIiIiIqAK33QEQEREREVH7uuuuu3Ds2DGoqgoAEEURoiia63O5HACgt7cXsVgMgiBY9g8Gg1BVtez+qqoil8shEAhgeHgYPp+vZBzGcYzzeTyeojg0TbPEk8lklnnviYiIiBYwiUrUZtxuPi2pMrYRqoZthGrBdkLVOBwOAMChQ4fgdDrh9XqhqioSiQQCgYBlW03TIEkSuru7kUqlEAqFzHVGIrPa/slkEn6/H7FYDENDQ0XxGMfp7u6GpmlIpVJFxwEWkrKSJGFiYmJ5DwARERFRAX56JmojHR0d2LVrl91hUBtjG6Fq2EaoFmwnVI3T6cSGDRssy0RRhKqq8Hg8RdsLgoBMJoPu7m5IkoTJyUlLlWgt+w8NDSEQCMDv9+PIkSNIpVIlYxNFEYqilDyOsf7w4cPo7u6u9e4SERERVcUxUYmIiIiIqCGMytBEIrGk/X0+H2KxGNLpNGRZXnIcgiAgFAqZQwgQERERLReTqERERERE1DaMrvySJNW1n6ZplqRpX18fk6hERETUMOzOT9RG5ufncfbsWQDAddddB5fLZXNE1G7YRqgathGqBdtJHfJ5YDpndxTL1+kBnLXXT+i6jrm5OQAL4+ca46NWY1SP7tu3r/4YC/h8PiiKAlmWS457Wu7cuVwO4XAYAEqOq0pERES0VEyiErWRfD5vzijb3d3NL7VUhG2EqmEboVqwndRhOgd8zGt3FMt33yRw7ZaaNy9MorpcrpqSqJIkmRM++Xy+JYcKXB33NJPJ1JxEHRsbQzAYXNZ5iYiIiMphEpWIiIiIiGoWjUYhCIJ5W9M05HI59Pb2lpxQaimMSaM0TSu7zeDgoLndxMQENE1jEpWIiIiahklUIiJa0x54Yrbmbe/f3dHESIiIVoZoNFpzdehSGZXShcnaxUZHR82KV1VV6x5DlYiIiKgenFiKiIiIiIjailGB2tfXV9P2oihieHi4iRERERHRWsdKVCIiIiKicjo9C+OJrnSdHrsjqIsxQVU9Fa8+n69i938iIiKi5WASlYiIiIioHKezrgmZaPmSySQAIJFIVOzOv1gjxmIlIiIiKofd+YmIiIiIqC2oqmqOuRoOh+0Oh4iIiMjEJCpRG3E4HNi0aRM2bdoEh8NhdzjUhthGqBq2EaoF2wlV43A44HK54HK5zDaiqioALLnLvLG/MWnUYslkEl6vF+FwGJlMZsnHISIiImoGducnaiNutxs333yz3WFQG2MboWrYRqgWbCdUjcPhwLp16wAAwWAQuVzOTF4ODg4ikUggEokgFApVPdbi/SORiKXrfS6Xg6Zp8Pl8yGaz8Pl8FY9jJHElSUJvby8AVEy6UnNEIhEmsomIaFXzeDxIJBLmbSZRiYiIiIiorOUmKBuV4GSitL3kcjmcOXPG7jCIiIhahklUIiIiIiIiWhKHw4HrrrvO7jCIiIga5uzZs9B1vWh5y5OoDz30EPbv39/q0xKtCHNzczh16hQA4Oabb4bbzd85yIpthKphG6FasJ1QNbqu48qVKwCAdevWcexcKuu6665DKpWyOwwiIqKGkSSpZG+Llk8sFYlEcOHChVaflmhF0HUd09PTmJ6eLvmrBxHbCFXDNkK1YDuhanRdRz6fRz6fZxshIiIigg1J1K6uLgwODrb6tERERERERERERERL0vIkKgCMj4+jr68PjzzyiB2nJyIiIiIiIiIiIqpZy5OomqYhHo9jfHwck5OT6Ovrw4EDB3D+/PlWh0JERERERERERERUVcuTqLFYDB/96EfR09OD++67D0eOHEFPTw9CoRDuueceHD9+vNUhEREREREREREREZXV8iTqfffdV7Rs7969OHToEMLhMIaGhrBnzx48+uijrQ6NiIiIiIiIiIiIqIgtY6KWs3v3boyPj2P37t0IhULYsmULu/oTERERERERERGRrdx2B2A4fvw4YrEYkskkAEDXdeTzeZw5cwahUAherxfRaBQ7d+60N1CiJnI6ndi6dav5N9FibCNUDdsI1YLtxMrlcmFubg7z8/PI5/N8TAA4HA50dHSYf1P70nUd8/PzAPh8JiIiaqaWJ1H7+vpw5MgR8/Zjjz2GWCwGWZah6zoAwOfzYXh4GHv37jW3e+KJJxAOh+H3+zEyMtLqsIlawuVywePx2B0GtTG2EaqGbYRqwXZitWHDBszMzEDXdVy8eBGbN2+2OyTbORwOuN1tU29BFUxPT5vfozZs2GBzNERERKtXyz8ZZbNZPProozh79ixisRhUVTXf9MPhMKLRKHp6eor22717Nw4dOgRFUbBnzx6kUil+wCUiIiKiZdu8eTPOnTsHAHjhhRcAABs3bmRVH7W9K1eu4PTp0+bta6+91sZoiIiIVreWJ1EFQUAoFAKw0PVEEAQMDw8jHA6jq6ur6v4+nw9jY2MYHBzE2NhYs8MlIiIiolXu2muvRWdnJ6anpzE/P49Tp07B4XDA5XLZHRpRWYXd+AGgo6MDmzZtsjEiIiKi1c2WPjq6riMQCCASiVi67NdKEITGB0XUBmZnZzE5OQkA8Hq95lhkRAa2EaqGbYRqwXZi5XA4cMstt+CZZ57B9PQ0gIXPq3NzczZHZp/C++92uzkuaptzOBzYtm0bE/+0Znm9XgAw39uoWDQaRTqdBgDkcjlomobJyUmIomhzZJWpqopYLIaJiQmoqgoAEEURvb29iEQi8Pl8kGUZkUhkVVz/SCQCWZYBXL1OU1NTbZ8HU1UVkiRBURSEw2EkEgm7Q2oKW5Ko6XQa7373u+veb2BgAI888gjGx8cxNTXVhMiIiIiIaC1yOp3YsWMHLl26hAsXLphVqWuVruu4cuUKACZR25nb7camTZsgCALHsKU1K5lMmsm1ZDKJcDjc0vMrioKxsTHEYrGWnrdeXq8XgUDAnMx7JYjH44hGo2YPZp/PB2AhYZdKpeD3+xEKhczkcLurpa34/X4AaJvrVGv7jkQiUBQFwELskiQhEAi0IsSWsuWddikJVGBhPNV8Pg9JkpDJZBocFRERERGtZQ6HAxs3bsTGjRvtDsV2hdXKPT09a75amYjaV2FyJxaLtTyJKssy4vF42ydRjcdFlmUz6dzOZFk2E6jHjh0rqsQMh8OQZRnBYNCeAJeglrZiXKfx8XFomtaiyMqrtX3ncjnL7ZXQxpai5UnU5bywKIoCWZYRCARqGj+ViIga7Nwp4PmjwNmngbOTwLlngekp4LIGzF4GHE7A6QQ6rgGu2QJcuwXYfDOw5daFfze8FujstvteEBEREdEqsDghqKqqmTNolZXWhbzdu4UbIpEIgIWkYrmYA4EAMpnMikmk1tNWPB5PWyRRa415eHgYkiQBWBhuodU/ZrRKy5Oog4ODFdefP38emzdvLrmuq6trSWOoEhHREk1rwI++AjydAZ75DnDu5PKPueWVwLY+YOfbgF0BYOP1yz8mEREREa05pcZdTCQSLU2ijo+Pt+xca4WmaTVXMgYCAYiiuCIqH1diW6k15lAohKmpKUxMTKzKbvwGZ6tPeM8995RdNzo6iv379+Ouu+5CX18fDhw40MLIiIgIADA3A3wvBXzmbuBjXuDRMPBUqjEJVAA48yPg6OeAf/gQcOBWYPRO4N9iwJmnG3N8IiIiIlr1NE1DOp0uqnhLp9Mtq+CLx+NtUS242hQmRJPJZNXH2KhabWcrsa3UG7MgCKs6gQrYkEStNDju4OAgxsfHcejQIRw5cgRdXV0YHh5uYXRERGvYhRcA+Q+BP38N8Mh+YPIxIN/smal14FQW+Lf/D/hLPzDaDzw+Crycq74rEREREa1ZIyMjABZmnQ+FQiXXNVMymUQ0Gm36edYiURTNvzVNQ09Pj2UCscXC4TBSqVSrwqvbSmwrKzHmVmh5ElXX9Zq3HRwcNGf3IiKiJrnwAvCv9wMffwPwjb8AXj5TefsNXcAtbwF2/xrQ/wfAL30CGPg08L4vAO9NAe95GHj3Q8DPPQD89IeB1/wKsPW1gGt99VhOTQD/8lHgz24D/vG3gRd/0JC7SERERESrSzKZNLtyLy6+WsrM5rIsQ5IkeL1eOBwOOBwOdHd3IxgMWmZ/T6fTcDgcRdWPxj7Gv0KRSARerxderxfd3d1wOByQZdmyjd/vN9cb25SrAkwmk/D7/eZ23d3d8Hq9kCSp6Lgr0eKKRk3TzMfQuCbRaNTMFwmCUJRIl2XZch0LH9fFj5EkSZbtCq9fqWtniMfj8Pv95r5+v3/ZbaWSaucrJ51OQ5Iky77BYBDxeLzktvXGHI/Hix6jSsMr1Ppca0ctHxO1ngZy7tw5TExMNDEaovbicrmwY8cO82+ixRraRmangW9+HPjG/wHmpiucdD3gvRO4NQjc8mbg+tsWJo+q19wV4MWngJNHgONfBya/CsxeKr3t/AzwxGcW/u18G/DW/w7s6gfqeA9Zq/g6QrVgO6Fq2EaIqJ0ZXfaNSjmfz2cZF9Po6r84sVaKcRwj8RqLxRAIBCAIAmRZRiQSgSzLGBoaQiwWg8/nQyaTgaqqlkRTJpMpew6/3w+gcnI3EAhAUZSqY3sGg0EzCZjNZuHz+aBpGsbHxxGJRJBOp80Jl1ayRCIBr9dbtFzTNMiybM4aL4oiUqkUfD6fZbve3l5kMhlkMhlLsjCVSqG3t9eyrZGET6fTGBoaQl9fn7mu1LXTNA39/f0IBAJIpVIQRRGRSATJZBKSJCGRSCAcDi+prZSiqioGBwernq/UfpIkQVEUiKJojhesaRpGRkYQjUaRSCSQyWTM6t+lxCyKIgKBQNUfL+p9rrUjh15PaWgdjh8/XvSria7r6O3thaIoFStSc7kcVFVFLBaDKIr4yle+0owQV51nn30W27dvBwCcPHkS27ZtszkiImpbP/oK8K9DwNTx8tvsfBvg+3XgVT8HrN/U+BjmZoAT3wL+61+BHzwCXHqp8vY3+4GfvX8hmdvAZOoDT8zWvO39uzsadl4iIqJWa+T3BUmScObMGWzZsqWtu9HS6uT3+6GqKqampsxlyWTSkvTx+XzIZrNVj1WYlFycjIpGo2YCbvHxVFW1JPlqSa10d3ebeZJMJlM0fqSmaeju7jZvT01NFc1MX1iYlkqlLInieDxuJpbD4XDJibf8fr9ZwTk5OWnpOt9uFEWBJEk1TRq1+LEoVPi4l9vO7/ebCdlSvF6vGUcgEEAkErEcp7A9iKJomdV+KW2l8HyiKCIWi9V8vlLHKNWWJElCOp0uuf9yYy7Vtpb6XLNDufe4pnXnz2azOHjwIPbv3w+fzwe/34/e3l7oum7eLvcvGAwiEong7NmzbZt9JiJakS6fw3ejtwOfHyiZQJ3XHfj69C788dl34t7HbwFeLzUngQoA7vWA9x3AL8SBj/wH8N5x4LV3A84yicpTWeDz0sJEVMe+3pyYiIiIiKitqaoKRVGKuvAvrsSrpaoznU6bSR1BEIqOsW/fPgiCAEEQGjJ5kcfjqbh+cZKrlKGhIQBXq/8KFd5eDd36fT4fJicnzcRnpcdncHCw7PAHhde11Hi5iqKUbFPllBo+oPDa1pL0rYfP56v7fJFIxFweDodLPnbG/VVVtSHd6Ctdn1Y/15qlaUnUvXv34uDBg5iYmEAul8P+/fuh6zocDgd6enoq/tu9ezf27t2LbDaL22+/vVkhErWdfD6P6elpTE9PI5/P2x0OtaFltZHj3wA++Va8sfNY8XF1B74x7cX/PvvL+PsLb8QL810NirhGrg7glXsA6e+AD/9goeL02utLb/ucAnzqncDfvxc483RLw1wJ+DpCtWA7oWrYRoioXRmFVqW6Ly9eVq0oa2xszPy71KziPp8PU1NTmJqaKnk+O8RiMei6jsnJyaKkVeHtRify7BQKhZBKpcxrkUqlMDQ0ZLm/Rhf1UgqTo4qiFCWYR0ZG4PP5ioYEKKewu79h8bWoZ1b7Zpyv8D6WGhYBgOX+Nnv4h5X4XCulJWOiCoJgjmcxPDyMp5/ml16iUubn53HixAkACy90zqWMO0mr2pLaiK4vTBh1+I8BFHfDePrK9Ri72IdTc93F+9ph0w3AO4aBt30E+N448PU/A6aKE7/4r38GfvwVoG8QeHsU6GyT+G3G1xGqBdsJVcM2QkTtSNM0JJNJiKJYcv6UxcmiZDJZsku7oXAi62pVou1GlmVz7EpFUZDL5ewOqaHKjWlrVIGGQiHEYjFLF/FyE5MblY+Lx+IErlZh1pNErDXZ2ihLOV9hEj0ajZZNMBtqqYJejpX8XCvU0omlhoaGljRLHhERLdHMReAf7wV++I9Fq6bzHUhd9OM7l0UAbThhk3s94Ps14A3vAZ4aB74WL06m5ueA734S+H4a2DMCvC7EyaeIiIiIVikjn6CqKoLBYM37tHNlW73i8ThGRkagaRoEQcDw8DCGh4fh8/mKxrFcqYyxUEuN47lY4QRUlRLJhRMaybIMRVHg8/nMuXhKVUeuFuUmnqL6tfwn5Uq/AhERUQOdexb462DJBOqPrtyAP839Ir5z2Yu2TKAWcrmB298L/PYE8It/BlxzXfE2l14CHtkPfOZXgLPFg6oTERER0cqXSCTg8/mg63rZf4snBqrUpb+wwq+R3d8lSbLMCF+ral3Ao9EootEoNE2Dz+fDsWPHMDQ01PLKyFapZVxXURTNRGulSbJEUbRUthqJ6GQyaetcPEttK9UUtolSk04tx1JibtZzrdVankTt7++va/sDBw40KRIiolXs9H8Af30XcPqHi1Y48I8X34CPa/2Yyl9rS2hL5nIDffuB//YE8Nb/DrjWFW+j/hvw4JuBfz8AzM+1OkIiIiIiahJZlqGqatXJf0KhkCWZpqpq2WRcYTVrtYRdJBKpeZxLVVVx9uzZmrZdvF8lhYmr0dHRpo7D2Q6MhHE1xjbVqpMLk6XpdBqDg4MlJ4lqpaW2lWr27dtn/l2tbcfj8bp6jS8l5mY911qt7Qc3ikajdodARLSynPg28Dd7gPOnrMs3dAHvS+MrL/8U9HavPq1kQxcQ/KOFytRX/WLx+vkZ4LE/WajCfelHrY+PiIiIiBouFovVnPBanEco1yM2HA5bunGXmxU8EolAlmVL0rKwAhKwJjDLdasvrMYrlSSqNm5lNbVUbq4kqqrC7/eXHesUuHqtfT5f1S7ri7vtp9PpllShLqWtLNfQ0JB5XxVFQTqdLrmdLMuIRqNFVbyNjnk5z7V20pQxUc+fP4/x8XEEAgHs3LnTsu6RRx6p6Ri5XK7hJcdERKvesX8HPjcAzE1bl295JfDeMcAjAqjtdbjtde8A3vN54D++BPzrUHHS+DkFSLwN6P/fwBs/BHBSFCIiIqIVRZZlaJpmVpP6fD6k02kIglByDEtVVaGqatHENel02twPsM4OnkqlMDg4iHQ6bVbjRSIRiKIIVVUxMjICWZZx+PDhovOFw2GzOtToam8kbEsl9CKRiJnMSiQSCAQCEAQBqqoiGo3C4/FAEAQzYTU4OIi+vj4MDQ0BWEiMGecbHBzE4cOHzftkTKIVCoXMc0SjUQSDQQQCAXPyqcJkmCzLbT0eqCAIEEURfr8fPp8PgUAAXq8XHo8Hqqoik8mY7WLxMA7lRKNRM9lsTDhVifG4FY63akxCZTxuRjstZCQCjW1qbSuNOh9gbduSJJkTahltO5FImMMZlGoD9cZcrW0t57nWLhy6rhdP1bxMfX19UBQFDocDc3PW7pQejwfnzp2r+ViCIDSltHk1evbZZ7F9+3YAwMmTJ7Ft2zabI6J6zc7Omj8eeL1edHR02BwRtZuKbeTY14HPScUJ1G13LCRQr1n4MHnvvffWfL4HH3xw2THXc74ln3PmAvDVkYVJpvR88fodPw28OwF0Fb8uPvDEbM2nuX/38p+T9ZxvKefk6wjVgu2EqmEbWZ0a+X1BkiScOXMGW7ZsqTl5QVQvr9drdnE3koVGoqZUKiMajZpJn1KVbJqmQRTFkgVbsiwjkUiYs90DV8fRHB4eLlsZZyQvjX0CgQASiUTZ8TkVRTGTRcZ9EUUR0WgU4XAY3d3d5qRRwEIOpTBeRVGQSCTM4Q2M8wQCAcRiMeRyOUQiEUxMTJjHz2QyiMViluRhYcKrlgmcWsmYOCyTyUAURciyjFQqZd5n4GqCNRKJ1D1pklHdOjQ0VLUStbASdvHjls1m4fP54CiY2HbxNoXttJa20sjzGYw2MzExAVVVzedBIBAoWYVaqJaYg8FgybYlCAKmpqaKjrnU51orlXuPa0oStbu7G+fOnYPD4cDU1BQ2b95srtu1axdUVUUoFCr6daiQUYl69OhRzM/PNzrEVYlJ1JWPX1iomrJt5Pg3FhKosy9bd3jlzwGhvwXWXWMuWpVJVMOzE8CjEeDs08XrOruBdz0I3PYLlsVMotJaxHZC1bCNrE5MohIRLYwBGo1G2y55TO2j3HtcU7rzHz58GA888AD27dtnSaACC5noZDKJ/fv313Qsl8vVjBCJ2lJHRwduu+02u8OgNlayjTx3FPj8vuIE6mveBez9a8C1hr74busFIl9fGBP1O4uSsdNTwMPvAe6IAHf9CeBeb0+MTcbXEaoF2wlVwzZCRESrVSKRQDgcZgKV6taUJKrP58P4+HjJdb29vRVLhRfr6upqVFhERKtPTgU+FwKuXLQuf/UvNySB2uyqyaZYdw3wcyPAq34B+Id7gXPPWNc/ngCe+fZChe6WXfbESERERERETWUMjZBKpcwJyZLJpDkGLVG9Wj7LxsGDB3HnnXfWvH3hYLqNoqoqIpEIgsEgJElCMBhEJBIxx9ZoBq/XW3FGOSKiul08DXzm3cCll6zLX/1LQOhv1lYFaik9bwM+9HXgNb9SvO6F7wGJnwF+8A+tjoqIiIiIiJosnU6bY3MakyFpmoZoNIqhoaG6ivuIDGtuqmJZluH3++H1epHJZJBKpZDJZBAMBuH1es0ZwhrJSNA2IyFMq8v8/Lw5Ex/HAqZSzDZy+jnon98HTB2zbtDzM2uvC38lnQIg/R3wzv8DuDdY181eAlK/jrf/4I/gyM+V2Hll4usI1YLthKphGyEiopWscFb4SCQCRVHQ39+P3t7eqpNJEZXT8iTq8ePHLf8KHThwAH19fbj11ltx77334vz58w09t6ZpCAaDGBgYwNDQkGVdKBRCLBYzn1yNIstyUxKztDrl83mcPn0ap0+fRj5fYoZxWvPy+TxOv/giXP/8YTieW/RadcPrgH2fW7VjfS6ZwwH0fhAY/CpwffH4fm96+v9i4Dv70Dlz1obgGo+vI1QLthOqhm2EiIhWMkEQkMlk4PP5IEkSJElCJBJBJpOxOzRawVqeRA2FQvB6vfD7/YhGo2aidN++fYhGo5icnER/fz/OnDmDnp6ehp57cHAQAMqOfREOhwEszMLVKLFYjIMVE1FDef7zM+g68WXrQuEW4P1pYMPm0jsRcMNrFhKpt7+vaFXPS1/Db3wtgBu0J20IjIiIiIiIGi0QCCCbzULXdUxOTpo5H6KlankSdXh4GIODgzh79izGxsawefNmHD58GKlUCoIgIJvN4uDBgxgfH0cikcDw8HBDzqtpGtLpNACUHftCEAT4fD6oqtqQatRIJMIycSJqKMePD+H6JxfNOr9uI/DecWDTjfYEtZKsuwZ4118Bv/jngNM65EHX9Em8/+u/iJ96Zsym4IiIiIiIiKhdtTyJKssyDh48aFmWSCTgcDgQDoct1aehUKhhkz2Nj48DKJ9ANXg8HgDA2NjyvkSn02kzKUtE1BDaM3B98V44oBcsdAB7HwK2vtq2sFYchwPo+03gg/8CbLQmnjvyl/HOJ34LP/uDPwZ0dl8lIiIiIiKiBe5Wn1DX9aJlsiwDWOjS3yzZbBYAqnatN5Ksy6lE1TQNiUSCY20QUePMXQFSH4TjsmZd3v8HwKt+3paQVrztdwCRf8fJv/0Atue+Y1n15qc/gesuPo1/8n8Ss+5rbQqQiIho9XE4HHaHQEREa0ipPORStbwSdbFjx45B0zQAwO2339608+RyOQBXK02rWU4F7ODgILvxE1FjHf4j4NSEZVH+tl8GfvrDNgW0Smy6AX//1keQ7dlftOqVL/wL3veNd2LT9HM2BEZERERERETtpOWVqN3d3ZbbRhVquW72U1NTDTmvkaitlZF0rVc6nUZfX19TuvE/++yzFdc///zz5t+zs7OYnZ0tuZ3L5YLTuZA/z+fzmJ+fr3jcjo6r4wbOz89XnKHV4XDA7b7arObm5ipm/Z1OJ1wulyXuSgpj13Udc3NzFbd3u93mr90r4b7Ozs6aMRaeeyXEXmi1X6dCLXk+/ee/AN/+S8u6mWtvxvyej6Gj4LGtNXZjm3w+b3ksCvc1j5m/eoy8w73QFR4A9DycevF9LTxl4X11Op0VK090Xbc8Fq29Tg4c/qk/wUubXoXgU8Nw6Vcf0xvPPYUPfC2IR+/4O7wg3I5Sp6m3jTn0eeiOq7E783MAym+fz9f3fCo8dz6fr/rYrLnnUwtiXwmve4XvN/Pz85bj8zpdZfd1KtTq51NhG1l8Ll6n9rlO9cZeLZ5WaGRFEBERUSu1PIk6NTWFEydOYMeOHQCujocaiUSKth0eHi65fClqTYoa3f3rTboa+zSzG//27dtr3vbEiROYmZkpuW7Hjh3o7OwEAMzMzODEiRMVj3XbbbeZf587dw6nT58uu21nZ6d5bQHgxRdfxIULF8pu7/F4sHXrVkvclT4o33TTTdi8eWH28bm5OUxOTlaM3ev1mh82L168iOeeK19R5na7sWvXLvP22bNnK7abTZs24eabbzZvnzp1CtPT02W337p1q6USulTs+XzefLyuXLmC9evXA+B1KtQO16lQ059Pghv4h3ssy/OODvzX64fhfj4Hp1Mzl9d6nXbu3AkAeOGFF3Dp0iUAC1/ijOWFus4fM//Obe5B3rFwndbNXsLml58v2n5ycuGL4+Lr1N3dXXE4lYsXL+LFF180b7fyOnnOL3xhfbb7rfjy6/4c/T/8X9gwd/X5sGnmRbz3m+/Cv932h5i8tr/o2PU+n665vBmXOq83bwsXn/lJIrW0ixe31/V8KryvL7/8suVxXWzNPZ/4umcqfL+5cOECNmzYYK7jdbrK7utUqNXPpxdeeMF87I8fP24m+gBep3a6TvU+n6odn4iIiMpreXf+Bx54AP39/RgeHsaePXugKAoEQUA4HDa3OXr0KPbs2YNkMom77rqr1SEu2eDgIBKJhN1h0ArmdDohCAIEQbBUDtAapevAP/4WsGgc1NO+/451O/osX2ipMZ7v7sUXd48id621d4Q7fwX9P/xf6P7RuE2R1c7tdmPHjh3YsWNHyepiIsD6fsN2QqUUthG+3xAREREBDt2G/hSKoiAcDkNRFAQCASQSCfT09AAAdu3aZRmP1Ov14sc//vGyzxkMBiHLMgKBQMVK0UgkgmQyCUEQ6hpKIJlMAoAlGWzo7u6GpmnIZDIIBAL1B/8TtXTnv+OOOwAsjOm6bdu2ktuxG1557XpfV3LsvE5Lj92Z/Ru4vjxkWZZ/9bswf/dDV7vVLyH2j3zkI2a81brzb/+Nq+M719Kd/8Ovv3r/jPt677331tWd/8EHH2zpdfqL7xXvu27uIu4+8kHsOPONonXzb/pt5O/8A8CxcLx629ifP1Vfd/6P7t7A59MKi53XaWXEzuu0MmLndWps7CdPnjSHUTt58mTZ7wu1kCQJZ86cwZYtW5BKpZZ8HCIionZT7j3OllI3n8+HiYmJkuuefvrpppyzUjfSUmqdgApYSFimUqmmdeM31PMhp6Ojw/Ihqxyn01lXdYHL5aqrYqXeaspaYjY4HI66tl/J93Ulx87rVF7F2M9OAof/0Lps001w/vLH4Vy3rqbjl4u93Be0UsvzzjL33+FE3lF8X8uds9KXvFJaeZ3yJS7Z5XXdGHtzCnd97z7cfuKzlnWu7/wlXJdeBN71IOAuvhbVYtcX5ZLzzsrbF8bK51N57RQ7r1N57RQ7r1N57RQ7r1N5S4m9nniIiIjIqu37Cx89ehS33377so9jJEWrjY1qrK8n6RqJRPjrKzXE3NycOX7hDTfcwC79a1V+fmEc1NmXrcvf9X8x17EJL546BYBtpNnyzg58+Q1/gfOd2/Ez/zliXflUCrh4Gtj3GWBDlz0BlsHXEaoF2wlVwzZCq5GiKEgkEpBlGblczvyOGAqFMDw8bH4HjMfjEEURoVDIxmipmZLJpOU7vCAIGB4eLjtBtKqqiEQikCQJgUDArOhWVRWKomBsbAyxWKzshNnpdBpjY2MArs6/EolEampjqqoiFothYmLCbLOSJJXsBUutE4/HkclkzOvi8/kqtiGD0fZEUTTzT+24H5XW9p+G+vv7cfbs2WUfx+/3A4BlqIBSjPW1drtXVRWyLJvDEZRivEgGg0HzjTmVSi2raz+tTrqumxMzFE7AQKvbvffea7kduOaHePfGJyzL/v3lW/Hwnz+Cj3/8Z9lGarD4Ma3klsGPl1/pcOBbr/ofuLDhFfj5Jz9sHcLg2NeAv/0F4H0pYPNNy4i2sfg6QrVgO6Fq2EZoNTESYLIsIxwOI5PJmMkuTdMgy7I5b4coiohGoyySWcWCwSBUVbW0g3Q6Db/fj1QqVTKxabQTWZZLHrNSAlWSJASDQUub0jQNkiRhbGysYltLJpOIRqMYHR21zL8SjUaRTCaZSLWBce0ikYjZG1lRFEiSBL/fj6GhIcRisZL7SpIEVVVx+PBhMzekqir8fj9isVjZ69nq/ai8th4l/ty5c3WNS1rJwMAAgKsJzXIKE561EEURuq5jamqq7D9DJpMxlzGBSkSlbHFdwDuv/Z5l2UvzG/Hopd02RUQA8NSO9yL1xs8DHddaV7z4feCv7wLONGcoGiIiIloeWZbh9XoxMTGByclJJBIJS7JLEASEQiFks1mMjY2hv7/fxmgbr9bvtWuFkUxf3A5CoRBCoRAkSaqaMyjk8/mQzWYxNDRUcn08HkdfX19RskoQBGQyGSiKYs6vslgymTR7vRYmdmVZRjKZ5KTWNpEkCdFo1HJNjHYgCALi8TjS6XTRfslkEul02pLQBBZySqOjo4hEIlAUxfb9qDJbkqhHjx7Fvn37cOutt+K6664r+8/j8aC7u7sh5xQEwUxclvv1SFVVqKoKURTLJjnreUElIqqPjvdsehzrHFerHfM68Onzb8aMvnbGMHvgidma/7XSsRv6gQ/+M3Dt9dYV504Cf7MHeO5oS+MhIiKiyhRFMZOI2Wy2bKWgYbVVn2qaVnU4u7XESFgW5gYKRSIRAAtVnqWEQiFMTk4ik8kgm81C13Vks9mK3aITiUTFLvvlhgY0qqdDoVBRrIqiQNM05iZsYCQdS7UfQRDMZPng4GDR+mg0ikAgUHLoSKONlGp7rd6PKmt5EvWJJ56Az+dDKpXC5ORkxQrOSjNfLoXxS025X2yqre/u7kZ3d3fZX4pK4QsbEdWqb/1xvHrdC5ZlX5t+FSZn2Y2ybdy0G/jNDODxWpe/fAb41C8Bx79pT1xERERUxKgqrdTVerHVlEgdHx+3O4S2YnzP7+3tLbneWF7pcTMKrmodT9IYM7UcQRBKJrqNhO7w8HDRuqGhISQSiaZPbE3FjCEdylV4G8s1TbMMJWkkviu1G5/PB1mWLTmkVu9H1bU8iRqNRs0kajabrfjv4MGDDb2goigik8kgnU4jHo9b1hnLEolEyV8VChtXPW+sExMT5t98kSOicq5xzCC0KWtZNjXfiX+69AabIqKyPD0LidSbFn0omTkPfPbdwI++Yk9cREREZIpGo+b3t3rG/VtNw66xu7eV8d283CTSxnJN0xrazXlwcLDs8TKZTFGbM+ZdAVA2CRYOh2v+YYAaZ3JyEsBCfqjUNS28JoXrjUnFrrvuurLHNiYNK+w53er9qLqWJ1FVVcXExAT27t2L3bt3V/wXDocbXo0aCAQwOTmJyclJ+P1+c5DnsbExZLPZsm+wgUDAnIWvlpLn7u5uOBwOczIpY2wMh8OB7u5ujj1BRBZ3b3wCm5wzlmXjF/pweQ11419Rrr0O+PUvAj0/Y10+dxl4+L3A91ZPFQsREdFKZPQe9Pl8ZZNm5dQyY3o7Mya+4XfOpSsshlqOUCgETdPg9/uL8ghGVePialNjPE0jgaqqKqLRKKLRKBNeNotEIhBFEaFQqGSCu7AIsPB1x7hulV6LjHVHjhyxbT+qzt3qE9Za9m4oN0DzcoiiuKRf5eqpJG3UhFhEtPp5O07jrZ2TlmVHZ7bhySvbbYqIarJ+E/DeFPCF3wT+80tXl+fngEcGgcsacEfxeEhERETUXEZXVqB81+1KhoeHyyYf4vE4jhw5Ao/HY3bD3rdvX1Hi1Uhk5nI5s1tv4XdEWZbNatlcLoeBgQHzO6qxr6qqyOVy6O3tRSaTgSzLZq/IiYkJeDyeogmS0uk0otGoGZuiKPB6rw5DFAgE1myFqiiKNSeWjYrDxRRFsTx+uVyu5PU3jI6Omr1ajQmHEokEVFVFIpHAsWPHitqakdTyeDyQZRmZTAaRSAQejwfJZBKSJOHw4cN151Zo+Xw+X9m2AViT74WvPcbrkVH9WYqxrjAR2+r9qLqWJ1HrvUAPPPBAcwIhakNOp9N8MXM6bZn3jVotP4+BjdZfui/n3UhdKP2Bn22kzXRsAKRPAV/8HeDJzxes0IF/+SgwrQE/81HA4WhZSGwjVAu2E6qGbYRWssKxCAsTiLUqlZxSVRWSJEEURcvwbpqmob+/H2NjYxgdHTUTYoIgIBaLmcnSxYmy3t5ejI6OYmRkpGgmb2PfiYkJRCIR5HI5pNNpM/FmCAaD8Hq9mJqaMo9vzDKvqiq8Xq85azgBfX19SKfTZXMSpZJQhWRZRl9fn+UaGI9zOBwumZwWBAHHjh2DJEmQZRmqqiIYDEIURXM298UK228mk0EsFjNvDw0N4ezZs/D7/VUntaLWM9pAOBy2XNt6Jngr3LbV+1F1Lf9EJEkSHnnkkZq37+vra2I0RO3F5XJh69at2Lp1K1wul93hUCson8b2Dmvl+j9degOm8teW3JxtpA253MC7/gp44z3F6776p8DhPwIaPDRNxXDYRqgGbCdUDdsIrWSFSYF6u/KXEwwG4fF4iubHEAQB2WwWsiwXzcjt8/nK9qwUBAE+n8+cQGgxn89nDjWnaRoymUzRsSRJAoC6Jj5ey4zHs1yX+GoTSo2OjhZdA1EUMTQ0hGQyWfY6CIKAYDBoSXiqqoqenp6SsRgJXFmWS7YPY1mpGeDJPul0GoqiQBRFS+KbVpeWJ1EHBwdx6NChmhOpHMeFiFataQ147E8si56b68LXpl9pTzy0dE4n8HMjwDv+V/G6b/wF8OXhliZSiYiI1rLCLqyN6KoajUahqmrZhCcADAwMIJ1OF1WVNkK5cxvd+Ct1L6arBEEwKwVLXadsNms+pouT74IglO2yv2/fPgAoOXeKMR6qcfypqSnzOJqmIRgMlqxEBhaub6nJo4xliqIwX9ImNE3D4OAgBEFAJpNp2I831H5a3p3/6NGjkCQJyWQSIyMj6O3thdfrLWpkmqbxzYCIVrevxYCXz1oWpS70It/637eoERwO4GeHgA0C8K/3Wdd995PA/AzwC39mS2hERERrSWHiqRHfKQsnqSonGAwimUxibGysKRNTsdt2YxjVqEYVZygUgqIoGBkZQSwWM6tRK81qvpjR3jRNg6IolmvV39+PQCBgVrAKgoBUKgVZliFJkpl8K2wzxo8ApRKoBkEQoGkaJiYm2DbagFEVXpiIL+TxeMzxj6sp/BGo1ftRdS1Pot555504d+4cAEDX9aq/nDCDT2vJ7OwsTpw4AQDYsWMHOjo4M/uq9dJ/AY9bu/wcvbwd/zV7Y8Xd2EZWgDeGgXXXAP/42wAKqk8n/gaYuwLHLX8G3dG8rrFsI1QLthOqhm2EVjKfz2cmmQrHl6xVMpmEx+MxZ1avZZIW43trMyoD+Z24scLhMAYGBjA+Po5IJAKv12uOZ2tc60AgYG6vqipisRiCwWDVBLmqqmZSM5lMmvsuFggEcOzYMfT390NRFCSTSTPBWyl5ajCSZBzv1n7xeBwTExNlE6hAbc9hI+FZuG2r96PqWp5ENZ7sgUCg6sXKZrM4fvx4S+Iiahdzc3N2h0Ct8OXhhVncf2JWd+ILF3fXtCvbyAqw+/2Aaz3waATQ568uP/pZvPPMNL60+6+gO5v3Fsw2QrVgO6Fq2EZoJQuHw4jH4+bM6PUkCjKZDEZHRwHUP+kKJ2lZGQRBMJOWBiPhboxXa0gkEuaYp3qV4ZkKk2iZTMaSjC0Vw+HDh9Hd3W1Jhhrd/ysx2tlSJk6jxkkmk0gkEjh27FjF15je3l4oilKxMt5of4XzArV6P6qu5X1GBUFAMpnEoUOHMD4+XvEfu/MT0ao0+Rgwediy6PDLr8bZ/CabAqKmeL0ESH8LLEqWvvbZL+BdE4Nw5q/YFBgREdHqF4vFzKRGvRMvqapqGZfS+LtSgtRISPT29tZ1rkaM2VoPY3zXtUqW5bLtwZjkaXHlqNG1f3HS1VD4eC6ePKpaV2lBECCKoiUZaiReJyYmKu67+HzUWrIsI5FIIJvNFiVQ0+m0ZdKwYDAIoPLz3VhXWO3c6v2oupYnUT0eT03l6Yaurq4mRkNE1GL5PJD535ZF2nwnvvLya20KiJrqNe8C9n0WcK2zLL7t+X/Cux//DbjmL9sUGBER0eqXSqUA1Jc4jEajRUk0I6lVblZ3YKHqELg6NmKhwm7iizUroclxDosZEzlFIpGS1zKRSJSsUPX5fBgaGjInpVrMONbiZFQgEKjYZgyqqloqVkVRhM/nswwlsXh7o7q6UqUrNY+iKIhGozh8+HDJCtQjR45Y8l5G2yjXHoyhRxYnxVu9H1XX8iTqoUOHcOedd9a8PbtDENGq8v008ML3LIu+dOn1mNE51tyq9aqfB97zMODeYFm868VD2Pv4B+Cen7YpMCIiotUtEAiYiVS/3181YZlOp4sSWgDM8TLLJdE0TYMsywgEAiWrFSsVEY2NjQGo/L13KdWqgiCUTN6qqlpXUdNqYiS7BEEoqhhOp9NQFMUcxqFQIBCAqqpl24+RfF28byQSgaqqFSuhk8kkQqFQUTLLSOQbE10tjhVAyVip+YzJwIzH30h2G4lJRVGQTqeLnmexWKxsOzKuc6lr2ur9qDJOAU1E1CpzM8Bjf2JdtuVV+M7ltflBdk3Z1Q+8Lw10XGtZLJ5+DO9+/NdZkUpERNQkoVAIk5OTZpfpUlWpiqJAkiSoqmomXQsZY1calYyFNE2D3+9Hb29vyX2BhWQaUFwVFo1GLetkWbbEVi15amxbLrkXDoehqqp53rXcjd8QDocxPDxsqR5MJpOQJAmpVKps1+ZYLFZUwWpc+1wuV7IiURRFZDIZRKNRxONxyzpN0xCNRpFKpUq2m0AgUPKcsiwjGo1iaGiI3bBtYFxzRVHg9/vR3d1t+ef1esuOaWtcs2AwaHluG1WtsVisZGVoq/ejylo+sVShxx57DIqi4OzZsxgZGTGXHzhwAOFwGJs3b7YxOiKiBjvyEKA9Y10W+EPkf/gle+Kh1up5G/Brj+Lyp/diw9wFc7F4+jHsffwD+MIdn8a8a0OFAxAREdFSiKKIbDYLWZaRSqWKEqFGwqpShabP58Pk5CTi8bi5v5E0i8ViFRNaRnVqNBqFKIpmV3sjgQosdL+PRqPo7e1FLBYzk3PGObq7u+HxeMz7YSSDBUGALMvwer3w+XyWhJxRzRiJRMyxXdd65VkikUA8HjcTXcak10aivZzChGgsFkMul4PH4zHbTjmBQADHjh3DyMiIec7C619p36GhIfh8PsRiMUSjUUsc7MZvj5GRkZp+jCjXllKplJm0F0URuVwOmqYhlUpVvKat3o/Kc+jVppdrguPHj0OSJCiKAl3X4XA4MD9/dfbiw4cPIxaLYXh4GO94xztaHd6K9eyzz2L79u0AgJMnT2Lbtm02R0T1mp2dNSdU83q96OhgF+9VY1oDPnE7MD11ddktbwY++K+497d+q+bDfPzjH192G7n33ntr3vaWwY/Xdez7dxfHU8/56j1nqfPVe85GnK8ef/fYd/Gr3wphw9x5y3J1650lE6n1npOvI1QLthOqhm1kdWrk9wVJknDmzBls2bKlbAUmERHRSlTuPc6WSlRjTJFAIIBgMGiOA2Po7+9Hf38/7rrrLvj9flak0prhcrlw0003mX/TKvLtv7QmUAEg+MeAw1HXYf7sqTzWzW4FAFx5Kg84Zstu24iEHzXeC90+PPyWdFEitVEVqXwdoVqwnVA1bCNEREREVi1Pot5///0QBAFTU1Po6uoCAPNX7sUOHjyIaDSKT37yk60Mkcg2TqeTPxqsRi/ngO8seh179S8B2++o/1gOJ66s29SYuMg2lRKp73781/HIHZ9aciKVryNUC7YTqoZthIiIiMiq5RNLHTt2DBMTE2YCFQAcZSqxRFHk4NdEtPJ96xPAlYtXbzucwJ2/b1881BZe6PZh7C1pXHZbkxTe04fx7sd/g5NNERERERERtZGWJ1GJqDxd1zE7O4vZ2VnYMFwxNcPFl4DvJq3LXicB179qacfTdTjzs3DmZwG2kRXveTORaq0u9p6Wl5xI5esI1YLthKphGyEiIiKyankSVdO0urbnhzZaS+bm5jA5OYnJyUnMzc3ZHQ41wrc+Dsxeunrb4QJ+Nrrkwzn1OXjOH4Pn/DE4dbaR1WAhkfqFkonUu4/8BjBbXyKVryNUC7YTqoZthIiIiMiq5UlUXdfx5JNPFi0rZXh4GF6vtxVhERE13oUXgccfsi57w68C1/F1jaye7/Zh7M3FFam7XpSB8V8D5mZsioyIiIiIiIgAG5Ko4XAYd955J7761a+ay0qNifqxj30M8XgckUikleERETXONz8OzE1fve1wAT9zn33xUFt73uMvmUjFjw8Bqd8A5mdtiYuIiIiIiIgAd6tPGAqFkEgkEAgEEAwGsXv3bkxMTOChhx6CpmmYnJzE+Pg4NE3Dfffdh9tvv73VIRIRLd/554GJv7Yuu/29gKfHnnhoRXje48f4m1MY+LaEDXMXrq74r38BvrAf2PvXgKvlb91ERERERERrni3fxNLpNEKhEA4dOoRMJgMAlopTXdcxNDSEBx54wI7wiIiW7xt/AcwVjGXpdLMKlWrynKcX429OYd+3Q1g/d/Hqih/+A+BaB9x9EHC6bIuPiIiIiIhoLWp5d34A6OrqQiaTwcGDB7F7927oum7+2717NzKZDBOoRLRyXTwNKJ+yLtv9a0D3DnvioRXnOU8vUm96GFdc11hXPDUO/NPvAvm8PYERERERERGtUbYkUQ3hcBgTExPI5/OYmppCPp/HxMQE+vv77QyLiGh5vvPJRVWoHcDb/od98dCK9Ox1b8IX3vhZwL3BuuKJzwD/eh9QZlJGIiIiIiIiajxbk6iFurq67A6BiGj5pjXgyEPWZW/YBwjbbQmHVrYT1/8M8KufW+jGX+jIQ8BX/hcTqURERERERC3SNknUUg4fPow9e/bYHQZRy7jdbni9Xni9XrjdnDxmRTryEDBzvmCBA3jrhxt2+LzDjdzmHuQ29yDvYBtZE3YFgIFPL4yrW+g7fwUc/qOiRCpfR6gWbCdUDdsIERERkVVbJ1FVVUUul7M7DKKWcTgc6OjoQEdHBxwOh93hUL2uvLzQlb/Qa94FbNnVuHM4HMg7O5B3dgBsI2vHq34eCP0N4Fg0odQ3/gL4WtyyiK8jVAu2E6qGbYSIiIjIquE/K99zzz0NS3ym02mIotiQYxERNd0TnwFePmNd9raP2BMLrT6veRdwdwJ4ZBBAQfXpv/1/gHsd8NONq3gmIiIiIiIiq4YnUcfGxnDu3DnoVcZpczgcFbcx1rMSldaSfD6PixcvAgA2btwIp7Oti8Wp0NwV4JufsC7bFQBe8YbGnkfPY93sJQDAlY5rAQfbyJryegmYnwH+8besy+U/XJiA6k338HWEasJ2QtWwjdBq4vV6kcvloGmauWxoaAixWKzmY8iyjGAwaN4WBAEejwepVAo+n6+R4VITKYoCSZKQzWYhCMKyj5dOpzE2NgYAZvuKRCIIhUIV94vH48hkMpiYmIDH44HP58Pw8HDVtpRMJpFKpczbgiDUtB81Tru0oaXGwza0PA1Pono8Hlx33XUYGhqCx+Mpuc3Y2Bg0TbO8CRXSdR0PPPAA9u3bx0pUWlPm5+fx3HPPAVj4sMcvLCvIUyng/LPWZW/7Hw0/jVOfx+aXnweAn4yLyjay5ux+PzA3A/zzoirnL98PuNZh/vYP8HWEquL7DVXDNkKryeTkJICFRGgkEoGqqojH43UlUVOpFERRhKqqCIfDSCQSzQqXmkBRFCQSCSSTyYYdU5IkBINBS0JK0zRIkoSxsTHL8sXrI5EIMpmMGZskSfD7/RWT+8FgEKqqIpPJmHmSdDoNv9+PVCpVc9KNlqZd2tBy4mEbWr6GJ1FFUcTAwAD2799fcv2xY8eQyWQwPj5e8TjhcBjhcLiuNzYiIlvk8wtjUxba/iZgx1vsiYdWv77fXEikfmXYuvyfPwKHowPYeIc9cREREbUxURTh8/kgCAIURUEymUQ4HK66n6ZpEATBrPLyer1NjpQaJR6PY2xsDL29vZAkCePj45aK5OUct6+vr6j9CIKATCYDr9dbsn1JkoRoNIpAIGAu8/l8yGaz6OnpMY+7OJkViUQgy7Il+QUAoVAIoVAIkiRhamqqIZWRZNVubWip8bANNUbDf1L2+Xzo7e0tu/7+++9HPB4vu94gCAJisRhGRkYaGR4RUeP96MvA2R9blzWhCpXI4s33AoE/LFrs+uffxaaTh1sfDxER0QoRiUQAoOZq0mQyae4DgEmGFWRoaAjZbBaJRMKSuFyuRCJRsWovEokUVREqigIAJeMQBMFMlg0ODhbtl0wmIQhCyX2NthmNRuu7E1STdmpDS42HbahxGp5EfeCBB3D77beXXT81NYXNmzfXdKyenh6oqtqgyIiImuTbf2m9vfW1wK2lhyshaqif/jDwdms1qkPP46Zv/wGufe6bNgVFRETU3gYGBgAsJBZq+b45OTnJYebIQlVVMylaiiAIRfO7yLJcNLZuIWO5pmmWdmkk+8sVqxnLq/X2pfaylDa0VGxDjdPw7vzVOByOVp+SiKh5TinAiUXJqrf8NsDXOmqVn40Csy8D3/y4uciRn8PN3xxG/hYvsOvteOCJ2ZoPd//ujmZESURE1DYEQUAoFEI6nUYikag4hJyiKPD7/S2MjlaKwcFBc4iIxTKZTFHFX+HYvIqiFO1XmKhXFMW8PTExAaB8BbSxXNO0ksel9lVvG1oqtqHGafkI8Y3KpBMRtYXFVagbbwR+igNyUws5HEDgj4A+61jkzvkZuMbfCzybtSkwIiKi9mV0X602KcvY2FhN46bS2hIKhaBpGvx+f1EXaKPidHjY2lsoEolAFEWEQqGSSarCcS2XOmSEkSyj9reUNtQKbEOVtbwS1e/3495778WDDz5YddsDBw7A4/G0ICoioiXQTgI/+AfrsjeGAfc6W8KhNczhAH7+Y8DMReB7D19dfOUS8Nl34/o3fxEvbX6NjQESERG1l0AgAFEUoaoqZFluWMWXpmmIRqPI5XKW77KxWKxkYiyZTCKbvfqDp6qqCAaDGBoaKnlsSZKgqipyuRx6e3uRyWQgy7I5duLExAQ8Hg8SiQSHIGii0dFRyLIMTdMQj8fNqmZVVZFIJHDs2LGi6+3z+cxq1FIKk1eF3a5FUazY7btQpeNTe1lKG1oqtqHGaXklaiwWw8MPP4x777237Dbnz5/H/fffj2g0ahnAm2gtcLvdcLtb/vsGLcV3DwL6/NXbHdcA/g82+aQO5J1u5J1uABwygAo4ncC7/gr5V/2idfllDfu+FUL3RX4gIiu+31A1bCO02lWbYCqZTGLfvn01H0+WZfT09EAQBKRSKSQSCSQSCQiCgJ6enqIkRjQatWyXSCSQyWQwNjaG7u7uovFajcmXo9EoNE1DLpdDOp2Goijm/kZC1uv1NmQGcSpNEAQcO3bMTL4bye9YLIbDhw8vKflltMNwOGzZv6+vDwDKXs/C5bzmK0cz2lA5bEON0/IkaldXFx544AEcPHgQLpcLe/bswT333GP+27NnD7q7u/Gxj32s6iRVRKtNR0cHdu3ahV27dqGjg+MStrXL54Hsp6zLdr8fuKa51fN5pxu5zSJym8WfJFKJCrjccEp/C3j7LYs3zpzGr37r3dj88rM2BUbthu83VA3bCK0FRjf9dDpdMnGQzWZrHhtQ0zQEg0H09vYWjbEai8Xg8XiKZl2Px+OQZbloSIHR0VGzonUxn89nxq1pGjKZTFHVqiRJAKoPVUDLIwgCgsGgpY2oqoqenh7IslzXsYxkuCiKRe3HuN7ljsnJgFauRrahStiGGqflSVRg4QKOj49D13VkMhkkk0nzXyaTga7reOCBB3DffffZER4RUXXKp4ErFwoWOIA33WNbOLS23HvvveX//bcP43e/vQU/vnK9ZZ+u6VP41W/djWsvv2hT1ERERO1FEASzCmxxwlFVVXi93pqPZSRIy/WkDAQCUBTFUo0aCoUgimLRUAJGQqVa91tVVUuez+jGz265zWOMZQksJNunpqYQCoXMdcFgEOl0uuZjDQ4OQhAEZDKZogpEQRDMKtVSx8xms+Y1b2T1IjVXI9tQNWxDjWNLEhVYeMOYnJzE4OAgenp6oOs6enp6zOVMoBJR25qfW+jKX+jV7wQ8HHeK2sMs3PjkubfjxKy1Mtpz6Rj2fVvChitT9gRGRETUZsp16U8kEnVNKGUkJspVrhrJksIu+qlUCpOTk2XHLq1lUmbOom2P/v5+BAIBswrYGMKhMAm6uPK4HKNyuDCRtVg4HEYikcDg4KDZ1hRFgSRJ5hi8AHDdddct525RCzWyDdWCbagxbO0L2tPTU3b8GaK1aH5+HmfPngWw8OLlcrlsjohK+o8vAudOWpe9+XdacmqHPo9rLi+8wb28wQPdwTbSDiqN873YLYMfb2IkgNPpRHd3NwDgQa0fv9t1CDe5z5nrt57/IQa+PYCH3/IIrnRsamos1L74fkPVsI3QWhEKhSAIAlRVhaIoZlJS07SaK7IKE6OLu2IXCofDJZNkqqoinU7jyJEjdU2szIoxeySTSaiqWvJaBwIBHDt2DP39/VAUBclksmIyPh6PY2JiomIC1RAOhzEwMIDx8XFEIhF4vV6Mjo5CEARzOIpGTZBGzdXINlQPtqHl44B6RG0kn8+bvwB1d3fzC0u7enzR+FLb+oBb3tiSUzv0PDpnFqoIp9cLTKJSEYfDYX6pOq5p+ITWj+iOJ9B96Zi5zU3aEwh9930Yf/MY5lydNkVKduL7DVXDNkJrycDAAJLJpDk5UzqdNqsDa1GY+IzFYjUnNxVFweDgoJlMSaVS5jqOZ9q+MplMxUSTIAg4fPgwuru7zYm+SjHaXD2zsAuCUJRQM5L4giCwMnmFaFQbWgq2oeWxrTs/EdGK9PyTwDPfti7jWKjUxs7nO/HwW76A8xteYVl+y9lv4e7HPwhn/opNkREREbUHYwInI3FZLcGxmCAIZhKssCq1EkVR4Pf7oaoqjh071rBKM2o+VVWrVgwLggBRFMuOqyvLMhKJBLLZbFECNZ1OF00AVGoCssJ1QOUqaGovjWhD9WIbagwmUYmI6vHdRW88m14BvPqX7YmFqEbnrrkFD7/lEVxat8Wy3Htaxi9nPwRHfs6myIiIiOwniqJZfRWPx5fUTX5gYAAAMDExUXYbRVHMZMXIyAgAYHh4uOh8RrfawtvlJqyi1gsEAjXNnK6qaslkvKIoiEajOHz4cMm2duTIEUvXfmOSoUgkUvK8iUSiZHUhta/ltqF6sQ01DpOoRES1unQWeCplXdb7/wCuDnviIapDbtOtGHtLGpc7uizLb3vui/j5ox8G9LxNkREREdnPSFJGo9GqCcvFSU5gIQkhimLFSq5oNIre3l7LMUqNg1kpEVstDmoMVVXh9/tLtoVIJAJVVSsOuZBMJhEKhYq6RmuahsHBQYyOjpq3jX/GuLzpdNrSLoxEqyAIZvsxpNNpKIpiHo/aR7Pa0FKwDTUOk6hERLVSPgXMz1y97VoH+H/DtnCI6nW666cw/qaHccV1rWX560/+PQJP/S9A122KjIiIqLk0TUM0Gi3ZVRqAWYHl8/nKTvBjdNWfnJwsuT6TyQAA/H5/UYIzEokgEomYyQwjsbJ4omVN05BKpTA0NGQm1yYmJuD3+y3bVGLEWevQAmuFqqrmY1ctUZ1IJMxJfRRFsawTRRGZTAbRaBTxeNyyzmhnqVTKMsatsc7v95tDOXR3d1v+eb1ey3UuFA6Hi6qWk8kkJElCKpVCKBSq8VGg5bC7DS0nHrahxuDEUkREtZifA478tXXZa+/GAz/uBjBb0yHu382KVbLfc54+fOGNn4H0nffAnb/6o0DvsVHMdGwGfH9gY3RERESN193dbSYaBEFAMBgEsJDkKOy+Gg6HzXUGI/FqTLQmCALGx8fNRGwqlTIrxURRxOTkJOLxOCRJgiAI5riH0WjUkpwNhULIZrMYGRlBMBhEMBjE2bNnzbg0TYMsy+jp6cHAwIC5zO/3I5fLmYmQ7u5ueDweZLNZyLKMaDQKVVUhCAJkWYbX64XP56uajFmt0uk0RkZGoGma5XGTJAkejweCIGDfvn0YGhqy7Ldv3z6zIrRUJaAxg/rIyIiZ+DSudSQSKVmRPDIyUlNiu1QSP5FIIB6Pm+fSNA2BQACTk5Nlk/7UGO3UhpYTD9tQYzh0nWUnq8Wzzz6L7du3AwBOnjyJbdu22RwR1Wt2dtb8Zdvr9aKjg0m3tvHDLwLjv2Zdtv8xPPDS62s+RLkk6r333lvzMXb+5gF4zi/Msp7b3IO8s3wbacT5bhn8eM3bljtnPeer95ytvo8r4TF1uVzYuXMnAOD48eOYn58vec5dL3wZdz/+G3Dpi8ZDDf4J8Nb/VleMtPLw/YaqYRtZnRr5fUGSJJw5cwZbtmxZswk6IiJancq9x7E7P1EbcTgc2LRpEzZt2gSHw2F3OFTo8UXj1dzsB7aV7m7TTDqcmOnYhJmOTdD5Ek4l6LqOixcv4uLFi6j0O+nTN/4cvuR7EDoWvdZkfh+Y+NsmR0l24/sNVcM2QkRERGTF7vxEbcTtduPmm2+2Owxa7IXvA8e/bl12hz0zpOpOFy5c+wpbzk0rQz6fx4svvljTtv+x7d1YN3cBP//k/7Cu+NKHgfWbgNdxbKTViu83VA3bCBEREZEVy5iIiKpZXIV67fXAa3/FllCIGu3Jnb+Ox177h4uW6sCjEeC/vmxHSERERERERG2n5UnUhx56qNWnJCJauukp4Hvj1mX+DwLu9fbEQ9QEj+/6bXzzlYuqUfNzwPgHgGP/bk9QREREREREbaTl3fkjkQj27duHTZs2tfrURG1vbm4Op06dAgDcfPPNcLs54karLZ6w5x2d/wlp07R5e1534Pce+THOpRe2q3eSoOVy5OfQ9fLzAIBz17wCupNthKxcLhduvPFGAMALL7yA+fn5mvb7+m33Y/3sefQeG726cH4G+Pv3AB/4R2BbbzPCJZvw/YaqYRshIiIismp5JWpXVxcGBwdbfVqiFUHXdUxPT2N6errihDDUKjre1vljy5KjM9txLn+NTfEADuhwz03DPTcNB9hGqLQNGzZgw4YN9e3kcEB+3f8L3P4+6/IrF4HP7gVe/EHjAiTb8f2GqmEbISIiIrKyZUzU8fFx9PX14ZFHHrHj9ERENbm14zRudJ+3LPv36VfaFA1RCzicwC99Anj1L1uXX9aAT/8KcHbSjqiIiIiIiIhs1/IkqqZpiMfjGB8fx+TkJPr6+nDgwAGcP3+++s5ERC20uAr1hbnN+PHsVpuiIWoRlxvY+xDgvdO6/NLphUTquWdtCYuIiIiIiMhOLU+ixmIxfPSjH0VPTw/uu+8+HDlyBD09PQiFQrjnnntw/PjxVodERFRkk2Mat68/aVn29elbATjsCYioldzrgX2fBba/ybr83DMLidSLL9kSFhERERERkV1ankS97777ipbt3bsXhw4dQjgcxtDQEPbs2YNHH320aTGoqopIJIJgMAhJkhAMBhGJRKCq6rKPrSiKeUy/3w+/3w9JkqAoSgMiJ6JWeXOnCrcjb96+orvwncs9NkZE1GLrrgXeNw7c+Hrr8rM/Bj57NzCt2RIWERERERGRHWwZE7Wc3bt3Y3x8HLt370YoFMKWLVsa3tVflmX4/X54vV5kMhmkUilkMhkEg0F4vV4kk8klHzsej2NkZASxWAyZTAbZbBaHDx+Gqqrw+/2IRqMNux9E1DwO6PjpRV35s5d3YFpfb1NERDbZ0AX82qPAlkVjAb/wFPD5AeDKJXviIiIiIiIiarG2SaIeP34c99xzD1wuFz72sY9B13Xk83mcOXOmYV39NU1DMBjEwMAAhoaGLOtCoRBisRgikciSqkbT6TSOHDmCVCoFURTN5YIgIJVKAVhIsi4nSUtErfHqdc9ji8uaHFroyk+0Bl27Bfi1fwC6brEuP/ld4OH3AXMztoRFRERERETUSu5Wn7Cvrw9Hjhwxbz/22GOIxWKQZRm6rgMAfD4fhoeHsXfvXnO7J554AuFwGH6/HyMjI0s69+DgIACUrQgNh8OIRqOQJAmTk/XNQJxIJCDLMoLBIDKZjGWdKIoQBAGapiGRSCAcDi8pflr9nE4ntm7dav5N9lg8odTJ2W4cn7vOpmisdIcTlzqvN/8mWsz4AdL4uyG6bsb/Vm/HR4TT6HJdvrpc/SqO/p4fD53/aeQLfpd98MEHG3Neahq+31A1bCNEREREVi3/RJTNZvHoo4/ioYcewq233momHXVdRzgcxuTkJCYmJiwJVGChq/+hQ4cgSRL27NlTdxd/TdOQTqcBwFIpWkgQBPh8PqiqWnc1qjGeqizL0DStaL1xTo6NSpW4XC54PB54PB64XC67w1mTBOfLeN26U5Zl35jehXaZUEp3uDC9vhvT67uhO9hGqJiu6zh37hzOnTtn/jjZCC/Nb8IntH5czK+zLL99w0m8f9N34EDjzkXNx/cbqoZthIiIiMiq5UlUQRAQCoUQiUQwOTmJrq4uxGIxTE1N4eDBg+jpqTxxi8/nw9jYmFlVWqvx8XEA5ROoBo/HAwAYGxur6/jRaBSCICAcDkMQhKL1RmK12vmJyF5v7XwaTsfVZNDlvBuPz3BCKSIAeH5ewF9pd+Jy3tqR5U2dxxDamAWYSCUiIiIiolXKlr45uq6jv78fqVQKuVwO9913H7q6umrev1SSsppsNlvTvkutGA2Hw5iamkIikShap6qqWakaiUTqOi4RtdD8HN6y4WnLoiMzOzGjd9gUEFH7OTF3HT557u24olsr095xzX/hndd+z56giIiImiSZTCIYDMLv95v/Cue5CAaDTTuvMSFyd3c359ZoEEVR4PV6S/YeXQqjfUQiEUiSBEmSasolLHU/Q6PvB1W33GtW7bjGv2rHVVUVwWAQyWTSzDMZy9PpNCRJsiyvhd/vZ6/pGrV8TFRgYRKmd7/73XXvNzAwgEceeQTj4+OYmpqqa99cLgfgaqVpNfU2ukpisRgAIBAIFE1oVY9nn3224vrnn3/e/Ht2dhazs7Mlt3O5XObYVvl8HvPz8xWP29FxNYE0Pz9fcYw9h8MBt/tqs5qbm6vYndTpdFq6iJWLuVTsuq5jbm6u4vZutxsOx0I37JVwX2dnZ3Hs2DEAwK5du7B+/foVE3uhlXqdHP/1L+h2TVuWfWvmVZW7Mep5wBibVM/DqZePfXa2dOyVjl/4WDidTrjnptF94QQAYGrTDuSdV++b7nBauvhXeg0AFh7rwseiVBzO/NVj5B1u4CfXqdx9LTxl4X11Op3mNS7FmEzQ4MjPVeweXu2+Lr4vhffV4XBYxvcrvI/m9s6rsTv0eTj0/E/OUxzL4vtV7b469HlL7M78HCpVcObzxc+nal1rd+7cCQA4ceIEdF0veR9/Eo2lDTn0+ZL3EVh4TI3r9OPZG/DQubch0vU1uAoqt3/h2u9jBuvN67Gc1w6+7lk1+r4Wvt94vV5s2LDBsq4SXqfy2vW+LiX2mZkZs4309PRY1vM6tc91qjf2avGQlZEgTaVSlmKcwqSHLMtNOffAwAB6e3sxODjY0O+ma5WiKEgkEg1NRhvJqsOHD5vtQ1VV+P1+xGKxsnOhLHW/Zt0Pqm4516ySYDAIVVWRyWTMgr50Og2/349UKoVQKFS0j6ZpkGW57GtPLBarqwd0NBplArUOtiRRl5JABRaqSfP5PCRJKpq8qZp6f6Exkq7LYbzAjY+PIxaLLSuBCgDbt2+vedsTJ05gZqb0jMk7duxAZ2cnAGBmZgYnTpyoeKzbbrvN/PvcuXM4ffp02W07OzuxY8cO8/aLL76ICxculN3e4/GYkxYYcVf6oHzTTTdh8+bNABY+CFabAMzr9ZofNi9evIjnnnuu7LZutxu7du0yb589e7ZiO9i0aRNuvvlm8/apU6cwPT1ddvutW7dakvilYp+fnzd/IJiZmTGTqLxOVzXzOm375iexseD2sdnr4N7ux84KsevzM5hzLzyf3PMzEC6eLLvt5KSr5HUyEl6LXb58GadOXR2f9frrr0f3hRPonLn6I1Lh5FLT67vNSaeA8tfJON8LL7yAS5cuAVj4Elcqjq7zx8y/c5t7kHcsXKd1s5ew+eXni7afnFz44rj4OnV3d1fsCXDx4kW8+OKLV8/78vNwz5V/Pl3qvB7T67sLzmttY4vvy6lTp3D58sKESOvXr7e0icL7aDgjvNL8e8OV87h2+qWfnKc4eWm8nhquv/56bNy4sWg7w7rLOct1Ei4+85NEamkXL24vej6VazMAcPLk1TZ4zTXX4Prrry95HwEg73Qjt/nqh6xrLucwOVl6zPGdO3dartP3r9yMf3S/E3fP/5NlxOC7r83i+a8cwLldd9f0uleI70+lNeN1r/D95vz585YkKq/TVXZfp0Ktfj49//zzlqKFwsQgr1P7XKd6n0/Vjk9XRSIRqKpa8hqGw2EEAgF4vd6Kxyg16XCtjPk69u3bxwTHMsTjcYyNjaG3txeSJGF8fLwh1ZvJZBLpdBpTU1OWz7iiKGJ0dBSSJKG3txc+n68h+zXrflB1S71m1UQiEciybEmgAkAoFEIoFIIkSUXnrMTn82F0dLSuOBRFQTweryvuta7l3fmNqsylUBTFHALgzjvvrGvfWpOiRgNdzgtSJBJBMBjE4OAgkskkwuFwyV8QiKh9dFx8Dtc+/x3Lsq9P32pTNEQrw384X43M+ncWLb9xIoZNJ75iQ0RERETLp2kakslkxaHYRFGsWCSjaVpDCnOWMpQdXTU0NIRsNotEIoFAINCw40ajUQQCgZLXx/juH41GG7Zfs+4HVbfUa1aJoihIJpMQBKHk9TRee8odNxQKYXJyEplMBtlsFrquI5vN1p3IjUajde+z1rW8ErXeCaEKdXV1Ye/evQ2MpjkWj4sqSRK8Xi9CoRBSqdSSj1tYXVTK888/jzvuuAPAwq/a27ZtK7ldYSXB+vXrq/6CWqirqwubNm0qu35xF9YbbrjBUnmwWGGXWgCWX8tLKYzd7XZXjb2wC9PGjRvruq/XXXcduru7y65ffF9vvvnmqt27CpWKpbCLlVGFavzN61Rao66T82spS/fxl/MdyF7egfzx4xXPf/M7rl6nOdd65DaXn4TK67WOrWpcp+NVzmF46aWXcO2mq499qe78hcpdJ+N8hV0A5+fnS8ax/e1X70/ecfVcVzquLXlfF99HM9apqYo/Ti2+JueueUXV7vzW81rbzOL7UnhfZ2ZmLOsL72Mpl9dtxkzHxp+cp/j+LW5jL730Es6cOVP2eNveYR1WRtt4Cyp159+48WqFoPF8qrXNvPzyyzh+/HiF+2iN/eUNHni915fc8vjx40XX6YUXXsA/wYNLG/y4+9pswVF13PTdP0b+llsBzy+Yy6s9t/n+VJtGvO4Vvt8YFX8GXidYtjGshM8RhZZ7nQqrk0t15y/E63RVq69Tvc+nK1eu1Hz8tczoJlutS+zw8HDZKi5jYmNafRRFgaZpFZNPPp8PsixD0zQz+bbU/cg+zbpmRs6ot7e35Hpj+fj4eMl5d4CF16flTFwejUYRjUaXVei4FtnSnb+S8+fPF32Yb4Rax0I1vuQ38gUrlUrB6/WaY1sYk1zVq1xStJSOjg7Lh91ynE5n0Ye9SlwuV9Wx+AoVfqitRS0xGxwOR13br5T7apzTMmbjCom9lBVxnfLzwPcetix6/HIPZuEGqoxNhsJknsOJvKN87IsfByP2auOfmWHm88g73WYCMe90W8burHY+Q7nzlVpe9vhl7mu5c1Yas60U3emua573xeet9Jjqum5ZX+kxBADd4TLHMK2lLVe7r4XjoS6cv/Lzr/D5YDyfKt2/wueDcV+r3cfC2OppN8ayzKXbsB4z+IVrv3811vwcXOnfAN6fBnp+BkB9rx183SuvUffVOMbiY62E2MtZjdepnGbH3tHRYcZf7XMlr1N57RZ7PfGsZUYF6djYWMUehUaX+1LKJT5o5RsbGwOw8CNMOUb+QZZlsw0tdT+yT7Ou2cTEBIDyeafCHtKKojS8WlRVVWiahkAgwCRqnVrenf+ee+4pu250dBT79+/HXXfdhb6+Phw4cKBh5603KVpr0rVWRjk2x5wgakOTXwXOWydu+9bl2itBiAj40qXX46svv8q6cH4G+Pv3AM9O2BMUERHREhhVYOl0Gul0uuK2ixMQmqY1bNZuak9GpXKlHIOx7siRI8vej+zTDtfMSLg2UiQS4Q89S9TyStRkMolPfvKTJdcNDg5auvuPjo5ieHgYIyMjyz6vkRStNi6Nsb7epKvx5lrul4fCMutMJrPsSaaIqIGUT1luPjPrwbNzjf0hhWj1cyB90Y8Njlm8ubNgFuErFzH9qb34/E9/ES9tfk3JPe/fzcooIiJqHz6fD4FAALIsQ5Ik+Hw+RCKRkpPHFI5nmE6nEY1Gze+UiqJYhmgIBAJlExfpdBpjY2OWYp5KY7KSfYzeq5UKr4x1hcNZLXU/sk+zrpkoijX/0FJugkJjInNDLpfDvn37qlbDxuPxusdwpatankStNIbQYoODg9izZ09Dzuv3+wEslC1XYqyvZ7DmaDRqVpfGYrGSCdLCpGwjBhgnoga5+BLwX/9iWfRNVqESLYkOBz534Y3oFl+L257/J3N556yGfd8K4bM//SVoG5c+dhMREVGrpFIp+P1+qKoKRVEsCc1AIIBIJFKUrDBm1VZVFV6vFz6fr+pQbkblqqqqyGazlu+N8XgcmUymofeLlq+e7/OF2y51P7JPs65ZX18f0ul02cRrqeR7IVmW0dfXZ0miGq874XC47I81qqpicnKSRX3L0PLu/IsHOK/k3LlzDStdHhgYAFD91wFjfTAYrPnYhYnZcr8SFJ633ODBRC6XCzt27MCOHTvqGuOKluHJvwfyc+bNK7oLE5d32hdPFXmHC9rG7dA2bkfewTZCxfL5PE6dOoVTp07VPRZtQ84PJ/7JfxDq1jstyzfOnMZ7vrUXm6ZPtTwmKsb3G6qGbYTWOkEQkM1mMTQ0VNRL0ahQ9fv9y64YlCQJsiwXJVABlDw3Ea184XAYwNXhAharNDGdKIoYHR0tSoSKooihoSEkk0kkk8mS+0YiEY6BukxNS6IeP34cR48etfx74oknAABPPvlk0brCf4899hgeeugh9Pb2NizhKAiCWV1arqGqqgpVVSGKYtlK1FJvkkbCNRAIlC2LLvwFUZKkekKnNcTpdKKzsxOdnZ11TSxAS6TrwBOfsSxSLt+CaX2dTQHVwOHEnLsTc+5O66RWRD+h6zouX76My5cv19X7o5HmXevxSN/f4aTnTZblXdMn8avf2otrZl6yJS66iu83VA3bCNHCd8hYLIapqSlMTk4ikUggFApZZlvv7+9f8vGTySRkWUY4HC6bLF3O7NtE1J4EQTCrRUuNu5zNZs3n/uLXBkEQynbZ37dvHwCUzEsZ3fj5w8zyNK07fzabRSaTwcTEBBRFMStQdV2veWaxrq4upFKphsWUSCTg9XqRSCRKJkmNRlyu9Lm7uxuapiGRSJi/HAALVa6xWAzRaLTkm5ymaeYvAeFwuK6hAoioiU5+FzjzI8siTihF1Bhz7muQftPn8Z5v/gpuPPc9c/l1F5/Gvm8P4PNv/QfMdHQ17HwPPDFb87Ycg5WIiOoliiLC4bD5PdAY0k1RFKTT6SXNpG58163UC7LSrOBkD4/HA03Tauq+XTiW5lL3I/s085oZryXGvEChUAiKomBkZASxWMysRq3nNcDIR2maBkVRzNwbu/E3TtN+Vt67dy8OHjyIiYkJ5HI57N+/H7quw+FwoKenp+K/3bt3Y+/evchms7j99tsbFpMoishkMkin0+YYpgZjWbkEqyzLZhXq4sSuIAjIZDKIRCKIRqOW7v2qqpq/TlYam4IIWOiGOz09jenpaVu64a45yqettz1ePD271Z5YaqXn4Z6bhntuGtDZRqiYw+HAhg0bsGHDhrqG0GmGmY7NGHvzOM5svNWy/IZzT0H6znvQMXfJpsiI7zdUDdsIrWWKolTtph+LxcwkyFLHLa1l5m9qP7Vcr1ITVi91P7JPs69ZOBzGsWPHkMvlEIlEIMsyRkdHIYqi+RpUmJ9SVRWRSKRk9epihXkpduNvnJZMLGWUKnu9XgwPD+Ppp59uxWlLCgQCmJycRCwWg9/vNxunMeZNuSrZQCCAQCAAVVVLlkaLoojJyUmk02lEIhHkcjnzuL29vRgdHa25ApfWrvn5eZw4cQIA4PV62X2umS6fA37wqHWZ7wPAf/6o9PZtwqnPQ7h4EgCQ29yDPLv00yJOpxM333wzgIWhdebn522NZ3r9Foy95Qt4/9d/EV3TJ83l23KP492P/zrSb/wcAFaGthrfb6gathFay2RZhiiKVatLo9Eokslk1cmLaXXp7e2Foihl50MBriaw+vr6lr0f2acV10wQBEtP58JjCoJgySMlEglzzNNqw3YZVamKomBiYsKcbL1c/P39/WY1baX7u9a1JIlqMAa5tZsoikuqCK3lF0ZjRkYianPf/wIw+/LV20438Ib3AJ//I/tiIlqlLnTehL9/yxfw/m+8ExtnTpvLe176N/xyNgzs/jTgaulHEiIiooqOHDlS9XudkaSoddzSaDSKSCRibu/z+WqqeqX2EgwGkUwmK143Y11hG1rqfmSfZl4zWZahqmpRAtVYB6CoetTo2l9qH8BafWokX30+H6ampsrGYQxbefjwYRb+1aDlPymzOzsRtQXFOqEUXvlzwKYb7ImFaA3QNop4+C1fwHRHt2X5q57/Z+CLvw2wuzAREbWRWop/FEUBUDymaa1jIxqTwFQq1jl79mxNx6LWMZJl5Sas1jQNqqoWJaSWuh/Zp1nXTNM0BINBswv/YolEomSFqs/nw9DQUNm8mnEsJuGbp+VJ1HpnLzxw4ECTIiGiNeuFp4DnFOsy3wfsiYVoDTmz+dUYe/MYZlzXWlc8+ffAl6NAlW5JRERErWIkOSoZGRmBz+crSlgIggBBEIqq11RVtVStDg0NQRRFcwKZUsolb6i5VFWF3+9HJBIpuT4Wi0FV1ZJDORjXc3R0tGH7kX2Wes0qtSFj/FRj+MdC6XQaiqKUPKYxxGS5IUSM5OtS2lAtk2eRDUnUepUaf5SIaFkWV6Fuugnw1vcDDxEtzQvdPnzhTZ/DrHODdcXjSeCxP7UnKCIiokUEQYAkSfD7/Uin05aEqKZpiEQiUBSlaNJhQzgchqqqZhK0XNIjk8lAFEX4/f6icwSDQbOqNZVKsev/Mqmqaj5+ExMTFbdNJBJQFAXJZNKsOC40NDSEUCiEYDBouSaKoiAajSIWi5WsTlzqfku9H7R8S71m1dpQOBzG8PCwZUKqZDIJSZKQSqXKVpPGYrGiClZN0+D3+5HL5XD48OGaJ7nSNM28TxzbuTZNGYDs/PnzGB8fRyAQwM6dOy3rHnnkkZqOkcvlOJgtETXe7DTwvYety3a/j+MxErXQM1t+Gv/Q9zd49+MfgEufu7ri6weADZuBt/6ufcEREdGaZ1RyhUIhDAwMIJlMor+/30w2CIJgTlhcjjGWoTEGarnqMFEUkc1mEY/HIUmSmfzweDxIJBJIp9OYmJiAqqoYHBxEJBIpOx4iFUun0xgZGYGmacjlcubjK0kSPB4PBEHAvn37MDQ0ZNlv3759SKfTEEWxbFIzlUqZSS9RFM3JpVOplGVG9Ubst9T7QY2xlGtWrQ0lEgnE43FzwidN08zXlUrjLIuiiEwmYyZwc7kcPB4PAoFA0Riq5cTjcSQSCUtbikQiiMVi5qTrVFpTsgb9/f1QFAUOhwNzc3OWdfv378e5c+dqPlatGXQiopr85z8Dlxe9Bu1+vz2xEK1hkzfehX/yfxLvmgjDgYJu/Jk/ANZvBno/aF9wRES0phUmKQVBwNDQ0JKSU7FYrOakRrlzLPXctGCpEz/7fL6airrC4fCSktr17scJrO1X7zWrpQ0t5/ld62tLo8+71jUlifr0009D/8m4ZufPn8fmzZvNdR6PB5qmIRQKVRxw26hEPXr0aDNCJKK16onPWm/3/CzQvdOWUIjWuv+8+W6sn72An3/yI9YVX/owsH4T8Dp+WSAiIiIiovbQlCTq4cOH8cADD2Dfvn2WBCqw8EteMpnE/v37azqWy+VqRohEbamjowO33Xab3WGsXueeBdR/sy7b/Wu2hLJUeWcHzgivtDsMamPz8/MrajicJ3d+AD9/w8vAod8rWKpjPr0fib/+NL5/ZVtNx7ll8OPNCXCV4vsNVcM2QkRERGTVlCSqz+crO8Ngb29vxfEdFuvq6mpUWES01j35MFDYbXj9ZuC2X7QtHCL6ibf8DnD5PPDvcXORy6FjsOvr+CvtHfjR7I02BkdERERERAQ4W33CgwcP4s4776x5+1wu18RoiGjN0HXg6Oesy37q3cC6a+yJh4is3vE/gTd+yLKow5HHh7q+hp3uMzYFRUREREREtKDlSdR67dmzx+4QiFpmfn4euVwOuVwO8/Pzdoezupz8LpBTrctuf589sSyDQ59H58wUOmem4NDZRqiYw+FAV1cXurq64HA47A6ndg4HsGek6Hm5wTmH3xK+iptcUzYFtjrx/YaqYRshIiIismr7JKosy3aHQNQy+Xwep0+fxunTp5HP5+0OZ3VZXIV63a3Atj57YlkGh57HtdMv4drpl+DQ2UaomNPpxJYtW7BlyxY4nW3/Nm/ldAK/9Ang1b9sWXyt8wp+R3gM17su2BTY6sP3G6qGbYSIiIjIquFjoj7yyCMNOU4ul0M2m23IsYhojbtyCfj+o9Zlt793ofKNiNqLyw3sfQg/+P034LXrnzcXd7ku478Jh/HnU0FM5a+1MUAiIiIiIlqLGp5E3b9/P86dO9ew4wmC0LBjEdEa9R9fAq4UVLA5nMAbftW+eIioMvd6JM/9DH5HeAy71r1kLr7OdQm/IzyGP58K4qK+wcYAiYiIiIhorWl4EtXj8UDTNIRCIXg8niUfJ5fLYXJyEkePHm1ccES0Nh39rPW2+A5g8032xEJENZmFGw+eezv+u3AYt3RcnWTyRvd5/I7wGP6PFsC0vs6+AImIiIiIaE1peBJVEAQkk0ns37+/IcdzuVwNOQ4RrVHaM8Cxf7cu273yJpQiWosu6+vwl9o78JHuDG50nzeXb++Ywr1dX8X/1fpxpfEfZYiIiIiIiIo0fMYJj8cDURQbdryurq6GHYuI1qAnH7beXt8FvOoX7YmFiOp2Ud+Aj2v9ODNvHQfVu+4MIsLX4AZnDSciIiIiouZreBL10KFDuPPOOxt2vFwuV30jIqJS8nng6Oesy163F+jgWIpEK8m5/DX4hNYPbb7TsvzV617A/7P5m3CCM4cTEREREVFzNTyJ2mgHDhywOwSilnE4HOjs7ERnZyccnDl++Z75NjB13Lrs9vfbEkqj6HBgzt2JOXcndLCNUGmXL1/G5cuX7Q6joc7Mb8L/1e7Exbx1HNTbN5zE+zd9B9CZSK0H32+oGrYRIiIiIqu2T6JGo1G7QyBqGbfbjR07dmDHjh1wuznO37Id/bz19pZXATf77ImlQXSnG9rG7dA2bofuZBuhYvPz8zh16hROnTqF+fnV1dX9+XkBf6Xdiem8te2/qfMYgk/9T0DXbYps5eH7DVXDNkJERERk1ZRPROfPn8f4+DgCgQB27txpWffII4/UdIxcLofJyckmREdEK8m9995b87YPPvjg1RszF4EfPGrdYPf7AFbTEK1oJ+auw8Fzb8dvCV/FOsfVJLH/2EO43LEZX3/1/7QvOCIiWrG8Xi9yuRw0TTOXDQ0NIRaL1XwMWZYRDAbN24IgwOPxIJVKwedb+CE/mUwiGo1ieHgYQ0NDDYuf6pNMJpFKpSCKojmE4PDwsHmd6qWqKiKRCCRJQiAQMOeJUVUViqJgbGwMsVis4vwxqqoiFothYmICHo8HACBJEsLhcNX7YRAEYVn3g+rT6HZkiMfjyGQyZlvw+XxVj6tpGkZGRqAoirksl8theHgYoVCo4futVU1Jovb390NRFDgcDszNzVnW7d+/H+fOnav5WIIgNDg6IloT/uOLwOylq7cdTuD1++yLh4ga5sezN2D03Nvwoa6vweW4Wn361h/9OWbcm/D4rb9jY3RERLQSGQU8siwjEolAVVXE4/G6kqhGMkVVVYTDYSQSiaJtYrGYmbRgEtUekiRBVVUcPnzYzDeoqgq/349YLFYxaVmOpmmQZRmyLJdcXy2BaiTXR0dHLe0mGo0imUyWjCkYDEJVVWQyGfPY6XQafr8fqVSKCbAma1Y7kiQJkUgEmUwGAKAoCiRJgt/vL/vDjqqqiEajRe0sHo9DkiT4fD5ks9mG7beWNSWJ+vTTT0P/SZe68+fPY/PmzeY6j8cDTdMQCoXMX1dKMSpRjx492owQidrS3NwcXnzxRQDADTfcwO5zy/HEogmldgWATTfaE0sDOfLz2Dh9GgBwsXMrdKfL5oio3TidTlx//fUAgJdeegn5/OocK/QHV27G351/Cz64+ZtwFhSY3/nDP8KVjk04uvM3bIttJeD7DVXDNkJrlSiK8Pl8EAQBiqKUTWAtpmkaBEEwkyler7fkdrFYDNFolMPW2SSZTCKdTmNqaspSsCWKIkZHRyFJEnp7extWyenz+TA6OlrxeMlk0kyaBQIBc7ksy0gmkxBFsagNRiIRyLJsSaACQCgUQigUgiRJRfeRGqdZ7UiSJESjUUs7MBKZPT09iMfj6OvrK0qQS5Jk5toKDQ0NIZFIQFEUM1naiP3WsqaMiXr48GGEQiGMj49bEqjAQmVpMpnE+Pg4Dh48WPbf+Pg4M9605ui6jgsXLuDChQvmDxG0BLljwIlvWJfd/j57YmkwB/JYP3sB62cvwMEZyakEh8OBjRs3YuPGjat+MpjszE58/sIbi5bvefI+vPrZL9gQ0crB9xuqhm2E1rpIJAIAJatJSzESYYZyyatQKITJycklVanR8hkJqlLXx0hMLTXBbVzbTCaDbDYLXdeRzWYrJtKMYQBCoZAlcQYsVCBqmlaU4DKS+4IgFO0DXG27TNQ3TzPakdGdvtQ1FQTBfM0YHBwsua8syxgZGSlaZyTZS1VJL3W/tawpSVSfz4fx8XHs3bu3aF1vb2/FMvbFurq6GhkaEa0FTz5svb1BAF7187aEQkTN9a3Lu5C+YP1y4oCOX1Luxa4XvmxTVEREtNINDAwAWEgyqKpadfvJycm6vudS6xlJyUpJTZ/PB1mWixKXtRJFEYFAoOYKRCPhOTw8XLTOqAY0unUbjMR+b29vyWMay8fHx2uOm2rXrHZkDAdROK5yIWO5pmlFr0nhcBiCIFh+yFmsVE/wpe63ljUliVrJwYMHceedd9a8vTE4LxFRTfJ54OjnrcteJwHu9fbEQ0RN99j0q/GNV33Ussypz+NXjvwmbnnp6zZFRUREK5kgCGZFWbVqVEVR4Pf7WxEWLcPY2BgA4Lrrriu7jZEwakX1naqq5nnKJeTC4XBRcn5iYgJA+WpnY7mmaZbJgqgxmtWOCsdlLnXdCtvB4vWJRAJTU1Mlq1iNGCRJKlq31P3WspYnUYmImurEN4Bzz1iX7V4dXfmJqLxvvCqKI6L1V3R3fgZ7v/t+vCLH4YGIiKh+RnVWMpmsuN3Y2Bi7568ARlKo0jihxrojR440PZ50Og3gagLVmOQnGo02LIlrJFypcZrVjiKRCERRRCgUKplUL6xqrXWsW6ONlRpXtxn7rQW2JlHPnz+PAwcOYM+ePbj11luxZ88e/Nmf/RnOnz9vZ1hEtJItrkLd+hrgFbfbEgoRtZDDgcM/9Sf43i3vtSxeP38JA9/Zh+vP/9CmwIiIaKUKBAIQRdGceX25gsEg/H4/uru7iyae0jQNwWAQXq8X3d3dZtddWZYRiUQQiUTg9/vNGdmpfkYSqlL3ZGPdUrvzK4piXq9IJAJJksyE1GJGgs3j8UCWZSQSCUQiEQwPD0NRFHR3d1etSKzGqG6kxmlWO/L5fJicnEQqlSq5vjAhXm4oh0KqqmJwcNCcmKpWS91vrbAtifrII4+gp6fH/JXFGIB5aGgIoijiq1/9ql2hEdFKNXMB+OE/Wpfd/l5glU+uQ0Q/4XDiX2//C/znTb9sWdw5q2Hft0IQLvJLJxER1afaBFPJZBL79u2r6VixWAyRSASaphUNWycIAmKxGKLRqLk+nU5DURQkEgkkEgkzoeH1epec5FvL6hkqcCnDChpjWhrXK5FIIBaLQZKkkmNOFibDM5kMYrEYRFGEIAgYGhpCOByG3+8vSqT29fUBKJ+gK1zOdtJ4zW5H5RivQcY4pqWoqgpJkuD3++H1ehEOh5HNZqtWri51v7XIliTqQw89hFAohKmpKXR1dWH37t0IBAIIBALo6elBLpdDIBDAo48+akd4RLRS/eAfgNmXr952uIDX1/ahlohWB93hwhf9BzG5td+yfOPMabznW3uxafqUTZEREdFKZHRlTafTJRNS1WZfL+Tz+Sp2jS1cr2maWWRUyBifsNoQA9RaoihidHS06HqJooihoSEkk8mia2a0J6PaeDFj2eLZ2I02Uq46mhNKrT7GDyqiKCIWi5XdThRFpFIpZLNZZLNZyLIMr9dbtZJ+qfutRS1Pop47dw7hcBihUAjZbBa5XA4TExM4dOgQDh06hKeffhpTU1P46Ec/iv3797c6PCJbOZ1OeDweeDweOJ0csrhuRz9nvX3rXcDGrfbE0iS6w4np9d2YXt8N3cE2QsV0XYemadA0Dbqu2x2OLfLOdXi0729x8ro3WZZ3TZ/Ee7/5K8D55+wJrI3w/YaqYRshWiAIgjnpyuIkmKqqRd3yaz1mNaqqlkysGV252U27vRRORLaYUakcjUaL9gEWrmmpLvrGMkVRLNWogiCYVYmlhgrIZrPmvqwkXPk0TcPg4CAEQUAmk6n5mhrd8XO5HILBYNlhJRq131rR8k9E999/P8LhMMbHx7F79+6S23R1dSEWi2FkZAQHDhxocYRE9nG5XNi6dSu2bt0Kl8tldzgryvWuC8Az37YuXIUTSukOFy51Xo9LnddDd/z/7d15eBv3fSf+9wDgpYMcUod1WAcB37EdC5DsxDkaR0Dc5miamJAc505MoHZ3292mJaLtdntlq4Bpfz22dQzIuS9LhJ37MkC7OZzEEQk7jh1fwki0bksihxQpnsD8/oBniAEGB0kQAxLv1/PwITAzmPkM5ouZwQffg2WEcqVSKVy4cAEXLlxAKpUyOxzTzNhWIHLL13Gm5Ubd9Naxo8CX3gVcPGtSZNWB1xsqhmWEaFa+Jv2hUGhRB10ptYYrlUbtp7KUJtaF+rucKzWhKcuyLhmqbqNQH6dqwix7gCifz4dQKITOzk4tyRWPx+H1ehEIBLR9LDSCPM1PpcuRWvs8Mzk+F+o5qrOzc07dO8z3dcudrdIbPHz4cMkjxPl8Phw4cGCRIyKi5eCWxqy+DpvagCtvNycYIqoKk3XNOPj6Q7jr8Xdj3cUXZmdcOAJ8+Q+BD38PWLXOvACJiGhJ6OjogCiKkCQJ8XhcS27KsrxoNf1Yg7B04XA47wA4Ho9HqyFaynuqJsbm8v5LkoRgMKjbVqFl1fJTSkKsra0Nsiwb7p/P58OePXtw6NAh+P1+OBwOHDhwAKIoakkvtRY1FWd2OTLS3d2Nvr6+eSdQAX0fuocOHSr5h5/5vm65q3gSda4Hvpy/ABHR8iQghddlJ1Fv3APY6s0JiIiqxnjDWjx468O46/F3Y83okdkZ554Hvvxu4CPfA1bwXoOIiArbs2cPwuGwNmBQJBLRaoiRuXp6egr23agmv3bu3Il4PF6wKwR1sCc1gVSKUCik9XlarCulzHyIy+Uqum41GZev2whRFHOSW+o+iKLI2sxzYHY5yqaeb44ePVowGRsOhxEIBOB2u9HT05MzP7PMZSaJ5/u6Wlfx5vzCHEfJnuvyREvZ9PQ0jhw5giNHjmB6etrscJaMq+rOos16ST/xpuXXlB8ALKkZtI1IaBuRYEnNmB0OVSGr1Ypt27Zh27ZtbIL7qrHGy/CNW7+JwZXt+hmvPJtOpI4PmROYiXi9oWJYRoj01P4s1X5Ro9Eoa/lViWg0CkVRDP8yu2DweDwACo9Yr84rVqM0k9pkPl9NPTWhBui7aFDLTyktdbOTobFYLO/gYmoisNAARJTL7HKUKRaLIRQKob+/PyeBGolEdMneUCgEWZYRiUR0ZU2V2e1AZuJ+vq+rdRVPora2tmJkZKTk5UvpZ4JoOZmZmcHMDJNjc/H6pqyT/mU3ABtvNF54yVNgSc28mkCtzUGDqDibzQabreKNTaraaNNGfOMN34K8Ypt+xpmnga+8B5gYNicwE/F6Q8WwjBDNstvtWiKru7ubze2XIDWhla+2oSzLuub2pXI6nejq6srpM1elbi87oaaWKXVA0GySJGldRmQm7GVZhsfjgd/vN9yXUChkWEOVymOxypEqHo8jEAigt7fX8Dxz+PBhXS3RnTt3Asg/QFlmP7yZ5Wi+r6t1FU+iBgIBdHZ2lrTsAw88MO9+H4ioNjQKU7ip4bh+4k13mRMMEVW1i02b8Y03fBNo2aKfcepJ4Kt3AJMXzQmMiIiWBHWAqUAgoD3Op5RaavN9Pc1fMBiEJEmGNe8OHToEAIbjskiSBJfLZXjc3W533nUCs0lNo/WqtUXVbWdSB4zKfp2aWBNFUUuEZb4mHo9zbJlFthjlCEh/7js7O7XXqgl2NTEbj8cRiUR0eTKv1wun05m3ewE1ue/z+cryulpX9moqTz31VNFlWltbcfvtt8Pv9xtm1mVZxuHDhwEAd999d5kjJKLlxNXwMuqF5OwEiy3dHyoRkYHhFVuBD38H+MI7gIunZmecOAx8zQu8PwI0rDIvQCIiMo0sywgEAlpz2ezaVz6fD36/H06nM29SQU2qFOovUd3WXKZnrz9fwo4K6+rqwuHDh+HxeHRNpdXaf8Fg0LAGYSgUQjweRzwe18pApmAwCL/fr/UxCaSP5e7duzE4OJi3VqHb7dZea7fbtdfGYjEEAgF0dXUZNgn3+XxwOBy6dYbDYfj9fvT09My7GTmVZjHKkSzLcLlcWqI1n+xzj9vtht/vh8vlwoEDB3Tr9Pv9kCQJHR0dOTWl5/u6Wlf2JKrT6Sy5H9NCnfYC6cLxtre9Dbfddls5QiOiZeh1jVk3qFfeDqxca04wRLQ0tNmBD38X+OLbgdGzs9Nf/iXwjTuBuw4B9SvMi4+IiCqutbVVS2CKoqj1exgKhXTNon0+nzZPpSZeM0fkPnTokPZ9t6enB3a7HS6XC4ODg9ro6a2trdqgLmoCRZ2vxtTW1ob+/n4tqSZJEkRRRCwWg8PhgNPpNBwUhvLr6elBOByG1+uF3W7H4OAgZFlGT09P3mbLe/fu1WoAGiXH7HY7otGolkAbHBxEW1ubliQtpKurC06nE8FgUOt7V11fvnhCoRC6u7u1ZJssy3C73UgkEqw1WCHlLkf79+8v6ccRo+Pr8/m0siZJknYuKlaO5vu6Wlb2JKrdbockSbDb7WXpJ0bN8BMRZVtvHYGj/rx+4o7lOaAUEZXZ2ivSidQvvB24lHEeOfYz4MH3Ae87CNQ1mhcfERFV1NBQaYMMGtXKCgaDJQ3iU6h2qiiKBed3dHSwdmEZ+Xy+OfUZWqjZc6b5DubkdrvnnLDq6upCV1fXvLZH5VHOclTqeSQfu90+r1qj831drSp7ElUURQQCAezfv7/cqyYi0nldY9YvdSvWAle+zZxgiGjpWXf1qzVS3wGMZwxkKf0XcPD9wJ1fB2wNpoVHRERERETVo+xJ1La2NuzatavcqyUi0hGQwi3ZSdQb9wLWOnMCIqKl6bLrgA99G/jSu4AJeXb6kRie/usdODD8JiRhzXnZfffdV7kYiYiIiIjIdGVPovb09KClpaXcqyWqCVarFZs2bdIeU37X1J9Fq3VcP/Gmu8wJpoJSghUjKzZqj4mypVIpnDlzRntMJdh4I/Chb+HS/R6ssExrk29sOImPNz+OB0beiBQsJgZYfrzeUDEsI0RERER6Zf9GsNAE6pNPPomdO3fi9ttvx969ezEyMlKmyIiqn8ViQXNzM5qbm2GxLK8v7OWWPaDUy9OtwIbrTYqmggQLpupXY6p+NSCwjFAuRVEwNjaGsbExKIpidjhLx6Yd+A/5rRhP6X9fvqnxOD7e/HNYsLwS0rzeUDEsI0RERER6VXdHtGPHDvT19eHHP/4x9u/fD6/Xa3ZIRFRlmoQpvLbhhG7aryY4CiURLcyxmbX4z+HbMJGVSN3ReBx3L8NEKhERERERla7qkqiZjh49ilgsZnYYRBWjKAqmp6cxPT3NGmQFOBsGUC8kteczigWHJ7abF1AlKQosqWlYUtMAywjlYbVa2fx2nqTp9fjs8Fswqejfv5teTaRakTR+4RLD6w0VwzJCREREpGdaEnXfvn248sortS96Rn9ve9vb4Ha7zQqRqOJmZmaQSCSQSCQwMzNjdjhV6/VN+gGlnpncjDGl0aRoKsuizKBt5CjaRo7CorCMUC6r1Yrt27dj+/btTKTO00vTl+E++TbDROrHW5ZHIpXXGyqGZYSIiIhIz5Qk6j333INgMIhEIgFFUfL++Xw+HDp0yIwQiahKrbeOwF53Xjftl2zKT0RlljeR2nACd7f8HJiZMikyIiIiIiIyQ8WTqL29vQiFQvD5fIhGoxgaGoLP50MikcDQ0BCGhobQ39+Prq4uiKK44IGqiGh5eX3WgFIjqUY8O7XJpGiIaDl7afoy/KdBIvW1DSeAno8wkUpEREREVEMqnkQNh8Po6enB/fffj927d6OlpQWiKEIQBLS0tKClpQU7duzApz/9abjdbjzwwAOVDpGIqpSAFG5pPKqb9uuJ7UhVd/fORLSEHXk1kZo92BRe+D4TqURERERENaTimYehoSHccccdumkOhwPxeDxn2d27d6O/v79SoRFRlbum/gxE67hu2hPjbMpPRIvryPRl+M/hfInUDzORSkRERERUAyqeRG1tbc2Z5na7cfDgQcPl2ZyfiFSva9QPKPXydBtOJnPPKURE5ZaYXp8nkfoD4NCHgJlJcwIjIiIiIqKKqHgSVZblnGnt7e3o7+/HwMBAzrzh4eEKREVE1a5JmMJNDcd1037FAaWIqILyJlJf/CFw6MNMpBIRERERLWMVT6Lu2LEDjz76KPbt24crr7wS3/zmNwGkm+673W5dIvXJJ59EX19fpUMkoirkahhAnZDSns8oFhye2GZiRERUi9REKupX6We8+EPWSCUiIiIiWsZsxRcpr3379mH37t1aH6j3338/3vOe9yAQCODAgQOw2+1wu90AgFgshq6urkqHSGQam80Gh8OhPaZZr2vSN+V/enIzxpRG3bRPPzld8vo+uaOuLHFVWkqwYbC5XXtMlC2ZTOLYsWPaYyq/xPR64AMPAV+9A5ganZ3x4o+Agx8E9n4FsDWYF2AJeL2hYlhGiIiIiPQqXhO1paUFvb296OzshNPp1JKkdrsd999/PxRFQSwWQzQaRUtLC/bt21fpEIlMIwgC6urqUFdXB0EQzA6namywDsNed143rWab8gsCUpY6pCx1AMsI5ZFMJplAXWxbX5dOpGbXSH3px8A33gdMXTInrhLxekPFsIxQNXM4HGhtbYUgCNpfIBCY0zpisZju9a2trXkHPF6ocDgMl8ulxR0Ohw2XaW1tRXd3d9m3T7Pi8TgcDodhN4PzJUkS/H4/XC4XPB4PPB6P4TEGAK/Xi0AggHg8DkmSIEkSZFk2/DMSiUTg9Xrh9Xq1bUUikbLtCxVndhlShcNhbVmPxwOv11vw/CVJkrZeSZJ009VylTmdjFU8iQqkE6mhUAh9fX3YvXu3Nt3n8+GRRx7BHXfcAZ/Ph/7+fjQ3N5sRIhFVkVuyBpQaTjbid1ObTIqGiOhVW18HfOBhoH61fnqiF/j6HmBy1Ph1RES0IIlEAkNDQ4hGo7Db0z+szzX52NPTo73W5/NhaGgIiUQCTqez7PHu2bMHBw4cgCiKeRMvwWAQsixj//79Zd8+pRNfapKqnIkiNUHu8XjQ39+PaDSKaDSKRCJhmASTJAnd3d1aUl1NrBv9xWIx3Wu9Xi8GBwfR09ODnp4eRKNR9PT0IBQKwev1lm2fyFi1lCEA8Hg8CAaDCIVC2vJ79+6Fy+XKm1SXZRmxWAx+vx8Oh0P7AcnhcMDr9WLXrl3aOZHyMyWJWojb7cahQ4dw//33o729fVG2oWb51Wy9x+OB3+8vywchFovB6/VqhdLlcpVt3bT8pVIpjIyMYGRkBKlUqvgLaoCAFG5pPKqbdniyHanqO31VhpJC/dRF1E9dBBSWEcolCAJWrlyJlStXsvZYJWy9Bfjgw0BD1o++x36Wbu4/MWJOXEXwekPFsIzQUmC32+F0OrXEZ7GaWypZliGKIkRRBACt64rFIooinE4n9u7dm3eZYDAIu92OYDC4qLHUGjVhqSYa1WNeDuFwGH6/Hz09Pejo6NCmx2IxhMNhhEKhnNeUWtO5o6ND6+YQSO/Hrl274PP5dMuJoohoNIp4PF5y+ae5qbYy5Pf7EYvFEAqFdEnPjo4OdHR0wOv1zqmWrNPpRH9/P7vSLFHNZSFisZj2q4/6y000GoXH44HD4VjQiScQCCAYDGLfvn3ar6N+vx/hcBgOh2POTUyo9iSTSZw6dQqnTp1iU9xXXVt/BqJ1XDftV+OL8wPLUmBRkmi+dBrNl07DorCMUC6LxYINGzZgw4YNsFhq7jJfMZ9+cnr27/wOfPGWCCbqWvQLHf8VTt3/bmB8yJwgC+D1hophGaGlxO/3A4BhwsGImrhQlTMpUkih7XR0dCCRSOQkyWhhurq60N/fj1AopEtKLpRaMSs72QmkE6VGTfJlWYbT6cTQ0BAURTH8GxoagtPpxIEDB3SvDYVCuiRbNjURR+VXTWVITZaLomgYi3pey5d7Us8z0WgU/f39UBQF/f39i1IDf7ky9dvVyMgI/umf/gm33347rrzyStx+++3453/+Z4yMLE6tDVmW4fF4sGfPnpwse0dHB4LBIPx+/7z6wQmHw5BlGdFoVCuAoihq3RIA6V8w+OsQ0dy8Lqsp/8B0G04lW02KhojI2JlWJ77+hm/hUn2bbvomOQ586V3A2AWTIiMiWv727NkDAFo/k8UkEgk2W6UFUZNVRmO4dHV1ac2sM/X19WHv3r0Fk+ler1fr+iGTJEkF8xSiKGJwcLD0HSDTzacMqT8U7dy503Cd6vRDhw7l3a46mDsTp/NjWhL14YcfRnt7OwKBAGKxmJYN7+rqgt1ux2OPPVb2bXZ2dgLIn5VXf/Wba38isiwjEAjk/eXT6XRqvxr5/f6ydkBMtKyND+G1Dcd1k2p2QCkiqnqvtNyAr7/h2xhtWK+fcea3wBffAYy+Yk5gRETLnCiK2vetYrVR4/E4XC5XJcKiZUqSJK2/0nyJKJ/PZ5ioL1SbtLu7W9c9RbbOzs68idRoNFrWWpK0uOZbhvr6+gDkr9WuTpdleVEGySOTkqgPPPAAOjo6MDQ0hJaWFuzYsQNutxtutxvt7e0YHByE2+3GN7/5zbJtU5ZlrYPdfL86qn3VFPuVJ1tfXx9kWS44mmNm/zfZHUQTUR7PPIw6YbYftmnFgr6J7ebFQ0RUxPnma/H1N3wbFxs36Gecew74wtuBkVPmBEZEtMyptbqKtfw7ePAgm8zTgqh5BTX5JUkSAoGAVkEsH7fbnTcXEY/HcfDgwbx94nZ0dECWZbhcrpxKYbFYDLFYzLBGI1Wn+ZahuVATrlRetkpvcHh4GD6fDx0dHdi3bx927NhhuMw//uM/4u6778Z73vOesmxXrc5crNlGW1u6Gd7BgwdLrt6sNhmRJAmhUMjw18/MdR0+fLjgL1BE9Kqnvq57+tvJyzGmNJgUDBFRaQZXX4mvvfG7eN/j70HL+InZGRdeAr7wB8CHvwuIW80LkIhoGVITVGoNr3LVylNbHQ4ODmrfFYH0QFD5aoNFIhEcPHhQt3xmH6zZPB4PBgcHIUkS2trakEgkDJcLh8NaV3FA+vunx+MxHBBGlmV4vV5IkoTBwUHs3LkT0WgUsVhM6zuzr68PbW1tOQPUUGGHDx8GkM4dxGIxRKNR+P1+tLW1IRwOw+v1ore3d07Npb1eb07T7UwHDhxALBaDLMvo7u5GJBJBKBTSchBHjx6tWN++tHDzLUN2u73kCn/5ziPxeFyXsxocHMTevXuZoypRxZOon/zkJ+Hz+XD//ffnXaalpQXBYBAOhwP/9E//hL/4i79Y8HbVi02xE4t68ZhLTdTMC7TH4zFchk34iebo3AvASf2vZ2zKT0RLhbyyPZ1I/cV70Tp2dHbG0LF0jdQPfRtYs7ijQRMR1Rq/3691s2aURA2Hw7oWgsXEYjF4vV74fD5d0iEQCKC9vT0nyZGZuOzv79d99+zu7s6bJAsGg+jr6yuYaA0EAojH4znrcLlc2L9/P/r7+3WJUFEUdesdHBxEJBLRkm4qdYDloaEhJuFKlNnvbjQa1dUe7erqwoULF+ByuUoesKe7u7tgLVUgfTyPHj0Kr9eLWCymJdDtdntOWaPqN98ytGvXLkQikbz5pczpRsvEYjHs2rVLdw6QJAkOhyPnPEfGKp5EPXz4cMnVin0+X86odPOldrKc+WtgIaV0SK6y2+0YGkqPvJvv5JW5z7t27Sp53ZlOnDhRcP7p06e1x9PT05ienjZczmq1aiM2p1KpoiOu1tXVaY+TySRSqVTeZQVBgM02W6xmZmagKEre5S0WC6xWqy7uQjJjVxQFMzMzBZe32WwQBAHA0tjX6elpLcbMbS+F2DOV4zhZ+r8Ea8YyI6lGvJC8HFarRfdeWCwW7bWWVG5cCixQLLNrElIzEKAg3y4IgqB7LzL325CSAgSL9tii5D9O09PGx6nQNrL31ZKagaCkj60lpX9fFcECRSh+nNTtpVKpovua+Z6mBBvw6nudb18zN5m5r5nHyYiiKLoyqx6nvMsX2dfsfcncV0EQdKPWG5WblGU2dkFJau+50VuavV/F9lVQkrrY08cx/76mUrmfp6LlMiM2q9VquI+vLoGUZfZcICjJvJ8Nq9Wac5zyxaFuL/s45YtD3WbmuSP7OBnJ/HxkHicjCgQolsLnvcz9Kbav2fuSEqwZ5wIFFmUGo40b8I3XP4R7ntwD4cKR2YWHj0P54jsgfOg7wLqrTDnHZ15vksmkbv1zOcfX4vWpkGrd1/nEnllGsrfF41Q9x2musReLZ6nz+XwIBAJakiH7u1l/f3/JTfnVQYndbndOE+tgMIhIJILOzk5dzVA1wWWUkOzq6tJqn2VT+8EslETt7u4GkE4EZ+7DgQMHtCbe2aOzZ65XHQQ5O0mixhwOhw1rtFIuNTkVi8UMk05+vx/d3d055SPfuvbv34/e3t6i2xVFUau1rFb6kiQJ7e3t6OnpYZ+oS8h8y5B6jsvX5L/YgFIHDhzIqXFqt9vR1dWF7u5uuFwudndSRMWTqHNtJlBq0rOYudYEnevIdsV++VEvaJmdns/Vli1bSl52YGAAk5OThvO2bduGpqYmAMDk5CQGBgYKruuaa67RHg8PD+OVV/IPjNHU1IRt27Zpz8+ePYuLFy/mXb6trQ3r188OwDEwMFDwRnnTpk1obm4GkL4RzFdFXeVwOLSbzdHRUZw6lb8vOpvNhiuuuEJ7fuHChYLlYPXq1di8ebP2/OTJkxgfH8+7/Pr163Xl2Sj2ZDKJ4eFhAOlj09DQoD2uqeN04mVc8aS+Kf8LDTuwdbsdMzMzuveitbVV+/y1jBxFtsm61bi4cqP2vOXSadhmxpFIGCd/mpubtWMAANu3by8Yu5KcxIwt/XmyJSchjh7Pu2wiYTU8Tvm2MTExgZMnT2rP161bh9aLA2icSsfXenEAijCbZBpvaMVY0zrteb7jpG7vzJkzGBsbA5D+EmcUR+Z7OtjcjpSQPk7102NovnQ6Z3n1fc3+PGUeJyOjo6M4e/bs7HZfPU75jDWtw3hDa8Z29WUse19OnjyJiYkJAEBDQ4Pus2tUbs6LV2mPG6dGsHL83KvbyS036vlUtW7dOqxatSpv7PUTg7rjJI6+nJMQzzQ6uiXn81SoXB4/flw77itWrMC6desM9xEAUhYbBptnr8srJgaRSIwYLrt9+/ac47RhwwY0NjbmLKtuL/s4teWJQ31fM69P2cfJ+HWzxz3zOBmZsTVBXjV7HTU672W+r7Is48KFC9rzyy+/XJeMyH5PR1ZsxFT9agCARZnR7euRN/07tjz239E4PBuvcPF0umn/B7+J0ZXbK359yrzejIyM6I5jsXM27yOMVcN9RKaFHqfTp09rZeTo0aO6xCCPU/Ucp7l+noqtf6kTRRFut9swKajWtiqVOihxvsSm2+1GOBxGPB6H0+lEOBxGLBaDz+fLe89T7LtwoXuljo4OxOPxnESZWkutWEtKSZIM90WNqVhZpVnqcbLb7YbHNLN1q1o+8tm/fz9kWS5aY1WWZezevRt79+5Ff38/ZFlGZ2en9oOBx+NBT08Pm2QvEfMtQ6IoIhQKwe/3IxKJ5BxvtUa6JEk555NCuai9e/eiu7sbgUCASdQiKj6wVKHaOeVYPp9Sk6KZo5mVSzwe134pKFfNWlqerFYr2tra0NbWpqtpUGtWnXoctskh3bRn6nL7T65FimDBeEMrxhtadQlUIlUymcTAwAAGBgaK1miiykg2rsHxt96Hidar9TMunQe++E5YT1W+4//M601mcphIlVlGSq39TlQN1ERhdu2uUCg0p+RA9sAv2VwuF4DZFoxqpZl83bsBwJo1a0refraenh4kEom8idhSvu/OpY9Oyk/9oaRY83ug+OA+4XC4pBqku3fvhtvt1n4YEEURPT09iEaj2rbUxD9Vv4WUIbXZvZpEB9I5J6/Xq/XfDMztfKPGIcvynLq2rEUVv2tubW3FyMiI9utyMXOtEVqNvF4vgHSzj4X8MnT8eP4abkC6Of/NN98MIP2r9uWXX264XOaNcENDw5x+kW1pacHq1avzzs9Oel922WW6mgfZsptqZv5abiQzdpvNVjT2zC+Gq1atmtO+rlmzBq2trXnnZ+/r5s2bizbvylQsllo+TqvO6JsnSNPrED8+CmA057VDQ0Pajx5b3tKeM1/J+q1oeMVGCFDgcBgnqUdG9LXwjh07VjD2zbfNDnQ1Y23AYHNuDKrsbarHqdg2VOfOnUNTgfVnJ1XzHSd1e5lNAJPJpGEcme9pSpg9TlN1Kw33Nd/7mnmcjGR/dtTjlHd5ofDnKXtfMvd1cnJSN9+o3GSaqG/GZN2qV7eTu3/Zn6dz587h/Pnzedd3+W36Fhbyqq0o1Jx/1arZGoLq56lQmclMnF66dAnHjh0rsI/62C81tsHhWGe45LFjx3KO05kzZwyXVbeXfZzyfT7U9zXz3JF9nIrJPE5GFBQ/72VuL3tfs7vUyX5PUxndFqQEm25ftXLT/n2kHtwDy6mMm9PJYax46P24ouPLUOxvyRt/Jl6fZvE+Ij8ep9LU2nGampoqef1LVUdHB0RRhCRJuhpcRs3788ns2i3faOlAOpmhJh/USjOL3TelJEmIRCI4fPjwnFptss/M8imldW1bWxtkWS7YnF8dKKrYsQmHw5AkybAsut1uHD16FLt370Y8Hs/p7oGq00LLkM/nw549e3Do0CH4/X44HA4cOHAAoihq37kyk/Nq+fF4PEVzUpIk8QeXAiqeRA0EAujs7MTBgweLLvvAAw+UbZTAUi8waoEr10XG7/dDkiR0dXUtuI+ZfElRI3V1dSXVZLRYLEX7nMtktVrnVBthrrVb5lL7UhCEOS2/lPd1Kcc+5+M0ehZI6JOoj4878tao0/Udaym+HcVig4L8+5D9xahoTb7MJJFgQapA7dDsbarHqdTagqlUqqR9zLc9Vb7tGU3Pu708+5pvm4X6bDOiHqdSZW+30HuqKIpufrH3VBGsWr+epZTlYvua2UdoevuFP3+Zn33181RqmVH3tdRyowjWOZWbvJ/LPNvLN91om9nHqZjM41QKo/Neoe1lzyv4ngqC1vUFkLF/devSA0p9433AwM9nF5++BNuhu4COzwPXvqto7NV0jq+p69MS3telHDuPU37zib1WWjrt2bMH4XAYoVAIoVAIkUhEq9hSiszvjsFgsCoSkPF4HJ2dnVoyJLP/03A4bGJktUethVyIWhms0A8j6iBhxXIV0Wi0YG1VURTR29uL1tbWon2wUnUoRxkSRTEnYa7+ACSKoi4RGgqFEA6HEQ6HC/4QCMy9C85aU/Yk6lNPPVV0mdbWVtx+++3w+/2GFyRZlrVOt+++++6yxDXXC185+mKNRCIIh8MIBoPspJtKkkwmtT741qxZU5vN537z9fRgTa+aSNkQn9xqYkDVRVCSWDGRvqBeamybU9KIaoPFYtFqVQ0NDc05gU2LrLEZ+EAEOPRh4KUfz05PTgGHPgS8+z+Bm+5a9DB4vaFiWEZoKQsEAlrCIBQKGQ6oVIgoilqNrlJrZTmdTsTj8bJ2C6eKx+NwuVzaCO3VkNStZWpCs5QBswuVnVJrL0uShJ07dxZcRhRF2O32OdVmJ/MspAzFYjFIkmRY41gtU9m1ltWm/flqKWfWvmct1MLKnkR1Op0l92Oab0Qxld1ux9ve9jbcdtttC45LTYoW6x5Anb/QC1MsFoPX62XnzjQnqVRKK4Otra2194VFUYAnv6qbFJ/chkmlNmpNlEJQUmh6tb/Y8QaRSVTKIQjCovTvTWVU1wTc+TXgm37gmYdmpysp4Fv3AJMXgVvyj9BcDjV/vaGiWEZoKbPb7VpSs7u7e17f7dTarH19fXmTCvF4HIODg3C73di7dy/i8Tii0Wje73+ZAxbOxf79+wEA+/bty9mX7Gu9LMsIBAJzShrT3GSWL6Pm+JIkadML1SBV+54slvh0u91a35eFSJJUUv+qZL75liF1EDF1HdnHOxQKGdZQdTqd6Orqyts9iZqbY+6quLKPSmK326EoCtrb27Fjx44F/bW0tJStBmd2x9/5qPMXcvJRO/XNdwEtFgNRzRr4BTCo/3z8Ypy/phLRMmStA957AHB9JHfeD7uAn3wm/cMSERHNizrAVCAQMByVPpPRj46hUAh2u71gn6iBQECrIdjV1QW73Y5Dhw7lXb5YJaJ8P36q042a2ZZSk63QusmYJElwuVx5y45aLoyOt5rwLNeg0moXgYW6bQiHw+jo6GAtwiqyGGVITbaKophTOzkSiSAejxuWO7fbDUmS8uai1OQrB0IvruxJVFEUEQgEcOTIEfT19S34T23Wv1B79uwBUPzioc4vNKpiIZIkwev1ore31zARG4/H+asgUT5PfkX/fO1VkGbWmhMLEdFis1iBd/4rcOuf5s577FNA9K+ZSCUiykOtcRmJRAyTk2pNLKfTmbePPzWhkEgkDOerfVa6XK6c75F+vz+ne7poNAq73Z6zvFp7TG0d2dPTk7fpv9E0NQmT/T1SlmX09PSgq6sLsixDlmX09fXp+lss9v1XfQ9qoaKPWrsPKJ58DoVC2kBNRqOVu91uBINB+P1+XfmLxWIIBALo6uoqWKsv87gU60rQbrcjGo0iEAigu7s7Zz2BQAA9PT26fnJpcVRDGfL5fDm10sPhcNGW0EbbkmUZLpcLg4OD6O3tZVchJSh7c/62tjbs2rWr3KtdMLUadCwWQywWM0xwqpl5o2rRqkKj58myrNVAzXehjsViVfn+EJluYhh49lv6aTs+CPzueVPCISKqCEEAPH8PNLYAj/6Dft4v/h8wMQK881/SCVciIgKQ7mIic0BgtQJMKBTSNWP1+Xw5lWPUxGtmN26HDh3SEgs9PT1abT673Y5EIoHu7m54vV6IoqglvAKBQM53Prvdjv7+ft3yQPo7sjrAVV9fHyRJQmdnJ/x+P/bs2aMlMdR+WFtbW+F2u7WkWEdHB/r7+7F//354PB54PB6ta4BQKARZlhGLxdDe3o49e/Zo0zLXq75vbW1t6O/v1xI1kiRBFEXEYjE4HA44nc5llYyLRCLYv38/ZFnWvRderxdtbW0QRRF79+7NaQG7d+9eRCIRrdm1ka6uLjidTgSDQQQCAQCzCc9iLVvVgX9K7XPX7Xbj6NGj2L9/v5YkV8ui3+8vWGOaFqbaylAoFEJ3d7dWDmRZhtvtRiKRKDgoVGYyPhgMYnBwEG1tbVoyl0pT9iRqT08PWlpayr3asgiFQnA4HAiFQoYFUv1lL19NUfVinX1xBmYz+H6/H/F43PCXhsHBQYRCoWV1USIqm2ceAmbGZ59bbMBr3wd87W/Mi4mIqBIEAXjzX6QTqT/4C/28+JfSfaS+JwTY6s2Jj4ioygwNDZW0nNH3umAwOOeEQVdX15y6mcu3fL7p+WrCZiqU3BRFMWdUdlEUC663o6OjJvo/nO9+Op3Oko6L2+2ed1eA2cesGFEUmewyQTWWobmekzKxDC1M2ZOo80mgHjt2DJIkoa2tDTfddFO5Q9KomXePx4Pu7m5doYtEIuju7s6bYI3FYtqvnT09PTlJ1N27d0OSJO3Xg0LYTwmRgXhWU/6rfh9Ytc6cWIiIzHBzJ9CwGvjWvYCSnJ3+7MPp2vp7vwLUrzQvPiIiIiKiGlb2JOpcPPDAAwgEAjn9tAQCAfzjP/7jomxTreYcDAbhcrlgt9u1Jvr9/f15E5zqrwNGidJ8fVwYYR8TRAbOPgucyvoMOT9kTixERGZ67Z1A/Sog8lEgOTU7PdELfOldwF09wMo15sVHRERERFSjTEui3n777YjFYlAMBkwIBoNa36XNzc1l37bdbp/X4E5qx+LZfD5fTs1UovkQBAGrV6/WHteMJ7+qf75qA+DYbU4sVU6BBZN1q7XHRNkURcHo6Kj2mJaga98J3HUIePAuYPrS7PST/cDnbwc++DAgbl3QJmr2ekMlYxkhIiIi0jMliXrPPfcgGo2io6MDe/fu1TroHhwchCRJeOSRR/DQQw/B5/PhwQcfNCNEIlPYbDZs3rzZ7DAqa2YS+E3W5/ymuwCrqRXlq5ZiseLiyo1mh0FVLJVK4ezZs2aHQQvluA348HeBr3mB8cHZ6RdeAj73aiJ1/bXzXn1NXm9oTlhGiIiIiPQqnqXo7e3FwYMHkUgk0N7enjN/9+7d6OzsRDwex86dO+H3+3HbbbdVOkwiqpQXfqBPEADAjg+YEwsRUTW5fCfwsR8DX3kPMHJidvrFU+kaqXcdAra+zrz4iIiIiIhqSMXbgobDYfT29homUDM5nU488sgjuP/++ysUGRGZIntAqW1vBNY4zImFiKjarLsK+PgjwLpr9NMnhoEvvxt44YfmxEVEREREVGMqnkRNJBLYsWNHScu63e6cQaeIlrOZmRkMDAxgYGAAMzMzZoez+IZPAIlH9dOcHzQnliVCSM1AHD0OcfQ4hFQNlBGaM6vVis2bN2Pz5s2wWq1mh0Pl0LIZ+OgPgS236KfPTAAPvj+3X+kS1Nz1huaMZYSIiIhIr+JJ1DVr5jai7ODgYPGFiJYJRVEwPj6O8fHx2hgQ5smvAcjYz4Zm4No/NC2cpUCAAtvMOGwz4xBQA2WE5qWxsRGNjY1mh0HltKIN+OC3gCtv109XksC3/wT4+b8Ac7hu1Nz1huaMZYSIiIhIr+JJ1LkmRXnTRrRMpZJA/Mv6aTd0APUrzImHiKja1a8A7vwa8Nq7cufF/hb48V8BqVTFwyIiIiIiqgUVT6K2t7fjscceK2nZhx9+GDt37lzkiIjIFEdi+oFSAMD5YXNiISJaKqx1wB/dB7zhz3Ln/eo/gYfvBmYmKx8XEREREdEyV/Ek6qc//Wl0dHTgN7/5TcHlent70dnZiT/+4z+uUGREVFF9X9A/37QD2HSTKaEQES0pggB4/h542//NnffMQ8BX3gOMD1U+LiIiIiKiZcxW6Q3a7XYEAgE4nU64XC7s3r0bDsfsSNyJRAKRSASSJKGzsxM33XRTpUMkosU2fAJ46cf6aa6PmBIKEdGSdet/A1auA759L5A50NzA48Dnbgfe3wO0bjMvPiIiIiKiZaTiSVQA6OrqwoULF/CZz3wG/f39OfMVRUFHRwfuv/9+E6IjokX35FcBJaPfvvpVwPUd5sVDRLRUvXYvsHINcOjDwNTo7PTzLwCf8wB3HWItfyIiIiKiMqh4c35VMBhEX18fbrrpJiiKov21t7ejp6cHhw4dMis0IlpMyRmDAaW8QMMqc+IhIlrqrnADH/0hsGqDfvroWeALbwdeipoTFxERERHRMmJaEhUAnE4n+vv7kUqlkEgkMDQ0hCNHjuCOO+4wMywi01gsFqxfvx7r16+HxWLqx3PxHIkCIyf103Z+1JxYliBFsGCsaR3GmtZBEZZpGaEFSaVSOH/+PM6fP48UR2qvHRtvBO6OAeuu1U+fHgO+vhfo/6Juck1cb2hBWEaoFjgcDrS2tkIQBO0vEAjMaR2xWEz3+tbWVjgcDsTj8UWKmsrF5XKV5ThJkgS/3w+XywWPxwOPx4NwOFzwNeFwGB6PB36/H16vF16vt2AskiRp65UkSTc9EonA6/XqplNlLKQMLfSYqst4vV6t3EUikYLblGUZgUBAW97j8cDlchV9Hc0ypTm/kfb2drNDIDKd1WpFW1ub2WEsrqwv8tjkBDa+1pRQliJFsGK8odXsMKiKKYqC4eFhs8OgEtx7770lL3vfffcVX0jcAnzsR8DBDwDHfjY7XUkC3/2zdH/Ut/0VIAi1cb2hBWEZoVqQSCQApBOhfr8fkiShu7sbwWCw5HX09PTAbrdDkiT4fD6EQqHFCpfKKBAIlCWBGg6HEQgEcODAAd2xDwQCCIfD8Pl8Oa9Rk2O9vb0QRRFAOnHmcrkQDAYNXyPLMmKxGGKxmGEcwWAQdrt9wftDpVtoGVrIMVUTpz09Pbr1eb1eHDx4UDddJUkSAoFAznq7u7vh9Xq1So5UWMV/Vn7ooYdgtVrx+7//+5XeNBGZbfgE8NIj+mkcUIqIqHyaROADDwE37Mmd99PPAN/8Y2BmquJhERFVM7vdDqfTCafTCQBFaxGqZFmGKIpaIixzwGSqXvF4HN3d3QteTzgcht/vR09PDzo6Zsd3iMViCIfDhgn1cDiMSCSiS6AC6TJ44MAB+P3+OSXm1MRXV1fXgvaF5qZcZchIsWPa3d2NXbt25STbRVFENBpFPB43PId5vV7IsgxZlnXTu7q6YLfbEY/H51wTvxZVPIkaCASgKAqiUfbPRVRz4l/OGlBqNXA9u+8gIiorWwPw3jDwxj/Pnff0g8DX7gDG5YqHRURU7fx+PwCUXJtUTaKpMpNiVL0CgYCWMJ8vtQl/R0cH3G63bl48HjdMVqnbdrvdhmVFTcTmS2R1dHQgkUggGo2iv78fiqKgv79/wftCc1eOMgTM75iGQiFd0j6bmtjPFo/HEYvFsH///px5as3UfLViaVbFk6h2ux2hUAiPPPJI8YUBHDt2bHEDIqoi09PTeP755/H8889jenra7HDKy2hAqRs5oNRcWVLTWCu/iLXyi7CkllkZobKwWq1wOBxwOBywWq1mh0NmEQTA/TfAO/8FyO4/+ehPoXzOg0Rf7/K83lBZLOt7EqI89uxJ1+KPx+Ml9S+ZSCTYhHqJCQQCCAQCC+6uRE2e79u3L2deV1cXQqFQTsUxNblaKEHmdDoRi8UME7BAOp/idruZODVRucqQaq7HVJKkgrWVRVHE4OBgznSfzwdRFHU//GRjNz7FVTyJKooi9u7di927d5e0vMvlWuSIiKgiXnoEuHhaP83FAaWIiBbVzo8B73sQqFuhmyycfxHboh9D07mnzImLiKgKiaKo1fAqVhs1Ho/zu+oSI0kSZFnOqTk6n/WoNfbyJb58Pl9Ogv3gwYMAgDVr1uRdt5rEYo3A6lSuMrRQnZ2deROp0WjUML5QKIShoSHDeWp583q95Q10Gap4EjUcDqOjo6PkGqZDQ0OLGxARVUb/F/TPN7vSo0kTEdHiuup24CPfB1au1022TcrY8th/g/DbQyYFRkRUfdRaWsX6RT148KDhAEBUvfx+f1kG/lJHMlcTqOqAPYFAoGDyU51XqNsHdd7hw4cXHCeVX7nK0EJ0dHRAlmW4XK6crh/UgaqMakjno5Znu93Oc1oJbJXeoMViQSgU0g62x+OB3W43rDYcjUYhCEKlQySicpNfBl7K6geZA0oREVXOZifQ2Qt8/U7glWe1yZbUNCzfuReQjwJv+V+ApeK/rxMRVRW32w273a7VNixXjbNwOKwb+VqSJHg8HsPBY7q7uxEKhbQmuWrT7qGhIYiiCEmS4HA4tISbWjOO447k193dXbZBc9QEZ1tbG2KxGKLRKPx+P9ra2hAOh+H1etHb25tTS1U9joWaTKvz8jXnj8fjuiTe4OAg9u7dW7CPTCqPcpahTHM9pgcOHNC6fOju7kYkEkEoFIIkSQiFQjh69GjJ/TNLkoTOzk44nU709vaWY3eWvYonUUVR1CVG1ax3oeWJaInr+zwAZfY5B5QiIqo8cSvwsR8BD3083cVKpp9+BrhwBPijzwJ1TebER0RUJfx+PwKBAEKhkGESNRwOY+/evSWvLxAIIB6P5yQ5XS4X9u/fj/7+fl3T766uLnR1dSEWi8Hj8QAA+vv7te/GdrsdwWAQgUAAXV1d2LdvH783FyBJEhKJRNlGsM/sLzcajSIYDGrPu7q6cOHCBbhcrpwBgoz6qczHaNlYLIZdu3bpEm5qQt3n85leQ3I5K3cZUs3nmIqiiKNHj8Lr9SIWi2k/yNjtdt15otC+BAIBrW/Vrq4uXRmmwkwZWEpRFLS3t2PHjh0F/1paWvL+AkNES8T0RO6AUq+9E6hfaU48RES1rLEZuPMbSO4yGFTg2W8CX3wHcPFs5eMiIqoiapPWSCRi+H10riOid3d3IxaL5XQRcODAAciynLd2m9vt1kbZzl4mGo2ip6cHwWCQCdQi/H5/WZNEapmIxWKGg/So0zo7O8u2TbvdjgMHDuQk8ex2O7q6uhAOh4t2QUHzV+4yBCzsmIqiCI/HozsPSZKE9vb2ov3p2u129PT0oL+/H/39/YjFYnA4HOyHt0SmDCzV3d2NI0eOoK+vr+BfKSMiElH1+vST0/juDx8CLl3QTT+w6iP49JPTuj8iIqoQqw2pt/1fnHF1QRGs+nkn+4EHdgNnnjEnNiKiKiCKolYDNTuJodYSm4uOjg5tBO5MagKk0EjbHR0d8Pl8iMVi6O7u1mLyeDxswl0CtQl2ORPNmTWCswePUqcD6eNa6NjOdZv5jrdaK3oxmprT4pQhYP7HVO0PFUj/oDM0NKStR5ZleDyeoi2+VU6nE/39/RgcHJzT62pZxZOobW1tJf9qJ4oiWlpaFjkiIlpMzqOf0z0fWPtGXGi+2qRoiIhIJV95B068+f+D0rBaP2P4OPD524EXfmROYEREVUCtTZjdnDYUCs158JWenh4kEgnDhBtQvJl3KBSC0+lEIBBAd3c3otFo2ZsVL0dqE+xyj6Su9lua73gCs4nWvr6+nNeV0qy/UL+p2dQ4ZFkuW9KW0harDBVT6Jju3r0bbrdbOweIooienh5Eo1Gt3M21FrR6Tuvs7GRr8CIq3idqT0/PnBKjmZ1vEy13VqsV27Zt0x4vdZfJT2HzkP4zHG//uEnRLA8pwQp51RbtMVG2VCqFkydPao9peZhrjf1P7qgrOF+73mzbBuW6myF8405AHphdYGoU+MadwFv/N/CmTwAc6LPmLLd7EqK56ujo0AZxisfjWkUgWZbnXSNNkiREIhEcPnx4TkkyAOjt7UV7ezsCgQCGhobmtf1a4/f7te4QyqlQ8lTV1tYGWZZ1+YxSyo2aYM1cVpIkBIPBkmofS5I0p64mqLDFKkPzPabhcFh7bTa3242jR49i9+7diMfjCIfDJf/gs2vXLgDp89uhQ4fm/ENRLal4TdS51ixtb29fpEiIqo/FYkFTUxOamppgWQYjJLuOfl73fKRxE17c8AcmRbNMCBbM2JowY2sChKVfRqj8FEXBxMQEJiYmoChK8RdQTdJdby67Duh8FNhyS9ZSCvDoPwCRjwFTl0yJk8yz3O5JiOZjz549AGZro0YiEXi93jmvJx6Pw+VyweVyabXGQqHQnAYCEkVRS97NJ4ZaE4/H0dfXB5fLBYfDkfOn9v+4e/dubVqp1KbUhajJ0Mz17ty5EwCQSCTyvk7t0lBNagHp8hcOh0s67qUkeKk0i1mG5ntMo9FowVqxoiiit7cXgL5CYjgcRmtra97tZW6DFRkL4x0RES2OS4O49sTDuklPbf8wFEvFK8ATEVExK9cCH/oOcMOe3HnPPpxu3i8fr3xcREQmUvsjVPtFLZbAMKImUCVJwtGjR+ddw0sd2Karq0vXPyoZczqdGBoaQiKRMPxTa3r29vZq00qlloHMpvqF4lB5PB4AKNhcWp2XWTtxzZo1AJC37GSOJcNaqOWzmGVovsdUkqSitdjVH1wyk7qhUAiyLCMSiRiOPZTZxUQpPxLUskVNoj7wwAPYtWsX1qxZgyuvvBL//M//vJibI1ryUqkUxsfHMT4+vvSb4T75VdSlJrSnSaEOT237oIkBLRNKCraZcdhmxgFliZcRWhSCIKCxsRGNjY0Q2ASb8jC83tQ1Au8NA56/B5BVds48DYTfAgz8otKhkkmW1T0J0TzZ7XYtgdHd3T2vZvz79+8HAOzbty/n9dnJNFmWDUd7j0QicDgccLvdCAaDcLvdCAQCHE3bJGq5kGXZMCEqSZLW7UNm0l1NjOY7brIsGzbHdzqd6OrqyltzWV0fBxpbOuZ7TN1ud0mfe0mSdGVPrQWdbzC0zH5XK93/61KzaEnUe+65B36/H/F4HENDQ5AkCV1dXbjzzjsXa5NES14ymcTAwAAGBgaQTCbNDmf+UimgTz+g1POb3oVLjetNCmj5sChJiKPHIY4eh0VZwmWEFo3FYsHmzZuxefNmNsGlvPJebwQBeMOfAe/vARqyumC6dB740h8CfV+obLBkimVzT0K0QGpSMxAIGCY4Mxkl1NRpRomLUmoyxuNxhEIh3UBSPT09EEURXq+Xg8AsUL5BniRJgsvlynvM1T4pDx06lDNPHeH8wIEDhq+TJMmwNqC6ruzXud3uvK8B0rUMRVE03B4tvvmUofkeU7/fD0mStNrxRsLhMDo6OnTJeK/XC6fTmbe2rJrM9fl87BKiiEX5drVv3z6Ew2EoiqL1x6Y+7unpwb333rsYmyWianEkBgwd003igFJEREvIlR6gsxdYc6V+emoa+N7/AL7/CSA5t8GuiIiqkSzLCAQCiEQihjW81Oa2Tqczb3JBTYQYJSjUBEp2jTNZltHT04Ouri6tRqPa/6IqHA7D5XLl1EwURRE+nw+yLGP37t15EzFkLLMGaaEkljo4j9GI92qtYL/frys3sVgMgUAAXV1dhjVD1ekej0eXAI/H4wgEAggGg4ZN8o22JcsyXC4XBgcH0dvbO+8Bz2juylGG5nNM7XY7otEoAoFATpce6rmsp6cnZzAst9sNv98Pl8uVE4uamO3o6JhTP821quydEw4PDyMYDEIURezbtw9utxuiKEKWZcRiMdx///3aL2nbt28v9+aJqBoc1v9idrb5epxsu9mkYIiICIDuR2yr1ardhx07dsywpuF9992XTqQ+dDfw0iP6mYcfAF55HtjzpXR/qkRES1Bra6uWCBFFUeuzMhQK6foq9Pl82jyVmnjNHE390KFDWkKkp6cHTqcTHR0d6O/vx/79++HxeODxeHDhwgVtO+r35Pb2duzZswehUAh+v19Xw7G7uxt79+7VkmuRSERLoKi13dra2rRtkrHu7m6EQiEMDg5qySm1r1lRFHUD6uzduxeRSETXpUO2rq4uOJ1OBINBrf9cNclVqEl0T0+PNqiQ3W7H4OCgllTP97rM5FkwGMTg4CDa2tq0ZC5VRjnL0HyPqdvtxtGjR7F//37tRxe1n1Q1FiM+n09btyRJ2rmrlDJLs8qeRN2/fz9EUcSxY8fQ3Nysm7djxw785V/+JXbu3IlgMIjPfvaz5d48EZltUAJeiuomxds/lm4iSkRES8ann5wGsALCtV/Bm5X/i9cf+Xf9AgM/x/B//B6+uevz+MhbbzElRiKihRgaGippOaPaWcFgsOTkldPpzKkZpspOvKjbK1QjrKOjQ2vxSaXr6urSdYtQSKGmz5ncbve8kk8+n29eg4wxYWquxShD8zmmoijO63V2u521TReo7M354/E4uru7cxKomcLhcEn9vxDREvRECMDsTd2ErRm/u/wO8+IhIqIFUQQrfvKa/4PvuO7HtKVRN69l/AQ+8PN3Av1fMik6IiIiIqLKKHsStb+/H3v27Cm4jDqSHREtMxPDwJNf1U36zbYPYNq20qSAiIioXH53eQe++qbvYaRxk266LTUFfPdPgW//N2B6wqToiIiIiIgWV9mTqLIsF6yFqmLzA6JlKP4VYGpUe5qCBf32ThMDIiKicjor3oQv/l4ML695fe7MJ78CfP52YGig8oERERERES2ysidRS8WR44iWmeTMq035Z7246Z0YWbHFpICIiGgxXGpcjwdvfRi/dtyTO/P0U0D494AjvRWPi4iIiIhoMZV9YKlSCSUOMrNmzRpt9EKi5a6urg7XXHON2WHMzws/AIZf1k06bPebFMzylbLU4bx4ldlhUBVLJpMldWJPtW2h5SRlqcOj1/8DTrW68PYn/wz1ybHZmeNDwFfvAN76V8AbPwFYTPvNnhZgSd+TEBERES0C0+5qS23Oz2b/REvErz6rf77JiZNtN5sTCxERVcTzm/8IX3rzI8CaK7LmKMCjnwIevAsYl80IjYiIiIiorExLopZSE/Xo0aMl11glIhOdehJ4+Rf6aa+7F+Dnl4ho2bvQfDXQ+RhwzTtzZ774QyD8FuDUU5UOi4iIiIiorMrenF9RFKxZswZ2u73gcvF4HGvWrCm4jCzL7DuVakoymcTw8DAAoKWlBVar1eSISpRdC3X1RuC6dwO/NSec5UxQkmicGgEATNQ3QxGWSBmhihEEQRvgcWRkhC06yFDZy0ljM7D3q8Dj/wr0/j2gpGbnDR0FPucBbv9HYNfd/IFtiViy9yREREREi2RR+kSVZRnxeLzoDfnQ0NBibJ5oyUqlUnjllVcAAKtXr14aX1hGTgPPPKyfdnMnYKsHMG1KSMuZoKSwcvwcAGCybhWTqJTDYrFg7dq1AIDR0VEkk0mTI6JqtCjlRBCAN/5PYNMOIPIx4FJGn/bJKeAHfwEMPA6869/TSVeqakvynoSIiIhoES1KElVRFNjt9gXVIpVlGZIklS8oIlqwe++9N2fau1Y+hT9YOZssnVKs+KsHf4exb9yLrZ3/VsnwiIioGtjfAvh/Chz6MHCyTz/v2W+mm/bv+RKw8bVmREdERERENC+LkkSVJAnbt28vy3p27dq18ICIaFHUYQZvajqim/bERDvGlAaTIiIioqrQcjnw0R8CvX8H/PI/9POGjgIPuIHf3w/s/LjWvP/TT86t9cInd9QtOMy5bLMc2yMiIiKipavsA0sJglCWBCqAov2qEpG5Xt8kYZVlUjftsUvXmBQNERFVFVs9cPv/Be78OtDYop+XnAK+/wkg8lFgYsSc+IiIiIiI5qDsNVFbWlqKLzQHra2tZV0fEZWHBSnsXvGcbtqzkxtxJlnecwARES1x17wD8P8snTA92a+f9+w3gdO/ATq+AOA1poRHRAtz4cIFeL1es8MgIiIqmwsXLhhOL3sSdXBwsKzrO3LkSPGFiKjidjS8jHXWUd20Ry7xCzARERlo3QZ89EfGzfsHJeABN26+9n/j1457AKHsDaWIaBEpioLz58+bHQYREdGiW5Q+UYlouVPgyaqFemx6DV6aXm9SPEREVPXU5v3bbgW+dQ8wMTw7LzWNtz77N9j+yn/h+87/wFjjZebFSUQlaWtrMzsEIiKiRZV9rWMSlaiKCIKApqYm7XG1urruLLbW6WudRy9dB6B6Y14uFAiYsTVpj4mMTExMmB0CLQGmlZMCzfvt5x7Dxx77Pfxgx78jseFt5sRHAJbOPQmZJxQKmR0CERFRRTGJSlRFbDYbtm3bZnYYRb1t5bO656/MrMZTk5ebFE1tUSw2yKu2mB0GVbFkMomTJ0+aHQZVOdPLidq8/7/+Efj5vwJQtFkrp87D+8Rd6LP78Nh1/wdJa6NpYdaypXJPQkRERFQp7HSKiObkctsgrq0/o5sWu3QtFJ5OiIhoLmz1gPtvgQ99C1i1IWf2TimMD//0bVgz8kLFQyMiIiIiysasBxHNiWfF73TPR1KNeGKi3aRoiIhoybO/BbjnF3hpw+/nzFo/8jt85Ce7sePo5wFFyX0tEREREVGFMIlKVEVmZmZw8uRJnDx5EjMzM2aHk2ONZRSuhpd10x67dDWm2TNIxQipJFaPncbqsdMQUkmzw6EqZLFYcNlll+Gyyy6DxcLLPBmrunKycg0euvkr+PGN3Zi26Jvv16UmcPvTXfD+6k6sGj9tUoC1p9rvSYiIiIgqjZkPoiqiKAouXrwIAFi/vvpGun/bymdhEWZrAk2kbPjp+JUmRlR7BKTQMJ0uI2NNa6HAanJEVG0EQcCqVasAAOfPnzc5GqpWlSon9957b8nLbu38NzzZ/jEcX3Mr/rDfh/Uj+pYPjld68fHH3owfv/YzeH7zH5U5UspW7fckRERERJVWBVUPiGhJGD6J1zVKukk/n7gC40qDSQEREdFydL75GnzpzY+gr70zZ17T9BD+qO9uvKvPB1waNCE6IiIiIqpVTKISUWke/zfUCSnt6bRiQezSdSYGREREy1XS2ojYjftx6HUP4mLDZTnzX3PyYeCztwJHek2IjoiIiIhqEZOoRFTcxbNA/Eu6SY+PX4GRVJNJARERUS2QLnPjc2/9GZ7b9O7cmRdPA199L/D9TwBTY5UPjoiIiIhqSk0mUSVJgt/vh8fjgdfrhcfjgd/vhyRJxV88B93d3XA4HGVdJ5EpfvHvwMyE9nRGsSDKWqhERFQBE/Vt+Pauz+HbrhAm6lpyFzj8AHD/G4GXn6h8cERERERUM2ouiRqLxeByueBwOBCNRtHT04NoNAqPxwOHw4FwOLyg9UuShHA4DJfLhUAggMFB9tdFS9zYeaDv87pJv5pox1BqpUkBERFRLXru8jvwwG0/h7TuttyZgxLw+duBH+0Dpi5VPjgiIiIiWvZqKokqyzI8Hg/27NmDrq4u3byOjg4Eg0H4/X7E4/E5rzsWi6G1tRVerxeJRAJ79+4tV9hE5vrlfwLTs19Ik4qAH4+9xsSAiIioVo02bcSh1x/Cj2/sBmzZXcoowK/uS/eVevRnpsRHRERERMuXzewAKqmzMz3KayAQMJzv8/kQCAS0ROhcuN1uDA0Nac9jsdj8A6WaZbFY0NbWpj023aVB4NcHdJMOT2zHhdRqkwIiRbBgvKFVe0yUTVEUyLKsPSYysqTLiSDgyfaP4fY37wa+6QdO9unnDx0FvvROYNfdgPtvgYbquWZ9+snpkpf95I66RYykuKq7JyEiIiIyWc3cEcmyjEgkAgCw2+2Gy4iiCKfTCUmS5lUblWihrFYr1q9fj/Xr18NqtZodDvDE/cDURe1pSgF+dOl6EwMiRbBirGkdxprWQRGqoIxQ1UmlUrhw4QIuXLiAVCpldjhUpZZFOVl7BfCxHwOevwesDbnzDz8A3HcrkHi08rEtA1V3T0JERERksppJoh46dAhA/gSqSv3F/eDBg4seE1FVuzQI/PI+3aT+yW14JdlsUkBERERZrDbgDX8G3PM4sOWW3PnDLwNfeQ/wnf8OTAxXPj4iIiIiWjZqpjl/f38/gHRt00LUJCtrolLN+/m/6GqhAgJ+NMZaqEREVIXWXgl89Ifo+UsP3r3qKdQLSf38+JchH+7BodGdeGpyCwABALC1898qHysRERERLUk1UxN1cHAQwGxN02IkSVrMcIgMTU9P48iRIzhy5Aimp0vvN63sLp7J6QsVN3hxOimaEg7NsqRm0DYioW1EgiU1Y3Y4VIWsViu2bduGbdu2sQku5bUsy4nFisfGr8GnBt+BF6cuy5ktWsfha/kZ/C0/RatlzIQAl5aquSchIiIiqhI1UxNVHTyhVGrStZqcOHGi4PzTp09rj6enp/Pe8FqtVm2AgFQqhWQyabicqq5udmCDZDJZsO80QRBgs80Wq5mZmYIDVlgsFt2Xt2I36ZmxK4qCmZnCSSSbzQZBSNc2WQr7Oj09jcnJSS1eVaVjt/zkM7DOjGvPFcEK4S2fBHr/GQCKfuFOpVKz61MUWJTCxyklzMaSva9G28qcb7FYtGNsSeW+pwosUCyz6xBSMxCgIF9REwRB914UTS4oKUAd4ElJwaLkP07T08bHqdA2svfVkpqGNTmVfp6aBjAbqyJYdP2kFjoHAFnHCcb7mvmepgQb8Op7nW9fMzeZua+Zx8mIoii6Mqsep7zLF9nX7H3J3FdBEHSDpBiVm5RlNnZBSUJQUq9uJzeW7P0qtq+CktTFnk6G59/XVCr3vFesXKqfb0EQ0udNg318NRqkLLOfP0FJ5v1sWK3WnOOULw51e9nHKV8c6jYzz/HZx8lI5ucj8zgZUSBAsRQ+Z2fuT7F9zd6XlGDNOBfoz3tG72nmObiUfc1UfF8tAGbLsLqvmftgtVq1z2h2eVWXy3e89PuaPhcUKje641RgXy2p6ZzjJKSSEGC8r9PTuddWq9WKIYj4j4tvw60NL+KPVvajUdBfg17bcAJX153Bd8dei2PJiYL9S2ee98pxLc58T/NdnzL3T/faBdwzzSf2zHuS7G3xfm9x9rUSsTMhTkRENH81k0QtNSmqNvefa9K1ErZs2VLysgMDA9qNb7Zt27ahqakJADA5OYmBgYGC67rmmmu0x8PDw3jllVfyLtvU1IRt27Zpz8+ePYuLFy/mXb6trQ3r16/XxV3oRnnTpk1obk73yTkzM4NEIlEwdofDod1sjo6O4tSpU3mXtdlsuOKKK7TnFy5cKFhuVq9ejc2bN2vPT548ifHx8bzLr1+/XlcT2ij2ZDKJoaEhAOlj09DQoD2u1HGyjZ2GI/5F3fIT13agaY1De3755ZfrbsqznTlzBmNj6Vo+FmUGbSNHC8Y+2NwOoB5A7nHavn27btmZmRnde9Ha2qp9blsMtjNZtxoXV27UnrdcOg3bzDgSCeMvzc3NzRgenu03L3v72ZTkJGZs6c+TLTkJcfR43mUTCavhccq3jYmJCZw8eVJ7vm7dOrReHEDT5NDs9oXZZMR4QyvGmtZpz/N9ntTtZR4nq9VqGEfmezrY3I6UkP481U+PofnS6Zzl1fc1+/OUeZyMjI6O4uzZs7PbffU45TPWtA7jDa0Z29V/nrL35eTJk5iYmAAANDQ06D67RuXmvHiV9rhxagQrx8+9up3ccqOeT1Xr1q3DqlWr8sZePzGoO07i6MsFaxWPjm7JOe8VKpfHj8+WwRUrVmDdunWG+wgAKYsNg82zfYWvmBhEIjFiuOz27dtzjtOGDRvQ2NiYs6y6vezjlO9coL6vmden7ONk/LrZ4555nIzM2Jogr5q9jhpdnzLfV1mWceHCBe159nkv+z0dWbERU/XpUeCzz3tG5cbhmD2nrlixAhs2bMgf+8yMLs2+YmJQdx7INlm3GsBW7bl6fcrcP4vFon0mBwcHddc7dbl85UZetSXnvJfvnLp9+3bdcWpubsbatWsNl20ZOZpznFaNv4KGaeP7iETCmnMfkXmcTqIdX07dAs/E99Ge1J8jGi0z8K7ux7n/cuPnVwVwYfXVhtvIPO+V4z6ibWQ2QZbv+pS5f5lKuY/ItND7vdOnT2v3JID+hwTe7y3sfi9Tpe/Li62fiIiI8quZ5vxEVJq1z3wOQkZCJ2Wpw5jrT0yMiIiIaH4uWkQ83HQXvt/4XowJK3Pmrxt9Hu+Ofxy3HPk32JKXTIiQiIiIiJaKmqmJWmpfqGoN1GIDUJkhs3aRkdOnT+Pmm28GkP5V+/LLLzdcLrMmQUNDg642TDEtLS1YvXp13vnZTQIvu+wyXc2DbNlN+jJ/LTeSGbvNZisae2atoVWrVs1pX9esWYPW1ta887P3dfPmzUWbd2UyiiWziZVaC1V9XJHjdOEIbMd+oJunuD6K1u36AaWKdS2h64pAsL1a07TA8kL+43Ts2LGCrx0aGtI+t1vekrsdJeu3ouEVGyFAgcNRl7MsAIyM6GvhFdv+5ttmj9OMtaHgvmZvUz1OxbahOnfuHFaunv2MDK3epmuKnVkrFcj/eVK3l3mcksmkYRyZ72nmcZqqW2m4r/ne18zjZCT7s6Mep7zLC4U/T9n7krmvk5OTuvlG5SbTRH0zJutWvbqd3P3L/jydO3cO58+fz7u+y2/TX4/kVVtRqDn/qlWzNT3V816pZebSpUs4duxYgX3Ux36psQ0OxzrDJY8dO5ZznM6cOWO4rLq97OOU7/Ohvq+Z5/js41RM5nEyoqD49Slze9n7mn3ey35PUxlNwrPPe0blJvP6pB6nQjLr5F5qbMN4g5h32ezznnp9ytyG2j0DkP+8l6/cZO6ret7L99nP3q+RkRGMjo4aLrvlLe05x2m0aT3GmoxrrjocdTnX1nzXp2NYhZ8K78S7mvrxxqYjunkWpHDDyYPYduFniF3/KRzZ8PuzTfgLXJ9Uf/7nf649ztfdjLaPHwlqj/NdnzL3TxdnCfcRmRZ6v5dZy7y9vV3XjJz3ewu738tU6fvyqampktdPREREejWTRJ1rUrTUpGsl5UuKGqmrq9Pd7OZjsVjm1A+b1Wqd0wAUhZp8GyklZpUgCHNafqnsq9YXXWafjZWK/eefATL7uaxbAevv/SWQta5i/XXpCILWFLIU2ftabFu6hK2l+HYUiw0K8r//2V+Miu5rZpJIsCAl5D9O2dtUj1Op72cqlULKYtMSUymLreA+59vHfNszmp53/Xn2Nd82C/XZZkQ9TqXK3m6h91RRFN38YuVGEaxan4mlnHOK7Wt2/4uZiXAjmZ8H9bxXaP+y+/VMJpMlfTbU2OZSbvLFkW97+aYbbTP7OBWTeZxKYXTOLrS97HkF39Os816xclOpfc3ehnq+y3feK6ncvHouKLXcFNpXo+0pFisUGO+r0TYLvY8XYcPXL96CJybacdfqJ7DRpk8eN0+cwnv7PobE+t2I3fB/MbTqCt38fNfivPtjcC4o9J5mn/eKlZvFvgeqq6vTzifF7it5v5dftcU+l3iIiIhIr2aa86tJ0WJ9o6rzq7EmKtGiOtkPPPOQftotfmBV/polRERES01iej3+cfDt+M7ojZixNOTMd7zSi48/9ma8+XefQt3MmAkREhEREVE1qpmaqC6XCwAgSVLB5dT5brd70WMiWqh777235GXvu+++/DMVBXjkr/XTGlqAW/90npERERFVrySs+NGlG3D63WHc/pu/xPbzP9PNt6WmcOtL/4rXnOjBo9f/A17Y+C6TIiUiIiKialEzNVH37NkDAAX75Muc7/F4FjkiolxWqxWbNm3Cpk2b5tQ8a8Fe+AEw8Lh+2ps/Aayovm4tal1KsGJkxUaMrNio65eQSJVKpXDmzBmcOXNmzt0oUO1gOUkbWnUFHrz1YXzbFcLFhsty5reMn8R7Dn8Me3/ZAZx70YQIzWPaPQkRERFRlaqZJKooilrt0lgsZriMJEmQJAl2uz1vTdRiSViihbBYLGhubkZzc/Oc+sRakOQ0EP0/+mktW4Gb/ZXZPs2NYMFU/WpM1a/W98dK9CpFUTA2NoaxsbGCg59QbWM5ySAIeO7yO3Bg96/wxBV/gqSQ21Cr/dxPgM++Pt1qY2LEYCXLjyn3JERERERVrKbuiEKhkO7/XOe3traitbUV4XC46LbUZCuTrlT1+r8IXNCPVAz33wB1jYaLExERLUdTdavx2Gv+Dp9/y09wbO2bchdIzQC/+Hfg33cAfZ8HkjOVD5KIiIiITFNTSVS73Y5oNIpIJILu7m7dPHVaKBQyrIUai8W0hGhPT0/RbUWjUe1xPB5fWOBUMxRFwfT0NKanpytTM2hiGPiv/fppm5zAa967+Num+VEUWFLTsKSm033ZEhmY64jNVJtYToxdaL4aD976ML6583MYadyUu8Cl88D3/icQehOQeLTyAVZIxe9JiIiIiKpczQwspXK73UgkEggGg3C5XLDb7ZBlGaIoor+/H06nM+/r3G43JElCIBDImS/LMtrb23XTRFEEAOzevVu3nlKSsFSbZmZmkEgkAAAOhwN1dXWLu8Gf/wtw6YJ+2ts+BbDZXtWyKDNoGzkKABhsbkdKWOQyQkuO1WrF9u3bAQDHjh1DMpk0NyCqSiwnRQgCXtj8bkiX7catL/4Lbj5yH6zKtH6ZV34HfOU9uKdlEx4edeJsssWcWBdJxe9JiIiIiKpczSVRgXSN1HxN9gvJrF2aTRRFDA0NLSQsosoaGgB+9Vn9tKvfAWx/gznxEBERVZlp2yr85Lq/xtNb74L/xN8DL3w/Z5kbGk7huvrT+On4Vfj+2A24pDSYECkRERERLTZWNyOqVT/+X8DMxOxzwQp4/s68eIiIiKrU0CoH8L6vAx/6DnDZ9TnzrYKC21a8gL9b8x3sbnoONrBmLxEREdFywyQqUS060gs8/z39tF0fB9ZeaU48RERES4H99wD/T4F3/Tuwcn3O7JWWKdyxOo6/XfMdvK4xAQEpE4IkIiIiosXAJCpRrZmZAn6Y1a/vijXAbf/LnHiIiIiWEosVcH0Y+NM48MY/x7SSezvdZr2EDzX/Cn/V9gNcX38CAAdmIiIiIlrqmEQlqjVPfBa48JJ+2u6/AZpazYmHiIhoKWpYDbj/Bn934V3om9hmuMgm2zDuFX+CPxejsNvOVThAIiIiIionJlGJasnIaeAn3fppm5zAjg+aEw8REdESN5hahc+PvBHdg7fjxancJv4AcEX9OfxF2yN47xMfxJqRFyocIRERERGVA5OoRLXkkb8Cpkb1097+T4CFpwIiIqKFODazFv8qu/Ef8ltwYlo0XOaqMz/E3Y+9Ee/s/2O0jh6pbIBEREREtCA2swMgolk2mw0Oh0N7XFYvRYFnHtJP2/EB4HJXebdDiyol2DDY3K49JsqWTCZx7Ngx7TGREZaTxSLgd1Ob8dzUJuxqOIZ3rvoN1lrHspZQcP2JCK478TCe3bIHj1/9Ccgr202KN79FvSchIiIiWoJ4R0RURQRBQF1dXdnXW48Z4Ht/rp/YKAK7/7bs26JFJghICeUvI7S8MClGpWA5WTwKBPx6sh3xya14Y9NL+IOVz2C1ZVK3jAUp3HD8QbzmRA9+u+VO/OLqT2B4xVaTIs61WPckREREREsV2/AS1YB3rnoaGH5ZP/FtnwJWrTMnICIiohowAyv+a/wa/M2Fd+P7Yzdg0rYqZxmLksRrX/4afLGbcftvPoHV4ydNiJSIiIiIimESlaiKpFIpjIyMYGRkBKlUqizr3GIbxFubntdP3P6mdFN+WnqUFOqnLqJ+6iKglKeM0PIiCAJWrlyJlStXQhAEs8OhKsVyUlkTSh2+P3YjPuuJ4xdX/g9MWVfmLGNVZrDj2Jfgj+3C7b/5BDB0rPKBZliMexIiIiKipYxJVKIqkkwmcerUKZw6daoszSwtSOH9q5+ARVBmJ1obgHf+K8AvzUuSRUmi+dJpNF86DYvCpriUy2KxYMOGDdiwYQMsHDSO8mA5McdEfRt+et3/xmc9/fjVFf8N09amnGVsqSnsOPYl4N+dwMN+4JXnDda0+Mp9T0JERES01PGumWgZ86z4HbbWDeonvvkvgLVXmBMQERERYbxhLf7rNX+Lz7r78WvHH2Pa0pi7kJIEnn4QuO91wMEPAKeerHygRERERKThwFJEy9Rm6xDesfK3umnnVl+NL6z6E6SenC76+k/u4GASREREi+lS43o8ev2n8GvHn+B1L/07bhr4EmypqaylFOC576b/HLvxz30WJKbXl7T+++67r/xBExEREdUo1kQlWoasSOJDzb+ETZjtwywFC354078hZak3MTIiIiLKNtq0EbEb9+N+dz9+7bgHU9YVxgsmevGJ1ij+XHwEN9SfgADFeDkiIiIiKjsmUYmWoT9Y+Qy21A3ppj1x5X/HqbadJkVERERExYw2bcSj1/8DPut5EnhzF9DYYrjcFfXncI/4E/yftu/ijY0voQ4zFY6UiIiIqPYwiUq0zGy1XcDtK57VTTs504KfX91lUkREREQ0F+MNa4C3/hXwP54Bdv8NsGKt4XKX2S7iruZf41Nrv4V3rHwaq4SJCkdKREREVDuYRCVaRhqEaXy0+XFYhdnmfUlFwJdHbkXS2mBiZERERDRnjc3Am/4c+B+/Bf6gG2jebLjYassk3rHyt/jU2m/hfaufwHrrSIUDJSIiIlr+OLAUUZWx2eb/sfSu6sNltou6aT8cux7HZ9qwdaGBUZUQkLLYtMdERmZm2LSXimM5WULqVwC3+AHXR/HFrj+Eu+k5XF4n5y4mJPGmpiN4U9MRPDO5CYd+9ENI698KCKXVm8geVHIh9yREREREyw3vjIiqSF1dHa644op5vXZnwzHc2iTppg1Mt+FHl64vR2hUJVIWGwab7WaHQVUsmUxiYGDA7DCoyrGcLFG2evx6wo5fT7Tj6rozcK94Dq9pOG246PUNp3D9r+7E4Eo74u0fx2+3vg+Tdc0lb0q9J7n33nvnFOJ99903p+WJiIiIlgomUYmWgTWWi3jf6l/rpo2nbPjcyBuRYq8dREREy4yAF6Y34oXhjdhkHcLuFc9jV+Mx2IRUzpJtYxLcz/wV3vzcP+KZLXvQ3343LjRfbULMREREREsbsytES5wFKXys5XE0WaZ10x+8eDPOJ1ebFBURERFVwqlkK75y8fX46wvvxo/GXoNLqXrD5eqTY3Ae+wI6H3sD7nz8vbjq1PdhSU0bLktEREREuVgTlaiKJJNJXLhwAQCwZs0aWK3Woq+5Y1Uc7XUXdNN+OW7H4cn2RYmRzCUoSayYGAQAXGpsgyIULyNUWywWC1pbWwEAQ0NDSKVya6YRsZwsP8OpFfjO2E340dj12NV4FG9Z8QI224YNl91+/qfYfv6nuNhwGZ7e9n48vfX9GF65TbeMek+yZs0alhEiIiIiMIlKVFVSqRQGB9MJstbW1qJJ1JsbjuK2FS/opp2dWY1DozsXLUYyl6Ck0DQ5BAAYbxCZRKUcgiBAFEUAgCzLpsZC1YvlZPmagg2PT1yJxyeuwBvesxcu6QFcdeYHsCjJnGVXT57FG178/3Dri/+Co+tvAxo+Alz9dsBap92TiKK47MsI+30lIiKiUjCJSrRUnX4adzU/oZs0pVjxuZE3YlKpy/MiIiIiqg0Cjq99A46vfQNWj5/EjqNfxE0DX8aKqQsGSyqwv/IocOhRYOV6YMf7gRvvMiFmIiIiourFPlGJlqJLg8DBD6Be0Ncq+cbFm3Fips2koIiIiKgaXWzajJ9e91f4z7f9Bt/b8R842VqgxcrYK8DP/wV19+3Clsf+G66dfhr1YN+pRERERKyJSrTUJGeAhz4OyAO6yT+9dCWemLCbFBQRERFVu6S1Ec9svRPPbL0T64afxU0DX8Frjh9C48yI4fIrzx7G23EYb22zIT6xFU9M2HFkej0UCBWOnIiIiMh8TKISLSWKAvzwL4HEo7rJ0vRa9Iy6TAqKiIiIlppzLa9B9MZP47Hr/g+uOfVdvHbgy9gy+IThso3CDG5tknBrk4TzyZX49UQ7npiw41xydYWjJiIiIjIPk6hES8mv7gP6Pq+bNJJqxIHhNyEJDjBEREREczNjW4Fntu7FM1v34pObjwD9XwJ+8w1gQjZcfq11DG9f+QzevvIZJKbW4lcTdjw5uRWXlIbKBk5ERERUYUyiEi0Vz38f+PFf6SZNKxbcL/8ehlMrTAqKiIiIlo311wJ/8GnA/TeYefbbmPjVF7DizBOwQDFc3FF/Ho7689ir9OG5qY3om9gGTF4EGlhDlYiIiJYfJlGJqoggCFi9erX2WHOiH3jobiDrS8yXRm7FsZm1FYyQzKbAgsm61dpjomyKomB0dFR7TGSE5YQKqmsCru/A8Lo3IXTgX2Ef68MtDQlssg0bLm4TUrih4SRuaDgJfOYK4Krbges7gCs96XXN0b333lvysvfdd9+c109EREQ0H0yiElURm82GzZs36ye+8hzwtTuA6Uv66W/9a8QflCoXHFUFxWLFxZUbzQ6DqlgqlcLZs2fNDoOqHMsJFaPekyReGUMC1yI6dg222Abxusaj2NV4DKssk8YvnJkAfvft9F/9auCadwDX3wHY3wLY6iu6D0RERETlxCQqUTUbOgZ85T3A+JB++k3vB970CeDBPzElLCIiIqo1Ao7PrMHx0TV4eHQHXlN/Crc0HsX1DSdRJ6SMXzJ1EXj6wfRfQwtw9e8D174LcOwG6tkVERERES0tTKISVauLZ4Ev/xFw8bR+umM38M5/BTKb+xMRERFVSBJWPD21BU9PbUGjMI3XNhyHq2EA19afhlXI0z3E5DDw9MH0n60JuGI3cO0fppv+N4kVjZ+IiIhoPphEJaoiMzMzOHnyJCzjF3B57z0Qho7qF9hyC7D3K2wOV8OE1AxaLqUT68MrNkKx8DROelarFRs2bAAAnDlzBslk0uSIqBqxnFAx6j3J5s2bC5aRCaUOT0zY8cSEHSuFCXzmo28CnnkIOPZzZPflPrvyceD576X/LDag/c3pGqpXvx1YvWHxdoqIiIhoAfjtm6iKKIqCqcHj2PrYn0AYOaafedn1wF0HgfqVpsRG1UGAAtvMuPaYw8GQkcbGRrNDoCWA5YQKURQF4+PjcyonY0ojPm39APDaD2DVVadx9anv4rqTD2PzUF/+F6VmgMSj6b/v/U9g4014x8oknpncjJdn2qCALW+IiIioOjCJSlRNRk5j66P3oOHiy/rpre3ABx4GmlrNiYuIiIhoDkabNqLf4UO/w4dV46dx1ekf4KrT38PWC7+ARSlQ8/n0U3jHSuAdK3+L4WQjnp3ahGemNuP5qY2YUOoqtwNEREREWZhEJaoWQwOwffXdEHISqNuBD38XWH2ZKWERERERLcRo00bE7R9H3P5xNE4N4sozP8ZVp7+HK8/9F5CczPu6FusEbm2ScGuThBnFgiPT6/HM5CY8O7UJZ5PNAGupEhERUQUxiUpUDc78FvjqHRBGz+qnt9mBD38PaNlsTlxEREREZTRR34bfbn0ffrv1ffjkdRPAkRjw3HeBl6LA5Eje19mEFK6pP4Nr6s+gA3EMJVfguakNwG8jgP0twMq1ldsJIiIiqklMohKZTfoJcPADOV8clDYHhI98H2jeaFJgRERERIuoYTXwmvek/5LTwMu/BF78Mc787MvYYMufUAWAVusl3NokAQ99PD1hw42A462A4zZgy+uAOvb5S0REROXFJCqRmX4bAb75x0BqWjd5ssUOywe+jTomUImIiKgWWOuA9jcD7W/G3397COusF3F9/Ulc33ASV9a9ApuQKvz6M0+n/x7/V0xbm3C87XUYWPcmvLzmDTgr3oiUpQ6f3ME+VYmIiGj+mEQlMkMqCTz6D8DP/yVn1qV1O3DiTd1oX73BhMCIiIiIzHcuuRqPjV+Dx8avQYMwjWvqzuCGhpO4rv4UROt4wdfWJcdhP/cY7OceAwBMWlfi5JpbgNE3AdvfCGzakU7aEhEREc0Bk6hElTYxDDx0N/DSIzmzlGvehYm3fgZrbQ2wWCwmBEfVThEsGGtapz0mypZKpXD+/HntMZERlhMqxmKxYP369Th//rzpZWRSqcNvprbgN1NbACjYYB3BtfWncW39aVy1Yhj1ybGCr29IjsH+yqNA76PpCXUrgC23ANvfAGx7I2xIYgbWxd8RIiIiWtKYRCWqpFeeAw5+ELjwUu68m30Qfv/TaLPwJp7yUwQrxhtazQ6DqpiiKBgeHjY7DKpyLCdUjNVqRVtbWxWWEwFnki04M96Cx8avwfaOz2Dz4GFsP/cTtL/yGDbKT0GAUngV05cA6bH0H4B/XmfB8Zk2SNPrIE2vhTS9DiOppgrsCxERES0lTKISVYKiAP1fAH60D5iZ0M+z2IA/6AZ2fdyc2IiIiIiWqJSlHsfXvgHH174BP7v2f6Fxagjbzv8M2879DFsu/ALrLr5QdB11Qgr2uvOw153Xpp1ProQ0vQ5HX02qnpwRkQJbgBAREdUyJlGJyujee+/NmdYkTOH9q5+As/Hl3BesWAPs+Uq6ORkRERERLchEfSte2PSHeGHTHwIAVkyew5YLv8TW84/DNfZL4JXflbSetdYxrLWO4ebGYwCAScWKgek1GJheAzzzcLpf1dbtgCAs0p4QERFRtWESlWgRXVd/Cu9f/QRarZdyZ264Ebjza4C4VZs0PT2NRCIBAHA4HKir46AHpGdJTaNt5CgAYLC5HSkLywjpWa1WbN++HQBw7NgxJJNJcwOiqsRyQsWo9yQOh2NJl5FLDeu0pKprRx0wdgEYeDz9d+znwNlngWLN/wE0CElcVf8Krqp/BYh8ND2xUUwnU9W/zU6geTMTq0RERMsUk6hEi6BJmETHqjhe3yQZzn/s0tW47eNRoK6xwpERERER1bCVa4Dr/jD9BwATw/h/n/wI7HXn0G47j/a682iyTJe2rglZ17dqev3r0gnVja9N/2C+4QbWWCUiIlommEQlKisFroYB3LEqDtE6njN3NFWPr468Dk9PbcETz1gB6G/S07UM0zU9vjM2jdSrXW99cgdrGxIRERGVXWMLnpvaiOemNgIABKSw0TqM9lf7SLXXncNltoulr2/sHPDSI+k/VUNzOpm64YZ0YvX6O/hDOhER0RLEJCpRuZx5Bv9DjKWbeRl4fmoDvjLyOgylVlY4MCIiIiIqhQILTiVbcSrZiscnrgQArBIm0F53HtvqLmCrbRD21ZNYMXWh9JVOjsx2IWCtB27cs0jRExER0WJiEpVooS6eAX7SDfR/AVfVp3Jmj6dseHjUhccnHADYlIuIiIhoKRlVGvHbqcvx26nLAQBbvf+K5vET2Cg/hQ2v/m2Un0Lj9HDxla2/FrCyhREREdFSxCQq0XyNDwGP/xvwq/uBmdym+wDwzOQmfOPizax9SkRERLRcCAJGVmzByIoteGHTu9LTFAXipWPYOPQkNshP4bLhZ3DZ8G/RND2kf+2GGysfLxEREZUFk6hEczX6CvBECPj1AWDSuMbBheRKRC668Jupy8Hap0RERETLnCBAXtkOeWU7nrv8velpioJPOs4BZ54Gzvw2/b/9zebGSURERPPGJCpRqS4kgF/8P+CprwPJScNFphQropeuwyNj12GaHy8iIiKi2iUIQMvm9N/Vf2B2NERERLRAzPIQFZKcAY5Egf4vpkdZVXL7PAUACFZgx/vxd4+MLKjpfkqwQl61RXtMlI1lhIpJpVI4efKk9pjICMsJFWO1WrFt2zacPHmSZYSIiIgITKISGRs6lq5xGv8KcPFU4WVf8x7gtv8NrL0CQz+6d2HbFSyYsTUtbB20vLGMUBGKomBiYsLsMKjKsZxQMRaLBU1NTSwnRERERK9iEpVINXwSePabwLMPAyf7Cy9rqQNeeydw658C666qTHxERERERERERGSKmkyiSpKEYDAISZIgiiJkWYbdbkcgEIDdbq/adVOZKUq6k/+Xfgy8+Ahw4tfFX9PQDOz8KHDLPUDzxkWIKQXbq/2tzlgbAMFS/m3Q0sYyQkUIgoCGhgYAwOTkJBRFMTkiqkYsJ1RMKpXC5OQkGhsbWUaIiIiIUINJ1FgsBq/Xi3379iEUCmnTI5EIHA4HQqEQfD5f1a2bykQ+Dgz8Ajj2M+BIDLh4urTXbXYBro8Ar3kv0LBq0cKzKEmIo8cBAIPN7UgxQUZZWEaoGIvFgs2bNwMAjh07hmQyaXJEVI1YTqiYZDKJgYEBbN68mWWEiIiICDWWRJVlGR6PBz6fD11dXbp5HR0dCAaD8Pv92LlzJ5xOZ9Wsm+ZpZgp45XfAqSeBl3+VTp4Ov1zyyy/Vt+G5TX+E32z/IF5puSE98XcAMI1P7qhblJCJiIiIiIiIiKj61FQStbOzEwAQCAQM5/t8PgQCAXi9XiQSiapZNxWhKMDYOeDcC8D5F9JN9E89lU6gJqfmtKoJWzNe3PROPLf5jzCw9k1IWZgsJSIiIiIiIiKqdTWTRJVlGZFIBADy9k0qiiKcTifi8Tji8XjJNUYXc930qlQy3fRePg4MHwfkAWDoGHDuReD8i8CEPP91t24Hrrwdhyy3YWDtm5C0NpQpaCIiIiIiIiIiWg5qJol66NAhAPmTnKq2tjYAwMGDB0tOdC7mupe1VBKYHAHGh4DRc+napGOv5D4eOZn+S82UZ7tNrcC2N6T/rvQAa64ABAHSk9PlWT8RERERERERES0rNZNE7e/vB5CuEVqImgiNx+NVse4lafQc0P9FYHIYmLwITIykk6XZ/6dGKxLOKzOrMTDThsT0erw0tR5nki1QBgQAz7z6l7a1898qEg8RERERERERES0tNZNEHRwcBDBbG7QYSZKqYt2ZTpw4UXD+8ePHtccvv/wypqeNa1ZarVZYLOkRvVOpVNHRVuvqZvsFTSaTSKVSeZcVBAG2kePAt/++4DoXg2JtAMTtUNraoay/Dl/6YR9OTDdjQqnTYkvv94Th60dOH4Nimf1ICEoy3d+qgaOiLb2vttnlZ2ZmMD4+nje+VCoFJWN9I6eP5SxjSc1AGDsFAJAv2aBY6wEAL79sNTxOmdvLnD+7r/r9y6Tb11QSgH5fj4qz8y0WC6xWK0ZH04lvq9VqtIsadV+Hz54AFCX9XhagCFacOFGvvTZzX4ze08z5FosFgiAAMH5PAQGKZTZe4dUazZn7l2lsbEx3nIrt6/CZlwHh1fdaSUFQ8n8+joo2w89ToXKTva8jpwe0MjIyZkEq4zhCEKAIs/EePWq8TnV72WXSaF8z31NFsAKvvtf59jXzfVX3dXR0VHecjCiKop1bhs+e0I5TXq/u64kT6W1kn++y39PMfc3+fBiVm3znAqNyIwiC9tkAUHRfR84M6I5TsX19eU2DFq+iKEXPNUC6mxlgtjwbfzbSsvf16FHjMj8+Pq47TkD+z4e2vawymW9f1fc18/o0NjaWcx7Llvn5GDkzkPecrVL39cSJOszMzOjKP6AvN8X2NeecKlgyzgX6855RubHZbFq5MTpnZxs+O3sPUOj69OoSOLGuUXum7mvm/lksFgwPDwNIv9czM7PHRt3XfOVGv6/pc0G+c+r4+HjR65NK3V6x65PqqGjTrk+Z2yuklGtxpszz3lyvxUbnAv32jK9Pquz3dD7XYq3cFLk+Aen3XT2nJpNJTE1N4eTJkxgeHsalS5dy7v/mdC3Ocy4ox7V45PSxkq5PmdvLvhYXKjdG54KC5abEa3Hm+hb1vjzrXvXUqVO650RERFQ6Qcn+BrFMeTwexGIxuN1uRKPRvMv5/X6Ew2GIooihoSHT152p0JdyIiIiIiKiUv3617/Grl27zA6DiIhoyShc7WEZUWuLFqM2yVdr8Zi9biIiIiIiIiIiIjJXzTTnXw4ym+sbmZiYwPPPP4/LLrsM69at0zXfoaXh9OnTuPnmmwGkawds3LjR5Iio2rCMUDEsI1QKlhMqhmVkeZqZmcG5c+cAADfccIPJ0RARES0tNZNlK7W/UrWWaLFBoiq17kyXX3550WWuuOKKea2bqs/GjRtLOuZUu1hGqBiWESoFywkVwzKyvGzfvt3sEIiIiJakmmnOP9fEZamJ0cVeNxEREREREREREZmrZpKoauKyWP+l6vz51ERdjHUTERERERERERGRuWomiepyuQAAkiQVXE6d73a7q2LdREREREREREREZK6aSaLu2bMHwGy/pPmo8z0eT1Wsm4iIiIiIiIiIiMxVM0lUURS1GqCxWMxwGUmSIEkS7HZ73tqiRonScq2bAPDgtQAAEYlJREFUiIiIiIiIiIiIqk/NJFEBIBQK6f7PdX5raytaW1sRDofLvm4iIiIiIiIiIiKqTjWVRLXb7YhGo4hEIuju7tbNU6eFQiHDmqKxWEyrhdrT01PWdRMREREREREREVH1EhRFUcwOotIkSUIwGERfXx/sdjtkWYYoiti3bx+cTmfe13k8HkiSVDAZOt91ExERERERERERUXWqySQqERERERERERERUalqqjk/ERERERERERER0VwxiUpERERERERERERUAJOoRERERERERERERAUwiUpERERERERERERUAJOoRERERERERERERAUwiUpERERERERERERUAJOoRERERERERERERAUwiUpERERERERERERUAJOoRERERERERERERAUwiUpkMkmS4Pf74fF44PV64fF44Pf7IUmS2aFRFeru7obD4TA7DKpCsVgMXq8XDocDgiDA5XLxXEI68Xhcu864XC64XC54vV7E43GzQ6MlwOFwsKwQERFRTWMSlchEsVgMLpcLDocD0WgUPT09iEaj8Hg8cDgcCIfDZodIVUCSJITDYbhcLgQCAQwODpodElWZQCCAYDCIffv2IZFIYGhoCH6/H+FwGA6HA4FAwOwQyWTd3d3Yv38/gsEgotEo+vv70dvbC0mStHMLUT7qDzK8/hAREVEtYxKVyCSyLMPj8WDPnj3o6urSzevo6EAwGITf72etjxoWi8XQ2toKr9eLRCKBvXv3mh0SVaFwOAxZlhGNRuF0OgEAoijC5/Ohv78fQDqBxh9lalckEsHhw4fR09MDu92uTRdFET09PQBYRii/WCzGskFEREQEQFAURTE7CKJa5PV6EYlEkEgkdF9qVbIso7W1FXa7HYlEwoQIqdrEYjF4PB6IooihoSGzw6EqIMsy2tvbC5YH9VwDAENDQxBFsULRUbXweDyIxWJwu92IRqM581tbWyHLMpxOp5Z4J1J5PB709fVpP9a43W6zQyIiIiIyBWuiEplAlmUtqWGUQAXSNYScTickSWJtVCIypCY2CvVVmFmDORaLVSo0qiJqv7ixWAyyLOfMV69DvNZQNr/fj2AwaHYYRERERFWBSVQiExw6dAhA/gSqqq2tDQBw8ODBRY+JiJYeNTkmSRJCoZDhMmoTfwA4fPhwReKi6hIIBLQuHoxqIquJ1WLXJKotkUhE+0GXiIiIiACb2QEQ1SK1uWSxZrWsHUREhWQ2q/V4PIbLGNU8pNri8/ng8/kM50mSpCXj/X5/JcOiKibLMkKhkGH3D0RERES1iklUIhOoo9uqNU2LUb/gEhFlstvtWn+o+X6U6evr0x7v2rWrEmHREqI21Xa73TmDHFLt6uzsZDN+IiIioixszk9kgrnWDFOTrkRE2URRLFirXR19XRRFdHR0VCgqqnbxeBx+vx+HDh1CMBhkjUPSRCIR7Nq1i834iYiIiLKwJiqRCUpNiqqJETbHJaL5iMfj2mBSBw4cMDkaqgZ+vx+SJGFwcBDxeBxdXV1MrpOGzfiJiIiI8mNNVCIiomXK6/UCSDfZZqKMAGgJsv7+fiiKAkmS4HA4tLJCta2zszPvIHVEREREtY5JVCITlNoXqloDtdgAVERE2dQah11dXezrkvLq6emB3W5HJBKBy+UyOxwyUTgchsfj0Qa1JCIiIiI9JlGJTDDXpGipSVciIiDdp2E4HEYwGOTgMFSU3+8HkO7+obu72+RoyAySJKGnpwc+n8/sUIiIiIiqFpOoRCZQk6LF+kZV57MmKhGVKhaLwev1oqenhzVQCUA6qR6JRPLOz6x5yL4wa5Pf79cGoSMiIiIiY0yiEplAbTIpSVLB5dT5brd70WMioqUvHo/D6/UiGo0a9oFa7JxDy08gEIDX64XX681byzTzh7pSBz6k5UOSJMRiMbS3t6O1tdXwT+1eyOPxaNPUQeuIiIiIagWTqEQm2LNnD4DZPk/zyfzSQkRUiCRJ8Hq96O3tNfzhJR6Pc8CYGpSZOE8kEobLZF6Ldu7cudghUZWx2+1QFAVDQ0N5/1TRaFSbxh94iYiIqNYwiUpkAlEUtS8f+WpySJIESZJgt9v5RYWICpJlWauB6nQ6DZeJxWLYtWtXhSMjs6k/wrndbgQCAcNlMpvwe73eisRFRERERLTU2MwOgKhWhUIhOBwOhEIhwySpWmOMNcdIpdYWK1aDmWqLLMtwuVzw+/2Ix+OIx+M5ywwODiIUCrHPwxq0Z88eBINBBAIBw1HXZVlGOBwGAPh8Pv5oRzl4zSEiIiJKYxKVyCR2ux3RaBQejwfd3d26AWAikQi6u7vzJlipNmXWFovH43lrHFJt2b17NyRJylvLMBPLTO0RRVG71nR0dMDv92vJVLULCCCdQOWPdmSkr69PexyNRnlfQkRERDVLUBRFMTsIolomSRKCwSD6+vpgt9shyzJEUcS+ffuY8Khxsiyjvb296HJut5s1DGtUOByG3+8vaVlRFHV9G1LtiUQiCIVCGBwc1K41O3fuhN/v5/WGcmQOKKUOPpb5vLe3l+WGiIiIagqTqEREREREREREREQFcGApIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiIiIiIiIiIiogKYRCUiIiIiIiIiIiIqgElUIiKqmHg8Dq/XC4fDAUEQdH8OhwNerxeSJOleI0kSWltbc5Y3em0sFis5llgsVnCdkUgEACDLctHtF3q9EUmS4Pf7tffB4XDA7/dDkiTIsgyHw4FAIKAtb/R+FftrbW0t6Xi0trbO6X0rh7nuf+b739rainA4rFtfOBw2LBPlYvb2iYiIiIjIfEyiEhFRRcTjcbhcLkQiES1RKooiRFEEkE6sRSIROByOnESq3W7XllOfZ/6pr/V4PLrkWyFtbW26dahEUcy7vXzbz/xTXxeNRg23Gw6H4XA4EA6HIUkSRFGEJEna9N27d0OSJMTjce19U9+P7G3liwdIJ3+z38dsnZ2dkGVZ21YlzHX/AWDnzp3a+yrLcs4xVo+lKvv9WSizt09ERERERFVAISIiqgC3260AUOx2u9Lf358zv7+/XxFFUQGg+Hw+w/nq642EQiEFgAJAiUaj846vp6cn7zLq+gvp6urKuw+ZMfp8PmVoaEibFwwGtXkAFLfbrShK/v0eGhrKG486PZFI5I0zM5ZgMFhwn8plPvuvSiQSCgCtjBgdY5/PpwDQrbdczN4+ERERERGZizVRiYioItQm46FQCE6nM2e+0+lEMBjULTsXPp9Pe32ptVEXw5o1awyny7IMv98PAOjq6kIoFNLVdu3q6kJPT09ZY2lrazOc3t3drcVSKeXa/z179gBA2d+rUpm9fSIiIiIiMgeTqEREtOgym5W73e68y6nzijVDz6ejowMAKto8PZvb7Ybb7YbX69VN379/vzZfTfZm6+joyEkwO51OuN3uOSU9fT4fOjo6dElKAPD7/RAEQUsyZ89fTPPd/2yiKKKjoyOnX9JKMXv7RERERERkDiZRiYho0cmyXNJymf1Ilvoao+1UMjmYzel0IhqN6pLFsiyju7sbAPImEFV79+7NmRaNRtHV1VVyDKFQyLCmpMPhgNPphM/nQyKRKJjQLqeF7n82NaFcaPCuxWT29omIiIiIqPJsZgdARETL3+DgIACUNNiOKIqQZRmDg4NzToaqtR3VJteVEg6HIcty3kTnoUOHAKQTrMVqWqoJzuyarOXQ1dU1p2RsuZR7/91uN0RRRCgU0mofV5LZ2yciIiIiospjEpWIiJY8SZIQCAQQiURgt9uL1nYsN7Vmos/nM0z89vf3A0iP8l6MmpxbThZj//fs2aMlr82oeWz29omIiIiIqLLYnJ+IiCpmLsmmfM35JUmCw+HQ/lpbW+FwOBCJRODz+dDf37/oSa3M7TscjqLLq328lrLscrQY+68mrtVarpVm9vaJiIiIiKiymEQlIqIlR5Ik7S8z2To4ODjvQanmu/1StjeX7gyWo8XYf6fTCbvdblqtXbO3T0RERERElcUkKhERLSl2ux2Kouj+hoaG0NPTg1gsBpfLhVgstqgxZG+/mLa2NgCoSIK3Gi3W/nd0dCAej5v2vpq9fSIiIiIiqhwmUYmIqGLyNdE3Mpcm+aIooqOjA729vQAAr9c7p20tlM/n0wYbMqLWwEwkEhWLqZos1v6rTeojkUhZ17tUtk9ERERERJXDJCoREVWVhSQ/nU4n3G43ZFmuaF+VoVAI0Wg073yXywUA6OvrK2l9sVisokngxbZY+2+32+F0Ok1rUm/29omIiIiIqHKYRCUiokWnNudW+8bMJzNxpr5mrpxOJ4DZEeHNIEmSrkuBPXv2AADi8Tji8XjB14bDYXg8HnR2di5qjJW0mPvv9/shSVLR9S4Ws7dPRERERESVwSQqEREtOrWZuyzLBWsYZiZZ59KcP5O6/uzXx2IxeL3evP2lFkvwzoXX64XH49ESa6IooqurCwAQCAQKvlat0bqcBqFazP1XE7QHDx5cQITzZ/b2iYiIiIioMphEJSKiRZeZECs06JM6b74JRFmWEQ6HAQC7du3SzQsGg4hEInmTeGrCU63JuhBqIjczMbtv3z4A6X3s7u42fJ0kSVr/mnv37l1wHNVksfZfFEW43W7tuFea2dsnIiIiIqLKYBKViIgqwu12AwA6OzsNmz7HYjEtwakuOxexWEzre9PpdKKjo0M3X03MyrKs274sy/B4PNoyi1UDVBRFre/MQCAAv9+vq5UbiUS0+H0+X1mSudVkMfdfXVcl+8Gtpu0TEREREdHiExRFUcwOgoiIlr94PK4lyVSZzfwzJRIJXdJz9+7dkCRJWy470SlJkvbYbrcjGo3mLCPLMtrb23XN/dva2rTXiqKI/v5+w9d5vV5IkqQtWyzRqi4XjUZzEsLhcFgb1V3dbub++3y+ggMVBQIBrbZmdjwdHR0IBoN5X5tdEzdz39U+aEVRxIEDBxYtiTuf/fd4PNr7L4oi7HY7gsGg7r0VBEF7PDQ0NO/uIIyYvX0iIiIiIjKfzewAiIioNjidTvT392P//v2Ix+O6pCgwO9L5vn37dEnKwcHBnGUzk6aZ63e73XmTiKIo4ujRowiHwzh48KCWFCv2OiA9qnyx7Rttb+fOnTnTfT6ftr1YLAZJknT7Xix5mZnMzY6nWFxGrwVy+6otZ/+w2eaz/5nvv1qTODvxHgwGEQgEYLfby57ANHv7RERERERkPtZEJSIiopIUGhQsU7UmEZd6/EREREREZB7WRCUiIqKCJEmCw+GY02uqqUn7Uo+fiIiIiIjMx4GliIiIqKi5JBQXa3CuhVjq8RMRERERkbnYnJ+IiIiIiIiIiIioANZEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAphEJSIiIiIiIiIiIiqASVQiIiIiIiIiIiKiAv5/W6JeJWQac4gAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 700x300 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 287,
       "width": 680
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Import model\n",
    "from scapy.sdg import SyntheticDataGenerator\n",
    "\n",
    "# Define feature to simulate\n",
    "feature = 'OBJECT1_CN_N'\n",
    "\n",
    "# Set column name to study and remove outliers. \n",
    "data = dft_firstCDM[feature].dropna().to_numpy()\n",
    "\n",
    "# Get the filename of filepath where the parameters are saved.\n",
    "filename = f'SDG-{feature}'\n",
    "filepath = os.path.join(cwd, 'models','parameters', 'sdg', filename + '.pkl')\n",
    "\n",
    "# Get synthetic object\n",
    "model = SyntheticDataGenerator(data = data, filepath = filepath)\n",
    "\n",
    "# Print Synthetic Data Generator model\n",
    "print(model)\n",
    "\n",
    "# Plot feature\n",
    "model.plot_histogram(figsize = (7, 3), \n",
    "                     xlabel = r'\\texttt{' + feature + '}',\n",
    "                     show_stats = True)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.16"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}