ts-explore-by-site-stream.ipynb

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    "tags": []
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   "outputs": [],
   "source": [
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import geopandas as gpd\n",
    "import pandas as pd\n",
    "from distmetrics import compute_mahalonobis_dist_2d\n",
    "import matplotlib.pyplot as plt\n",
    "import warnings\n",
    "import numpy as np\n",
    "import concurrent.futures\n",
    "import rasterio\n",
    "from pyproj import Transformer\n",
    "from rasterio.crs import CRS\n",
    "from tqdm import tqdm\n",
    "from pathlib import Path\n",
    "from val_io import get_burst_time_series_around_point"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Parameters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": [
     "parameters"
    ]
   },
   "outputs": [],
   "source": [
    "SITE_ID = 263 #95\n",
    "IDX_BURST = 1 # should be 0 or 1 though 1 will not always work if there is only 1 burst for a site.\n",
    "LOOKBACK_LENGTH_DAYS = 365 \n",
    "LOOKBACK_WINDOW = 5\n",
    "N_WORKERS_IO = 10"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Explore Sites - Interactive - Optional"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
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   "outputs": [
    {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>site_id</th>\n",
       "      <th>change_label</th>\n",
       "      <th>change_type</th>\n",
       "      <th>change_time</th>\n",
       "      <th>last_observation_time</th>\n",
       "      <th>mgrs_tile_id</th>\n",
       "      <th>jpl_burst_id</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4</td>\n",
       "      <td>VLmaj</td>\n",
       "      <td>Fire</td>\n",
       "      <td>2021-11-07</td>\n",
       "      <td>2021-11-02</td>\n",
       "      <td>34NCL</td>\n",
       "      <td>T036-076228-IW3</td>\n",
       "      <td>POINT (19.33289 4.5749)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>13</td>\n",
       "      <td>VLmaj</td>\n",
       "      <td>Crop cycle change</td>\n",
       "      <td>2021-10-03</td>\n",
       "      <td>NaT</td>\n",
       "      <td>39STR</td>\n",
       "      <td>T108-230715-IW2</td>\n",
       "      <td>POINT (48.77698 31.7549)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>13</td>\n",
       "      <td>VLmaj</td>\n",
       "      <td>Crop cycle change</td>\n",
       "      <td>2021-10-03</td>\n",
       "      <td>NaT</td>\n",
       "      <td>39STR</td>\n",
       "      <td>T101-214979-IW1</td>\n",
       "      <td>POINT (48.77698 31.7549)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>22</td>\n",
       "      <td>VLmin</td>\n",
       "      <td>Natural browning</td>\n",
       "      <td>2021-12-19</td>\n",
       "      <td>2021-12-12</td>\n",
       "      <td>37SBV</td>\n",
       "      <td>T014-028130-IW2</td>\n",
       "      <td>POINT (36.61178 35.52891)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>22</td>\n",
       "      <td>VLmin</td>\n",
       "      <td>Natural browning</td>\n",
       "      <td>2021-12-19</td>\n",
       "      <td>2021-12-12</td>\n",
       "      <td>37SBV</td>\n",
       "      <td>T021-043823-IW2</td>\n",
       "      <td>POINT (36.61178 35.52891)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   site_id change_label        change_type change_time last_observation_time  \\\n",
       "0        4        VLmaj               Fire  2021-11-07            2021-11-02   \n",
       "1       13        VLmaj  Crop cycle change  2021-10-03                   NaT   \n",
       "2       13        VLmaj  Crop cycle change  2021-10-03                   NaT   \n",
       "3       22        VLmin   Natural browning  2021-12-19            2021-12-12   \n",
       "4       22        VLmin   Natural browning  2021-12-19            2021-12-12   \n",
       "\n",
       "  mgrs_tile_id     jpl_burst_id                   geometry  \n",
       "0        34NCL  T036-076228-IW3    POINT (19.33289 4.5749)  \n",
       "1        39STR  T108-230715-IW2   POINT (48.77698 31.7549)  \n",
       "2        39STR  T101-214979-IW1   POINT (48.77698 31.7549)  \n",
       "3        37SBV  T014-028130-IW2  POINT (36.61178 35.52891)  \n",
       "4        37SBV  T021-043823-IW2  POINT (36.61178 35.52891)  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_sites = gpd.read_file('data/val_sites_subset.geojson')\n",
    "df_sites.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "#df_sites.drop(columns=['change_time', 'last_observation_time']).explore(categorical=True, column='change_type', legend=True, marker_kwds={'radius':10})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
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   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>site_id</th>\n",
       "      <th>change_label</th>\n",
       "      <th>change_type</th>\n",
       "      <th>change_time</th>\n",
       "      <th>last_observation_time</th>\n",
       "      <th>mgrs_tile_id</th>\n",
       "      <th>jpl_burst_id</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>263</td>\n",
       "      <td>noChange</td>\n",
       "      <td>No Change</td>\n",
       "      <td>NaT</td>\n",
       "      <td>NaT</td>\n",
       "      <td>38SPF</td>\n",
       "      <td>T174-371805-IW3</td>\n",
       "      <td>POINT (47.09363 36.71457)</td>\n",
       "    </tr>\n",
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      "text/plain": [
       "   site_id change_label change_type change_time last_observation_time  \\\n",
       "0      263     noChange   No Change         NaT                   NaT   \n",
       "\n",
       "  mgrs_tile_id     jpl_burst_id                   geometry  \n",
       "0        38SPF  T174-371805-IW3  POINT (47.09363 36.71457)  "
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     "execution_count": 6,
     "metadata": {},
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   ],
   "source": [
    "df_site = df_sites[df_sites.site_id == SITE_ID].reset_index(drop=True)\n",
    "df_site"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Bursts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
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   "outputs": [
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       "      <th></th>\n",
       "      <th>jpl_burst_id</th>\n",
       "      <th>geometry</th>\n",
       "      <th>n_acquisitions</th>\n",
       "      <th>site_id</th>\n",
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       "      <th>0</th>\n",
       "      <td>T005-008692-IW2</td>\n",
       "      <td>POLYGON ((-97.21446 17.86505, -97.21446 17.864...</td>\n",
       "      <td>104</td>\n",
       "      <td>72</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>T008-015865-IW2</td>\n",
       "      <td>POLYGON ((-1.50129 41.44183, -1.5013 41.44156,...</td>\n",
       "      <td>101</td>\n",
       "      <td>150</td>\n",
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       "      <th>2</th>\n",
       "      <td>T012-024584-IW1</td>\n",
       "      <td>POLYGON ((-103.78409 20.20832, -103.78409 20.2...</td>\n",
       "      <td>101</td>\n",
       "      <td>34</td>\n",
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       "      <th>3</th>\n",
       "      <td>T014-028130-IW2</td>\n",
       "      <td>POLYGON ((37.01648 35.59545, 37.01649 35.59518...</td>\n",
       "      <td>100</td>\n",
       "      <td>22</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>T014-028131-IW2</td>\n",
       "      <td>POLYGON ((36.98085 35.76145, 36.98085 35.76118...</td>\n",
       "      <td>38</td>\n",
       "      <td>22</td>\n",
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      "text/plain": [
       "      jpl_burst_id                                           geometry  \\\n",
       "0  T005-008692-IW2  POLYGON ((-97.21446 17.86505, -97.21446 17.864...   \n",
       "1  T008-015865-IW2  POLYGON ((-1.50129 41.44183, -1.5013 41.44156,...   \n",
       "2  T012-024584-IW1  POLYGON ((-103.78409 20.20832, -103.78409 20.2...   \n",
       "3  T014-028130-IW2  POLYGON ((37.01648 35.59545, 37.01649 35.59518...   \n",
       "4  T014-028131-IW2  POLYGON ((36.98085 35.76145, 36.98085 35.76118...   \n",
       "\n",
       "   n_acquisitions  site_id  \n",
       "0             104       72  \n",
       "1             101      150  \n",
       "2             101       34  \n",
       "3             100       22  \n",
       "4              38       22  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_val_bursts = gpd.read_parquet('data/validation_bursts_v1_coverage_updated.parquet')\n",
    "df_val_bursts.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
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   "outputs": [
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>jpl_burst_id</th>\n",
       "      <th>geometry</th>\n",
       "      <th>n_acquisitions</th>\n",
       "      <th>site_id</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>T174-371805-IW3</td>\n",
       "      <td>POLYGON ((47.93061 36.85521, 47.9306 36.85494,...</td>\n",
       "      <td>102</td>\n",
       "      <td>263</td>\n",
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       "      <th>1</th>\n",
       "      <td>T174-371806-IW2</td>\n",
       "      <td>POLYGON ((47.06043 36.84969, 47.06042 36.84942...</td>\n",
       "      <td>102</td>\n",
       "      <td>263</td>\n",
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      "text/plain": [
       "      jpl_burst_id                                           geometry  \\\n",
       "0  T174-371805-IW3  POLYGON ((47.93061 36.85521, 47.9306 36.85494,...   \n",
       "1  T174-371806-IW2  POLYGON ((47.06043 36.84969, 47.06042 36.84942...   \n",
       "\n",
       "   n_acquisitions  site_id  \n",
       "0             102      263  \n",
       "1             102      263  "
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_bursts_for_site = df_val_bursts[df_val_bursts.site_id == SITE_ID].reset_index(drop=True)\n",
    "df_bursts_for_site.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# RTC Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "BURST_ID = df_bursts_for_site.iloc[IDX_BURST].jpl_burst_id"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
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    "tags": []
   },
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>rtc_s1_id</th>\n",
       "      <th>input_slc_id</th>\n",
       "      <th>jpl_burst_id</th>\n",
       "      <th>bursts_per_slc_input</th>\n",
       "      <th>rtc_s1_vv_url</th>\n",
       "      <th>rtc_s1_vh_url</th>\n",
       "      <th>rtc_s1_h5_url</th>\n",
       "      <th>acq_datetime</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>OPERA_L2_RTC-S1_T174-371806-IW2_20201003T14521...</td>\n",
       "      <td>S1B_IW_SLC__1SDV_20201003T145212_20201003T1452...</td>\n",
       "      <td>T174-371806-IW2</td>\n",
       "      <td>17</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>2020-10-03 14:52:12</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>OPERA_L2_RTC-S1_T174-371806-IW2_20201009T14525...</td>\n",
       "      <td>S1A_IW_SLC__1SDV_20201009T145256_20201009T1453...</td>\n",
       "      <td>T174-371806-IW2</td>\n",
       "      <td>27</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>2020-10-09 14:52:56</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>OPERA_L2_RTC-S1_T174-371806-IW2_20201015T14521...</td>\n",
       "      <td>S1B_IW_SLC__1SDV_20201015T145212_20201015T1452...</td>\n",
       "      <td>T174-371806-IW2</td>\n",
       "      <td>17</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>2020-10-15 14:52:12</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>OPERA_L2_RTC-S1_T174-371806-IW2_20201021T14525...</td>\n",
       "      <td>S1A_IW_SLC__1SDV_20201021T145255_20201021T1453...</td>\n",
       "      <td>T174-371806-IW2</td>\n",
       "      <td>27</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>2020-10-21 14:52:55</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>OPERA_L2_RTC-S1_T174-371806-IW2_20201027T14521...</td>\n",
       "      <td>S1B_IW_SLC__1SDV_20201027T145212_20201027T1452...</td>\n",
       "      <td>T174-371806-IW2</td>\n",
       "      <td>17</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>https://opera-pst-rs-pop1.s3.us-west-2.amazona...</td>\n",
       "      <td>2020-10-27 14:52:12</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                           rtc_s1_id  \\\n",
       "0  OPERA_L2_RTC-S1_T174-371806-IW2_20201003T14521...   \n",
       "1  OPERA_L2_RTC-S1_T174-371806-IW2_20201009T14525...   \n",
       "2  OPERA_L2_RTC-S1_T174-371806-IW2_20201015T14521...   \n",
       "3  OPERA_L2_RTC-S1_T174-371806-IW2_20201021T14525...   \n",
       "4  OPERA_L2_RTC-S1_T174-371806-IW2_20201027T14521...   \n",
       "\n",
       "                                        input_slc_id     jpl_burst_id  \\\n",
       "0  S1B_IW_SLC__1SDV_20201003T145212_20201003T1452...  T174-371806-IW2   \n",
       "1  S1A_IW_SLC__1SDV_20201009T145256_20201009T1453...  T174-371806-IW2   \n",
       "2  S1B_IW_SLC__1SDV_20201015T145212_20201015T1452...  T174-371806-IW2   \n",
       "3  S1A_IW_SLC__1SDV_20201021T145255_20201021T1453...  T174-371806-IW2   \n",
       "4  S1B_IW_SLC__1SDV_20201027T145212_20201027T1452...  T174-371806-IW2   \n",
       "\n",
       "   bursts_per_slc_input                                      rtc_s1_vv_url  \\\n",
       "0                    17  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "1                    27  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "2                    17  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "3                    27  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "4                    17  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "\n",
       "                                       rtc_s1_vh_url  \\\n",
       "0  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "1  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "2  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "3  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "4  https://opera-pst-rs-pop1.s3.us-west-2.amazona...   \n",
       "\n",
       "                                       rtc_s1_h5_url        acq_datetime  \n",
       "0  https://opera-pst-rs-pop1.s3.us-west-2.amazona... 2020-10-03 14:52:12  \n",
       "1  https://opera-pst-rs-pop1.s3.us-west-2.amazona... 2020-10-09 14:52:56  \n",
       "2  https://opera-pst-rs-pop1.s3.us-west-2.amazona... 2020-10-15 14:52:12  \n",
       "3  https://opera-pst-rs-pop1.s3.us-west-2.amazona... 2020-10-21 14:52:55  \n",
       "4  https://opera-pst-rs-pop1.s3.us-west-2.amazona... 2020-10-27 14:52:12  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_rtc = pd.read_json('data/rtc_s1_table.json.zip')\n",
    "df_rtc_ts = df_rtc[df_rtc.jpl_burst_id == BURST_ID].reset_index(drop=True)\n",
    "df_rtc_ts['acq_datetime'] = pd.to_datetime(df_rtc_ts['acq_datetime'])\n",
    "df_rtc_ts.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Load Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "geo = df_site.geometry[0]\n",
    "lon, lat = geo.x, geo.y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Exception occurred, terminating ... :   0%|                                                                                                                                                 | 0/102 [00:01<?, ?it/s]\n",
      "100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 102/102 [00:17<00:00,  3.87it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 341 ms, sys: 227 ms, total: 568 ms\n",
      "Wall time: 30.3 s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "vv_arrs = get_burst_time_series_around_point(df_rtc_ts.rtc_s1_vv_url.tolist(), lon, lat, window_size=3, n_workers=N_WORKERS_IO)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 102/102 [00:15<00:00,  5.99it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 226 ms, sys: 121 ms, total: 347 ms\n",
      "Wall time: 16.4 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "vh_arrs = get_burst_time_series_around_point(df_rtc_ts.rtc_s1_vh_url.tolist(), lon, lat, n_workers=N_WORKERS_IO)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "POL_RATIO_PLOT = False"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "vh_c = [vh[1, 1] for vh in vh_arrs]\n",
    "vv_c = [vv[1, 1] for vv in vv_arrs]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 2500x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots(figsize=(25, 5))\n",
    "ax1.plot(df_rtc_ts['acq_datetime'], vv_c, marker='o', color='tab:blue', label='vv_avg')\n",
    "ax1.set_xlabel('Datetime')\n",
    "ax1.set_ylabel('vv_avg', color='tab:blue')\n",
    "ax1.tick_params(axis='y', labelcolor='tab:blue')\n",
    "ax2 = ax1.twinx()\n",
    "ax2.plot(df_rtc_ts['acq_datetime'], vh_c, marker='v', color='tab:brown', label='vh center')\n",
    "ax2.set_ylabel('vh_avg', color='tab:brown')\n",
    "ax2.tick_params(axis='y', labelcolor='tab:brown')\n",
    "if POL_RATIO_PLOT:\n",
    "    ax3 = ax1.twinx()\n",
    "    ax3.spines['right'].set_position(('outward', 60))  \n",
    "    ax3.plot(df_rtc_ts_wind['datetime'], df_rtc_ts_wind['vv/vh_avg'], marker='P', color='tab:purple', label='vv/vh_avg')\n",
    "    ax3.set_ylabel('vv/vh_avg', color='tab:purple')\n",
    "    ax3.tick_params(axis='y', labelcolor='tab:purple')\n",
    "\n",
    "change_type = df_site.change_type.iloc[0]\n",
    "plt.title(f'Change type {change_type}; {BURST_ID=}; {SITE_ID=}')\n",
    "with warnings.catch_warnings():\n",
    "    warnings.simplefilter(\"ignore\", category=UserWarning)\n",
    "    ax1.set_xticks(df_rtc_ts['acq_datetime'].tolist())\n",
    "    ax1.set_xticklabels(df_rtc_ts['acq_datetime'].tolist(), rotation=90)\n",
    "\n",
    "ax1.grid(True)\n",
    "\n",
    "last_observed_time = df_site['last_observation_time'][0]\n",
    "\n",
    "if not isinstance(last_observed_time, type(pd.NaT)):\n",
    "    ax1.axvline(x=last_observed_time, color='b', linestyle='--', label=f'Last observation time ({last_observed_time})')\n",
    "ax2.legend(loc='upper left')\n",
    "\n",
    "change_time = df_site['change_time'][0]\n",
    "if not isinstance(change_time, type(pd.NaT)):\n",
    "    ax1.axvline(x=change_time, color='r', linestyle='--', label=f'Change time ({change_time})')\n",
    "ax1.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "- Change \"accuracy\" - take 1 - if first changed observation occurs after \"last_observation_time\" and within 1 acquisition after \"change_time\" then that is \"perfect\" accuracy.\n",
    "- Change \"accuracy\" - take 2 - relaxed - if first changed observation occurs after last observation time or within a set time frame that is user defined.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# df_site.drop(columns=['change_time', 'last_observation_time']).explore(categorical=True, column='change_type', legend=True, marker_kwds={'radius':10})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Mahalanobis 1d Distance Running"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "from distmetrics import compute_mahalonobis_dist_2d, compute_mahalonobis_dist_1d\n",
    "import numpy as np\n",
    "from tqdm import tqdm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "  0%|                                                                                                                                                                                       | 0/102 [00:00<?, ?it/s]WARNING: nan_treatment='interpolate', however, NaN values detected post convolution. A contiguous region of NaN values, larger than the kernel size, are present in the input array. Increase the kernel size to avoid this. [astropy.convolution.convolve]\n",
      "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 102/102 [00:00<00:00, 5305.69it/s]\n"
     ]
    }
   ],
   "source": [
    "def window_mahalanobis_1d_running(window_data: list[np.ndarray], n_pre_img: int = 5):\n",
    "    N = len(window_data)\n",
    "    dists = [compute_mahalonobis_dist_1d(window_data[k- n_pre_img : k ], window_data[k]) if k > n_pre_img else None for k in tqdm(range(N))]\n",
    "    return dists\n",
    "dist_objs = window_mahalanobis_1d_running(vv_arrs)\n",
    "dist_vals = [d_obj.dist[1, 1] if d_obj is not None else np.nan for d_obj in dist_objs]\n",
    "dist_dts = [df_rtc_ts['acq_datetime'].tolist()[k] for (k, d_obj) in enumerate(dist_objs) if d_obj is not None]\n",
    "dist_plot = [dist_obj.dist[1, 1] for dist_obj in dist_objs if dist_obj is not None]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.LineCollection at 0x37421f0b0>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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m8XvzqtwW3+3O92NDQYqzWXB8JKipmah8XrcuzPH/W0l618vWy+d169neCf22eyTnzw8AAM4v6Tv1999//4KP4/G4HnroIR04cGDB52+55RZnVgYAAM4rEF68EJMJex5hocTOHx8OLhvd6/d5makLYEVYatRIjdX5PjVDzDkAAIXCjp3f3Fqd0+ftavbL5ZImpmc1GowkxorBGftOjUuStrXXqcyT+762pmqfbruiU//6xEl9/ZFuvWxjc87XAAAAlpf0nfpbb731nM+9//3vX/Cxy+VSLBZL+sm/9rWv6Wtf+5pOnDghSdq6das+85nP6Oabb076MQAAWMnmYuc957kyeY1+q/heAJ3vx4eDuuHOh8973a7br6cAD6CkzcbiikTjkiT/ObHzVuc7sfMAABSEYDiqvvFpSbmPna8o86i9vlK9Y9PqHg5SfHeYPe8915Hz8/3xKzbo3588qUePDOn50xPauqYub2sBAADnSvp4XjweP++PVArvktTR0aH//b//t3bv3q3du3frla98pd7whjfo+eefT/k3AgDASrRUF2Qm7JszwwXQ+b5cx3s61wFAsbIj5yWpqvzs2Hmz8z0QjioeJ14WAIB8OzpoRs631PjUYB1uzqUNdvT8IHPfnWbPe9+ex+L72qYqvfbSNZKkbz7anbd1AACAxSV9p/6+++7TLbfcIrfbuTid17/+9Qs+/tznPqevfe1reuKJJ7R161bHngfpC0WWLma4XS5VlHmyfu10JCZDi99EdMmlyvL0rp2ZjSm+zOyr+Tc183VtZZlHLpdLkhSOxhRb5mZqKtdWeD1yu81rI9G4ovG4I9f6vB550rh2NhbXbGzpa8s9bnmtKK9Uro3G4oosc22Zx52ICEvl2ljcUDi69GEjr9utcm/q18bjhmYcutbjdsnnNf++G4ah6Vlnrs3Vv3v2iOSurSzzJIrO5V73sn9uqewRjX6ziDMajBTEHpEK9gj2CPaIObyOMJXK64jhKfNAVJnbpWg8rmgknri2xup8NwxpYGpGdVYxfqnHZY/IbI+YWeb3ON/MbGzJtbBHpH4te4SJ1xG5vZbXEewR6e4Rh05PSpI2tvgX/TuX7T1iY4tfjx4Z0gv9k0v+nWePSP3aSDSuQ2fM/7c7O+vzuke8/9oN+vH+0/rx/tP6wPWb1NFYueS1qTxusteyR5h4HZH6taW8R/A6Yg57hCnZPeLsA/Yofkn/H33zm9+s5uZmvetd79If/uEf6qKLLnJ0IbFYTHfffbeCwaCuvvrqRa8Jh8MKh+e68CYnJx1dA8615TM/X/LXbriwRXf94UsSH1/+N79c8hvgVV2N+sH75/6/XvP5XRpdIs740o463f/BaxIf3/ilRxJRXWe7oLVaD370usTHt3z18cTp4rO111fq13/5ysTHt33jt3q2d2LRaxv95dr76ZsSH7/rO0/pyeOji15bWebRob95TeLjP/23Pdp1eGjRayXpxP9+beLnH/3PffrZc/1LXnvwr1+d2Hg/de8B3bO3d8lr9/y/Nya6Vf/2J4f0r0+cXPLaxz5+gzobqyRJd/7i8LKnZH/xkWsTEWn/sOtFfeWho0te+6MPvDxx8veuXx/XHf/9wpLX/scfv1RXb2wyf/7UKX3mR0snXnzn3VfolRe1SZLue6ZP//O/nl3y2n94+2V67aWrJUk/f35AH/je3iWv/f/efKneckWnJOnRo0N6z3d3L3ntX79hq9559XpJ0lPHR/W2bz2x5LWfvPkivf+6jZKkA30TesM//HrJa//iVRfoIzdtliS9OBTQ73z50SWvfd+1G/Sp/3GxJKlvfFqv+MKuJa/9g5eu09/cuk2SWUC9/G9/ueS1v3tZh75423ZJ0vRsbNl/9//jklX6x3dcnviYPcKUzz3CLr7/+xOn9L5/2bPktansEV++bYckaSQQKYg9IhXsEewR7BFzeB1hKrXXEbNxI/Fvy94jfF6Pyr0uRaKGrr7jV4s+LnuEKVt7xGLe/PXfLvp59og57BEmXkeYSnmP4HXEnJWyRzx4aECS9ET36KJ/l7O9R9id79/9zUl99zeL//8ohD3iVRe1JtYwMxtb8nunVBh7xKYWv2Zjhhr95epoqNQ1n9+Vtz1iW3udXnFBsx47Oqzf+T+L/79jj5hTaHsEryN4HcHriDnsEQv/bFEaki6+nzp1SnfddZf++Z//WXfeeaeuvvpqvfe979Vtt90mvz/9GavPPfecrr76as3MzKi6ulo//OEPtWXLlkWvveOOO/TZz3427ecCAKDUBMLmm4MyT+pd4kuprzI7JkeC+Y+dBwAkx1/uVSTKzPd8aa3x6TvvvjLx8cf+c78OD0zlcUUAgHw6MzGT1+ff2JL+vdpceuiFQT30wmC+l5E0ewzQjs76RJdmPv3JdRv12NHhfC8DAACcxWUYy2RDLOGRRx7Rd77zHd17771yuVy67bbb9N73vnfJjvXlRCIRnTp1SuPj47rnnnv07W9/W4888siiBfjFOt87Ozs1MTGh2tralJ8b50c8S36vJZ7FRIRT6tcS4WRaCXvEls/8XNOzMf3yI9dpTUPFstcmu0dMTs/qpXf8Sm6X9PxnX7Pkn5mU/T3iQN+EXvf3jy95ne0nH7pG29rr2CPYI9gj5uF1hKlUXkc8cWxE7/nn3drU6k90U8y/9pV37lL3cEjf/cMr9ZKuxmUflz0i8z0iEo3rJZ/7pSIxQz/+0DXa1FLNHmFhjzDxOiL1a0tpjzjftewRpb9HXPW5X2pgKqx//6OXaOfahnOuzfYeMTA5o6v+7iG5XdKeT9+Y+He42LVS7vaIg6cnl+1ut/3Xn1ytLWsW3usthD3iE//1rH787Bl95MbN+osbL8j7HmEYhl7794/p4Okp/dn1G/XBV25a8tpUHjeZa9kjTLyOSP1aXkeYeB2R3rWlukcQO589k5OTqqury3kdOa3/o9ddd52uu+46/cM//IO+//3v66677tI111yjiy66SM8/v3TEwmLKy8u1aZP5wuCKK67Q008/ra985Sv6xje+cc61Pp9PPp8vnSUjTan8o8/WtfO/sTh57fxvhMVw7WJvlJy4ttzrVrnceb12/otEJ6/1zvvm5uS1Hrcr6b/DqVzrztK1Lld2rpXYI/J9bSw+98ajwV+W9J/b+fYI+99Y3DDfVNjRT+eTrT0iFewRqV/LHpHetcWwR8zH64jUry20PSJm3X+o9i2+39dVlUsKKRKNn/fx2SPmpLtHHBkYVyRmqL6qTNvW1J7T/VYI/+7ZI0wrZY84H15HpHctryNM7BGpXTsxPauBKbN5aFt7/Xn/zmVjj2it8ana51UgHNXwVEQXWLG7S8nVHpHs37uKMs95nyMfe8RzfWbM84619ZLyv0e4XC792fWb9MHvPaPvPXVKH3zlpmXXzx6R+rW8jjDxOiK9a/O9RxTKtewRqV+L4pfR/+nq6mrdcMMNuuGGG1RfX68jR45kvCDDMBZ0twMAgMUF55229fucOyFZ5nEnoueXmmMFAMgtu8PC71v8ZkRthblvT84s3YkB5+w+Yc5NvHxtQ0HEzgIACseLg+bYkdV1FaqrLMvLGlwuVyJ6/thQMC9rKDXjoYhOjIQkSds76vK8mjkXrarV6roKjYdm9X9+eVQH+iYW/Dg+zP9/AAByLa079aFQSHfffbe+853v6PHHH9eGDRv00Y9+VO9+97tTepxPfepTuvnmm9XZ2ampqSl9//vf18MPP6wHHnggnWUBALCiBMNmgcWM4XL25GSTv1zjoVkNByK6oM3Rh05JsocKnDx8AACFKGDt+f4lOi1qrZv7k9PMfc+FvafGJEmXrz83ShgAsLId7g9I0nm7zbNtQ0u19vdO6NhQIK/rKBX7esYlSV3NftVXled3MZbjw0Hd+KVHEh9/89FuffPR7nOu23X79epq9udyaQAArGgp3an+9a9/re985zu6++67FY1G9aY3vUm//OUvdcMNN6T15AMDA/qDP/gDnTlzRnV1dbr00kv1wAMP6Kabbkrr8QAAWEmCiUKMx/Guuya/T8eGghoJ5jeNpqvZr123X69gOKo/+/e9OjVqdhr8P//jYl29sUmSWXjnRgKAUhcKm2NGljpsVFNhfn5yhuJ7thmGod0nrOL7InN8AQAr25EBs/N9c2t1Xtdhd7530/nuiP09ZuR8IXW92/cEnLoOAAA4I+ni++bNm3Xs2DHt3LlTn//85/X2t79ddXWZvdj4p3/6p4y+HgCAlSxgFWKqs9D13VRtnuQfCeQ/dr6r2S/DMDQ0NXcQoMFfrm3thXPTAwCyzR41UrXELEA7dn6K2Pms6x2b1uBUWF63S5d21Od7OQCAAnPUip3fvCr/ne+S6Hx3yL4e8+Dd9s76/C4EAAAUvKTv1r/mNa/Re9/7Xm3fvj2b6wEAAElKdL5ns/heIDPfR4IRTc/GEh8H6OwEsMLYe/5SB65qK63Od2Lns86OnN/aXqfKJQ5DAABWriMDZrF7c55j5zdaxffuoYAMw3A8LW0lMQxD+3vNzvcdFN8BAMB5JH23/v/+3/+bzXUAAIAUBbJZfPf7JEkjgfzGztvsuHkbnZ0AVppgxDyAVLXUzHer853Y+ewjch4AsJSxYCSR2HVBnmPn1zVVyeWSJmeiGg5E1FLjy+t6pOTfu2bjPW4mekanNRqMqMzj0sWra/O9HAAAUODc+V4AAABIz/m6IDNRSLHzktRzdvGdmXUAVphQ4sDVErHzlVbxfZr9Mdv2nDSL71esp/gOAFjInvfe0VCZ9wJyRZlHnQ1Vkgoner6r2a/3vHy9JGlnZ71+8qFr9OnXXSxJqq8s031/9jLtuv16dTX787jKc+3rHZckbVldq4oyUm8AAMDyKL4DAFCkgucpxGQi0fkeLIzO996x6QUfT9HZCWCFCYTNzvelbuTXVFix8+yPWRUIR/VC/6Qk6fJ1FN8BAAsdGSyMyHnbhhaziN09FMzzSkyGYejhI0OSpHe8dJ22tdfpnVevV3N1ucanZzUciBRc4V2S9p0al8S8dwAAkByK7wAAFKnzFWIyUaid7/VVdqwynZ0AVpZQxNz3qpaYMW7HzjOWI7v2nRpX3DA7GttqK/K9HABAgTnSb3a+X9CW38h5mz33vVA63w/0Tap7KKiKMrdevbVNklTmcesNO9olSffs7c3n8pa03+p8Z947AABIRkbF95mZGafWAQAAUpTN2Plmu/geLIziuz3zfYs1X4/iEoCVxp757l9i5ntdJZ3vuWBHztP1DgBYjB07v7m10DrfC6P4/sNn+iRJN17cphrr4KAkvfnyDknSLw8NaKxA3oPaZmNxHeibkFR4ne/JHsTP9wgEAABWmpS/88bjcX3uc5/T17/+dQ0MDOjIkSPasGGDPv3pT2v9+vV673vfm411AgCAswQSsfNZ6Hy3YucnpmcVicZV7s1vWE7P2Fzx/TfHRhSguARghbEPXFUtNfO9wp75PivDMORyuXK2tpVk98lRSRTfAQDnMgwjUXy/cFVhFN/nOt/zHzsfjcX142dPS5JutTrdbRevrtWW1bU6eGZSP372tN559fo8rHBxh/unFI7GVVvhVVdTYUXidzX7tev26xOvE4cDYb37rqflcbt075++TB63S36ftyCj/AEAKGUp30n/27/9W333u9/VF77wBZWXlyc+f8kll+jb3/62o4sDAABLy2bne11lmTxus3AzFspv50E0FtfpcTNtZ8saOt8BrEyh8+z5tZVm8T1uzHXJw1mxuJGY+UrxHQBwtuFARGOhWblcc0XvfLPX0TsW0sxsfl8f/ObYiIamwmqoKtO1m1vO+fXftbrf79lTWNHz+3rGJZld72534R1u7Gr2a1t7nba11+kVF7SozONSLG6oucanbe11FN4BAMiDlIvv//Iv/6JvfvObesc73iGPZ67r4tJLL9ULL7zg6OIAAMDSgtb8X/8S838z4Xa71FBlHrIbDoQdf/xUnJmYUSxuqNzjTtw8ovgOYKWxC+pVS8TO+7xulXnMG8KT06SDZMORgSlNhaPyl3t0YVthdDQCAArHUavrfW1jlSqz8B4tHc3V5aqp8CpuSCdHQnldy337zMj51166etFktTfsWCOv26X9vROJP8tCYBffi2Heu8ft0pr6SklS39h0nlcDAMDKlXLxva+vT5s2bTrn8/F4XLOz3OQBACBXAmFr/m+W5rcl5r4H8tv53mPNe+9oqFSd1dk5Rew8gBUmZB+4WiJ23uVyJaLnOaCUHfa8951rG+T15HccCwCg8CTmvRfQAS2Xy5U4wJzPue/TkZh+fqBfkvTGne2LXtNc7dP1F7ZKkv5rb+F0v++3O9876vO6jmR1NJjF996x/B62AABgJUv5jsHWrVv12GOPnfP5u+++Wzt37nRkUQAA4PyyGTsvSU1W8X00mOfiu3XToKOxSjUV5u81GIkpFjfyuSwAyJlwNKbZmLnnLXfgyo6en+SAUlbYxffLiJwHACzi8IBZ3N7cVhiR87YNLWbs+LE8Ft8fPDSgYCSmzsZKXbZ26e+jb7ai5+97pq8g3u9NzczqRevPbXsRdL5LUkd9lSSpl853AADyJuW79X/1V3+lP/iDP1BfX5/i8bjuvfdeHT58WP/yL/+in/zkJ9lYIwAAWIRdfM9W53uT3ycp/7Hzp6zO97WNlaqumPu9BsLRRCc8AJSyUHhuRmtV2dIxtrXWHknsfHbYxXfmvQMAFnO0ADvfJc3rfA/mbQ0/esaMnH/D9na5XEvPTX/lRa1qqCrTwGRYjx0dSnTC58tzvRMyDKm9vlItNb68riVZ7XS+AwCQdyl3vr/+9a/XD37wA/3sZz+Ty+XSZz7zGR06dEg//vGPddNNN2VjjQAAYBGBLBffG/1W7Hy+O99HzRP7nQ1V8nk9ifmARM8DWCmCVuS8z+teNu6czvfsGZya0anRkFwuaefa+nwvBwBQYAzDKMjYeUnamOfO99FgRI8cGZIk3bpzzbLXlnvdumW7ec09e/uyvrbzeaaI5r3b5mLn6XwHACBf0rpb/+pXv1qvfvWrnV4LAABIQShidkJmK3Z+buZ7fjvf7dj5zkYzPq+2wqvhQISZxgBWjGA4uf2+JtH5zv7otL1W1/uFbTWqrSB1BQCw0MBkWJMzUXncrkTMe6GwO9+PDQVlGMaynefZ8NNnTysaN7StvVabWs9/MOHNl3fqn397Uj9/vl8T07N5TTvbX5TFd2LnAQDIt5Q7359++mk9+eST53z+ySef1O7dux1ZFAAAOL+5zvelI4gz0VRtxurlfeZ7InbevIlQYxU9KL4DWCnszveq8+z3dlGY2HnnETkPAFiO3fW+rslM6yoka5uq5HaZ7x+HpnJ/sPqHVuT8rTvak7p+W3utNrdVKxKN66fPnsnm0pZlGIb2WcX3Ypn3Ls11vp+ZmFYsbuR5NQAArEwpF98/8IEPqKen55zP9/X16QMf+IAjiwIAAMubjcUVicYlZa/zvcmKnR8O5K/4HopEE8/f2WAX383fL7HzAFYKe+a7v3z5/d6OnZ8KczjJabspvgMAlmEX3y8ssMh5SfJ5PYmDzC/mOHr+1EhIe0+Ny+1SIk7+fFwul373sg5J0j17e7O5vGX1T85ocCosj9ulbe21eVtHqtpqK+R1uzQbMzQ4NZPv5QAAsCKlXHw/ePCgLrvssnM+v3PnTh08eNCRRQEAgOUF5xVWsjXzvcmOnQ/mL3bejsqrqfCqrqos8XOJzncAK8dc0sl5iu+J2HkOJzlpZjamA30TkqQr1jXmeTUAgEJkF98vKMDiuyRtsKLnu4eCOX3eH+0zu95fvqlZrbUVSX/dG3e2y+0yk2e68zSr3o6c39xWo6rzHIAsJB63S2vqmfsOAEA+pVx89/l8GhgYOOfzZ86ckddbPC9EAAAoZnYhptzrVpkn5W/nSWnym7HzI3nsfD81sjByXpJqfHR2AlhZQnbsfPl5YuetzvdJkkEcdaBvQrMxQ83VPnU2VuZ7OQCAAnRkwCwQb26rzvNKFrfRmkN/LIeFbMMw9EOr+P6GJCPnba21Fbp2c4sk6d69fY6vLRnPFOG8d5sdPd87FsrzSgAAWJlSvlt/00036ZOf/KQmJiYSnxsfH9enPvUp3XTTTY4uDgAALC5oRRBnK3Jemut8D0Vimo7EsvY8y+mxbhbYkfOSVE3sPIAVJhhJLna+JtH5zuEkJ81FztfL5XLleTUAgEJjGIaOFnDsvCRtzEPn+4G+SXUPBeXzuvXqrW0pf/2bLzej5+/d26t4HmaX708U3+ty/tyZarc730fpfAcAIB9SLr5/8YtfVE9Pj9atW6cbbrhBN9xwg7q6utTf368vfvGL2VgjAAA4y1wE8fJdkJmo9nlV7jVfKuQrer7Hulkwv9OQ2HkAK00w6dh5Ot+zYY9VfCdyHgCwmL7xaQUjMZV5XFrf7M/3chZlx87nsvP9h8+YHes3bWlTjfUaJRU3Xtym2gqvTk/M6LfdI04vb1mxuKHnes3Gsx2dDTl9bid0WIfXiZ0HACA/Ui6+t7e369lnn9UXvvAFbdmyRZdffrm+8pWv6LnnnlNnZ2c21ggAAM6SKMRkcfacy+VSs9+a+56n6PlTo4vEzls3buh8B7BShJI8cGXHznM4yTmGYWivVXy/bF3x3XwHAGTfUStyvqvZn7WRYJmyY+f7xqc1M5v9VLNoLK4fP3taknRripHztooyj163fY0k6Z49vY6tLRkvDgYUjMTkL/doU2thjhJYjh073zdO8R0AgHxI64693+/X+973PqfXAgAAkmQX37MZOy9JjdXlOj0xk7fOd3tGXce84nstne8AVhg7dr7qPAeuEp3v0xxOcsqJkZBGghGVe93a1l6b7+UAAArQEStyfnOBRs5LUqO/XHWVZZqYntXx4aAuXp3d72m/OTaioamwGqrKErPb0/Hmyzv0vSdP6b8P9Ouvb41m/f2vbV+PefDuko46edzFN3KGme8AAORXWq9Yjhw5oocffliDg4OKx+MLfu0zn/mMIwsDAABLCyQZQZypJr9PkjSch853wzDUM3ruzHc7dj5A8R3ACjF34Op8ne/WzPeZWRmGwXxyB+w+MSpJurS9Tj5v9ka9AACK1+EiKL67XC5tbPFr76lxdQ9lv/h+3z4zcv61l65OjDJLx87Oem1o9qt7OKifPXdGt12Rm9TVfT1m5Pz2zvqcPJ/T7MPrfePTiscNuYvwAAEAAMUs5Tv23/rWt/Snf/qnam5u1qpVqxbc0HG5XBTfAQDIgVx1vjdV5y92fjQYSXR72if3pfmx8xTfAawMyXa+2/vjbMzQzGxcleUUizO195TZ+XY5kfMAgCXYsfOb2wo7nnxDS7X2nhrP+tz36UhMPz/QL0l64870IudtLpdLv3t5h/6/nx/WPXt6c1h8H5dkFv+LUVuNT163S7MxQ4NTYa2qq8j3kgAAWFFSvmP/t3/7t/rc5z6nT3ziE9lYDwAASIJdiDnf/N9MNVebne+jeYid7xkz59O11fpUUTb3+7QPHEwy8x3ACpHszHd/uUdulxQ3zD2S4nvm9pyk+A4AWFo8bujoYOF3vkvSxhbzcEC2i+8PHhpQMBJTZ2OlLlub+ffPN13Wrjt/cVhPHh9Vz2hInfNGkmVDKBJNjBIo1s53r8etVXUV6h2bVu9YiOI7AAA5lnLuz9jYmN7ylrdkYy0AACBJuYudz1/n+2KR89Jc7Dyd7wBWimT3fJfLpdpKOx2EA0qZmgjN6ojVzXgZxXcAwCJ6xkKamY2r3OvWuiZ/vpezrA0t5vq6h4JZfZ4fPWNGzr9he7sjI3BW11Xq5RubJUn37O3N+PHO50DfpGJxQ601Pq2qLd6i9dzc9+k8rwQAgJUn5eL7W97yFv3iF7/IxloAAECSchU732gV34eDuS++n7KK72sbzy6+U1gCsLKE7LST88TOS1KttUdOTHNAKVN7e8yu965mfyIJBgCA+exDWhtbquUp8Lnadud791BAhmFk5TlGgxE9cmRIknTrzjWOPe6bL++QZBbf4/HsrN2234qc39FZ78jhgXzpaJib+w4AAHIr5Tv2mzZt0qc//Wk98cQTuuSSS1RWVrbg1//8z//cscUBAIDF2V2Q55v/mym72DASyH3sfO+YWXzvOKv4Xmt1vgfCURmGUdQ3RAAgGcGIveefP0a+tpLRHE7Zc8IsvjsRmQsAKE12PPmFBT7vXTIPNXvcLgUjMQ1MZmcO+E+fPa1o3NC29lptanUuhv/VW1ep2udVz+i0nj4xqqs2NDn22Gfb1zsuqXgj521zne+hPK8EAICVJ+U79t/85jdVXV2tRx55RI888siCX3O5XBTfAQDIgbnO9+zO822qNjvfR/PQ+d4zap7Q77RuGtjszve4YXaDZjt6HwDyLZjCqBG7831ymuJ7pux571esp/gOAFicXXy/oMDnvUsyo/Ebq9Q9HNSxoUBWiu8/tCLnb93R7ujjVpZ79NpLVusHu3t0z97e7BbfT41LknYWffHdPMRO7DwAALmX8t3q48ePZ2MdAAAgBcGwFUGc7Znvic73SM67zHvGFo+dryhzy+N2KRY3NDUTpfgOoOSFUtjzayrszndi5zMRjcW1z4qdvZx57wCAJdix85uLoPguSRtaqtU9HFT3UEAv39Ts6GOfGglp76lxuV3SLdudi5y3/e7lHfrB7h799Nkz+l+3bM1KCtzQVFh949NyuaRLOuocf/xcYuY7AAD5k/LMdwAAkH+BFLogM9FkzXyPxOKaCueukBOLG+qzbhJ0nlV8d7lcieISc98BlDrDMBKx8/5kYuetznf2x8wcOjOl6dmYaiu82tRS+FHCAIDci8biOjZkFt8vLJLi+8YWvyTp2FDQ8ce+b5/Z9f6yjc1qrXW+q/7K9Q1a21ilYCSmnz/f7/jjS3Pz3je1VCcS14pVe71ZfO8bm1Y8buR5NQAArCxp3bHv7e3V/fffr1OnTikSWRhD+6UvfcmRhQEAgKXNxc5nt/heUeaRv9yjYCSmkUAkUdTJtjMT04rGDZV5XGpb5MZNTYVX46FZOjsBlLyZ2bjs+6VJxc5X2rHz7I+Z2HNyVJJ02boGud25S30BABSPk6MhRaJxVZZ5El3GhW6jdaDMPjTgFMMwEsX3W3c6Gzlvc7lc+t3LOvTlXx7RPXv69MadHY4/x/4SmfcuSavrKuRxuxSJxTUUCC/6vhoAAGRHynfsH3roId1yyy3q6urS4cOHtW3bNp04cUKGYeiyyy7LxhoBAMBZUpn/m6mmap+CoyGNBMLqavZn/fmkuXnvHQ1V8ixS9KjxlUmaprMTQMmzu94lqbIs+c73SfbHjOy25r1fvpbIeQDA4o5a8943tVYXzUGtDVbne7fDne8H+ibVPRSUz+vWq7e2OfrY873psnZ9+ZdH9Otjwzo9Pq019c4eerBHzuwogeK71+PWqtoK9Y1Pq3csRPEdAIAcSjl2/pOf/KQ+9rGP6cCBA6qoqNA999yjnp4eXXfddXrLW96SjTUCAICzBBKd7+cvxGSqqdqMnh8JRs5zpXN6Rs1570t1kNix84EcRuEDQD7Y896ryj1J3divrbRmvk9TfM/EXrv4vp7iOwBgccU2712a63zvG5/WdCTm2OP+8Bmz6/2mLW1ZjWvvbKzSVV2NMoy553RKPG4kYudLofguMfcdAIB8Sbn4fujQIb3rXe+SJHm9Xk1PT6u6ulp//dd/rc9//vOOLxAAACxkzv81b5TkpPPd75MkjQRyWHwfM4vvZ897t9UkZhpTfAdQ2gIpJp3UJDrf2R/TdXp8WqcnZuRxu7S9oz7fywEAFKjDVuf75rbqPK8keQ3+cjVUma8VuoediZ6PxuL68bOnJUm37shO5Px8b77cjJu/Z0+vDMO5WebHR4KanInK53XrwlXFc6BiOR0N5vtpiu8AAORWynfs/X6/wuGwJGnNmjU6duyYtm7dKkkaHh52dnUAAOAc4WhcMWsAcG6K71bneyCc9eey2Z3va5csvpu/b2LnU3d8OJgYW7AYv8+bs/ECQKEo5H8XISt23l+eXNJJLftjxvZYXe8Xr67JyfdZAEBxOpoovhdXoXZjS7V2nxzTsaGgtq6py/jxfnNsRENTYTVUlenazS0OrHB5N1+yWp/50fPqHg5q76lxXb7OmZQau+t9W3udyjwp96sVJDrfAQDIj5TvJLz0pS/Vr3/9a23ZskWvfe1r9bGPfUzPPfec7r33Xr30pS/NxhoBAMA886PW/eW5mPme+9j5U1bxvbPhfMV3OjtTcXw4qBvufPi81+26/XoK8FgxCv3fhZ10UpXkfl9baXW+EzufNrv4fsW6xjyvBABQqCLReGJu+uYi65Le0OLX7pNj6h5ypvP9vn1m/PtrL12tcm/2i9bVPq9uvmSV7t3bp3v29jpWfC+lee+2ueJ7KM8rAQBgZUn5FdGXvvQlXXXVVZKk//W//pduuukm/eAHP9C6dev0T//0T44vEAAALGR3Z1aWeeRJYv5vppqqrdj5XM58t07mdzYuP/Od4ntqluvsTec6oBQU+r8L+3mrk+zAriV2PmN28f0yh27mAwBKz4mRoKJxQ9U+r9bUVeR7OSmx574fsw4PZGI6EtPPD/RLyk3kvO3Nl5nR8z/ef1ozs87Mrrc737eXUPG93Sq+99H5DgBATqXcLrdhw4bEz6uqqvSP//iPji4IAAAsL9X5v5lqrs5t7Px0JKahKfO5lo6dt4tLdHYCKG128b3Kl2TsfKX5vYHO9/SEIlEdPDMpSbqC4jsAYAlHrMj5Ta3VcrmyfyDaSRus4rsTne8PHhpQMBJTR0OlYx3oyXjphia111eqb3xaDx4c0Ou3r8no8cLRWOL7/46OegdWWBjsJLne8WnF44bcOTi8DwAA0uh837Bhg0ZGRs75/Pj4+ILCPAAAyI5g2DzZX51kISZTjYmZ77npfLcj8Wp8XtVZ8clnszvfA3R2AihxISt2PtkxI/bhpHA0rnDUmU6wlWRfz7hicUOr6yq0pn7x9BUAAI4MmIXrC4ts3rskbWwxx+h0DwUVjxsZPdZ9z5iR87fuaM/pIQS326U3XWZ22t+ztzfjxzt4elKzMUON/vIl09eK0aq6Crld5piE4WBuDtMDAIA0iu8nTpxQLHbuTZxwOKy+vj5HFgUAAJYWzHHne5Pfjp3PzZv1Hqv43tFYteQNHDt+mdh5AKVuLu0kuQNXNT6v7K2TPTJ1e63I+Vx27wEAis+RfrPz/YK26jyvJHWdjVUq87g0PRtT/+RM2o8zGozo0SNDkqRbd2bWeZ6ON1nR848eGdJABr8PaV7kfEdd0SUZLKfM49bqOnvuO9HzAADkStJ37e+///7Ez3/+85+rrq4u8XEsFtNDDz2k9evXO7o4AABwrnzFzo8GIzmJqusZNW8KrF2m48CeaTwVJlYZQGkLRazY+SQ7391ul6p9Xk3NRDU5Pavmal82l1dy9lB8BwAk4cigWXzfXISd72Uet9Y2VunYUFDHhgJpJ7389NnTisYNbWuv1abW3P85dDX7dcW6Bu0+Oab7nunT+6/bmPZj7bOK7zs6S+/7f3uDGc/fOzaty9aW3u8PAIBClPRd+1tvvVWS5HK59K53vWvBr5WVlWn9+vX64he/6OjiAADAuezO9+ocFd8brNj5uCGNT88mYuiz5dSo2fluz6dbjB07T1cngFJnjxpJtvNdMg8oTc1ENckemZJ43KD4DgA4r5nZmE6OmO9ZLlxVfMV3SdrYUq1jQ0F1DwX1igta0nqMH86LnM+X3728Q7tPjumevb1637Ub0u5a3987IUna3ll3niuLT0dDpZ46PjfeDQAAZF/SsfPxeFzxeFxr167V4OBg4uN4PK5wOKzDhw/rda97XTbXCgAAlPvO9zKPW/VVZqf5SCD70fM9dvG9cbniu9X5TmEJQIlLZ9RIbaW5R05Okw6SimNDAU3ORFVZ5tHFq2vzvRwAQIHqHgoqFjdUW+FVa01xJsxsaDHj8o8NBdL6+lMjIe09NS63S7ple+4j522vvXS1fF63jgwE9FzfRFqPMR6K6PhwUJK0o7PewdUVho56YucBAMi1lGe+Hz9+XM3NzQs+Nz4+7tR6AADAeYQiZhdkdQpdkJmyu92HA5GsP1fPmB07n0zn+6wMw8j6mkpFssW7XB3sAApBof+7sPd8f5Kx89LcHjk5Q/E9FbutrvftnXUq86T8VhkAsEIcnRc5X6zzwTe2+CWZBwnScd8+s+v9ZRub1Vpb4di6UlVbUaZXb10lSbpnT29aj2F3va9vqlJ9VXZT3vKhw0qUo/gOAEDupHwH6fOf/7zWr1+vt771rZKkt7zlLbrnnnu0evVq/exnP9P27dsdXyQAAJiT6IJMoRCTqWa/T91DQY0Es9v5bhjGvM73pWcP2oWl2ZihcDSuirLcHUQoZl3Nfu26/XoFw1EFwlH93jefSPzaD//sZSrzuOX3edXV7M/jKoHcmv/v4ou/OKxdh4ckSS5J//HHL1V1hTev/y6CiZnvqcXOS6SDpMqOnL9iXWOeVwIAKGRHBqzie5FGzkuZdb4bhpEovt+6M3+R87bfvbxD9+8/rR/tP61PvfZi+bypvTfcd2pcUml2vUtm7Lwk9RE7DwBAzqR8nP8b3/iGOjs7JUkPPvigfvnLX+qBBx7QzTffrP/5P/+n4wsEAAAL5Tp2XpKaqs0OgJEsd76Ph2YTv7+OZWa++8u9sptMKC6lpqvZr23tdWquXtjVsaquQtva6yi8Y0Wy/13M714zZO63+f53YR+4qk4pdt7qfCd2PiV7mfcOAEjC4X6zYL25tTrPK0mf3fl+ZmIm8VojWc/1Tah7KCif161Xb23LxvJScs2mZrXV+jQemtWuFwZT/vr9veOSpO0lW3yf63wnNQ4AgNxIufh+5syZRPH9Jz/5iW677Tb9zu/8jj7+8Y/r6aefdnyBAABgoXQKMZlKFN+D2S2+91in8VtrfMt2s7vdLlWXz0XPI3UDkwtTDAYns5tqABSD8ZC5x9mHU546MZrP5UiSgmEzdr4qleK71flO7HzyRgJhdVvzXi9bS/EdALC0+bHzxaq+qlxN1mgxe955su575rQk6aYtbaqxXnPkk8ft0ht3dkiS/mtPX0pfaxiG9vWMSyrdzvdVdRVyu6RwNJ6TMXIAACCN4ntDQ4N6enokSQ888IBuvPFGSeaLlVgs5uzqAADAOQJWISanne9+nySzOJFNpxKR80t3vdvm5r7T+Z6OwamZBR8PTVF8ByasTvEbLza7uJ7sHsnnciRJoYg9aiSF2PlKq/g+zf6YrL1W5OwFrdWqq8p/IQEAUJimI7HEe5Zijp2XpI1pRM9HY3H9+Fmz+H7rjvxHztvefLm5locPD2o4hfesvWPTGg1GVOZx6eLVtdlaXl6Ve91aVVshSeoleh4AgJxIufj+pje9SW9/+9t10003aWRkRDfffLMkad++fdq0aZPjCwQAAAslZr77cjfnPFex8z2j05Kkzoal573baphpnJGzO9+HsnywAigGdvH91VtXSZIOnJ5MjMLIl3QOXNVah5PofE/e7pNmygGR8wCA5bw4GJBhSI3+cjVX+/K9nIxssKLnjw0l3/n+m2MjGpoKq76qTNdubsnW0lK2qbVG2zvrFY0b+tG+00l/nd31vmV17bLJa8Wu3Xp/3Ts2neeVAACwMqRcfP/yl7+sD37wg9qyZYsefPBBVVebpyTPnDmjP/uzP3N8gQAAYKFgJA+x83bnezC7BVo7dn5tCp3vgTDFpXScHTNP5ztWOsMwNB4y95OLV9eqo6FSsbihPdYc8HyZ63xPPXaew0nJY947ACAZRwbMyPkLinjeuy2dzvf79pmx7q+7dLXKvSnfVs6qN19mdr/fs6c36a+xi++lOu/dNn/uOwAAyL6U79qXlZXp9ttvP+fzH/7wh51YDwAAOI9AovO9BGe+WxGOHUkU36sTnZ0Ul9IxYMXO1/i8mgpHKb5jxQtGYorGDUlSfVWZXtLVqN6xPj11fETX5amzKx43FIrYM99TiZ239sdpDiclIxyNaX/vhCSK7wCA5R2x5r1fWOSR85K0sdXsfO9OsvN9OhLTzw/0SyqsyHnb67ev0d/85JAOnpnUwdOT2rLm/DHy++3ie0d9dheXZx1W53vfOLHzAADkQlJ37e+//37dfPPNKisr0/3337/stbfccosjCwMAAIuzY+dz2fnenLPYeWvme0Myne90dmZicNIsvm9ZU6snj4+eMwMeWGnGQ+b+5vO6VVHm0Uu7mnTv3j492T2atzWFZmOJn6ey59ud78TOJ+f505OKRONq9Jerq9mf7+UAAArYkX6r872t+IvvG5rNzvfjwwHF44bcbtey1z94aEDBSEwdDZUFeVitvqpcN25p1c+e69c9e3u1Zc2WZa+fjcX1XJ95+G7H2vocrDB/OoidBwAgp5K6g3Prrbeqv79fra2tuvXWW5e8zuVyKRaLLfnrAAAgc8E05v9mqtGKnZ+YnlUkGs9KxGAsbqhv3LwZsLYp+dj5KYpLaRm0Ot23tdfpyeOjdL5jxbMj5+urzML1S7oaJUn7e8c1MxvLyxzQkHXYyu0yDwUkq7bSKr5PczgpGXbk/GVrG+RyLV94AACsbEcGzIj2zSUQO9/RUKlyj1szs3GdnphORJMv5b5nzMj5W3e0F+z3y9+9rEM/e65fP9rXp7+8+SKVeZZ+/XS4f0rhaFw1FV51NZX24Tti5wEAyK2k7uDE43G1trYmfr7UDwrvAABkl2EYiZnv/hQiiDNVX1kmuxFiLJSd7vf+yRnNxgyVeVxaVVtx3uvniu8Ul1JlGIYGrM73rVYc41CA4jtWtgkror2+0kz6WNdUpbZan2Zjhvaeys/c96AVOe8v96Z0k7smMZaDw0nJ2H2Cee8AgPMLhqOJw8KbS6Dz3etxa5116PnYeaLnRwJhPXpkSJJ06841WV9buq7d3KLmap+GAxE9cnho2Wvtee87OuvP2/Vf7OY630MyDCPPqwEAoPQ537YGAACyJhSJyX6vnMvYebfbleh+H85SkdaOnF9TXylPEjc/ahOx8xSXUjUVjmpmNi5J2rqmTpI0NBXmRgxWNLvzvc7qfHe5XHpJV5Mk6anj+Ymet8eMpJp0Yu+PoUhM0Vjc8XWVEsMwtMc6XHHFeorvAICFjg8HdaBvQgf6JvSANe+8oapMfePTOtA3oePDyc1LL1QbW8wO/u6hwLLX/fS5M4rGDW1rr9Wm1sI9eFDmcevWHebhgHv29i577UqZ9y5Jq+sq5XJJM7NxjQSzO0oOAAAkGTtvi8fj+u53v6t7771XJ06ckMvlUldXl9785jfrD/7gDwo2cggAgFIRnBdBXJnjCOTm6nINB8IazdKbdbv4vrbx/JHz0lxnZyBM53uq7HnvNRVedTaaXRAzs3EFwlHVWEU7YKUZnzb3tvrKuX8DV3U16sf7T+e9+F6VYtKJvT9KZjpIg7/c0XWVkp7RaQ1NhVXmcemS9rp8LwcAUECODwd1w50Pn/P5sdCsXvf3jyc+3nX79epqLs7Y8g0t5rqPnaf4Pj9yvtD97uUd+vbjx/XLQwMaC0aWfB00v/O91JV73WqrqVD/5Ix6x6bVXO3L95IAZOD4cDDxXnExfp+3aL8vAaUi6eK7YRi65ZZb9LOf/Uzbt2/XJZdcIsMwdOjQIb373e/Wvffeq/vuuy+LSwUAAHahOdUIYic0VZs3LUYCWSq+W/Pnzjdr0GZ3/hM7n7rBSTO9oK22QlXlXlX7vAqEoxqaClN8x4p19sx3ySy+S9LeU2OKROMqT2HuuhNC82LnU+H1uOUv9ygYiWlyZpbi+zL2nDIPVmxrr1NFjg+1AQAK23KFjXSuK0R25/uxwaU7+E+NhLT31LjcLun12ws3ct528epabV1Tq+dPT+rHz57WO69ef841UzOzetE6cLB9BRTfJTN6vn9yRn1j0yviwAFQqpY6GHa2Yj4YBpSCpO8effe739Wjjz6qhx56SM8884z+4z/+Q9///ve1f/9+/fKXv9SvfvUr/cu//Es21woAwIoXDFuFmBxGzttyFTtvd2Kfj10knqT4nrKBKbPzvbXG/H/aYv13cIq571i5EjPfq+YK1Ztaq9XoL9fMbFzP9Y3nfE2JA1cpdr5LUq3VwT85zR65nD0nrXnva4mcBwCsPHbne/fw0p3v9+0zu95ftrFZbbUVOVlXpn73sg5J0j17Fo+ef653QoYhtddXJt4Llbr5c98BFK+VcDAMKAVJF9//4z/+Q5/61Kd0ww03nPNrr3zlK/WXf/mX+vd//3dHFwcAABYKpBlB7IQmq3MyWzPiEsX3JDvf7VhlZr6nbn7nuzRXfB+i+I4VbDxk7m1182LnXS6XXrLe7H5/ojv30fOhyFzaSarsPXKSPXJZu08w7x0AsHJtsDrfBybDi76vMgwjUXy/dWfhR87b3rBjjbxul/b3TujowNQ5v76vd1zSyoict9kJc71W4hwAAMiepIvvzz77rF7zmtcs+es333yz9u/f78iiAADA4uyTq9V56HxvTsTOZ6nzfSy9me/EzqduwCq+t9Yu7Hyn+I6VbLHYeUl6iRU9n4+573baSVUae36tlQ7CAaWlTc3M6rB1Q/4yOt8BACtQXWVZYv738eFzo+ef65tQ91BQPq9br97aluvlpa2p2qcbLmqVJP3X3nO73/edGpe00orvdL4DAJArSRffR0dH1da29IustrY2jY2NObIoAACwuGAGXZCZarJuyoxmofN9ZjaWKAh3Jll8twtLAYrvKRtMxM5bne/W/9uhLB2sAIrBuB07X7lwPvpVG8zi++4To4rG4jld09yBK2Lns+GZU+MyDHPcSWuRxOgCAOC0jVb0/LGhc6Pn73vmtCTppi1tibFfxcKOnr/vmT7F4saCX9tvdb6vlHnvEp3vAADkUtLF91gsJq936Rv9Ho9H0Sg3dgAAyKa5+b/5mPluFqSGA84X3+0bAP5yjxqqkrupY3f/T8/GNJvjglixm4udp/MdsE0s0fl+0apa1VR4FYzEdPDMZE7XFIxYne9pHLiqJXb+vOx571esa8zzSgAAyJ+NrWb0fPfQws73aCyu+/ebxfdbdxRP5LztlRe1qqGqTAOTYT12dCjx+f6JGQ1MhuVxu7StvTaPK8yt9kTn+7QMwzjP1QAAIBNJ38UxDEPvfve75fP5Fv31cJibtQAAZFsmXZCZSsTOB53/nm9Hznc2VsnlciX1NdUVcy9jAjNRNfjLl7ka8w2c3flO8R3Q+PS5M98lyeM2574/9MKgnuwe1aUd9Tlb09zM90w63ym+L8Uuvl+2jsh5AMDKtaF58c733xwb0XAgrPqqMl27uSUfS8tIudetN+xo13d/c0L37O3T9ReaMfT7eszv/5vbatI64Fis1tSb7/2mZ2MaC80mDtcDAADnJd35/q53vUutra2qq6tb9Edra6ve+c53ZnOtAACseAFr/m8+Ot+b/GaBdiQLne89o3PF92SVedyqLDMLUsx9T55hGOd0vrdaxfdBiu9YweyZ72cX36W5ue9P5njueyZpJzWJznf2x8XE4oaeOWV3vlN8BwCcK9nvv/l4b+akpTrf79vXJ0l63aWrVe5N+hZyQbGj53/+fL8mrAOJ+3omJEk7Ouvytq588Hk9ifd/zH0HACC7kn51eNddd2VzHQAAIAlzne/5mPlunowPRWKajsRUmUYn5lISxfeG5Ivvkllcmp6NFXWs8vHhYOL/62L8Pq+6rG4UJ0yFo5qeNQ9x0PkOmGZmYwpHzfEVZ8fOS9JVG5okSU+fGFU8bsjtTi6hI1Mh68BVVRp7fq01l7WY98dsOtw/pWAkpmqfV5vbavK9HABAAepq9mvX7ddrLBjRW77xW8Xihu5695WJ186S86/V82Fjs1V8Hw4qFjfkcbs0HYnp5wf6JRVn5LxtW3utLmyr0eGBKf302TN6+1VrE53vO1bQvHdbR0OVBibD6h2bzmmaEwDnrJSDYUCx418gAABFJJjHme/VPq/KvW5FonGNBMPqKE+tUL6cnlFz5vvaxsqUvq6mwqvBqXDRdr4fHw7qhjsfPu91u26/3rGbenbXe02FN3GAwr6BOBoMJ264ASuJ3fXucbsWPdy0dU2tqso9mpie1eGBKV28OjfzQYOOxM4X5/6YbXtOmikGO9fWs+cBAJbU1exXMBxVLG6ovqpM11/YkvSYrGLR3lCZeJ93enxanY1VevDQgIKRmDoaKnV5ESfEuFwu/e7l7fq7n72ge/b26q1Xduq5XrPzffuKLL5Xas/JMTrfgSLWVF2uqnKPQpGY/ur1W3T5uga97ZtPKBiJ6Su/t0MbW6pL4mAYUOyKMzMIAIAVKpMI4ky5XC41WXPhnI6eP5VG7Lwk1VidnYFlOscL2XId7+lcl4zBSXve+1zHTpPfJ7dLihvSSJDud6w89rz3+sqyRW+ol3nciRvPT+Uwej6TA1d0vi/PnvdezAUFAEBuHDw9KUnasrq25Arvknn4sKvJLNK8aM19v+8ZM3L+1h3tRf97vmxtg9wu83v/Pz3erWAkpooyt8KzcR3om9Dx4eD5H6REdDSYh917x6bzvBIA6fqPJ08pFInpgtZqvftl63VpR70us97TTM1Eta29jsI7UAAovgMAUETmYuedi3xPhR0973SBtmcs3eK7WZCaoriUNHuue1ttReJzHrdLjX6i57FyJea9LxI5b7sqMfd9JCdrkswxH5LkL0+j+F5pzXyfZn9czG6K7wCAJB08M1d8L1UbW81CzbHBgEYCYT16ZEiSdOvONflcVsaODwf15q//VnHD/PjvfvaCJGlmNq43/MOv9bq/f1w33PnwiinAt9eb77cpvgPFKRKN665fn5Ak/fG1GxKHo7ZbYyT294znZ2EAzkHxHQCAIhK05v/ma3ZTk1WgHXaw830iNJuIjU9n5rukoo2dz4eBRTrfJea+Y2Wzi+/1lUsX31/SZc59f+r4qAzDyMm67Nj5qjQOXNnJIOyP5xqYnFHv2LTcrpU57xUAkBq7+J6rsTP5sGHe3PefPndG0bihbe212tRak+eVZSYfSWOFbK7zndh5oBj9eP9p9U/OqLXGpzfsmDscZb+n2UfxHSgYFN8BACgi+Yydl+Y630eDzhXf7cj55mpfYgZ5smp8dnGJzs5kLdb5Ls0V4wcpvmMFsrvD66vKl7xme2edyr1uDQciOjaUm+6okHXgarE59OdTax1OInb+XHutrvcLV9UmDikAALAYwzB0yI6dX1O6xff5ne/zI+dRWuzie9/YdM4OkwJwhmEY+tZj3ZKkd798vXzeuftn263i+4tDAe6PAQUi5eL7P//zP+unP/1p4uOPf/zjqq+v18te9jKdPHnS0cUBAICF7C7IdAoxTmiuNgu0IwHnCrRzkfOVKX8tne+pS3S+n1V8p/MdK9n8me9L8Xk92mnd1MjV3Hf7wFVVigeTJKnW+r0EwlHF49xcnc+OnL+CyHkAwHn0jk1rKhxVucetjS3V+V6O444PB3Wgb0J2HXZfz7j2nhqX2yVd0Fq9YuLYV4o19eZ77mAklkh+AlAcHj06rBf6p+Qv9+gdV61b8GstNT6111fKMKTneifytEIA86VcfP+7v/s7VVaa36h/+9vf6qtf/aq+8IUvqLm5WR/5yEccXyAAAJhjx+GlM//XCY1+a+a7g7HzPVbn+9oU571L82KVV0hMoBMGJ83iOrHzwJxkZr5L0lUb7Oj57M99j8biCkfjktLb8+3DSYbBHnm2Pcx7BwAk6Xmr6/2CtmqVe0srQPT4cFA33PmwXvf3j+uj/7lfkhKvPeKG9K67nl5R89BXgooyT+J9IHPfgeLyzUePSZLeeuVa1S1yaHzH2npJ0jNEzwMFIeVXjT09Pdq0aZMk6b777tOb3/xmve9979Mdd9yhxx57LKXHuuOOO3TllVeqpqZGra2tuvXWW3X48OFUlwQAwIphd0Hmq/O9ySq+D2chdj7Vee+SVE3ne8oGp8zO97Nj51usVIMhB1MNgGIxbsfOVy4dOy9JV3U1SpKezMHc99BsLPHzdEaN+LweVZSZb/fsWH1IM7MxPX/a7Aah+A4AOJ9D1rz3LSU475156CsTc9+B4nOgb0K/fnFEHrdL77lm/aLX7Oiol8Tcd6BQpFx8r66u1siI2enxi1/8QjfeeKMkqaKiQtPTqZ2Ye+SRR/SBD3xATzzxhB588EFFo1H9zu/8joJBTlQCAHC2aCyumVmrC9KXegSxE+zY+dGgk7Hz5uuHzGLni7OwlGxBLZ3C22IMw9AAne/AOSZC9sz35TvfL1vbIK/bpTMTM1nvFrJvdJd5XGl32tnpIMx9n/Ns74RmY4Zaa3yJm88AACzloFV8v7gEi+9YmdqtQ+90vgPFw571/tpLVqtjicYVu/N9X8941g+KAzi/lO/k3nTTTfqjP/oj7dy5U0eOHNFrX/taSdLzzz+v9evXp/RYDzzwwIKP77rrLrW2tmrPnj269tprU10aAAAlLRjJrAvSCU3VzsfO99qd72nEztcWeed7V7Nfu26/XiOBsG77xm81fyzzv77nJWrwl8vv86qr2e/I8wXCUU1b3bSttYsX34cpvmMFSsx8P0/xvbLco0s76rT31Lie6B5Ja99KVjBs/lutymDMSG2FV0NT4aLdI7NhfuS8y+XK82oAAIXuoBU7v2UNxXeUBjrfgeLSNz6tnzx7RpL0vms3LHndtjV18rhdGpoK68zEjNbUc9AYyKeUWyj+4R/+QVdffbWGhoZ0zz33qKnJnHu4Z88eve1tb8toMRMTZvxfY2Pjor8eDoc1OTm54AcAACtFKGIWT7xul3x5mjc4f+a7Eydp43EjceI+ndj5xMz3Iu7q7Gr2K26YcxVba3xaU2fGwfsrvNrWXudY4V1Souu9xuc9p6Bnd8IPUnzHCpSY+b7I7Lyzzc19H83qmuw931+eftJJrfX7IXZ+zp6T5v83IucBAOczEZpV37j5XoXO9+KU66SxYmAX3+2/2wAK23ceP65Y3NDLNjZpW3vdktdVlnt0YVuNJGk/0fNA3qX8yqK+vl5f/epXz/n8Zz/72YwWYhiGPvrRj+qaa67Rtm3bFr3mjjvuyPh5AAAoVnYEsd/nzVu3XpPfLNBGYnFNhaOqrTh/oWo5A1MzisTi8rhdWl1Xcf4vOEtNkXe+2/b1mJ2YO9fWayw0q9NWpPVla50tDtnz3s/uepfmOt8D4ahCkWhG3bZAsRlPxM4vP/Ndkl7S1aivPXxMT2a5+B6Yt+enqzYRO1/ce6RTDMNY0PkOAMByDvWbTT8dDZVJHdBD4bGTxpabW+9k0lgx6CB2HigaE9Oz+v5TpyQt3/Vu27G2XgfPTGpfz7huvmR1tpcHYBlJ3cl59tlntW3bNrndbj377LPLXnvppZemtZAPfvCDevbZZ/X4448vec0nP/lJffSjH018PDk5qc7OzrSeDwCAYhOwIoir83gqv7LcI3+5R8FITCOBSMbF955R8w1/e32lvJ7Uu/ntzvdAkReWnjk1LknaubZBRwam9NTx7MQADibmvZ970KHa51VFmVszs3ENT0W0toniO1aOCaszvD6JG+tXrGuQ2yWdGg3pzMS0VtdlJ84vZMfOZ1J8p/N9ge7hoMZCs/J53dq6ZumuEQAApLnIebrei9tKKqwnYy52flqGYTCGByhg33vylIKRmC5sq9F1m1vOe/2Oznp978lTeobOdyDvkrqTs2PHDvX396u1tVU7duyQy+VaEDVrf+xyuRSLxZZ5pMV96EMf0v33369HH31UHR0dS17n8/nk853bqQUAwEow1/mefgSxE5qqfQqOhjQaDGd8I+NUYt57esUr+yBCIBJVPG7I7S7OGwf7rDdGOzrrFYqYr6XsgwlOsjvf2xbpfHe5XGqp8alndFpDgRmtbcreLGugkMzG4oku8/PNfJfMQz9b19Tpub4JPXV8VG/Y0Z6VdQUdiJ2300Emi3g0h5PsrvftHfUqz9P4FgBA8Th4xpr3TvEdJaTdmgMdCEc1MT2bVPITgNyLROO669fHJUl/fO2GpA7K7OislyQ91zuhaCyeVpMLAGckVXw/fvy4WlpaEj93imEY+tCHPqQf/vCHevjhh9XV1eXYYwMAUGqciCB2QlN1uU6NhjQciGT8WD128T2Nee/SXGHJMMwCfKad+PnQPzGjMxMzcrukSzvqEgcSstH5bs98b6tdPOK/pdoqvjP3HSuI3fXucs2laZzPS7oa9VzfhJ7MZvHd6nx3Ina+2EdzOGXPCbP4fhmR8wCAJNid71vWlGbxnXnoK1NFmUctNT4NTYXVOzZN8R0oUD/a16fBqbDaan26ZfuapL5mY0u1qn1eBcJRHR0MkNwC5FFSr57WrVu36M8z9YEPfEDf+9739KMf/Ug1NTXq7++XJNXV1amyMjvxjQAAFCu78z2fsfOS1OQ335yPOFF8H7M739MrvleUeVTucZsz6GeKs/huz3u/cFWtqsq9iYMIfVmYwTdoFdXt+e5nsz8/SPEdK4g97722okyeJNMzrupq1D89flxPZXHue8iBzvfaSqvzndh5SdKeU+Z+ewXFdwDAeUSicR0dnJJUup3vzENfudrrK63ie0jb2hnFAxQawzD0rce6JUl/+PKupFO7PG6XLu2o02+OjWhfzzjFdyCP0rp7f/jwYf393/+9Dh06JJfLpYsuukgf+tCHdOGFF6b0OF/72tckSddff/2Cz991111697vfnc7SAAAoWYnY+fJ8F9/NAu1IIPMCba8VrZ5u8V0yu99HghFNzcxKKr7De3Pz3uslzZvBNz7teJT+wKQdO79457s9C57Od6wkE9PmQaJkIudtV65vlCS9OBjQcCCs5mrnR2MFnZj5bh1IInZeGg9F9OJgQBKd7wCA8zs2FNBszFBNhTfx+rwUUVhfmToaKrWvZ1y9WTjwDSBzDx8Z0pGBgKp9Xr39qrUpfe32znr95tiI9veM620vSe1rATgn5aEP//Vf/6Vt27Zpz5492r59uy699FLt3btX27Zt0913353SYxmGsegPCu8AAJwr4EAEsROaqq3O92Dmne+Jme8Z3NCyo+eLNVb5mXnz3iVpdV2FPG6XItG4hh044DDfoFV8bz1P5zvFd6wkdud7fWXyxfcGf7kuWlUjSXo6S93v9sz3TNJOaq3f0+R0ce6PTtprdb1vaPGr0U+8KgBgeXbk/MWra5OaswsUkw4rbY3iO1CYvvmI2fX+e1d2ppzwaN9b2mfdawKQHynfyfn4xz+uT37yk/rrv/7rBZ//q7/6K33iE5/QW97yFscWBwAA5szFzqcfQeyEJqvDM9Piezga08CUWQxem1Hnu/lGJFCExfdoLK7neickSZdZne9ej1uraivUNz6tnrGQWpfoUk+VYRiJOPklZ75TfMcKZBff61Kcd/mSrka90D+lJ4+P6uZLVju+LnvPr8ogdt4+nETnu7TnpFl8v3wtXe8AgPM7eMaa905kL0pQIm2N4jtQcJ7rndBvu0fkdbv0nmu6Uv56u/h+ZGBKwXA07w08wEqVcud7f3+/3vnOd57z+d///d9PzGwHAADOC9ix8/nufE/MfM+sQNs3Ni3DMAtLmXQh2l2hxVhcOjwwpenZmGoqvNrQXJ34fGej8zdDAuGoQhEzPaG1donOd+tgxZDDHfdAIRu35qHXpdD5LklXdTVJkp7MUue7/e81k1EjdpdEsSaDOGn3Cav4TuQ8ACAJduf7ljUU31F65orvoTyvBMDZvmnNen/dpau1pj71lMi22gqtrqtQ3JCe65twenkAkpRy8f3666/XY489ds7nH3/8cb3iFa9wZFEAAOBcwUIpvtux84HMOt/nIuerMopyLObYeXve+47O+gWz3bMRA2h3vdf4vKpaophH5ztWoomQNfM9xeL7lV1mEfeF/klNhJw//OPEgau6yuI9nOSk2Vhc+3vHJUlXrKf4DgBYnmEYOtRP5ztKl/1+0zwQb+R5NQBsPaMh/ey5M5KkP752Q9qPQ/Q8kH9J3cm5//77Ez+/5ZZb9IlPfEJ79uzRS1/6UknSE088obvvvluf/exns7NKAADgyPxfJzT57dj5zAq0PVZhuTODyHlpLna+2Ivv82WjE2HAmvfeskTXu7Sw+B6PGwsOBAClyu58r69KrfjeWlOhDS1+dQ8F9fSJUd24pc3RdYUidvE9/dh5u/N9cnpWhmGs2Jm1h85MamY2rrrKsgUpIwDOdXw4mDjwuRi/z6uuZn8OVwTk3pmJGY2HZuV1u3RBG983UHrarW7aqXBUk9NR1aX4OhhAdnzn18cVixu6ZlOztq6pS/txtnfW678P9Gs/xXcgb5K6e3/rrbee87l//Md/1D/+4z8u+NwHPvAB/cmf/IkjCwMAAAsFwlYEcZ6L781W5/toMJJRgbbX7nxvTD1Ga765zvfi6+zc12PGIO+05r3b7E6EnlHnOt/tbva2mqVnyDdbsfPRuKHx6dmMxgEAxSIx8z3FzndJuqqrUd1DQT15fMTx4nvQ2vOXSqpIRq31e4obUjASy/vhrXyZHznPoSJgaceHg7rhzofPe92u26+nAI+SZkfOb2qtls+b/iE4oFBVlnvUXF2u4UBEveMh1VWlX+QD4IyJ0Kx+8HSPJOl9GXS9S3S+A4Ugqbsv8Xg82+sAAADnYXchVWfQBemEBqsgGzeUUYF2fux8Jmqt4ntgmS6tQjQRmtWxoaAkaXtH/YJfy2bn+1Lz3iWp3OtWQ1WZxkKzGpoKU3zHijDX+Z763/eXdDXqP57q0VNZmPs+N2ok/T3f53WrzOPSbMzQ5PTsii2+7zm1cue908WMVCz3dyWd64BidfAMkfMofe0NVWbxfWw6ow5bAM74tydPKhSJ6aJVNXrFBc0ZPdYl7XVyu8wkl4HJGbXVLt2EASA7VubdFwAAipB9ozOTLkgnlHncqqss08T0rEYC6Rdoe6zC8toMY+eri3Tmuz1/eF1TlZqqFxbE7Sj+vvFpx+LfByetzvfzvOlqqfEliu8XrqrJ+HmBQpfuzHdJuqqrSZJ04PSkAuGoo8XtUMRKO8lgz3e5XKqtKNNIMFJ0e6RTDMPQHqvz/bK1K6v4ThczAKTH7nzfsobiO0pXR0Ol9veMq3fMubQ1AOkJR2P67m9OSDK73jMdF+b3ebW5rUYv9E9pX8+4Xr11lQOrBJAKdzpf9Mgjj+j1r3+9Nm3apAsuuEC33HKLHnvsMafXBgAA5gkkuiDzf3auyYqeHw5E0n4MO1LduZnvxRU7v9S8d0lqq/HJ6za7VQetuPhMDViP01qzdOe7NG/ue2DGkecFCl26M98laU19pToaKhWLG9pzcszRdQUdmPkuzUXPTxbZHumU0xMz6p+ckcftWnS/LWV0MQNAeg710/mO0peNtDUA6fnRM6c1NBXWqtoKve7SNY48JtHzQH6lXHz/t3/7N914442qqqrSn//5n+uDH/ygKisr9apXvUrf+973srFGAACg+bHz+S++N/vNAu1IML3C8MT0rCasgpf9pj9d9sz3ySLr6kzMe1+kGOT1uLW63uxQ73HoZshc7Px5Ot+tLvwhh4r+QKGbyKD4Ls11vz91fMSxNUnzY+cz2/Pt0RyT0yuz+L77hDkSYOuaWlWWM7cXALC8qZlZnRwxX39fTPEdJazDGv9G5zuQX/G4oW8+1i1Jes8161XuTatf9hzb7eK71fgBILdSvpPzuc99Tl/4whf0kY98JPG5v/iLv9CXvvQl/c3f/I3e/va3O7pAAABgCoatCOI8z3yX5jrfR4Ppdb73WPPem6vLMy4szXW+F0/x3TCMxOnjHUvEIHfUV6lndFq9YyFdub4x4+e0i+ltSXa+2zH1QCmLx41E8b2uMvURGseHg2pvMA+07HphSDdvW73g19Odpx2JxjUbMyRlPmpkpXe+7z25cue9AwBS90L/lCRpdV2FGtIcrwUUg456u/Od4juQTw8fGdSLgwFV+7z6vZesdexx7c735/omFIsb8jgwzhBA8lK+k9Pd3a3Xv/7153z+lltu0ac+9SlHFgUAABaKROOKxOKSCqPzPdPYeTvazj5tn4maxMz34iksnRwJaSw0q3Kve8k4y87GSv22W+oddeZmSLKd76015q8PBSi+o/RNzURlmDVu1aU48/3sedoHz0zqdX//+DnXpTNPOxSZO0zkz7Bbu9Y6oDQ5XTwHlJy05xTFdwBA8hLz3ul6R4mzE+j6iJ0H8uqbj5pd72+/am3ivZsTNrfVqKrco0A4qmNDAW1uq3HssQGcX8p37zs7O/XQQw9p06ZNCz7/0EMPqbOz07GFAcs5PhxcdjZhul1GAFCo5u95hTDzvdGOnU+zQHvK6nzPdN67NBepHCiimbXPWJHzW9fULhkp5mQMYCAcVShiJickPfOd2HmsAOPT5gEif7kn5Xi/bM7Ttvczn9ctryez2MFiPKDklGA4qkNnzA5Giu8AgGQkiu9rKL6jtLVbxffJmagmpmdTPogKIHPP9o7rie5Red0uvftl6x19bI/bpW3tdXrq+Kj29YxTfAdyLOW79x/72Mf053/+59q3b59e9rKXyeVy6fHHH9d3v/tdfeUrX8nGGoEFzu4yWko6XUYAUKjsQky5162yDAsxTmi2Ot9HUuh8n39wan/PhCSpssytA33mz9M9OFXtm4udNwxDLlfhR2nZM7d2di5dDLI7EZyY+W53vVf7vOc9vEHxHSvJeMie915YsbL2YRknDlvNxc4XzwElp+zvGVcsbqi9vlKr6yrzvRyg4CW75xTCQVAgWw710/mOlaGq3Ksmf7lGghH1jU1TfAfywO56v2X7Gq2pd/79ys7O+kTx/bYraJwFcinld0x/+qd/qlWrVumLX/yi/vM//1OSdPHFF+sHP/iB3vCGNzi+QOBs2ewyAoBCFbQiiAshcl6SmuzO92ByBdqlDk795+5e/efu3sTH6Rycsrs6Y3FD07OxjOcj58IziXnv9Ute42Tnuz2/vbV2+a53aV7xndh5rADjiXnvhXWz0X4dW5Vh5Lw0lw4yOb3yOt93W/PeL6PrHUhKV7Nfu26/PrEHxQ1Db/vWEwqGY/rybdt1QVsNKXMoadFYPDHz/WKK71gBOhoqNRKMqHcsRNoDkGM9oyH97LkzkqQ/esWGrDyHPffdbgABkDtp3Z1+4xvfqDe+8Y1OrwUAACzBvgnq92VeiHGCPfN9JJhc53s2D05VlXvkcbsUixuamokWfPF9ZjaWiLPcab0RWkxno3nq+fT4tGJxQx53+h39g1PWvPfzRM5LUku1ec14aFbhaEw+b2H8nQOyYTxk7mH1VYVWfDc73504cDXX+b7yiu97rOL7FSu0+E4XM9JxdmH9qq4m/eqFQY2GZrWtvS5PqwJyo3s4qEg0Ln+5R2sdGI8FFLqOhirt751w5MA3gNT80+PHFTekV1zQnLXDL9ute06HB6Y0HYmp0oHD3QCSk/a77EgkosHBQcXj8QWfX7t2bcaLAgAACwWsQoy/QArLTf7UY+ezxeVyqdrn1cT0rKZmZtVWW5HvJS3r+dMTisYNNVeXJ6LlF9NaU6Eyj0uzMUMDkzMZRZDZne/J/NnUV5Ulnnc4EFF7FqLPgEIxMW3HzhdY8T3iZOe7VXyfXlmpUPG4ob2nzOL7Sp33Pr+L+e3fekKTM1H939/boQ0t1Ylr6GLG+VyxvkG/emFQu0+M6r3XdOV7OUBW2QdkL15dK3cGB1+BYmG/H6X4DuTWeCiiHzzdI0l637XZ6XqXpNV1FWqt8WlwKqwDpyd05frGrD0XgIVSvoN/9OhRvec979FvfvObBZ+3Z6zGYjHHFgcAAEx2R3jBxM5b3dET07OKROMq9+Z3Dn1NhV18L/zi0jNW3NeOzoZl59N73C6tqa/UyZGQekZDGRXf7ZnvyRTfXS6XWqp9Oj0xo6GpMMV3lDR75ntdZaHNfLfTTjLf8+3RHFMrrPP96GDASkPx6KJVNfleTt50Nfs1MT2rSev74ysvbiuY1xIoDvZN2qdPjCXu+wCl6tAZa9478dtYIdqt4nvfeCjPKwFWln974qSmZ2O6eHWtrtnUnLXncblc2tFZr18cHNC+U+MU34EcSvld97vf/W55vV795Cc/0erVq3njBQBADgTCzhVinFBfWSa3S4ob0lgokvduc7uQUBTFd2ve+85l5r3bOhrM4nvv2LSuyuA5B6asme9JxM5L5tx3u/gOlDK7+F5one9Opp3Mxc4X/v7oJDtyfkdnvbye/B4Qy7dTI+YN9ebqcgrvSNkl7XUq97g1HAjr5EhI60lKQAk7aBffmfeOFYLOdyD3ZmZj+u5vTkqS3ndtV9bra9vt4nvveFafB8BCKb/z3rdvn/bs2aOLLrooG+sBAACLKLTOd7fbpUa/T8OBsEYCyxffDcPQw4cHs7oeO1a5GIrv+6zO9+Xmvds66qskjWR8M2TQ6nxvTfKQRItVpKf4jlI3Pm3NfK9MvfiezXnaIWvPr/I5GTu/sjrfd58clbRy573Pd3I0KEla10TRFKmrKPPo0o467T45pqdPjFJ8R8kyDGNB7DywEnQ0VEmi+A7k0n3P9Gk4ENaaugq97tI1WX8++96TfS8KQG6kfCdoy5YtGh4ezsZaAADAEoKJzvfMCzFOaa4uN4vvwaULtC8OBvSZHx3Qb46NZHUtxRKrPDg1o77xablc0qVJFN87G+1OhMxiAAfT6HyXKL6j9E1k0Pk+f562JP3jwy/qZ8/1661XduoPXrpOUvrztIMRJzvfzceYnJldUZHRe63O98sovuuk1fm+rrEqzytBsbpifaN2nxzTnpNjessVnfleDpAVg1NhjQQjcrukC1fwuBKsLPaIMXNEzWzi0CaA7IjHDX3rsW5J0nuu6VJZDhK6Lumok8sl9Y1Pa2gqnLjfAyC7Uv7X/fnPf14f//jH9fDDD2tkZESTk5MLfgDZls0uIwAoVIkI4gLa2xr95ozkkUDknF+bmY3pzp8f1s1feVS/OTai8iy/oZgrvhd257t90nhza01SKQZOdSIMpjDzXZJaqq3ie2Amo+cFCt34dGYz37ua/drWXpf4IUmzsXji43QK79L8A1cOFN+tm6izMUMzs/GMH68YDE2FdWIkJJdL2rmW4vvJETrfkZkr15v/jp4+MZrnlQDZY3e9b2ypVkVZ4Rx4BrLJ7/Mm3tf30f0OZN2vXhjUsaGganxevfXK3BxorKko06aWaknSfmsMIoDsS/luzo033ihJetWrXrXg83YXRSwWc2ZlwBLO7jKSpFjc0Du/85Qmpmf1t7du08s3Nad9sxMAClEhxc4fHw4qGI7K6za7Jw/0TWhTa3Xi15/tndDXHnlRPaPmm/cbLmzRH71ig97x7SfP+9jpFppqErHzhd35nsq8d2luBl9PBp3vgXA00UWbauf74CSd7yht4yErdt6Bme9259Dp8cxvXIYiVvG9PPOb/1XlHnncLsXihqZmZlXpwGMWur2nzK73za01qktjpECpOWF3vjfR+Y70XG4lSBwbCmokEFZTNR1TKD2Jee9riJzHytLRUKnRYES9Y9OMXACy7JtW1/vbX7o2cR8rF3Z01uvoYED7esZ145a2nD0vsJKlfId7165d2VgHkJLFCus3b1ul7z/doxf6J/X7VtQnAJQKJ7sgM3F8OKgb7nx4wee+/fhxffvx4+dcu7quQn/1+q169dY2uVyucw5OnS3deGZpXuf7Mo9fCOzO9x1JRM5Lc53vZyZmFI3F5U0jQcDueq/2eZP++9NSY3bIDwUovqO0TUynHzt/ttV1dvE988SIoJV2UuXAnu9yuVRT4dV4yIwTbU0yAaOY2IfCbD9/vl+S+Z7hQN9ERt9fSsEpiu/IUH1VuTa3VevIQEB7To7pd7auyveSAMfZxXeKj1hp2usr9WzvhPoyHHUGYHn7esb11PFRlXlc+sOXdeX0ubd31uvuPb3a3zue0+cFVrKU7+Zcd9112VgHkLFXW8X3nz8/oL++ZZvc7pUxzxLAyhCMFEbxfbni+Xxvuqxdf/OGbQvWm83CR3URxM7H4oaetd7oJBuD3FrjU7nHrUgsrv7JmUQxPhUDk6nNe5eY+Y6VwTAMjdsz39OMnZ9vTb1Z1O6fmFE8bmT0WnQu7cSZLvXaijKNh2Y1MV24e2S6FjsUZnvg+X49YBXid91+/YoswM/MxtRvHcIidh6ZuHxdo44MBLSb4jtK1CErdn4LxXesMHbaWqajzgAs71uPml3vt2xv16q63B6IthtA9vWMZ/xeFUBy0h7AGgqF9MILL+jZZ59d8APIl5dvbFaNz6uhqXAiahIASoXdBelUISbb3vPyrpweFCiG2Pmjg1MKRmLyl3sWxPQvx+12qT3DmyGDU2bRpbU2+eJ767ziu2EYaT0vUOiCkZiicfPvtxPR5G21FXK7pEgsruFgZgdX7ANXVeXO7KO1lebjTBbwHpmuZA+FJXtdqTk1anax1VR41eBAwgNWLua+o5SFIlEdHwlKovMdK499wJviO5A9p0ZC+u8DZyRJf3xtbrveJenCVTWqKHNraiaq7uFgzp8fWIlSLr4PDQ3pda97nWpqarR161bt3LlzwQ8gX8q9br3q4lZJ0gMH+vO8GgBwVsCOnXeoEFNqaoug8/0ZK3J+e2e9PCmcMk7MfR9NLwZwMNH5nvzJ6mZrlms4Gi/4KH8gXfa893KvWxVlaZ9JTijzuBP/zjKNng9FzANXfgc73yVpcrr0iu9Y3gnr5tq6piq5XHS4IH1Xrm+UJB3om9C0tUcBpeKF/ikZhnkAtSWFtCigFCQ638eJnQey5Z8e71bckK7b3KKLVuX+kFeZx61ta+okSft7xnP+/MBKlPJdpg9/+MMaGxvTE088ocrKSj3wwAP653/+Z11wwQW6//77s7FGIGmv2bZakvTfB/rp1ANQUuYiiCm+L6amCIrvqc57t2UaA2h3vrel0PleWe5RjfV3jeh5lKq5yPkyx4qSdvT86fHMOoecPnBVDHskssPufCdyHpnqaKhUW61PszGDeaEoOQftyPk1dL1j5aHzHciusWBE/7m7V5L0vms35G0d86PnAWRfysX3X/3qV/ryl7+sK6+8Um63W+vWrdPv//7v6wtf+ILuuOOObKwRSNp1m1tUWeZR3/i0nrfePAFAKbCL7/me+V6o7Nj5QAF3aT/TY45ESXbeuy3TmyH2zPe22tRmitldP3bnPFBqJqwu8HoHo7jX1JuHZTItvofCdue7Q7Hzdud7CcbOY3knrBjldY1VeV4Jip3L5dIVVvf7bqLnUWIOnjHvHxE5j5XIHnM2Hpot6DFuQLH6tydOano2pq1ravWyjU15W8d2iu9ATqVcfA8Gg2ptNaO9GxsbNTQ0JEm65JJLtHfvXmdXB6Sostyj6y9skaTEHBUA2XF8OKgDfRNL/jjODCFHBSi+L8tOBCjUmwVTM7M6OhiQlEnne3oxgAOTZud7qhGa9vVDAYrvKE1zne/ljj1me6L4nlns/NzMd4di5yvt2PnCPaCE7Dg5Yn7vWE/nOxxw5Tp77vtYnlcCOCvR+U7xHStQtc+bOIzal+EBUgALzczG9M+/PSHJ7HrP5xgo+17UoTOTmpllhBCQbSnfwb/wwgt1+PBhrV+/Xjt27NA3vvENrV+/Xl//+te1evXqbKwRSMlrtq3Sfx/o1wMH+vU/X31RvpcDlKTjw0HdcOfD571u1+3Xq6uZm72ZMgxDQWu2JrHzi7MjlScLNFL52d4JGYZZSE+1CJ5p57sdG59u5zux8yhV49PmzPc6BzvfV9dlHjtvGIbjo0bofF+57OL72iY635E5u/N978kxxeKGPO783UAGnBKLG3qhn9h5rGwdDZUaD82qb2w6L/OogVJ1794+DQciaq+v1P+4JL+1s46GSjVXl2s4ENHzpyd1+brUUhkBpCbluzkf/vCHdeaM2VH8V3/1V3r1q1+tf//3f1d5ebm++93vOr0+IGWvvKhV5R63jg0FdXRgShe01eR7SUDJCSYZ7Z3sdVheOBpXLG5Ikvw+Z7og05Vs532uO/Tt2PlINK5wNCafN79/TmezY71S7XqXpE6r8/3MxLRmY3GVeVILLrI731vT7Xyn+I4SlYidr3Q+dv7MRPrF93A0LmvLV5VTxfdK64DSNMX3lWQ2Fk90sNH5vtDx4eCyr1P9Pi8HSBdx0aoaVfu8mgpHdbh/ikIlSsKJkaBmZuOqLPOwV2LF6qiv0oG+Sea+Aw6Kxw19+7FuSdIfvnx9yvdynOZyubS9o14PvTCo/T3jFN+BLEv5bs473vGOxM937typEydO6IUXXtDatWvV3Nzs6OKAdNRUlOnlm5q06/CQHjjQT/EdQNGbP8fcX57fzveuZr923X59wd2wnt8dOjUTla+6sIrvz5xKb967ZBbBfV63wtG4+idm1JnC3N5AOJpITWil8x1YYCKUvZnvfRnEzs/fX6vKnNnL7ANKUwWaDpKJQj0UVghOj08rFjfk87pTPoBVykhwSp/X49bOtfV67Oiwdp8cpfiOkmBHzl+4qoY0B6xYmY46A3CuXx4aUPdwUDUVXv3eS9bmezmSzIaQh14YZO47kAMZ34GoqqrSZZdd5sRaAMfcvG21dh0e0n8f6NeHXnVBvpcDABmxCzFV5R65C+CGUCHeiPa4Xar2eRUIRzU1E1VzdeEUGQzDyKjz3eVyqb2hUt1DQfWMhVIqvg9aXe/+ck/K8dUt1p/h4FRms6uBdOSiKzUx873K+Znvw4GwZmZjqkijeB4MmwdmnNzzaxOjOUqv833+obAXBwP68A/2qaGqTP/63qsS16zULuYTduR8Y1VBvH4oFCQ4ZebK9Y167Oiwnj4xpndevT7fywEydvAMkfPAXPGdznfAKd+yut7fcdW6ghkhuWNtvSRRfAdyIKl/9R/96EeTfsAvfelLaS8GcMqNW9rk+aFLB89M6tRIiBmHAIqa3fm+Erv2UlFTYRbfAwXW2dk7Nq3hQERlHpe2pnlTr6OhSt1DQfWOTksbk/+6wTTnvUtznfJ0viPXctWVmpj57mDsfH1VmSrK3JqZNZMq1qexvmDEPnDl3J5fa/0eSzV23v57cNqKWF/bWKVt7XX5XFJBODUSlCStI0YZDrpivZni8/TxURmGIZeLgx0obnbn+5bVFN+xcnU0mPdNKb4D6Tn78PgL/ZN6+sSYvG6Xrt7QqOPDwYI4DHxpR70k6dRoSKPBiBr9zh1EB7BQUnd0nnnmmaQejDddKBSN/nJd1dWo3xwb0QPPn9H7rk2hUgEABcbugiyUk7KFyv7zmSqwzs5nrBPFW1bXptUFK6UfA2jPe29JI27Y7nwfDlB8R27lqit1PAux8y6XS2vqzaSK0xPTaRXfQxH7wJVz4zNqrdj5yQI7nOQ0u/hux/+vdHbn+zoOIsNBOzrr5XW71D85o77x6UTBBihWh+h8B9RO7DyQtuUOj0fjht5119OSCmOkUV1lmTa0+NU9FNT+nnHdcFFrXtcDlLKk7uLv2rUr2+sAHPeabavM4vuBforvAIpaMOx8IaYU1SRilQuruJTJvHdbujGAQxl0vtsF+5FgRNFYXF6PO+XHAArZhNUFXl/p7Gn/drv4nubc94B14MrvaOe7tT+WaOe77fSE+WdO8d100iq+r6f4DgdVlXu1tb1O+3vGtfvEGMV3FLWhqbAGp8JyuaSLVtXkezlA3tjF97HQrILhKKl7QAqKbaTRjo56dQ8F9QzFdyCruIuKkvXqraskSXtPjat/gnm1AIpXInbewUJMKaqxOjsLrfM9k3nvts40YwDtzve22tQ73xv95XK7JMOQRoORlL8eKHTZ6HyXpNV15mEXuws7VaEsHLiy98dwNK5wNObY4xaaPjrfFzhpxc6vJXYeDrtynRU9f2I0zysBMmN3vXc1+R0d9wIUm9qKssQopr40X8MCKA723Pf9zH0HsiqtV5ZPP/207r77bp06dUqRyMKbsffee68jCwMy1VZbocvW1mvvqXH94mC/3nn1+nwvCSgZyZ6C5rS0M+zTscTOL8/ufJ8qoM73cDSm5/vMm3o7rTc46bA733tSjp03O99ba1LvfPe4XWqq9iU6glrT6J4HClk2Zr5Lc4XfdIvvwYhZHHeyCFDj88plHaaZmonKV12aSSr2n3l7PftVPG7o1Cid78iOK9Y36tuPH9eek2P5XgqQkYNW8f1iIucBdTRUamJ6Vr1jIW1uIwkCKFV2Y8j+3nEZhsEoaSBLUu58//73v6+Xv/zlOnjwoH74wx9qdnZWBw8e1K9+9SvV1dVlY41A2m7etlqS9MCB/jyvBCgtXc1+7br9ev3kQ9doc1t14vNV5R79+IMv108+dE1BzDIqFXbnexXF92XNdb4XTvH90JkpRWJxNfrLtbYx/eKHHenaPzmjSDSe9NcNTpmd761pdL5Lc3Pf7fh6oFTMzMY0M2v+W3K68z1RfE8zeSkbB67cblfi8Uo5ev6MFfW/uo7O94GpGYWjcXncLpIA4LjLrc73wwNTmgiV7p6C0nfwtDXvfTXFdyDdUWcAistFq2pV7nVrPDSbGFMFwHkpF9//7u/+Tl/+8pf1k5/8ROXl5frKV76iQ4cO6bbbbtPatWuzsUYgba/ZZkbPP3l8lMjc8zg+HNSBvoklfxwfDuZ7iSgwXc1+bWuv03Bg7t9WKBJTfVW5trXXUXh3UNCa/1vNzPdl2Z3vgXDh3AS2573v6KzP6DRxc3W5KsrcMgzpzETyN0MGM+h8l+aK9hTfUWrsee+eeUVpp7Rn3PluHbgqd3bPr7UOKE0W0AElJ83G4hqYYua7zb6R1tFQqTIP0+bmI8Epcy01PnU1+2UY0t5TdL+jeNmx81vofAcSB74pvgOlrdzr1lbr+94+oueBrEn53eSxY8f02te+VpLk8/kUDAblcrn0kY98RK985Sv12c9+1vFFAunqbKzS1jW1ev70pH55cEC3XdmZ7yUVpOPDQd1w58PnvY5OZpxtamY2cbBlXVOVTo6EdOjMpDoz6PDFuexCDDPfl1fjK7zYeSfmvUuSy+VSR0OVXhwMqHdsWuuSnN87aBXN05n5Ls3rfA9QfEdpScx7ryxzPGZv/sz3dGL8QtaBK6cLf7WVZeobny7Zzvf+iRkZhnkzqclfnu/l5F1i3juvyc5hJzgFw1E9dGhAX/7l0cSvfeP3L1d7Q6X8Pi/ve87jinUNOj4c1NMnRnXDRa35Xg6QspnZmI4NBSRJW+l8B+Z1vtMJC5S6HZ31eubUuPb1jOvWne35Xg5QklK+o9PY2KipqSlJUnt7uw4cOKBLLrlE4+PjCoX45ozC85qtq/T86Un994EzFN+XYMebpnPd8eHgsl/PjavS1jNqnohu9JfrinWNVvF9Sr+zdZXjz7WS/67ZsfN0YC2vEGe+P3NqXFJm895tHQ2VenEwoJ7R5F5vBcPRxN+ddOe1t9TQ+Y7cy0VX6njImvfucOS8NNd1HYrENDkdTfk55vZ8Zzvf7T1ycqY0i+920sCaugq53cwttDvf1yd5WGulsV8zPnhwYMHnK8s92tbOOL1kXLm+UXfv6dXuE3S+ozgd7p9S3JCa/OWJ17zASmanN/XR+Q6UPLtBhM53IHtSvmP1ile8Qg8++KAuueQS3XbbbfqLv/gL/epXv9KDDz6oV73qVdlYI5CRmy9ZpS8+eES/fnFEkzOzichNZI6OeZyyioCdjVW6eHWNpLnoPiet9L9r2Zj/W4pqEpHKhVFYGgmEE/9GLu2oz/jxUp3BZ3e9+8s9af/dofiOfLC7Ut/+rSd0ZmJGLkmGpM/esjUxZzjTA1fj03Od706rKPOoyV+ukWBEfePTKRffQ4nYeYc73609spAOKDnptDWSg8h5k118X9dE5/tyes7q7jv7YyztivXmfryvd1zhaEw+L+ORUFwOzoucdzoFByhGxM4D6SnGkUZ28f3g6UlexwFZkvK/+K9+9auamTFn6X3yk59UWVmZHn/8cb3pTW/Spz/9accXCGRqU2uNNrb4dWwoqF0vDOoNO4hSSdfuE6Oq9nnVbs2OzKRjHqXB7sBd21ilLVZU36F+54vvK/3vWpDO96QUWue7fYJ4U2u16hwo8M3dDEmuMDAwab5eS7frXaL4jvypLPPozMSM3C7pivWNeur4qMq9bsc6Uifs2Pmq7MSTr6mv1EgwotPj0ynPkQ1GrNh5p2e+V1qd7yUaO3963NzzVtdRfJekk6Nm7HyyY0pWKvu1bHN1uYYDkUSqE86vq9mfOGh0oG9Cl69rzPeSgJQcPG0V34mcByRJ7dZh75FgRKFI1PGDoECp6mr261cfu05v+9YTGpgM69Ovu1hXdTUtuKbQ0jrXNlapoapMY6FZHTozlfGoRADnSit23uZ2u/Xxj39cH//4xx1dFOC0m7et1ld3vagHDvRTfM/A//rxQenHB+Vxu9TZUKkmP9FsK92pRPG9UhdZNy1OjoQUCEfp0nZQtiKIS43d+R4okEMYdvF9p0NvYjpT7ESwO99bM4jRtGe+D07NpP0YQDqePD4iSdq6pk4XttXoqeOjiVhxJ4xPm7Hz2eh8l8y578/1TSS6sVORrQNXtQWWDuI0++9He336B45KhWEYdL4nyS62X72xWT/ef5o5tylwuVy6Yn2Dfv78gJ4+MUbxHUXn0LzOdwBSXWWZaiu8mpyJqm9sWhe01eR7SUDRiBuGBibDKve49baXrC34wysul0vbO+v18OEh7e8Zp/gOZIE7nS+Kx+M6cuSIHn/8cT366KMLfgCF6DXbzPnTDx8e0rTVTYTUrW+qUkWZW7G4oRMjIe05xXy/le7UvM73Rn+52mrNQt3hLHS/r2TBsLlvcaBheXOd74VRWLLnve9wYN67lEbsvAOd7/bX0vmOXHuie1SSdFVXYyJGvM/J4rvV+Z6Nme/SXPS53Y2dipC15ztefLcOGkxOF8YBJaclZr4TO6+x0GwiBWZtI8X3pczMxtRvfa98+UazO6mHqN2UXLneLLjvPjGa55UAqYnHjUTx/WI634EEoueB9Ox6YUiSdNWGxoIvvNuY+w5kV8o7wRNPPKG3v/3tOnnypAzDWPBrLpdLsRiFTRSerWtq1dFQqd6xaT1yZChRjEdqvvr2y7Rlda0Gp8I6PhzUb44N6+9/9WK+l4U86pk3810yb1wMTA7p0Jkpul8cROx8cvIdO398OJj4fxU3DO21DijV+Lw60DeRccyYXXwfmJpJaiaX3fnelknnu/W1wUhMwXCUv4PIGbvz/aoNTYkZ6M52vlvF9yx1vrcniu9pdL4nZr47HDtv7ZGl2/luFlEpvksnR8zI+VW1FaooIzVnKXZhodrnTYy06B2l8z0VV9jF95NjiscNud3MzUZxODUaUjASU7nXrQ0FFAMM5FtHQ6UOnpkkCQZI0a7Dg5KkGy5szfNKkred4juQVSnfQf2TP/kTXXHFFfrpT3+q1atXy+XizRUKn8vl0mu2rtK3Hz+uBw6cofieAbfbpVV1FVpVV6GaCi/F9xUsFjcSNy3Xziu+P3x4KNFFAGfYMep0vi/Pjp0PRWKKxuLyetIK+EnL8eGgbrjz4UV/7c+/vy/x8123X592Ab7RX67KMo+mZ2M6PT5z3sexZ763ZdD57i/3JJ5zOBCm+I6cGJyaUfdQUC6X9JL1jToyOCUpvS7ypSRmvmep+L4mg+J7KJKdtBM7dj5fB5Syba7zndh5IueT02MVFjoaKhMHSZlzm5qta2pVUebWeGhWx4YCRBSjaBy03q9etKomp+8ZgEJnz33vdfDQK1DqpmZm9bSVAnTDRcVTfN/RUS/JvJ81Hoqovqo8vwsCSkzKrzCPHj2qv/u7v9PFF1+s+vp61dXVLfgBFCq74P7QoUFFovE8r6awJFtMoeiC+QYmZxSJxeV1u7S6znyDZkf2UXx3Fp3vybE736Xcz30PJvl8yV63GJfLpc5GO3r+/J0IA4nY+fQ7310uV6L7neh55MpTx80bFxetqlVdVVmikH1mYlrxuLHclyYtMfM9SzcYVlsF4HSK7/b+5XTxr7bS6nyfLr3O98mZWU1Zf272a5KVjOJ7cnrmjU+y59xKRO2moszj1s7OBknS0ycYSYbikZj3TuQ8sACx80Dqfv3iiGZjhtY3VWWUdphrDf5yrbfeL+zvncjzaoDSk/IdnauuukovvviiNm3alI31AFlz2doGtdT4NDQV1q+PDecsBmZ+DPFiMo0hdkJXs1+7br9ewXBUH7t7vw73T+kvb75I12xqTlxTCOtEYbHnvXc0VMpjRUxuWW12u7zQP0X0pEPicUPBiD3/l+jY5ZR53Kooc2tmNq6pmWhJntrtaKjSkYFAUjdD7Nj51prMukD/f/buO7yt8nwf+H0kWfKW93bsJM7eJCGDlbApUEahjAKlQAu0hdIWur9ltaWllNLSHy20jA5aoIVS9k7CSEISsuNMx3svydZe5/eHdI7txEOy1jnS/bmuXG0cWTrIPtLR+7zP/RRmGdDUZ2PxnWLm02Hz3gH/6ASNALi9InosThSFkeYgifbMdyl2vnPQGXISh03ecBXp2PnAzPcEjJ1vD6Qi5KSncKMahmLnq/J57T6e4cV3wD9GaV/bAJr7bJjJDu6gLa/OxaajvdjW0IerV0yJ9+EQBaW2LVB8L2PxnWg4adQZi+9EwVsfiJxfo6LIecmiyhw09Nqwq9mE02YWxvtwiBJKUCsTu3fvlv//bbfdhu9+97vo6OjAggULkJIycsFq4cKFkT1CogjRaAScM68Y/9jchLf3dsSk+D5eDPFw4cQQR4r0+D2B4srJNQXy7MOxsGM+uTUdM+8dAKrzM6DXaWBzedHUZ0N1hH6vg/0d2t1imvD3Vm1sbq/8/xk7P7FMQwocbmfCxipLiyHNQcyk7RoIFN/D6HwHgMJM//d3sfhOMSLNe185zV9812k1KMlORZvZgVaTPaLF92jFzhdmGpCiFeD2iugadAY9h9znE+XX/UhfP2UH/lsH7In3+ihHzrPrHQDQ2MfO92Acey1bkZuGfW0DLDiESJr7vrWxL85HQhQ8KXZ+DjvfiUaQPm+2cuY7UVBEURya966iyHnJ4soc/G9nG+e+E0VBUCs6ixcvhiAIEMWhmMcbbrhB/v/SvwmCAK/XO9pdECnCefNL8Y/NTXinthM/uzj684BjEUMcSYMON3qt/hjWYBbrhnfMSx565yDWH+zGVSdW4ksrqtgxn8CO7RYC/AWSWcVZ2NNqxoGOgYgV36Xfte5BB654fDNEAH+/4UTkZujhE0X89t1DWHewG/e+WovphZlYMS0/Io+rBNL5pRGAtBR2vk8kO1WHHosTgwnY2QkE34lgdXrk6OpwZr4DQ8V7dr5TLPRZXTjUaQEAnDh16LW8LCcNbWYH2kwOLIlAY6UUvR6thAyNRkBxdipa+u1oM9mDLr7b3V5IH7kyIhw7L43mSMTO91Z53juL78Cwzvc8XoOPp7nP/3sjd74HonaD2eBGQ5ZMyYFG8D+fHWYHSozhb5AiiqY+qwvtZn9iyuwSplwQDSfFzvdYXLC7vEjTcw2CaDz72wfROeBEWopWTm5Tk8WVOQCAnc0mub5HRJER1IpOfX19tI+DKCZOnJqHnPQU9Fld2NrQj1XTE6dAFwnSfMj8DD2yUoPrBDu2sH7mnGKsP9iNxl5bwnUg00hNoxTfAWBOqb/4Xts+iHPnl0bs8aYWZKC13w4R/gLkKcPikJ64bhlu/cdneG9/F2766zb862srE+b3TyqgZuh1vAgOglRcStzOd2kG3/iFAalLPV2vDTsxQep8Z/GdYmFLoOt9VnEW8jKGCuNlOWlAY/+kZqgfy+31yfPBo9X5DviPuaXfjrbAAn8wrK6hDVepKZHdJCrFzttc3pCj8JVO7nzPYdHP4vSgx+LfTDuFne9jEkVRLrJX5qUF/jdQfGe3X0iyUlMwpzQb+9oGsK2xDxcsLIv3IRGNS5r3XpWfHvS6B1GyMKalICtVh0GHB60mG2qKuEGFaDxS1/tJNflIVWHDzJzSbKRoBfRZXWjpt49INyWi8AS14lJVVRX0HyIlS9FqcNacYgDAW3vb43w0yiMV38NZqDsxsMtvR5MJbq8vIsdFyjR28d0f3SctakTSjqZ+AMAJU3JHfD1Fq8Efrj4BJ07Nw6DTgy8/tQVHuy0Rf/x4sMqzfxk5HwxpAW3QmXidncBQV95Ene9dA/5iX7hd74B/5jsAdFtYfKfo2yzNe582smtA6mhujUDxXep6B4ai2KNBmvseyoYBmzMQOR+FDVfS5iQg8TYoSR2M7Hwf6nrPTU+BMYq/32pnsrnlTTjSxjbOuZ28ZVX+a/NtDf1xPhKiiUmfU+cycp5oVNI1LN8PiSam5nnvAJCaopXfD3cwep4ooibd7lBbW4u33noLr7zyyog/REp37vwSAMDb+zrh84kT3Dq5NPb5F+uq8ycfUVlTmAljWgrsbi/2tUW++ErK0TzKzHcgusX37YHi+5IpOcf9W2qKFn/58jLMK8tGr9WFa5/cEpEOyXiTO98N6ttBGw/x6nyP1e+aVBjoGnTC4R571E9noEtdKpyHQy6+s/OdYmDzUX/n+4qpI9OJygMdzZE410yB4nt2qg5aTfQSRcomcczSa356FF7zdVoNMgLRoYkWPc/Y+SFNvdK8d0bOj0fqbi/KMshdSnLnO2PnQybNfd/Gue+kArVtnPdONJ6KIDd8EyU7s82Nzxr965RrZhVOcGvlWiRFzzeZ4nocRIkm5Da6o0eP4pJLLsGePXtGzIGXOjM4852UriI3DWkpWnQMOPDfHa2YdcyMr2SeUd7YM3oncyg0GgHLq3Px3v4ubGvok2fHUGKxjhNpOqfEv4jR0m/HgMMtx9yGSxRFeRfmsZ3vkuzUFPz1hhPxxT9twtEeK6598lP8+5bVI6KL1Ubqggw3OjxZxKP4bnd58cu3DgR123ATDHLSU5Ch18Lq8qLVZMf0wsxRbxeVzncW3ynKTDYXDnYOAhhK0pFIRdU2cwSK77boznuXlBon0fnuGup8j4bstBRYXV4M2BOr8116jssZO48GufjOyMjxjJbgJG1wG3B4YLa7mRwQgmXV/mvz2rYBWJweXreSotWy851oXEyCIQrOh4e74ROBmcWZ8qYVNVpcmYO/bWrErhZTvA+FKKGE/InoW9/6FqZOnYr33nsP06ZNw5YtW9Db24vvfve7eOihh6JxjEQRU99jxTmPfCT//bv/3jXq7dbduSYpC/By53tBeBcMy6rz8N7+Lmyp78NNp0yLxKGRwkjdQjnpKccV143pKSgzpqLN7MCB9sHjCiiTVd9jhcnmhkGnGbdLoSDTgL/ftAKX/XEj6rqtuP7pLXj2phWqnecnzf9l7HxwMg2B2PkYFd9FUcRPXt6Lo91W5KSl4JErF6Mgc/Ru80hs7hIEARW56TjYOYiW/nGK74FCeXEEO997LE74fCI0UewUpuS2pb4PoghML8w4LrVBLr6bgp+fPhaz3b95LCc9uu8L5ZM45mi/5mel6tBuTqzOd69PRAdj52VNget5dr6Pr7nPX1AYXnxP1+uQn6FHr9WFln4bjGnGeB2e6pQa01CRm4aWfjt2NPXjlBnq7f6ixOb0eHGkyz+ebG4Zi+9EoxkqvjMJhmg80rz3tSqNnJdIjXN7W81we31I0U46LJuIhgn5TNq0aRPuu+8+FBYWQqPRQKPR4OSTT8YDDzyA22+/PRrHSBQx0uzkSN0u0cgz3/PCW6xbLscO9svpGJRYhn5XRt+oIRXHD3RELnp+RyD+aEG5EXrd+G9f5Tlp+PuNK5CXocfuFjO+9JdPsb2xH3tbzcf9qe+xRuwYo8HCme8hGep8j01h6bmtzXhxews0AvDYl07AmllFmF9uHPVPpDZ1VeZNvBjSGeh8L8oOv/gubSbw+ET021xh3x/RWD6tl+a95x/3b1JRtc/qgt0VXtKW1Pke7a7WyXTrS9eg6frojBqRNszF6jUyFroHnfD4RGg1Aoqy2PkuXaNVhZFklQykzveKY56nCjl6nt1+oZI+A27l3HdSsMOdFnh8InLSU1Bq5HsG0WgYO080MZ9PxIaD3QDUO+9dUp2fgexUHZweHw52DMb7cIgSRsgr+V6vF5mZ/i6rgoICtLW1YdasWaiqqsLBgwcjfoBEahZssUwJRTWH24uOQLGmOsyYygXlRhh0GvRZXajrtqKmaPTOTFKv5lGiOoebU5qN9w90RXTu+3jz3kdTU5SJX1yyALf84zPsbjHj0j9uHPO2Sk67kAoxjO8MTixj53e3mHD3//YBAO48ZxZW1xRE/TGBocWQ8QoDXQOBzvcIxM6naDXIy9Cjz+pCt8WJ/DE6+4nC9Wm9NO/9+MSU7FQdMg06WJwetJnHTn0IRqxi56WZ7yabG1anJ6jrPWnUSLSuDbMDGw4SKXZe2txQkp0KLZM55OJ7uElWiW6sa9nK3DTsajax228SllXn4r87WrGtgXPfSbmGR85L4zOJaCTGzhNNbE+rGb1WFzINOnn8jlppNAIWVebgo8M92NFswvxypj8RRULIqzrz58/H7t27MW3aNKxYsQIPPvgg9Ho9nnjiCUybxnhpouGmFmTgxVtX4wuBot9fv7L8uKKFUmbMt/TbIIr+Al+487H1Og0WV+bg0/o+bGvoY/E9AY02J3M4qfO9tj1yOyalzvex5r2PRvrQOBElp11Y5EJMdLogE02sujpNNhdu/cd2uLw+nDmnGLecOj2qjzdcMDGAnYP+zVTHRndPVmGmwV98H3RidklE7pJohAGHG7Vt/gXxlaN0vguCgLKcVBzqtKDNFGbx3R4ovke58z0rNQVZBh0GnR60m+2oKcqa8Huk2Pnodb77P/4lUuy8NO+9jPPe4fR45c0I4SZZJTpphFLlMdeK7PabPKnzfUeTiZGlpFjStcZ4Y8yIkl1l4L2wx+KEw+1FagrXIoiOJUXOnzKjICGueZYEiu87m0y4dmVVvA+HKCGE/Mrwk5/8BD6fDwDws5/9DI2NjTjllFPwxhtv4Pe//33ED5BI7eq6/fPEFpQbcdooccRKKLwDQENPIKIyPz0iO8ClxZct7HxISBMX3/0FhoMdA/D6wh89YHN55Aj7JSEU3xOBlbHzIYlF57vPJ+KO53ei1WTHlLx0/OaLi2I6Bz2YToTuCHa+A0NF/O7ALHmiSNvW0Aef6E/fGev3dmjue3hFMbMtNjPfgdBn1Uc77WSo8z0Ri++c997cZ4coAhl6LQoyo5vsoGZen4jWwHvolGMSv6TRLlJnPAWvpjATxrQU2N1eucBJpDTDO9+JaHTZaTr5WrQ1zOtuokS1LhA5r/Z575JFgbnvu1pMcT0OokQScvH9nHPOwaWXXgoAmDZtGmpra9HT04Ouri6cfvrpET9AIrX7YL9/J9zps5X9ZtzYN1R8j4TlgcjYbZz5l5AmKr5X5WcgLUULh9uHht7wZ6rvajbDJwKlxlSUJNlsPrkQo2fxPRiZgeK7JYppBn9YdwTrD3bDoNPgj9ecEPW50ceaqCvP5vJgMPDfXxSpzvfA/XSx+E5R8unRwLz3qcd3vUuk4mprkIXssUid77E4d6Vu7GA3DFgD8+zTo/SanyV3vis38SVU0sYGFt+Bpj7/NdeU/AzGKY+j3WyHxydCr9WgOGvkdaXU7dfM2PmQaTQCllX5N8lu5QZsUiBRFOWxaHPLWHwnGosgCIyeJxpHj8WJ3YEi9WmzCuN7MBEiFd/rui0JlZJGFE8RycTIy8vjh3uiUTg9Xnx02L8T7ow5Ci++BwqkkYqoPGFKDjSCv0jbORDeIjkpi88noiUwa7pyjOK7ViNgZom/+z0Sc993NPs3cYQSOZ8oLOx8D0mWHDsfncLSh4e68dv3DgEAfnbxfMwri/0srOExgPZAoW44ad57ul4bse5Zdr6Pr77Hir2t5jH/1PeEvwkp0W2uDxTfpx0/711SHqHO91jNfAeA0hCP2Sa/5kcrdj7Q+Z5ACypSR1ZZkm3OG42UZFUdoc20iUraRFqRm3Zccs3wYoMohp/elGyWVXMDNilXS78dgw4P9FpNWONriJJBMKPOiJLVh4e6IYrAvLLsiKUNxltBpgEVuWkQRWB3szneh0OUEIJekb3hhhuCut1TTz016YMhSjRb6vtgdXlRmGXA/DgUaELR2BvZxbqs1BTMKc3GvrYBbG3owwULyyJyvxR/nYMOuLw+6DQCSsdZ6J5bmoVdzSYcaB/EBQvDe8ztjSYAwJIpOeHdkQpFO4I40WRFcZ5xq8mObz23A6IIXHViJS5fVhnxxwhGdppOniPdarIdN0da2vBUlGWI2ObIIhbfx1TfY8Xah9ZPeLt1d65RzKgZpbE4Pdjb6v+Av2KUee+SULvIxxKrme/A0IaBYLv1LU7/hppobbgaip1PnM73djNj5yVyMlEci+/1PVb52mU0GQZd3F8LpUj50TaRluemQRAAm8uLPqsL+ZmRSZBJFsur/RtltzX2QRRFNmmQokiR8zOKM6HXqX8+L1E0TZS2RpTMEi1yXrK4Mgct/XbsajHh5BkF8T4cItULelXnmWeeQVVVFZYsWcId4KRawS5kRmrB830pcn5WUUznAU+G3PkewcW65dV5/uJ7PYvviaQpsFGjPDcNOu3YixZzAnP0wu18F0UROwOd78k27x0ArFEuxCSarGGx8z6fOKnX3tEKB26vD99/cTf6bW7MKM7E3RfOi8jxToYgCCjPTcOBjkE099uPK75L0fBFEdyBzc73sY1XZJrM7ZLRZ4398PpEVOalycXq0ZQZ1Tjz3X8eSgXiidhcgc53PTvfg8XY+SHSqJ/q/PgUt9WyGalZTnA6/nfGoNOiOCsVHQMONPfbWXwP0YIKI/Q6DXosLjT02uK+0YJouNo2/+fSOZz3TjQhxs4Tjc7j9eHDQ4Hi++zEiJyXLK7MwWu727GjyRTvQ1HFhl6iiQS9kn/LLbfgueeew9GjR3HDDTfgmmuuQV7e2LGQREo0tSAD6+5cM+LF+6F3DmL9wW58flEZvnbqtIi9eIuiiPcPdAIATld45LzH65MvqCO5WLe8Og/PbGzAVsYOJpSJ5r1LIlV8b+6zo8fiQopWwLwknM1niXIEcaKRCkuiCFhdHjmGPljBFA4Od1rQbnbE9UK/IjcdBzoGR10MGd75HimFgeJDt4XFd4q8zUd7AYw/7x0YKq62mR1hdVTKne+xKL6HuGEg2jPfs9MC6SD24IrvSl/0sAe6kwEW34GhDZJVE1yjRYtaNiNNdC1bkZuGjgEHWvptWByYf0nBMei0WFRhxNaGfmxt6OOiKCmK1Pk+l8V3ogkxdp5odDuaTTDb3chJT8HiysRqEJKue3c2m+KaYKSWDb1EEwl6Veexxx7Db3/7W7z00kt46qmn8MMf/hDnn38+brzxRpx99tmMEyPVOPZF+dqVVVh/sBubj/bit1cshjZCHep13RY099mh12pwco2yo1razQ54fCL0Og1KItgpKcUO7u8YwIDDLRfFSN3Gi+ocblZg5nub2QGTzTXp2brSvPd5ZUakpoRWgI512kU0WF2MnQ+FQadBilaA2yti0BF68V0thQOpW6+l7/jFEKk7PZKzx9j5Hh1KL2zGyqdy8X38jb0lxlQIAuDy+NBrdaFgEh2pPp8Ic6DwbEyL/sz3UDcMWOUNV5F9zZd+17oG/Odwr9UlR/1Lj3fs75oaFj3aAokCmQYdslOT+33S6xPR3B//2Hk1kJ6nytzRn6fKvHRsa+yXO+QpNMuq87C1oR/bGvrwxTiN6CEajdT5PjcJN3QThao8x/8e2crOd6IR1h3wp9yeOqMwYjUEpZhfboROI6DH4kSb2TFuKl00qWVdjmgiIa1QGAwGXHXVVbjqqqvQ2NiIZ555Bl//+tfhdrtRW1uLzMzMaB0nUdScMqMQ2ak6dA06saW+D6umj991FSwpcn7l9HxFF/aAoYjKKXnpEY3HL8pORVV+Ohp7bdje2I81CTYLJ1kF2/menZqCitw0tPTbsb99cNLn1vZGKXI+J+TvHS3t4vqnt6DH4sKDX1iIuWXZii9uRasQk6gEQUCmQYd+m1tODUhE483gkzrfi7Mj2PkeKL6b7W443N6QN8IQ8ObeduRm6OUPsGoobMaCzeXB7hZ/EXjlOPPeASBFq5HjoNtM9kkV3wcdHkgTtIwxmPlenB3ahgFrFNJORvtd6x504oJHPx7xtWN/19Sw6CElCpQaU5N+M3ibyQ63V4Req0GpkSkA45loI2lloNuvmd1+k7K8Ohd/BLCN6WekIGa7G62B9wzGzhNNTOp87xp08vMf0TDyvPcEi5wHgNQULWaXZmFv6wB2NpniVnwnShRjD+udgCAIEAQBoijC5/NF8piIYkqv0+C8+aUAgFd3t0Xsft8P7IQ7Y7byC86NUYyoXFbl72Lb2tAX8fum+Ai2+A5EJnp+R7MJAHDCJOe9Ty3IwPxyo/xHOiafKGJ+uVHxRS2pgMzO9+BJ3e6DCTTT+FjjxQB2Bjpbi7Ii1/luTEuBXuu/bOxh9PwIolTJncD/W1eHk375Ac7+7Qb84o392HikJ6jvS/Td3NsbTfD4RJQZU+Xf6/FIM9QnO/fdZPdHlKfrtdDrJv1RKGh6nUYeARHMMduiEDuvhiL6ZLVz3rtMup6vyEtLuC6cSLK5POix+F8HxkoIGG+DG01s6RT/57+jPVZeM5BiSJ9Hy3PSYrL5jkjtctJTkKH3F9wne91NlGg6zA7sbx+AIPg73xPRooocAMCuFlNcj4MoEYS04uR0OvGvf/0LZ511FmbNmoU9e/bgD3/4A5qamtj1Tqp24aIyAMCbe9rh9oa/mcRkc+GzQLfu6aoovvs736siOO9dcuJUf8GUc98TR1MggjOU4vuBjskV3x1urxwPOJnO99HMKPLH4R/uskTk/qLJ4/XB4fa/JrHzPXhZgejhAYf6CknBGiq+H78Q0jUYmPkewc53QRAYPT8Kh9uL339wJKjbzi3NhkYADnVa8MSHR/Hjl/dG+ejU4dP6QOT8tPygOpelImtroOgaKpMtMO89hgvvcvR8EAuX1jhuuPqssR8vftaCxzfU4Rdv7Mdv3jkY82MIldTFyOI70Njnv56vjsL1fCKRouSNaSljjsSqGGe0C03MmJ6CmcX+9SF2v5NSMHKeKDSCIHAzGtEx1h/0N9otqshB/iRS2NRAnvveZIrrcRAlgqBXdb7+9a/jueeew5QpU/CVr3wFzz33HPLzIxPPTRRvK6floSBTjx6LC58c6Qk7Hn3DoW54fSJmFmdOOBdbCeTO9yjMh1xW7e982NlsgtPjhUHHqCo183cL+Qtvwfxuzy31F7r3tw9O6vH2tJrh8YkoyjJELO5oRmAxUA3Fd2ugAxLwd2lScKTi+2BCF9/951+v1QWbyzOiS7YrCp3vAFCQZUCryc7ie0CbyY5b//EZdrWYJ74xgAcvW4iK3DR8dLgH6w924/39nTDZEzedIVifHvUn40w0710SSiF7NNJzbkyP/rx3SZkxDTtgCmrDgNXlf92Kx2v+3a/si/ljhkv6PSjPiezrnRo19QafTJTMgklwqhxWbPD5xIiO5UoWy6rzcKjTgm0NfTh3fkm8D4cItYHO97mMnCcKWkVuGg52DrL4ThSwLlB8X5vAY1Wlxqc9rWZ4vD7otNFPiyNKVEEX3//0pz9hypQpmDp1KjZs2IANGzaMeruXXnopYgdHFCs6rQafW1CKv21qxKu72sMuvn8QiJw/fXZxJA4v6qTi+1jRi+GYVpCB/Aw9eq0u7G01Y2lVcIvrpEzDu4WCieuTOt8Pdg5O6qJtR9PQvPdIzXKdUeQvvh/pnNyGgFiSOiB1GgGGGMQjJ4pkiJ33d+zpMODwoKXfjpnF/o0uNpcHg4Hfm0jOfAeAwsDO7m5GyGJTXS+++c/t6LW65J/DRDIMOuSk63HhojJcuKgMu1tM+PwfPonB0SqXw+3FzsBokRUTzHuXlBnDjJ23+eOmY9v57j/m9gmO2esT45p2Up2fjsq8dBRkGpCfoYfHJ+KZjQ0xP45QtJnZ+S5p6JU631l8H8/QvPexf2dKjanQagS4vD50W5wozubmjlAtr87FPz9twtZGdr6TMkix8+x8JwreeKPOiJKNy+PDx4f9o+MScd67ZFpBJrIMOgw6PTjUaeH7JlEYgl7Vue666yJW+JB8+OGH+PWvf43PPvsM7e3t+O9//4uLL744oo9BFKwLF5Xhb5sa8c6+Djjc85GaMrmOI4/Xh/UHuwEAZ8xR/k44URTlDpBoxFQKgoBl1bl4e18nttT3s/iucqHMewf8nUMZei2sLi/qe6yYESgQBmt7owkAsGSS895HUxMovreZHRh0uOVCrRJJxfcMgy7i78GJTOp8tyRw5zvg736vbR9AS79NLr5LXe9pKdqIx1Yzdt7/nvnkx/V44M0D8PpEzC3NxuPXLoXHJ447LzvDoMPUgpHvsRqe09jRZILL60NRliHogmG4ne/mQOd7TnocYufN4x+z1PUOABmG2He+/+HqEzC/3Cj/fW+rWfnF90CaQKmRxfehJKv4xc4Hu2kknqN0muTi+9ivOTqtBqXGVLT029HcZ2PxfRKWBT7z7Ws1w+7yIi2JE5zqe6whXyNQZLk8Phzu9KeesfOdKHjludK4J3a+E21r6IPV5UVBph7zy4wTf4NKaTQCFlYa8cmRXuxsNim6+P6/na0jPr8SKU3Qn3qfeeaZiD+41WrFokWL8JWvfAVf+MIXIn7/RKFYOiUXZcZUtJkd2HCoG+fMm1w83vYmE8x2N3LSU7AkMCdFyboHnbC7vdAIiFis97GWV+fh7X2d2NbQB2B6VB6DYiPU4rtGI2BWSRa2N5lQ2z4QUvFdFEVsD3S+nxDB4ntOuh6FWQZ0DzpR122V5xkpkSWOs3/VLMsw+dh5NRQOJBW5aYHi+9BiSFegMF6cbYj4hg2p+N6VwMX38RbIHW4v/rihDu/v96fbXLKkHL+4ZEFSFxTCFeq8dyD8me9mW+yL71JheKJjtjn9o0Z0GgF6xvtNSBTFYbHzyV18H76ZNhpjpII1tSAD6+5co+hCo9S9J0XLj6UyN91ffO+3yWO0KHgVuWkoyU5Fx4ADO5tNWDU9OUcW1vdYsfah9RPebt2da1iAj6K6bgtcXh+yUnVyJy8RTYwz34mGSJHzp80sSviRRIsqcgLF935cvWJKzB9fWgueyJ8/qkdOuh7fWFsT5SMimpy4rhyfd955OO+88+J5CEQyjUbABYvK8MSHR/HqrrZJF9/fP9AJAFgzs1AVc1EaAl0y5blp0Ecp1np5YMFqW2M/5yaqXHMQ3ULHmlOaje1NJuxvH8RFi4N/rDazA12DTug0AhZEeCdjTWEmugedONJlUXTx3RooxMSjA1LNwomdH144+MozW9E96MSvvrAA84btbI534UAinYfDF0M6B/zFvUjPewcSv/M92AVyjQD83wVzcf3qaiZShEma975yWvCFLanI2mNxwuH2hpxUJM98T4vdzPfyILv1h897V8LvltI3I/VZXXB6fBAEoNgY2TEbatNtccLm8m+mrZigqBxtSnh/HE+wG0nlqN0+FhwmQ0o/e213O7Y19CVt8X28jSiTuR1NTm2bP3J+Tmm2It5fidSCsfNEQ9YFUm4TOXJeIq2T7mo2x/yxOwccePjdQwCAy5ZW4PrV1cfdRhRFvLi9Fc9sbMCv3z4Ip8eHb585g+/xpDjxb9siUpALF/qL7+/v74LN5UG6PvRT5INAR9zpc9Qy790/H7IqL3oLZfPKspGu18Jsd+NwlwWzSkKLHiflCLXzHRia+36gYyCkx5Lmvc8pzY54Z+mM4kxsOtqLw13KnvtuGRY7T8GTYucn0/kO+AsHgw63XGQ+d14pjDHskg2WtBgibYoBhrrSiyI87x0AihK8+B7swvcvLlmAK08Mf/e30gub0eb0eOUd7SumBl+UyUlPQVqKFna3Fx1mB6pDLPSZ4tD5Ls187x50wunxwqAb/T3NGqW0k8n+ro3Wxfzt53ficJcFPzh3Nk6eURDXzUhS5HxhpmHM5zRZSJHzZTnR20ybCERRRHOgmD7Rtay0wa2ZBYdJW16dh9d2t3PuO8VdrTTvnZHzRCGRNvR1Dox/DUuU6Jr7bDjSZYFWI+CUmuQpvh/qGoTF6YlZGqfPJ+K7L+yCyebG/PJs/OKSBWN+tllQkYPi7FT86q0D+P37h+F0e/GD82azAE+KoqrVPKfTCadzaMF3YCC0Qg7RROaXZ6M6Px0NvTa8W9uJixaXh/T9Tb02HA68GZ82Qx1vxkPzIaPXJaPTarBkij+yZktDH4vvKhZO8X1/e2iv2UPz3nNC+r5gzAjMfT8SmP2nVNEqxCQ6qfN9IIyZ74e7/L8bRVkGRRbegdFjALsCne/RmE+b6J3vwYrUTLFjC5uDDjeu+vOnAIB/37wKaXqtYlIWomF3ixlOjw8FmQZMLwz+v1EQBJTlpKKu24o2kz3k4rvZ7gIA5KTF7rzOy9DDoNPA6fGh0+zElDGuuaS0k/QIv+aHEwV+7NeWVeficJcFAw533OfrSfNHy5I8ch6IzfV8IuixuGB3eyEIE//eVOZJG9zY+T5Zy6r9Y6O2N/bD6xOhVUj6WSxnsNtd3ojcD4VH+hyq5Lm1REqUm56CdL0WNpcXbSZHwn4uIZrI+kDk/NIpuYpdH4qkouxUeTTvnhZzzBKMnvqkHh8f6UFqiga/u3LJhJuKb10zHQadBve9VovHPzwKp8eHn14wl4m7pBiqWs1/4IEHcO+998b7MCiBCYKACxeV4dEPjuDVXe0hF98/CETOL6tSz5txY4zmQy6vzsMnR3qxraEP166siupjUXT4fKLcYRtK8X12SRYEwb9bus/qQl5GcFG/O5ojP+9dUlPk3wAiFViVSoogzphECkcyG+p8Dz12XnK405+KMLNYuZuFRosBHIqdj3zne2FmoPhucUIURe4ojoBjF7AKMvXosbhgSNHEvbAZbZvrAvPep+aF/LtUlpOGum6rXHwNRTw63/0bBtJQ3+M/5rGK7zb5NT/yXUWRWiydW2YE0Ix9bfHfBN0mF98jv9lIbeQkq3wuio9H2kRaZpw4IUDe4GZi5/tkzS7JRqZBB4vTgwMdAyNG+MRLNGawDzrcaOy1oaHXisZeG+p7rGjstaKh15b0GxaVQBRFdr4TTZIgCKjITcOhTgta+m0svlPSkiLn1yRB5Lxk8ZQctO3pwM5mU0yK77VtA3jwrYMAgJ9eMA/TCzOD+r4bTp4KQ4oGP/7vXjyzsQFOjxc/v3gBC/CkCKpazf/hD3+I73znO/LfBwYGUFlZGccjokQkFd83HOqC2eYOqYj+/gH/Trgz5hRF6/AiTlqsmxLF2HlgaO771vq+qD4ORU+3xQmnxwetRkBpCAvdGQYdqvL8iRL72wdwUk3BhN/j9Hixr9W/SBKVzvdi/0Vcc78Ndpc34rH2kcLY+cnJDBTfLWHMzzwUSEWQfleUSCq+99vcchSYFDsfzc53l8eHAYcHxhh2DieL6YWZ6LH04UiXBQsrcuJ9OFH1aeB6YEUI894lQzPUHSF/bzxmvgP+AnF9jxXt5rE3DKjhNV8qXCih+C49l2VGdr7Lne8hbI5MRtJmNen9czyVgeJ7m8kBj9cHnZZx/qHSagScUJWLDw91Y1tDvyKK75OdwW62u9HYaw0U1ocK7Q09VvRaXdE4VIqQdrMDJpsbOo2g6Ot6IqUqz/EX31v7mQRDycnh9mJjXQ8AYO0s9az3h2txZQ7e2NOBnc3RHx/kcHvxred2wOX14ay5xbjqxNDqfV9aUQWDTovv/WcX/rWlGU63Dw9etpDX7xR3yl3ZGYXBYIDBEPlOLqLhZhZnYVZxFg52DuLt2g58cVlwL/gWpwefHvUvJJ+hknnvwNBiXXVBdBfrlkzJgVYjoM3sQKvJLi+ck3oMzRNNRUqIFzCzS7JDKr7vaxuAy+tDfoY+pC77YOVn6JGbnoJ+mxt13RbFdpgOxc4rc3OAUmWHOfMdAA4FOt9nKbjzPSs1BTnpKTDZ3Gjpt2F2SXZUO99TU7TIStVh0OFB96CDxfcomF6UiU/r/cX3ROb2+vBZY+jz3iVlcvFdHZ3vwFCBeLxjtgXiidMVnHYyp9SfZtNjcaJr0IGirPh1nUubLxg7z873YDX1Bp/gVJRlgF6rgcvrQ7vZIc+Ap9AsDxTftzb04curq+N9OEH756dNsLu9chd7v238NKWCTD2q8jNQlZ+OqfkZqCrIQHV+OmwuL658YnOMjppGUxvYLFZTlMl51USTMNqoM6JksvloLxxuH0qNqZidRGNUFwWaAXY1m6P+WA+8sR+HuywozDLgV19YOKmUxcuWVsCg0+CO53fipR2tcHp8eOTKxSGvXxNFUlxXdiwWC44cOSL/vb6+Hjt37kReXh6mTJkSxyOjZHfholIcfGcQr+5qC7r4/vHhHri8PlTnp2OaSqKYTDYXzIEOsGgUOIdL1+swvywbu1rM2Frfh/IloUX6U/xNZt67ZE5pNt7a1yFH/k1kR5MJgH/TRjSirQVBwIyiLGxp8Be5lFt89xdilNwFqUTSzPdwYuel4vsMBRffAX/3nsnmRkufHbNLsuXO96IodL4D/u73QYcHXYNOeXwDRU5NIFot0Yvvu1vMsLu9yE1PwYyi0LvQ5OL7OF3koxFFcWjme6yL74Fjbh2nW98qd74rtziQrtdhWkEG6rqt2Nc2gKJZ8Su+c+b7kFiNkVK7UK5lNRoB5bn+cREt/XYW3ydpmZR+1tCnqpE1/9zSdNzXCrMMqM5PR3V+BqoL/IX26kDBXbr2PNbe1uAWrAfsk79mpfHtZ+Q8UVhGG3VGlEzWS5Hzs4pUcx0TCQsqjNAIQMeAAx1mB0qM0fnct+5AF/66qREA8NDli4IeVTqaCxeVIUWrwW3/2o7X97TD5fXhD1cv4eY7ipu4bv3Ytm0blixZgiVLlgAAvvOd72DJkiX46U9/Gs/DIsIFC8sAABvretFjCW5OmzTv/fTZxap5M5Y6mYuyDDHpslo+bPGF1GdowTL0zSVzSv1FugPtg0HdfnuTvyNySRTmvUumFym/yKWGCGIlyhrW+S6KYsjfb7a70Tngf+1XejxlRY7UieAfoSB1+xdlRycpSOqo5wzT6KiRXpe6lfu6FAmf1vvnvZ84NW9Ss9ikGd+hzny3ubxwe/2vCTlxiJ0Hxu98V8uGKyk6ujbO0fPSc5nsaUpmm1tOdGDxfXzNgcJBsIV0qeDQzILDpC2uzIFOI6BzwKmqrsmz5xbje+fOwmNfOgGv334y9t17Drb++Ez8+5bV+PXli/CNtTW4YGEZ5pcbxyy8A8G/nt/z6j4MhLFplMYmz3svY/GdaDLY+U7JTBRFfBAYMbt2VvLMewf8m65nBppRohU932Nx4q7/7AIA3HDSVJw2M/zn+Nz5JXji2mXQ6zR4t7YTX/vbZ3C4vWHfL9FkxHVlZ82aNZNaFCeKtuqCDCysMGJ3ixlv7u3AtSurxr29zyfigwP+nXCqmvce4y6ZZdV5+MvH9Sy+q1RzmJ3vgL/Q7fb6Joz92Tms8z1apG7Lw13BbQiIh6HYeWUXYpRGWgT1+EQ43D6k6UPb5Xo40PVeakxF9jgLqkow1IlgR9egv6M2LUWLrCj9zhQGIqYTsfge7AJ5NAujUvG9sdcGl8cHvS4xI9KkMT2TiZwHhs98t4fUSSnNe9frNEhNie1zK3Vnjzfz3eYKbLgK8TUr1uaVZeOVXW3Y1xb9CMKxuDw+dAc2yJbmxK/7Xgka+/yR84Ux2kyrZs19/vMv2OK7dLuWPhbfJytNr8X8ciN2NpuwrbFPNQkCt58xIyLJWFMLMrDuzjVjzppv6rPhhy/twaFOC254eiv+duOJPI8jTCq+z2HnO9GkDP+8SZRs6nusaOqzIUUrBDVCM9EsmZKDAx2D2NlsxrnzSyN636Io4nv/2Y0eiwuzS7LwvXNnRey+184uwtPXL8dNf92GDYe68ZWnt+IvX16m+E3ulHgSc0WPKAIuDHS/v7qrbcLb7mk1o8fiRKZBJ3d3q0FjT2znQy6v9ncxH+q0wGRzxeQxKXLCiZ2vyE1DVqoOLq8PdRN0dHYOONBqskMjDM0Yigapo/kwO98TToZeC6kWN+gMvYvoUKf/d0LpkfPAUGGgud8md+sXZRuilsBSmBnofA8yFUZNpAXys+YWAwAuWlyG1247ecSfdXeuwdQojpYpNaYiQ6+F1yfKM5wTjcfrw7bAJrwV0yZ3zSRF3jncvgnn8A4nXXvkpKXEPKVIjp3vt4+5+dgaKL4rvfAidb7vi2Pne+eAA6Lo30iRH0Y0YSKQkqyqVFLUjBeXxydvfqnMCy4tgQWHyJA+A25tiE7XlNJNLcjA/HLjqH8+t6AUz960AtmpOmxr7Gd3VoQNOtzyaySL70STI70Xdg464PL44nw0RLG1LhA5v2JqflKuyy2uzAEQnc73f2xuxAcHuqDXafC7K5cgNSWyG9BPqinAX284EZkGHTYd7cWXn9rClCGKORbficZw/kL/jq6tDX3jdikBwPuBCJpTZxaoqktN7nyP0WJdfqYB0wr9RYttSbr4ombhFN8FQcCcEv+Cx/4J5r7vCETOzyrJjurF7YzAvOrGXhucHmUucg11viu7C1JpBEGQ0wKkGPZQSPPeZyk8ch4YvfO9OCt6XaCFCR47X52fjt0tJgDAF06oOG6RPJqFd8D/u6uGkRjh2Nc2AKvLC2Naivy+ECqDTiv/Lo4X434sc6BQH+t57wBQZvSfq1aXFwNjvC5JsfNKTzuRonsbe20YjNMCRuuwyHm1jHuKFmmjTqw206pVm8kOnwikpmjkjWQTqcwd2uBGk7e0yr/RahvTz0Y1v9yIZ244Eel6LT4+0oNvPLudBa4IOdAxlGYVzgxZomSWl6FHWooWojh+ghNRIlp/0L/evybJIucliwLF9z0tZnh9kUuvPtw5iJ+9vh8A8MPzZmNWSXQaX06cmoe/33iivMnx2r98ymZAiin1VAmJYqwsJw3Lq3MhisDru9vHve3wee9qIi/WRbmYMNyJ0tz3Ri6+qInd5ZWLbZMpvgPA7MDc9/0TzH3fHoPIeQAozjYgy6CD1yeioUeZi6pqmf+rRFJcfDjFdzV0vg+fwSd1vhdGad47kPjF9wMdg+gccCI1RYMTp8YnyaamMLGL79K89+XVk5v3LpE7yUMovkux87Ge9w74o5dzA0X/sTYMSBuu0hW+4SovQ4/SQPrARO/p0SI9h2VJHjkPDOt857z3ccnz3nPTg96wIafL9LHYEI5lCko/U8KImdGcMCUXT355OQw6Dd4/0IVvP78THi8L8OGSNn3PZdc70aQJgoByJsFQErI6PfK4tLWz1TNiNpJmFGUhQ6+F1eWN2PqE0+PF7c/thNPjw2kzC3H96uqI3O9YlkzJxT+/uhK56SnY1WLGVX/+FL0JmORIysTiO9E4LlwUiJ4fp/jeYXZgb+sABEF9O+HiEVO5TCq+17P4ribSgmV2qg7GSXYMSlF/wXa+nzAld1KPEyxBEFBTrOy571IEMYvvoctKlTrfJx87P1MVxXf/QojZ7pZHOrDzffI2HPLHyq2alh/x2LNgyZ3vE4zoUCtpAWPlJCPnJeWBomsone+mQOf7ZN/HwjXR3HebK7DhSuGx84B/7juAuM19l4vvxuDiwxMZi+/BmUyC0/CoXaWmJKlBQaYB0wKbvT9rjG/6mUYAUrT+zRc/OG/2ceNlYjFiZiyrpufj8WuXIkUr4PU97fjei7vhi2CXWTKqDYxHkRJbiGhyhtLWlNm0QBQNG+t64fL6MCUvXb6OSTZajYAFFf6RY5GKnv/NO4ewv30AeRl6/PryhTFJMZtfbsTzN69CQaYB+9sHcOUTm9E14Ij64xKx+E40jvPml0IjALuaTWjqHf0ic10ggmZxZQ4KgowwVAKby4OuQPEklot1Uuf7nlYz59mpiPT7PyWM35Wh4vvYhW6Xx4fdLf6F/Gh3vgPK7zAdip1XfiFGaYaK76F1vvdbXegJ7IKdUaT82PkMg06O0dweWNAujmLne1GCF9+HYuXit7O9JoFj570+EVukee9T88O6L6noGlLx3T408z0ehrr1R/+gb3GqZ8PV3DjPfZeew9IcFt8b+xg7Hwyp+F4ZQvE9f1jUbtsY5y0FZ5lC5r7f92ot3F4RJ9cU4OZTp406hz0ehXfJmllFePSqE6DVCHhpeyv+7397IYoswE9WbWDTN+e9E4Wngp3vlISk9f61swqTeszVInnue/ibrj8+3IMnPjwKAHjwCwtRFMXGkWPNLM7CCzevREl2Kg53WXDFE5tDWksgmgwW34nGUZhlwOrpBQCAV3e3jXqb9/f734zPUFkEjbQAZUxLQU567OJXK/PSUJRlgNsrYmezKWaPS+EJZ967ZFZxFjQC0GNxjlm4O9AxAKfHB2NaSkx2ls6QO9+VWeRi7PzkZcmx86F1vkuR8+U5aap53qXFkIOBYy+KQex8n80Fd4LFoVqcHmwLFAVOmxm/JBup+F7XbUm4jrf97QMYdHiQZdCF3YUmFbJDKYjFc+Y7AJQZx+/Wt0lpJ3plx84Dwzvf41N8l9IDypM8dt7u8sojR6rZ+T6ulkB0fCjFd0EQUJnnf61p7mO3Xzik9LN4zn1/f38n3j/QhRStgHs+P0+xC+nnzi/Bw19cBEEAnv20Cb94Yz8L8JPg8frkme+MnScKz/BRZ0TJQBRFrD8Q2JivsvX+SFsiF99NYd1Pv9WF7/57JwDgSyum4My5sR/dO60wEy/cvAoVuWmo77Hii49v4jU+RRWL70QTuHBRKQDg1V3HF98dbi8+OdIDQI3z3uMTUSkIApZPjf/iC4VmMt1Cx0rTa1EdKKiPFT2/Y9i891gsiM0o8seKH+lUXvHd5fHBFShuZqogglhppLSAUDvfDwU2YswqUX7kvEQqvkvrstGMnc9N10OrESCKQJ81vnNbI+2TIz3w+ERU56fLr1XxUJWXjhStAIfbF9I8cyWq77Fib6tZ/vPyjlYA/vNrf/sA6nusk77vSc18l4vvsZ/5DgzfMDDWzHf/hqt0FWz8kYrvhzsH4xLHPTTzPbk736Xrs+xUXdx+r9VishtJWXCIjOWB4vvulviknzncXtzz6j4AwI0nT5M3uinVRYvL8cAlCwAAf/6oHo+8dzjOR6Q+9T1WuDw+ZOi1YW0gJyLGzlPyOdRpQZvZAYNOg1XTwktsU7vFlf70ooMdA/Jm8VCJoogfvLQbnQNOTCvMwE/OnxvJQwzJlPx0vHDzKlTnp6Ol344vPr4JRxN05B/FH4vvRBM4Z14JUrQCDnQM4nDnyLjsTUd7YXd7UWpMxZxS9RRqAKCxN34Rlcur/G/cW+IcO0jBa45A5zsw8dz37YF570sqozvvXSItvB3tscCjsC5eKXIeADIMyu+CVJrJxs4fCnTISKkIaiAVBiTR7HzXagTkB2LuEy16Xpr3Hs+udwDQaTWoDrw3q3nue32PFWsfWo8LHv1Y/vOXj+sBANsa+3HBox9j7UPrJ12AL5+gkD0aKXbeGOfY+fYxuvWtLmnUiPJf88tz0mBMS4HHJ+JwjDewiaKI1n4W3wGgIXA9H88NQ2rR3C9tJA3td6YyUHBoZsEhLNX56SjI1MPl9WFva/ixpaH604Y6NPfZUWpMxW2n18T88SfjyhOn4O4L/YvTv3v/MB7fUBfnI1KX4ZHzGo0yUw6I1EL6vNnKjWiUJD4IdL2vnp6P1BTlfzaLphJjKoqzDfCJwN7WyaWevbCtGW/v60SKVsDvr1yCtDgnvZXlpOGFm1ehpigT7WYHrnhi83E1H6JIYPGdaAI56XqcOsO/EP/q7vYR//ZBIHL+9NlFio2tG4vc+R6HXeBS5/v2xn54EyxSN1FFInYeAOYEuokn6nw/oSonrMcJVnlOGtJStHB7RTQqLGpImv1r0Gmg0/LtOlRDsfMhFt8DF9wzi9SzoUoqDEiKsqMbwyxFz3cNJs78W1EUseGgv/gez3nvEjl6XqEjMYIxfANRJG53rLJA3HjXoDPozmup8z3exfexuvVtUue7CtJOBEGQY3xrYxw9P+DwwOryP1dlxuQuvjf1Rub6LNGZ7W75/K/MDe25klKfGEkZHkEQsKzK/xkw1nPfm/ts+ON6f+H6x+fPUc1YIQD4yklTcdc5swAAD7x5AH/b1BDfA1IR6b2J896Jwidteu0YcMDlUVbTAlE0yPPekzxyXrJYjp4P/RquvseKe1+tBQB89+xZmF9ujOShTVpRdiqe+9pKzC7JQvegE5f9aRNe2dk6Irlv+J9wUvsoeXE1nygIFy4qAwC8tqtNnrcmiqK8E+6MOep7M45X7DwAzC7JRpZBB4vTM2YRlpRDFMXIFd/lzvfjdxT2WJxo6rNBEIBFgQu7aNNoBLnIFevOvYkMdUCqZ4FQSYY630Ob+X44UOycWaye4vvwzvfUFA2yovw7UxQovidS5/uRLgtaTXbodRqsVECsnPS6dETFxfdoy8vQw6Dzf5TpNAf3u2i2x3nme2DDQMeA47jNh8NHjWSooPgODJ/7HtsuVmnee256Sty7JuJN7nyPQ5KVmkiF8/wMfciF16GoXXb7hWtZtT/ZKtajx+59tRZOjw+rp+fj/AWlMX3sSPjG2hp8c62/W/+n/9uHF7Y1x/mI1EHqfJ9bxuI7UbgKMv3X3T4R6DAnzgZsotGY7W581ugvMq+Zqb71/miQ1mh3NYf2uc/t9eGO53bA5vJi1bR8fO2UaVE4uskryDTgua+txKziLJjtbtz+3M4RyX3D/4ST2kfJi8V3oiCcObcYBp0GR3us2BfYQX2wcxCtJjtSUzRYPb0gzkcYusa++MXOazUCTghEz2/l3HfF6x50wunxQSOEH+8qFd/rui3HdSpKXe8zijKRnRq7wsgMqcNUYfHOUjeomrpzlCR7ErHzPRYn+qwuCAIUPwsUGJqnbR82OzU3XY99bQNR3ZlbmIDFdylyfsXUPEUU81h8n5ggCCHPfZdnvqfFZzZ2UVYqtBoBXp943PkzfH5eugpi5wFgXrlUfI/tRkrOex8ib46Mw2ZaNWmRI+dDf56GZr6z8z1c0tz3bY398MUo/WzdgS68t78TOo2A+y6ap7q0Osl3z56JG06aCgD4wYu78equtjgfkbKJoih3vs9l5ztR2ARB4Nx3ShofH+6B1ydiemEGr7EDhjrfTSF93+/eO4xdLWYY01Lwmy8uUuQYmJx0Pe67aF5Qt51sah8lLxbfiYKQadDJ3e2v7vZ/0H0/EDl/0vQC1c1/cXl88qymeHS+A8ByufOBc9+VTlrYLctJQ0qY8eelxlR5RuyxRaVYz3uXTJc735U138cSiB9m8X1ypNh5SwgXx1Lk/JS8dEUUYMczfJ7215/dLn+93eyI+s7cRCy+r1dQ5DwATC8MFN+7LXLiDh1P6iQPdu67NPM9Xp3vWo2AksBYiGM3DEgx6nqdJuz32liZV+aPDNzfPhCzQhoAtJr8HVcsvrPzPVjhJDhJBfsei2vEJhkK3dyybKSlaGG2u3EkBpteHW4v7nl1HwDghpOnokZFI4WOJQgC/u+CObjqxCnwicC3n9+Jd2s7431YitU96ESv1QWNAMwqUe/PnUhJhjajMQmGEpscOa+QtQElWFiRA0Hwf4YNdvzglvo+/L/1RwAAv7hkgaI/u3HdlaJFHSs7RApw4UIper59ROT86SqMnG812eET/fHEUnxwrEmdD1sa+hRdWJA6S5N55kukIucB/8LRnFJp7vvIYveOQPE9VvPeJVLn+2GFdZhKOyozVdIBqTRSXH8osfOHOvy/kzNUsDgb7Xna4ynMDBTfLYlRfLe5PNhS709hOW1mYZyPxm96YSYEwd+p3Wt1xftwFEua9x1M8d3h9sLh9se6G+NUfAeGZmYee8w2Ke1E4Rt/hptWkAGDTgOryysXgWNBeu7KFbyAEwturw9tgY0I8dpMqxbNff7fmcq80H9njGkp8iibVhYcwpKi1WDJlBwAsUk/+/OHR9HYa0NxtgG3nzEj6o8XbYIg4OcXz8clS8rh8Yn4xrPb8WEguYdG2heInJ9emKm6RgkipWLnOyUDn0+UN+Zz3vuQTINOXjsNJnrebHfj28/vhCgCly2twPkL1Tf2hygSuK2DKEhTCzKQlqJFq8mOpz6px/bA/JfynDTsbTUjw6DD1AJ1dJ00BhZIq/Iy4ha9t6gyBylaAd2D/jnf8Yi/n4jUWTqRdXeuUc3PfjIiWXwHgNkl2dh8tA/724diaj1en3wBt2RKbDvfZwRmex/pssDrE6FVSAyShbHzYcmaROz8IXneu/Ij5+OpMMvfuds1kBjF9011vXB5fajITcP0QmW8lqfptSjPSUNLvx1HuiwoyIzPRjmlk3bPt5knLogNBOa9azUCsuL4ulo6Rre+Gl/zdVoNZpdmY1ezCbXtA5hWGJvXzqHY+dSYPJ5Stfbb4fWJcd1MqxbhXstW5qajtn0Azf02+bqRJmdZdR421vViW0M/vrSiKmqP09xnwx/W+butfnz+XHlTptppNAJ+fdlC2F1evLWvA1/7+zb89SsnYsW0/HgfmqJIkfNzGDlPFDFy53uQiVNEarSvbQA9Ficy9Fosq47t2qTSLa7MwaFOC3Y29+OsucXj3van/9uLVpMdU/LScc/ng4t0J0pE7HwnCkJ9jxXn/u4jea7u/a/th9Srff3TW6Ma7xsNjb3+Bah4dsmkpmixsCIHAOSOQ6WJZ2epkkgLlpOZkzkaae7e8OL7wc5B2N1eZBl0qInR4r2kMjcNep0GzmHjGJSAM9/DI8XOD4RQfJdGD8zkwvq45Nj5BOl8l+a9nzazUFGzYDn3fWJDXeQTR9+ZAsV3Y1pKXH/O0oaBdvPIY7YFYucz9Op6zZfe02M597098PMuNSZ353uDAjbTqkWzdC2bO8nie6BjXuqgp8mTRo9Fu/P9/tdq4fT4sGpaPi5MsG4rnVaD31+1BGtmFcLh9uHGv24LeQZroqsNfM6cW8biO1GklMud73wvpMQlRc6fVFMAg47JKcMtDowIneia4+UdrfjfzjZoNQIeuXJxwmyAJJoMFt+JgpBoRVglFN8ByLsIOfdd2Zoj3Pk+Z1jxXRo5sL3JBABYPCUHmhh3nuu0GkwLJBcc7lLO3Hc5dl5lhRilGOp8Dy52XhRFHOr0FzlnsPN9XEUJNPNdFEXFzXuXSBuR1Fp8D3bjUDgbjMrGiHAfjcnmfy3ISYtf5DwwdMzHzXwPvOanq2zUyLyy2BffW+XO9+QuvkubI+N9Pa90Pp8oFwomu5F0aM4to3bDtWRKLjSCv3jTHkRqyWSsP9iFd2o7odMIuPeieQm5OUWv0+BP1yzFqmn5sDg9+PJTW0ZsbE52+wPvSXPZ+U4UMVLsvJIaFogiTZ73zsj54yyqNAIAdjeb4fONPj62uc+G/3t5LwDgW2fMwAkxTjYlUhoW34mSkBw7H+eo9xMDc99jMfOPJi/SsfMzijOh1Qjot7nRFSjeSfPeYx05P3RMQ9HzSmFxBroguUt0UrIDne9Ojw8uj2/C23cPOmG2u6ER/PMhaWxS57vN5VXNprOxNPTa0NRnQ4pWwKrpyopslTrf67qV87oUiqkFGVh35xr84NzZAIBSYype/eZJeO22k+U/4Y5tKRsW4S5t5hqLyeYCEN957wBQZhw9dt7qCmy4UtlrvlR8r20zT/gziASvT0THgL/zPdlnvjf0sPgejM5BB1xeH3QaAaXGyY0qqMxl53ukZBp08kbcaGzAdnq8uOeVfQCA61dXJ3SaUWqKFn/58jKcMCUHZrsb1/zlU0V9lokXm8uD+sB6B2PniSJHKr63m+1weyf+fE2kNn1Wl9zVvWZWYXwPRoFmFWchNUWDQacHR3uOv97weH349vM7Mej0YGlVLr6+ZnocjpJIWVh8J0pCjQrplFla5S+0Hu2xoidB4osTjcPtRWdgrnOkiu+pKVq501yKBNwZ6HxfMiUnIo8RqhmBItdhBS1YyZ3vKuuCVIqMYc+bJYgCsdT1Xp2fgdQUPufjyTDokK73P0dq735fH9jZvrw6T3FFz0SInZ9akIG9bWYAwEWLy7GgIgfzy43yn3AK78BQ57PV5cWAffzzXIqdV0rn+3HF98CGK+ncUovZJdnQCECPxSVvqIumrkEHvD4ROo0gbwRKVk19/uLSlDhvplU6qWBelpMGnXZyyx9Sx3wzO98jYnlgA/a2KGzA/stH9WjotaEwy4BvnTkj4vevNBkGHZ7+yomYX56NXqsLX/rLZjT1Jvfv6YGOQYiiP6kp2d8niCKpMNMAg04Dnwh0mCce+USkNh8e6oYoArNLspJ+vNVodFoNFpT7u993BNZwh/vj+jpsa+xHpkGHR65YPOnr7niIRWofJSf+xhAlGZ9PlDuZq+O4WFffY4XV6UFVfjoae2146bMWrK4pkP89w6ALe1GewifFa2YZdMiJYLfgnNJsHO6yYH/7ABZX5OBoj38BeUllTsQeIxQ1Ci6+p/PiblJ0Wg3S9VrYXF4MOtzIy9CPe/uDgXnvjJwfn/TabUxLgc3lxaf1vSM2N6jttXv4vHelkV6X2s0OWJwexW0OCIbD7cW6A/4NDufOL4n4/aemaJGfoUev1YVWk33crnazFDufPv5rQbRJxfd+mxt2lxdpgWK7LdD5rraZ72l6LaYXZuJwlwX72swozp5cZ3GwpE0LJcZUaGM8pkZpGnql63l2vo8nEglOQ7Hz7HyPhGXVuXhmYwO2RrjzvdVkx6MfHAYA/Phzc5CVGt/NVrFiTEvB325YgSuf2IRDnRZc/ZfNeOHmVUk7mqM2EDnPrneiyBIEAeW5aTjabUVzv23So1yIlIqR8xNbXJmDrQ392NViwuXLKuWv72jqxyPv+6/B7r94nupeH6TUvvGSHdW21kXKoK7VHSIKW8eAAy5PeNGL4arvsWLtQ+tHfO0Xbx447nbhxtFS+BoDC7uVeekRnZc4uzQLr+wC9rcPyrFO0woz4lYUkTrfj3QOQhRFRcyGlAqa3Fk5eVmpukDxfeLO98OB4rta4knjsTN3tNfu77+457jbqeW12+H2YlNdLwDlzXsH/EXigkw9eiwuHO22YGFFTrwPKWQfH+6B1eVFqTEViyqMUXmMspw09FpdaDPZMbds7IV2kz0QOx/nzvfsVB0yDTpYnB60me3ymAs1jxqZV+bfUFfbNoDTZxdH9bHaTP5Oq7Ik70YZvpm2Kk/5r7fx1NwnXctO/ndGito1290YcLjl0TY0Ocuq/J3vBzoGIvp83v9qLRxuH06cmoeLFpdF5D7VIi9Dj3/cuAJffHwTGnptuOLxTfjFpQuQO8Znq0ReQJaS1ca7JiCiyanITcfRbivnvlPC8fpEeWP+WgWuDSjF4spcAPXyOi7gX7u84/md8PpEfH5RGS5eXB634wtHol4XUXypb3WHiMIiFVMrcicfvRiuYGcEq32WcCKI9Lx3idSJsL99ANsDHVtLKuMz7x0AqvIzoNMIsLq8aDc7FNEpMjT/V10RxEqSlZqCzgEnBhzuCW97SO58V0fxPR47cxPttfvT+j44PT6UGlMxU6GJB9MLM9Fj6cORLnUW39/c2wEAOGdeSdQ2NZXlpGJPqxlt5vEXAU1y53t8i2aC4N/8eLjLgjbTUPHdJqedqO81f16ZES/vbMO+QLdhNEmd72U58dlAqhTDN9Mm+3MxkaHi++SvZTMMOjllo7nPhnll0dlMlCxKjKmozEtDc58dO5pMEUmf+fBQN97a1wGtRsD9F81XxEbaWCvKTsWzX12JS//fJ2jut+PaJ7eMe3u1bJYM1X6p+M7Od6KIkzajMQmGEs3OZhNMNjeyUnU4IU7jMNVgUaX/GvhA+yAcbi9SU7S479V9aOy1oTwnDfdfnJzXYERjUc/wBSKKiMZef7x3FedDTogzX4aK71URjjSVFkOOdluw+ai/8/SEqpyIPkYo9DoNqgOLT0qJnpe7IFUWQawkWan+526izndRFHE4MPN9lkqK74C/AD98fvaxfxJxQTWSpHnvp80sVOwHRDXPfXd7fXhvfycA4LwoRM5LpM1SraYJiu8KmfkODB1zu2loXqbVpd7XfKm7MLbF9/hvkosnJWymVQvpWrYyN7xrWRYcImt5VeTmvjs9Xtzzyj4AwJdXVWNWiXqu5SKtPCcNP7tkflC3VctmyVB4fSIOtPs31LLznSjyynP4XkiJSVobOHVmIa+tx1DfY0W/1YWc9BR4fCJe3dWGP22owwvbWiAAuOucWXFPmSNSGvWt7hDFQSIVYRujVExNRFJn6QcHOnH/a/tRkKnHjz83B99+YRfS9Vr866srkZ2WktAFrkh0Cx2rvscKi8ON7FQdBhweed5jlkGHva3muMUgzijKxJEuCw53Dipi/rO0IKbGOc9KIc36nKj43jHgwKDTA51GSOjzmUbacNAfK7dmVvzP97Goufi++WgvzHY3CjL1WFadF7XHkRYB24YVskejlJnvwOgbBqwqHjUyL1DgaOqzRT2Su1WKnU/64js30waruT8yKU4VeenY1WKWr40pPMuq8/DSjlZsjUDx/cmP63G0x4qCTAPuOGtGBI5O3UqTeCxHQ68VdrcXqSkaVPP1kSjihjaiJf57YX2PlfOfk4g8752R86MabQThXf/ZLf9/EcAdz+/EosocnhdEw6hvdYcoDuIR7xstXKwLzdSCDOwP7J6/YGEZPr+4HPe8Wguz3Q2vKKriZx6OSMfOj3bBJrn9uZ3y/49HDOKMoky8CaCuWxlFLjUXYpQiK/DcWSaInT/Y4T/HqwsyoNdxl3MyaOq14WiPFTqNgNU1BfE+nDHJxXeFvC6F4q1A5PxZc0ug1UQvWaBMLr5P1PkemPke59h5ACgPxIQPP2ZbYNRIhl59sfM56XqU56Sh1WRHbdsAVk7Lj9pjSc9ZeRIW34cvAm9r9G9czAxsXATU81kklhxuLzoHnAAiUHxn53tELa/2j5va2WyC2+tDyiS7zNpMdjz6/hEAwI8+Nzuqm39I+WoDCSyzS7Kjeu1BlKwqAikyif5eON661XCJOr4j2XQNOLC31f/+oeSN+fGUaCMIiWKFK/pEQUqUCyopprIqwjO8E9Xw2Nxz5vkLCKum5eOtfR3YeKQHJ0yJ35zyaBNFMeLFdyVfsNUE4sal+PF4s7D4HrZgY+eln7lS535T5G045N/ZfkJVrqIX6qXie2OvDS6PTzWbQ7w+EW/v8793nhvFyHkghOK7TTmx81JX4vA59dbAqJF0lb7mzy3LRqvJjn1RLr63B56z0iSbcz7WIvDre9rx+p52+e9cBB5JKg5kGnTICXPjTaVccEj8br9YmF6YiZz0FJhsbuxrG8DiypxJ3c/PX98Pu9uL5dW5uGRJeWQPklSnVpr3zsh5oqioDGxE6xhwwOP1JWw8t5LXrSjy1h/yJ+ItqjCiINMQ56MhokSSmO+SRDQqURTl4nt1AYvvwdhS3weTzY28DL3coXFSjX9R+ZMjvfE8tKjrtjjhcPugEZIj3rWm0F/kOtxlgSiKcT0WURQZOx8BcvF9gg/Fhzr9ne8zipJ3Rmiy2RD4gK2EERPjKclORaZBB69PlJNr1GB7Uz96LE5kp+qwKoqFWAAoCxRhOwcccHt9Y95OibHzw2e+S53vmQb1db4DQ9HztVGc+25zedAf+Dkmw3XJcFwEnpzh45MEIbwuWGkEU3NfYnf7xYpGI2BZlf+z1WTnvn98uAev72mHViPgvovmh/0zJvXbLxXfS1l8J4qGgkwD9DoNvD4R7ebxRz4RqYU0730NI+eJKMJYfCdKIn1WFyxODwRhKC6KxifH5s4plnf1ShHFnzX1w+H2xu3Yok1asCw1pqmm2zIc0wozoBEAs92NboszrsficPvgC9T/M1RaiFGCoZnv48fOHwrM055VwuJ7MnB6vNhY5988pfRYOUEQML3Q38Wqprnvb+7xv3eeOac46u8fBRkG6LUa+ER/AX40bq9P3oSjhM738mEz36XNXlLaSbpenRuu5pUZAQD72sxRe4y2wGaFLINO0YkVpBxSgpPUqRcOKXa+ud8W902aiWJZdR4ATGruu8vjw09f2QsAuHZlFeaw2EoY2gDGznei6NBoBFQMu44lUju314ePDvUAANbOZvGdiCIr8aspRCRrlIqp2alITYlfQS/YGO14x237fCLeqfUXEIbH5k4ryEBJdipcHh+2NfTH6/CiLtKR80qXmqKV/1uPxDl63jKscy1DpYUYJZA63wfGiZ33+UQcCXS+M3Z+fMG+JqemKPvycltDP2wuLwqzDKrojJouzX1XSfFdFEW8ve/4985o0WgEOYK8zTR68X3APrQBJ1sBxfdioz/O0Onxoc/qn0Vvc/k386n1NV8qdBzpssDpic7GRGm0QLJ1vdPkNUfwWlbaNGNzeeUEBgqPlCq2raE/5A0NT31Sj6PdVhRk6vHts2ZG4/BIZboHnegadEIQgNncUEsUNeWBzWiJPvedksNnjf0YdHqQn6HHwnJjvA+HiBKMOld3iGhSpMjaKfnxLaZOLcjAujvXjIjGtDg8uPovm+ETgSeuXYoZxVlxn1m5s8WEzgEnMg06rK4Zis0VBAGra/Lx0vZWfFLXg5NnFMTxKKOnqdf/YSpZiu8AUFOUhYZeGw53WeSEg3iwyh2QWmg0jNCcLCmy3zJO8b3VZIfV5UWKVkBVPufkjme0125JY68V3/33LjjcPrywrQU/+tycOBxhcKRYudNmFqoiolaa+36kWx3F9z2tZrSa7EjXa3FqjGL9y4xpaOy1jTn33RQovmen6qBVwGuqQadFYZYB3YNOtJkcyM80yOeVWtNOyoyp8vzmQx0WLKiI/OLVUPE9uea90+Q1DYudD1dqihbF2QZ0DjjR3GdDXkb8R1io3fxyI/Q6DXqtLtT3WDGtMLhNkO1mO37//mEAwA/OmwOjAjZVKYlaNrpHmhQ5PzU/Q7UpMkRqUCEX321xPpLo6WCkftJYN2xtgGtvRBRpvCIlSiLSvPeqvPgXmEYrrK+clo+Ndb1o7LXh7HnR75abyNuByPnTZxfBoBu5GH7S9AK8tL1Vji5ORHLne5w3a8TSjOJMvLe/M+4dpha5CMO36XAEEzt/uMvf9T6tIBMpWmV3bCvBWJui5pcbIQgCvv7sdjzx4VHMLzfi84vKYnx0wZHmvSs9cl5SU6iuzvc3A++da2cVxSxlp2yC+EuTgua9S8py0vzFd7Md88uzYZU631X6ui8IAuaVZeOTI73Y12aOTvE9sBBays53ClJzf2Q3klbkpvuL7/02LKrMich9JjODTovFFTnY0tCHbQ39QRfff/76fthcXiytysWlS8qjfJTqM95mSUmGQRf3je6RJhXf5zByniiqpBGWidr5vqfFjDv/syuo2z7y3iE8cuUSedM/qc/6A4G1AUbOE1EUcJWZKInIxfcCZRZTz55bDAB4t7Yzzkfij819a5zY3JMCXdF7Wkww2xMzerI5gt1CajEj0GEqFWTjRVos44e48GQHYucHx+l8PxQYMTCDkfNh+9yCUty6ZjoA4Pv/2S0vgipJm8mOQ50WaATg5DimW4RC6nyv67bA51P2nGFRFPHW3thFzkvK5dj50RcBzXZ/tLuSuiOHH7PT44M38LNN16uz8x0YPvc9Oue+9PMtZ/GdgiCKYsSvZSsZtRtxywLR88HOfd9Y14PXdrdDIwD3XTSPXWpjmFqQgfnlxjH/JFrhHQBqA9edahgpRKRmidz5vv5gF654YpO8cXci7+3vwvm//wg7mhJ3HGUiazXZcbBzEBoBODVBE00jJVlTdYjCxTOCKIlIsfNK6HwfzZlzi3HPq7XY1tiHXosT+ZmGuB3LgY5BNPbaoNdpcNoosbklxlRMK8zA0W4rPj3aq4hO/UiLxsx3pV+wzSjyzweMd4ep1aXu+GGlGOp8H6/47t9oMauYsyEj4c6zZ2FvqxkfHe7BzX//DK988yRFdRtLXe9LpuQq6rjGMyUvHXqtBg63D60mu6I3RB3qtKC+xwq9ToO1MewekDrfx4ydlzvflVN8LzUOHbM07x2AqqNy5wW6DWujtPGGsfMUin6bW04SkgoF4ZJef6WiPoVPKr5va5y4cOH2+vDT/+0DAFy7skre8EMEALVtLL4TxUJFgm5Ee2FrM3743z3w+kQsrcrFZ0G8LxVlGdDYa8Nlf9qEO86Yga+vrVHEiCsKzroD/sj5E1S0NhAvyZqqQxQu9a7uEFHI5M53hcaIV+SmY15ZNva1DeD9A1344rLKuB2L1Ll36ozCMQvBJ00vwNFuKzbWKaP4Xt9jjdiFkMPtRceAP941ksV3pV+wTS/yP26PxYU+qyum8zyH//z2tw913u9tNQPghexkZMmd7+PEzsud7yy+R4JWI+DRq5bgwj98jKY+G7713E48df1yxSxCDJ/3rhY6rQbVBek41GnBkW6LoovvQ++dBTFN7hgqvo8+n1Eqviup810+ZrNDfu1PS9Eq5lyZDKn4vr99AF6fGPH/Frn4bky+znelb15UIqlAXpxtiNgIDKng0JxgBYd4WjolD4D/Orh70InCrLE3Xz/9ST2OdFmQn6HHd86eFatDJBVwuL2o6/Zf089l7DxRVEmx8x1mBzxeH3QqH90miiJ+9/5hPPLeYQDApSeU45eXLkSryT7hulVeuh4/fnkPXtvdjt+8ewgfHu7Gb69YLD9HpGzS2kAsN42rGdcjiULHT+dEScLi9KDX6o9dVWrxHQDOmluMfW0DeLe2M67F97fHiZyXnFSTj79vbsQnR3pidVhjqu+xYu1D6ye83bo71wR1wSTtYs406JAb4U5BJV+wpet1KM9JQ6vJjiNdFpw4NS8mjzvWz29v6wAuePRj+e/B/vzITyq+W13eUQtBPp8ojxiYydj5iMlJ1+Pxa5bh0j9+gg2HuvHwuwdx1zmz431YcHl8+ORILwD1zHuX1BRl4lCnBXVdFqydpdzFgTf3tgMAzonxhrSyCWLnTXbldb4Pj51PlLSTqQWZSE3RwObyoqHXiulBzm8OhiiK8sz3siSMnVf65kUlkhKcKiO4AF4pz7ll53ukGNNTMKs4Cwc7B/FZYx/OnV866u06Bxz4XaAw8v3zZitqMxXF38GOQfhEID9Dj6JxNnAQUfgKMw3QazVweX3oHHSqehyQx+vDT17ei+e2NgMAvrF2Ou48exYEQQj6murRq5bg9NlF+On/9mFrQz/Oe+Qj/OyS+bhocXk0D53C5HB7Vbs2QETqoe7taUQUNClyPj9DL0cxK9FZgbnvHx3uhn1YDGssNfRYcaBjEFqNgDPnjF3kWDktH4IAHO6yoGtg9G67WBlvMXYytxs+I1MQ1NuFNxnS7O9Yzn2P9M+P/DJTh/YYWkZ57pr7bXC4fdDrNKjKZ8EikuaWZeNXX1gIAPh/6+rwVqAoG0/bm/phcXqQn6HHfJVF1dYEipjxHokxnuHvndJ7eaxIEe6DTg8GRkm6GJCK72nKiRMcHpVvdfqvd9TetazVCJhd4u84jPTc916rCy6PD4LgH/2TjJJxhnM4mvsjPz5JSh5p6bfD5xMjdr/Jbmju+9gRvz9/fT+sLi+WTMnBZSdUxOrQSCX2S/Pey7KT7rMrUaxpNIK88bVFxWNYrE4Pvvq3bXhuazM0AvCzi+fjrnNmh/waIggCLj2hAm/cfgpOmJKDQacH33puJ779/M5RP5eQMmyp74Pd7UVRloHjSogoalh8J0oSUuT8FAV3vQP+GW3lOWlwuH346HB3XI5B6npfNS1/3Lk/OelDBZyNdb0xObZYGZr3rt5dzJM1o0j5RS4KjkGnhV7nv9QZLXr+UCByfnphpqqjnpXqosXluPHkqQCAbz+/C2/sacfeVvOof+p7rFE/nvUH/e8pp84shEZlP+/pKnhdeivI985oyDDo5K720brfTTZ/8o+SOt+lDQNdg06Y7f7jU/O8d4kUPb+vzRzR+5V+rkVZBqSoPN6UYmP4RtJIKTGmQiP4k1S6Lc6I3W+yW17tT5ra1tA36r9vquvFK7vaIAjA/RfNV917OEVfbTvnvRPFUkXu0GY0NeoedOKqP2/GuoPdSE3R4PFrl+GalVVh3eeU/HS8cPMqfOuMGdAIwH93tOJzv/tozPc2iq91UuT8rCJu2iKiqFH/Cg8RBUWe967gWbGAf9foWXOL8czGBrxT2xmXWepSAeGccSLnJatr8rGn1YxPjvTg4iWJEys1VHxX9u9LNMwo8s/+VnKRi4KXnapDj8WFQcfxne+HOhk5H20/PG82Pmvsx85mE77+7PZxbxvtsQobDvmL72qa9y6pkYrv3RaIoqjIBYI39048riWayoxpMNncaDPZ5e5riRQ7r6SY4vwMPfQ6DVweH452+zefZOjVHTsPAPMCmxJrI9z5Ls97V3G0KcVWc5//dyaSxfcUrQalRv94opZ+G4qzkzOFIdKkzve9bQOwuTwjNiK5vT7c/cpeAMCXVkzB/HJ1JddQbEjvOXNYfCeKiYpc//WYGovvR7st+PLTW9DcZ0dehh5PfnkZlkzJjch967QafPusmTh1ZgG+9dxOtPTb8cXHN+Gbp8/A7afXQMcNpIohbcxfO1t9awNEpB581SdKElLsvBqilc+e54+r/eBAF7wxjnTsMDuwo8kEQQDOCSI296TpBQD8ne+imDjxk8lcfK+RYuc7WXxPBNKYjdGK74fl4ntWTI8pmei0Gtx1zqygbhvNsQqdAw7sbx+AIPg739VmemEmBAEw2dzotbrifTjHaTPZsavZ/94pvYfHmlSUbTUdPwbGZJNmvisndl6jEVAWiE+X3m/UHjsPDHW+17YNRPS6SPq5svhOwYrWtWxlIBVKKu5T+Mpz0lBqTIXXJ2Jnk2nEv/11YwMOdVqQl6HHnWcHdz1BycXnE0fEzhNR9A0V39UVO/9ZYz++8MeNaO6zoyo/HS/eujpihffhllbl4c1vnYJLl5TDJwK/f/8wLn98k7wuS/FV32NFfY8VOo2Ak2oK4n04RJTAWHwnShJy57vCY+cB4MTqPBjTUtBndeGzxrFn/0XDO7X+zr0TpuSiKIhulmXVuUjRCmg12eXnOBFEI6pTLaQO044BB2d0JYCswNz30WLnDwYKXiy+R5cSuo2lrveFFTnIy1BOATZYqSlaeZFLiakc0riWZVW5KMqKTydoeWD25Gix82Zp5ruCYueBoULyoS7/RqAMg/o732eVZEGrEdBrdaFzIHKx3HLne5LOe6fQeLw+tJqkzvfIbtiQonabVTznVmkEQcCyQPT88LnvXQMOPPLeYQDA98+dpagNVKQczf02WF1e6HUaTItighIRDZHeC1tHue5Wqnf2deDqP29Gv82NRRVGvHjr6qimrmWlpuDhKxbjd1cuRlaqDjuaTPjc7z7Ci5+1JFTjjhqtD0TOL6/Ok5s1iIiigcV3oiShps53nVaDM2YXAfBfIMfSW1JsbpBx9+l6nbxT9pO6nqgd10S2N0Vuk4Ioiknd+Z6dmoLibAOA2BW5HG5vTB4nGWUGOkktx3RVe30i6rql4jtj5xPdhoPqjZyX1BQqd+67/N45vzRuxyAVssed+a6AjSDDSXPfjwQ2AiXCzPfUFK38uxrJue/tZsbOU/DazQ54fSL0Wg2KI7whqFLlc26Vankgen5b49Bs3F+8sR8WpweLK3Nw+dLKeB0aKVB9jxV7W83Y22qWr0Gq8tJxoGMQe1vNqO9hdylRNJWrLHb+75sacMs/PoPT48MZs4vwr6+tREGmISaPfdHicrz5rVNwYnUerC4vvvvvXbjtXztgtrHRI17WMXKeiGKExXeiJOD0eNE+4I/rVEPnOwCcFYh8f3d/Z8x2hfZZXfi03r/gc04Is+bl6PkjvVE5rom8tL0F975aG7H767W6YHN5IQhDH6qSjTz3PQbR8zaXB/e8si/qj5OspM73gWNi5xt7rXB5fEhN0cgL6ZQ4hi/K7mo2Yf0h/+72KXlpql2Ulee+K6z43mNxYmuD9N4Zn8h5YOziu88nyp3vRoV1vkvd+oOBzUGZCRA7DwzF/u6L4Nx3xs5TKKSu9IrcNGg0QkTvW46dV1nUrpLV91jlzVHbGvqxq9mE57Y04eWdbRAA3HLatIj/HEm96nusWPvQelzw6Me44NGP8cCbBwAAh7ss8tfWPrReldd6RGohJXK1mewxHxUZCp9PxC/fPID/+98++ETgqhOn4PFrl8Z8w2tFbjr+9bWVuOucWdBpBLy2ux3n/e5DbD4anzXEZGZzeeTnfe2sojgfDRElusRY4SGicTX32SGK/kXdfJXE7Z46sxB6nQaNvTYc6rRgVkn0Y6Hf298Jr0/EnNJsTAlhk8JJNfn47XvAxroe+HxizBaHRFHEnzYcxa/eOhD09wQzT1aKzy/NToVBp/4I3MmoKcrEx0d6cKQ7ukUum8uD65/eir1BFigSYR5wrA3NfB+5s/xQYGNFTVEmF3QTjLQoO5o7/71b/v/r7lwT1ajBSJOK73VRfl0K1bu1nfCJwMIKoxxBGQ9DxfeRM98HnR5Ia4JKGIEw3LGF5HR9YrznzivLxn93tEa0813aVFHO4jsFQSqMR2N8khw7z+J7RBz7nm13e3HR//tE/rsI4JZ/bFfdezZFj/WYNKtwb0dEoSvKSkWKVoDbK6JzwKHIzZEujw/f+88uvLyzDQDw3bNm4pun10AQ4vPZX6sR8I21NTippgB3PLcDDb02XPXnzbj1tOm448yZ0OvYHxkLm+p64fL4UJ6TJn++JiKKFq7iEyUBKXJ+Sl563C40Q5Vh0OHkmgJ8cKAL79Z2xKT4/naIkfOSRZU5yNBr0W9zY3/HAOaVGaNxeCN4fSLue3Uf/rqpEQDwtVOn4YrllbC7RsaXi6KI+16rxdaGflTmpqEoa+JorWSe9y6ZEYghP9w5GLXHkArvW+r7kGXQ4ZeXLUTVOM95hkHHRcdJGJr5PnIBTvrZct574knURVmldr6/GXjvDCUxJhqkomzHgAMerw86rX8BS4p0TNdrFbehrPSYhcpE2WAldb7Xtkem893p8aJ70D8/XomLu6Q80RyfJHW+t5tGvtbQ5CTqezYRUSLTagSU5aShsdeGln674q7PBhxu3PqPz/DJkV7oNAIeuHQBLl+mjPEliytz8Prtp+C+V2vx/LZmPLa+Dh8f6cGdZ89C3jjNUlwPiox1gXnva2cXqmZ9nIjUKzFWeIhoXFInc3WBuoqpZ80tDhTfO/HN02dE9bEsTg8+OuKf2X7u/NAKCClaDU6cmod1B7ux8Uhv1IvvDrcX335+J97c2wFBAH5y/lzcePLUMW//+LXL8LnffYTmfjv+7+W9ePiKxePefzLPe5dIsfOHo1TkOrbw/rcbT8SSKblReaxkN2bne5c0753Fd1KHmkL/72q72QGL06OIiHKz3Y2NgffO80J874y0wiwDdBoBHp+IrkGnvAhositz3jswFDsvyUiUzvdS/3VQc58dZrs77MSBDrM/zcCg0yBXYaMDSJma+vxJCVKhPJKKh3X7dQw44pr4QUREFC8VuVLx3YYTp+bF+3BkHWYHrn96Cw50DCJDr8Ufr1mKU2cqa7Z3hkGHX122EGtmFeIHL+3B7hYzrntqy4TfxxSY8IiiiHUHAvPeGTlPRDHAbdpESWCo811dF2lnzCmCIAC7Wszywmu0rD/YBZfHh6kFGZhZHHr00Ek1/rnvn9T1RPrQRjDb3LjuyS14c28H9FoNHr1qybiFdwDIy9Dj91ctgUYAXtrRiv981jLu7Vl8B2YEOkxb+u2wuSLbacPCe2xlj9H5fqhD6nxn1Fi0BdvNmyhdv9FiTE9BQaY/vaROId3v7+/vhMcnYmZxJqYVxvdc0moElBj9xex289Dcd5NNmveuvLE7pcZjYucT5BwwpqfIs0BrIzD3XRolUJ6Txg4VCkpzFK9lNRpBTtpo7rNPcGsiIqLEVJHjf49t7VfOe+GhzkFc8tgnONAxiMIsA56/eZXiCu/DnbegFG/dcQoWVgTXwMMUmPAc6bKg1WSHXqfBqun58T4cIkoCLL4TJYHGwAJUVQhzzJWgKCsVSypzAADv7u+M6mO9NSw2dzILu6un+4vvW+r74PL4wjqW+h4r9raaj/vzwYFOXPiHj7GloQ9ZqTr89YYTccHCsqDu88SpefjOWTMBAP/38l4c6Ro7Tl0uvqvs9yWScjP0yA9EftV1WSN2vyy8x57UHWwZVnx3e3042uMvXkopBxQ9UwsysO7ONXjttpNH/Ll8aQUAoDjbgLe+dQp38Qehpsj/HCklel6KnD93fmmcj8RP6nZvHTb33WT3F9+V2PmeYdAhZ1gnd4Y+MYrvgH/uO4CIzH2X5r0rLdKUlEsqvkerK10azdTCue9ERJSkpI2WLQopvm+q68UX/rgR7WYHphdm4KVbV2N+efRHQoar1JiGn108P96HkRSkyPmV0/KRnkCfu4hIufhKQ5QEpNh5tRXfAeCsuSXY3mTCO/s6cO3Kqqg8hsPtxboD/ouwUCPnJbNLspCXoUef1YVdLSYsr55c7FZ9jxVrH1o/4e0euWJxyDs1b11Tg01He/HJkV5849kd+N83T0JqyvERt9HsFlKTmqJM9Nb34XDXIBYEuRN5PCy8x8dQ7PxQ8b2x1wq3V0S6Xit3r1F0jVZYv/eiefj4SA/azQ68U9uJ2aXZcTgydakpysTmo3040h3/4rvV6cGHh/yxfefGed67RDqfpWItAJhtgdh5hcaVlxrT5O78dENixM4DwNxSI97e1xmhznep+J46wS2J/K9NvVb/eR+tjaRSUb9ZIQUHIiKiWCuXiu+m+G9Ee2VXG+58YRdcXh+WV+fiz9ctQ44CU6/GomGyU0wMRc4rNw2BiBILO9+JEpzH65O7Mqry1ddVePa8YgDA5qO9GDhmZnOkfHKkB1aXF6XGVCyc5M5YjUaQi+Ebj/RO+liCjZEqzg59AVqrEfDbKxajIFOPg52DuPfV2uNu43B70THg7xhM9uL7jEAceSQ6TI8tvP+VhfeYyQrEzg9//TjUGeh6L86CRsMPuvGSrtfhR5+bAwD4f+uOsIMwCDWFkXtdCtf6g91wenyoyk/HnFJlJEhIxdnhxXepsK3U4vvwue+ZCRI7DwzvfI9A8d3MzncKXnPgvcSYloLs1Oic93K3Xx/ft4iIKDlJG9Fi1fk+WkLknhYT7nt1H27/1w64vD6cN78Ef79xhaoK7xQbgw43tjb0AeC8dyKKncRZ4SGiUbWbHXB7Reh1GpROomAbb9MLMzGtMANHu61Yf7Abn18UXMx6KIZHzodTiDtpegFe392OT+p68K0zZ0Tq8CKqKCsVj1yxBNc+9Sn+taUJq6fn48Jhz2mryQ5RBDL0WuRlJPcHFimO/HCYRa7RCu8nsPAeM1mjzHw/1BmY917EJoUbLQAAM3tJREFUee/xdsHCUjz7aSM2H+3Dz1/fjz9eszTs+zQFOp0TUU3gdUkJM9/f2heInJ/kuJZoKBul812KnTemKes9rb7HCqvTA4NuqNu93WTH3lZ/THuGQafqUQzzyv3F9yPdFjjc3lGTdoIljREoM7L4ThNr6o1+gtNQ7Dw734liLSPIjWrB3o6IJkfaiNZmssPrE6GN4qb2YBMiv3v2rLCuOSlxSJ+1JBuP9MDjE1GWkwqL04P6HquqP2sRkTrwapQowUmR85W5aart8Dx7bgn+tKEO79Z2Rrz47vH65Hny54QZm3tSjb/zfUdTP2wuj2JnCJ08owDfWFODP6w7gh++tAcLK4xyKoI0770yL10xxZR4mVEUfocpC+/xNxQ7P7zzPVB8L1ZGt24yEwQB93x+Hs7//cd4c28HPj7cg5NnFEz6/nw+Eb9//0hQt1XjomxN4HWpsc8Gl8cHvS4+IVYOtxcfBN47JzuuJRpGnfmuwM73sRYQb39u54i/r7tzjWoXhUqyU+VxPIc6B7GwImfS99XOme8UAikKPqrF90DBoZmJLWFjIZVCNbUgA+vuXDNuYpzaN7ARqUFxdip0GgFur4iuQQdKo7hJMtiESIfbG7VjIPUYb7NGm8mBCx79GIC6P2sRkTrwEwxFxLE7yo7FDz/x09hnBQBUqzByXnLW3GL8aUMd1h/oinixYUt9H0w2N3LTU7C8Oryi6JS8dJTnpKHVZMfWhn6cNlO5c4TuOHMGPq3vxdaGfnzznzvwn1tXwaDTct77MDWB2PnGXuukuvZsLg++wsJ73GUHOt8tTg9EUYQgCMNi59n5rgSzS7Jx7coqPLOxAfe8ug9vfusUpGgn9zr/l4+PYktDHww6DR7+4qIxx62o9bqkONuATIMOFqcHDb3WmG0gOfY6b0t9H6wuLwoy9dBqBMV0Dow6890emPmeppzie7ALiMHeTokEQcC8smx8dLgH+9oGJl18F0WRM98pJNK1bEVe9IoAUtRux4ADTo93RIIFhYaFVJoM/j4QxZ9WI6AsJw1NfTa09tujWnwnv+Y+G+ZPclRmMkmGz1pEpA4svlPYgo3/4Y6y+JA636fkq7eYuqQyBwWZBvRYnNh8tBenRrCo/XYgNvesucXQTbLYIxEEASfV5OOFbS3YeKRH0cV3nVaD31+1BOf97iPsaTXjrn/vxtdOnYbtjf0AgHS9NmGibyerMNMAY1oKzHY36nusmFOaHfT3SoX3T1l4j7vMQPHdJwI2lxcpWg0aevybktj5rhzfPmsmXt3VhiNdFvx1YwNuOmVayPexs9mEB986CAD+bvqFkR9TEm+CIGB6USZ2NZtwpMsSk9/h8a7zeiwufP4PnwBQxnVeqdFfnDXb3bA4Pcg06BTZ+Z4s5srFd/Ok72PA7oHV5e9iYuc7BSMWG0kLMvVIS9HC7vai3eRAdRJeJ0dSvN87iIhocipy/cX3ln47llVH5zEcbi+21PdF584VIth0l//7317MKzOqen2XiCiZsPhOYeOOMmVr7FV/57tGI+CsuUX415ZmvFvbGbHiu88n4u19kY3NPammAC9sa8EndT0Rub9oKjWm4a5zZuHH/92LV3a14ZVdbfK/vbyzDS/vHPq7EooqsSYIAmqKMvFZYz8Od1mCLr6z8K4saSlaaDUCvD4Rgw4PzHY3PD4RWQadXKij+DOmpeD7587G917cjUfeO4zPLy5DUVbwP58Bhxu3/Ws7PD4R5y8oxZXLK6N4tPE1vTBDLr7Hgpqu87JSU5CdqsOAw4N2kx0zirMUO/M9GcwNvG/uaxuY9H20Brre8zP0nOFJQZFHKOVGb2FaEARU5KbhcJcFzf02Ft+JiCgpSalTLREew9JvdeGDA114t7YTGw51w57gcfITpcAM2N340X/3oKHXhqv/shn/vmUVkwaIiFQgPoMiiShmEqHzHfB3pgPAu7WdEEUxIve5q8WEjgEHMg06rJ4++RnDw62a7p/7vq9tACabK+TvtzhiW7xYFGQMrBKKKvEgz30PzAifCAvvyiMIArIC3e+DDrc8731GcSYEQYjnodExLltagUWVObA4PfjlmweC/j5RFPGjl/aguc+Oitw0/OLSBQn9s5Xmvseq+K42Q3Pf/UVbqfPdqKDY+WQxr8wfi3mgfRBe3+Su3aTI+VJGzlMQRFGU57BHe4RShTT3vc8+wS2JiIgSkzSGpaU//PfC5j4bnvq4Hlc+sQnLfv4evvvvXXhrXwfsbi8KMw1h37/STS3IwPxy46h/VtcU4IWbV6E6Px0t/XZ86c+fonvQGe9DJiKiCbD4TpTARFGUi+9VKp/hvXp6AdL1WnQMOLCndfLxpcO9FYicXzu7KGLdVEVZqZhZnAlRBDbV9Yb8/U99Uh/U7YKNpaLwyEWu7omLXCy8K5dUfB9weOTiOyPnlUejEXDv5+cBAF7a3orPGoOLF3xhWzNe290OnUbA769akvBF1ppCFt/HMzT33QFRFIdmvjN2PuamFmTI0dz1gXEfoWo3B+a9s7uHxlDfY8XeVjP2tprx8eEeONw+aASg3+bC3lbzpH/3JlKZJxUcItvtR0REpBbSRrTJFN9FUcTeVjN+++4hnPe7j3DKg+tw32u12Hy0D16fiNklWbj9jBl47baT8dT1yyJ96KpTlJ2KZ7+6EuU5aTjaY8W1T346qYYfIiKKHVZviBJY96ATdrcXGmFoR6papaZocdrMQry5twPv1nZiYZAd22MRRRFv7/UX38+dF5nIecnq6QU41GnBJ3U9OG9BadDf915tJ96p7YRGAB68bCFml4wec56sM9jjYUagQHu4c/wiFwvvypZlSAFgP6bzncV3JVpcmYMvLqvAC9tacPcr+/C/b5wMrWbsLvbDnYO4+5V9AIDvnj0rKc47aVPQ0R4LfD4RmnGen2RUJhff7bC5vHB7/R3XLL7HnlYjYE5pFrY3mbCvzSz/7oai1eQAwHnvNLr6HivWPrT+uK/7ROCSxzbKf4/G+CQp1r45At1+REREalLfY4XV6YHb6wMA1HVbsHdYk8xYa1Zurw9b6/vwTm0n3q3tlJOqAEAjAMur83D2vBKcPbdY3uQGYMR9J7PynDT846YV+OLjm3CgYxBffnornr1pBTLZnENEpEh8dSZKYI2BmYdlOWnQ69QfdHH2vGK8ubcD7+zrxHfPnhXS90ofDiQNPVY09NqQohVQlGVAfY81Yotyq6fn45mNDdh4JPjOd7PNP8MJAG46ZRouW5q484rVRIqdr++xwu31IUV7/Hk0vPCeycK7ImUGOt8tTo+8kWJmcehFIIqN7507G2/u7cDe1gE8t7UJX1pRNertHG4vvvnPHXC4fThlRgFuPnVajI80PqbkpUOv1cDh9qHVZB+xMEVD8eRtJjvMgXnveq0GaZwXHlPSdZd/HqUJGw51Y3rh0OtusBsJpdj5chbfaRTBjkWKxvikodh5dr4TEVHyGG3jW7vZgQse/XjE16SNb1anBx8e6sY7tZ344ECXfH0OAKkpGpw2sxBnzS3B6bOLkJehH/Uxg01+TIaEyKkFGfjHjStwxRObsKvZhBue2Yq/fuVEpOn5WYeISGkS/12JKIlJkfPV+YnRJb12VhG0GgEHOwfR2GtFVZD/XWN1xQCA2yvi8sc3AYhcV8yKafnQCMDRHivazfbAwvP47n1tH7oGnZhWmIHvnDUz7GOgyCg1piJDr4XV5UVjrxU1RSO7pY8tvP+NhXdFyg4U33stLjT0+uNnZ7HzXbEKMg34zlkzce+rtXjo7YM4f0EpctKPX4j52eu1ONg5iIJMAx7+4uKk6QDXaTWoLkjHoU4LjnRZol58F8XJzeqOl/JhM9/lee/pKRAE5fx+JPoC4mjXXS9tb8VL21tHfC2Y6y6p+M7Od1IKaWOJ0+Pv9mvotQbV7UdERJQIgt3Q9uJnLahtH8DHR3rgCrxnAkBehh5nzinCWXNLcHJNQVBF46kFGVh355pxHzuZ3n9nlWTh7zeswNV/3owt9X245R+f4YnrlsKgYwEeSPzPWkSkHnyVIUowwzu8tzb45+VmpurkRSE1X5DmpOtxYnUeNh3txbu1nbjplOC6HGPdFWNMS8GCihzsajbhkyO9uGxpxbi3f39/J17a3gpBAH592aKIzZ+n8AmCgJriLOxqNuFwp2VE8Z2Fd/XISvXHTe9sNsEn+s/RwixDnI+KxnPtyio8t6UZBzsH8Zt3DuH+i+eP+Pc397TjH5ubAAC/vWJR0v08a4oy5eL72tlFUX2sf29rier9R5ocO2+2wyTNe09TVuR8oi8gRvK6Syq+S4kGRPE02sYSk809ZrcfERFRsvrDuiPy/6/KT8fZc4tx1twSLK3KHXes2Fj4vjrSggojnvrKclz35BZsONSN2/+1A//v6hOgGyWtMdkk+mctIlIPFt8pbNxRphxjdXi/tbcDbwXmmwPqXhA6e14xNh3txTshFN/j4aTp+djVbMLGIz3jFt/NNjd++FIgbv7kqVhaxeKt0tQUZvqL710WnBf4Ggvv6pIV6Hz/rLEfgD9yXkldsHQ8nVaDez4/D1f9eTOe/bQRy6tzMS0QWd054MCd/94FALjqxEqcMqMwnocaFzWB5+JIlyWqj/O3TQ342+bGoG6rlOs8qfjeYXagzxoovitw3rtar8NiyeP1oXPQCYCx86QM8Yy5JyIiUpMZRZm4aHEZzp5XghlF/PwdDcur8/Dn65bhhme24u19nbjrP7vxm8sXJU0i3Hj4WYuIlEAZq2SkatxRphzJsCB01txi3PtqLbY19KHP6hpzJlS8nVRTgMfW1+GTuh6IojjmB437Xqv1x80XZIQ8xz4SuHlmbFKKxPDC7d5WMxxuL+55dR/2tg6w8K4S0s+wKTCXdQYj51WhxOjvdPWJwO3P7Rz1Nv/a0oyvnTo96a4xphcFiu/d0Su+/3dHC376v30AgOtWVeGLyyrHvK2SrvOKswzQCP6xMtLmBGOaMq8V6HjDE5y6B53w+kToNAI6BxzoHnQq6neNiIiIiEb32ysWY365Md6HkfBOnlGAx750Am75x2f4745WpOm1+PnF87nZgYhIAZKvmkJRwUUwipWK3HTMLc1GbfsA3t/ficvHKQbE09KqXOh1GnQOOFHXbUVNoFAy3AcHOvHi9hZ/3PzlC+MSN8/NM6MbLUViw6FubDjUPeJrv/rCAhbeVUCKnZfMHOV8JOVJhg1lkyW9pxzpsoy7wWuy3t7XgTv/vRsA8JWTqvHTC+aqZgFHp9WgJDsVbWYHatsGACiz852AX7yxH5csKcfa2UUoyDSMmeDk8Yn4/B8+kf+u5gQnIiIiIqJIOnNuMR6+YjG+9dwO/PPTJqSnaPHj8+eo5vMbEVGiYvGdiFTnrLnFqG0fwLu1ExffOwcc+MtHR2N0ZENSU7RYVpWLjXW92FjXc1zx/fi4+byYH6OEC9jHC7aYV5XP504NMo9JbphZws53UrfphZkQBMBsd6PH4orozPtPjvTgtn/ugNcn4rKlFfi/89VTeJeU5aT5i+/tgeK7wma+k5//GqkXggAsqcwJujsqGTfcEBERERGN5fOLyuBwefG9F3fjLx/XI8Ogw7fPmhnvwyIiSmosvhORqtT3WDG90F/w3HCoG9sa+kZ0jEtd2s19Njz+YR1e2NoCl9cXl2M9qaYAG+t68cmRHly3qnrEv93/ei06B+IXN0+UTKTYeclMxs6TyqWmaFGRm4bmPjuOdFkiVnzf3tSPr/5tG1xeH86dV4JfXrpAlTMDy3LSgMZ+tPTbAbDzXamuOrESe1rN2Ns6gO1NJmxvMsX7kEhlOD6JiIiIyO+LyythdXlw76u1+N37h5Fh0OJrp06P92ERESUtfgolItU4No7U6fHhsj9tOu52584rwXv7O+HxiQAgx9TH2urp+QCAzUf74PWJ0AYKGB8c6MR/Potv3DxRMpBmB/dZXfLXslN16DA70GF2JOVIBUocNYWZ/uJ7twWrAu834djfPoDrn9oCm8uLU2YU4HdXLYZOq4nAkcZeWU7aiL8b0znzXYm+tKIK88uN6DA78P6BTry8oxVbG/rjfVikIhyfREREFFvc+KZsXzlpKmwuL3799kH84o0DSNPrcO3KqngfFhFRUuI7IRGpRrAxo2/t6wAAnDKjAN9cW4Oi7NRRZ4geK9IfDhaUG5Fl0MFsd6O2bQALKoww24fi5m88Kb5x80SJbKzZwQMODy549GP575wdTGpVU5SJdQe7UddlCfp7pA0px2o12fH9F3djwOHB0qpcPH7tUhh06t0YVp6TOuLvjJ2PrVAXZUuMqfjSiiosqsgZ8fpMFAy+hxMREcUON74p3zfW1sDq9OCx9XX4v5f3Ij1Fiy8srYj3YRERJR0W34ko4ayYmocffm4OFlfmyF+Lx4eD5n475pZl49P6Pry43d/p/sh7h9A54ERZTiovfomiKNjNOpwdTGpVU5QJADgSZPF9rA0px7rnwrlI16v7I8Kxne+MnY8tLspSomK3HxERETe+qcFd58yCzeXFMxsbcNd/diFdr8V5C0rjfVhEREmFnwqJEggXhPz+74K5mF9uHPG1WH84OLbI8czGBjyzsUH+e5vJgfN+9xG7bomIaFJCLb4Hu9FEENQ34/1YxxXf0xg7H2u8tqFExI0lREREpAaCIOCnF8yFzeXBC9tacPtzO/BEihZrZxfF+9CIiJJGYlfgiJIMF4SUg123RETh4Yay8dUUZgEAOgYcGHS4kZXK7m4JO9+JKFr4OYqIiIjUQKMR8MClC2FzefHa7nbc8o/P8MxXTsSq6fnxPjQioqSQnKuVRAmMC0JE4WPRjyj+uKFsfMb0FBRkGtBjcaKu2zpi1Eoyq++xwuJwIy1FC7vbCwBoM9lhtrsBJPfvjNLxvZeIiIiIKHK0GgG/vWIxHG4v3tvfhRv/uhX/uGkFTpiSG+9DIyJKeFy5ICIiOgaLfkTKwHNsfDVFGeixOHGkyzJh8b25zxabg4qjsebaX/HE5hF/58gXZeJ7LxERERFRZKVoNfjD1Sfgxr9uxSdHenH9U1vwr6+txLwy48TfTEREk8biOxER0Si4uE9ESlXfY4XV6UFehn+W+ea6XswuyZL/XSpQiqKIzUf78JePjuL9A13xOtyY4cgX9eN7LxERERFRZKWmaPHn65bhuie3YFtjP77050/xwKULUJmXPurtueGViCh8LL4TkWowjpSIiJLdaN3d/9negv9sbxnxtR+fPwf/29mKva0DAAABgBijYyQiIiIiIiLlSNfr8NRXluMLf9yIw50W3Prs9nFvz7QwIqLwxL1C9dhjj+HXv/412tvbMW/ePDzyyCM45ZRT4n1YRKRAjCMlomBxsw4lqmC7tn/++n4AgEGnwWVLK3DqjELc/I/PonloREREREREpFDZqSm458J5+NJfPp3wtkwLIyIKT1xXnJ9//nnccccdeOyxx3DSSSfh8ccfx3nnnYfa2lpMmTIlnodGRArFwjoRBYObdSjZ5aSl4IaTp+KalVXIy9Cjvsca1PdxQwoREREREVFiMqalxPsQiIiSQlxX1x5++GHceOONuOmmmwAAjzzyCN5++2388Y9/xAMPPBDPQyMiCgu7bonij4V1SmZPXb8cJ1Tlyn/nhhQiIiIiIiIiIqLoi1vVx+Vy4bPPPsMPfvCDEV8/++yzsXHjxjgdFRFRZLDIQURE8aTXaY77Gt9ziIiIiIiIiIiIoituxfeenh54vV4UFxeP+HpxcTE6OjpG/R6n0wmn0yn/fWBgIKrHSEQUDhY5iIiIiIiIiIiIiIiIksfxLTExJgjCiL+Lonjc1yQPPPAAjEaj/KeysjIWh0hERERERArHkS9ERERERERERBRvcVt5KigogFarPa7Lvaur67hueMkPf/hDfOc735H/PjAwwAI8ERERERFx5AsREREREREREcVd3Irver0eS5cuxbvvvotLLrlE/vq7776Liy66aNTvMRgMMBgMsTpEIiIiIiJFYXf3+FhYJyIiIiIiGh0/TxIRxUZcX0W/853v4Nprr8WyZcuwatUqPPHEE2hqasItt9wSz8MiIiIiIlIkdncTERERERHRZPDzJBFRbMS1+H7FFVegt7cX9913H9rb2zF//ny88cYbqKqqiudhEREREREpFhdCiIiIiIiIaDL4eZKIKPoEURTFeB/EZA0MDMBoNMJsNiM7Ozveh0NERERERERERERERERERHEWrzqyJmaPRERERERERERERERERERElKBYfCciIiIiIiIiIiIiIiIiIgoTi+9ERERERERERERERERERERhYvGdiIiIiIiIiIiIiIiIiIgoTCy+ExERERERERERERERERERhYnFdyIiIiIiIiIiIiIiIiIiojCx+E5ERERERERERERERERERBQmFt+JiIiIiIiIiIiIiIiIiIjCxOI7ERERERERERERERERERFRmHTxPoBwiKIIABgYGIjzkRARERERERERERERERERkRJI9WOpnhwrqi6+Dw4OAgAqKyvjfCRERERERERERERERERERKQkg4ODMBqNMXs8QYx1uT+CfD4f2trakJWVBUEQ4n04RAlhYGAAlZWVaG5uRnZ2drwPh0i1eC4RRR7PK6Lo4flFFD08v4gig+cSUeTxvCKKHp5fRNET7PkliiIGBwdRVlYGjSZ2k9hV3fmu0WhQUVER78MgSkjZ2dm8KCCKAJ5LRJHH84ooenh+EUUPzy+iyOC5RBR5PK+IoofnF1H0BHN+xbLjXRK7Mj8REREREREREREREREREVGCYvGdiIiIiIiIiIiIiIiIiIgoTCy+E9EIBoMBd999NwwGQ7wPhUjVeC4RRR7PK6Lo4flFFD08v4gig+cSUeTxvCKKHp5fRNGj9PNLEEVRjPdBEBERERERERERERERERERqRk734mIiIiIiIiIiIiIiIiIiMLE4jsREREREREREREREREREVGYWHwnIiIiIiIiIiIiIiIiIiIKE4vvREREREREREREREREREREYWLxnUgFHnjgASxfvhxZWVkoKirCxRdfjIMHD464jSiKuOeee1BWVoa0tDSsWbMG+/btk/+9r68Pt912G2bNmoX09HRMmTIFt99+O8xm84j7+fnPf47Vq1cjPT0dOTk5QR/jnj17cNpppyEtLQ3l5eW47777IIqi/O/t7e24+uqrMWvWLGg0Gtxxxx2Tei6IwpEI59Jwn3zyCXQ6HRYvXhz0/RNFWiKcV9dffz0EQTjuz7x58yb3pBBFiNLPL4fDgeuvvx4LFiyATqfDxRdfPOrtNmzYgKVLlyI1NRXTpk3Dn/70p5CeB6JoiNX51dDQgBtvvBFTp05FWloapk+fjrvvvhsul2vCY+RnLFKDRDiXhuNnLFKCRDiv+BmLlErp5xc/Y5GaxXIN4/Of/zymTJmC1NRUlJaW4tprr0VbW9uExxirz1gsvhOpwIYNG/CNb3wDmzdvxrvvvguPx4Ozzz4bVqtVvs2DDz6Ihx9+GH/4wx+wdetWlJSU4KyzzsLg4CAAoK2tDW1tbXjooYewZ88ePPPMM3jrrbdw4403jngsl8uFyy+/HLfeemvQxzcwMICzzjoLZWVl2Lp1Kx599FE89NBDePjhh+XbOJ1OFBYW4sc//jEWLVoU5jNCNDmJcC5JzGYzrrvuOpxxxhmTfDaIIiMRzqvf/e53aG9vl/80NzcjLy8Pl19+eZjPDlF4lH5+eb1epKWl4fbbb8eZZ5456m3q6+vxuc99Dqeccgp27NiBH/3oR7j99tvx4osvTuIZIYqcWJ1fBw4cgM/nw+OPP459+/bht7/9Lf70pz/hRz/60bjHx89YpBaJcC5J+BmLlCIRzit+xiKlUvr5xc9YpGaxXMNYu3YtXnjhBRw8eBAvvvgi6urqcNlll417fDH9jCUSkep0dXWJAMQNGzaIoiiKPp9PLCkpEX/5y1/Kt3E4HKLRaBT/9Kc/jXk/L7zwgqjX60W3233cvz399NOi0WgM6ngee+wx0Wg0ig6HQ/7aAw88IJaVlYk+n++425922mnit771raDumyia1HwuXXHFFeJPfvIT8e677xYXLVoU1P0TxYKazyvJf//7X1EQBLGhoSGoxyCKFaWdX8N9+ctfFi+66KLjvv69731PnD179oiv3XzzzeLKlStDfgyiaIrF+SV58MEHxalTp457PPyMRWql5nOJn7FIqdR8Xkn4GYuUSmnn13D8jEVqF8vz63//+58oCILocrnGvE0sP2Ox851IhaSIjby8PAD+3W4dHR04++yz5dsYDAacdtpp2Lhx47j3k52dDZ1OF9bxbNq0CaeddhoMBoP8tXPOOQdtbW1oaGgI676Jokmt59LTTz+Nuro63H333WE9HlE0qPW8Gu7JJ5/EmWeeiaqqqrAemyjSlHZ+BWPTpk0jjg/wn4Pbtm2D2+2O+uMTBSuW55fZbJYfZyz8jEVqpdZziZ+xSMnUel4Nx89YpFRKO7+Cwc9YpBaxOr/6+vrw7LPPYvXq1UhJSRnzfmL5GYvFdyKVEUUR3/nOd3DyySdj/vz5AICOjg4AQHFx8YjbFhcXy/92rN7eXtx///24+eabwz6mjo6OUR97+LERKY1az6XDhw/jBz/4AZ599tmYFE2IQqHW82q49vZ2vPnmm7jpppvCfmyiSFLi+RWMsc5Bj8eDnp6emBwD0URieX7V1dXh0UcfxS233DLuMfEzFqmRWs8lfsYiJVPreTUcP2ORUinx/AoGP2ORGsTi/Pr+97+PjIwM5Ofno6mpCf/73//GPaZYfsZi8Z1IZb75zW9i9+7d+Ne//nXcvwmCMOLvoige9zXAP9vi/PPPx9y5c0Pe1T1v3jxkZmYiMzMT55133riPPdrXiZRCjeeS1+vF1VdfjXvvvRczZ84M6fGIYkGN59WxnnnmGeTk5ODiiy8O6bGJok2p51cweJ1ISher86utrQ3nnnsuLr/88hEFCH7GokShxnOJn7FI6dR4Xh2Ln7FIqZR6fgWD14mkdLE4v+666y7s2LED77zzDrRaLa677jr5XIj3Zyxu5yRSkdtuuw2vvPIKPvzwQ1RUVMhfLykpAeDfnVNaWip/vaur67idPIODgzj33HORmZmJ//73v+PGcIzmjTfekONr0tLS5Mc/dmdQV1cXgON3MREpgVrPpcHBQWzbtg07duzAN7/5TQCAz+eDKIrQ6XR45513cPrpp4d0HESRotbzajhRFPHUU0/h2muvhV6vD+mxiaJJqedXMMY6B3U6HfLz80M6BqJoiNX51dbWhrVr12LVqlV44oknRvwbP2NRIlDrucTPWKRkaj2vhuNnLFIqpZ5fweBnLFK6WJ1fBQUFKCgowMyZMzFnzhxUVlZi8+bNWLVqVdw/Y7HznUgFRFHEN7/5Tbz00kv44IMPMHXq1BH/PnXqVJSUlODdd9+Vv+ZyubBhwwasXr1a/trAwADOPvts6PV6vPLKK0hNTQ35WKqqqlBTU4OamhqUl5cDAFatWoUPP/wQLpdLvt0777yDsrIyVFdXh/wYRNGi9nMpOzsbe/bswc6dO+U/t9xyC2bNmoWdO3dixYoVIR8HUbjUfl4Nt2HDBhw5cgQ33nhjyI9NFA1KP7+CsWrVqhHHB/jPwWXLloW8AYAokmJ5frW2tmLNmjU44YQT8PTTT0OjGbkUw89YpGZqP5f4GYuUSO3n1XD8jEVKo/TzKxj8jEVKFc81DKmD3el0AlDAZyyRiBTv1ltvFY1Go7h+/Xqxvb1d/mOz2eTb/PKXvxSNRqP40ksviXv27BGvuuoqsbS0VBwYGBBFURQHBgbEFStWiAsWLBCPHDky4n48Ho98P42NjeKOHTvEe++9V8zMzBR37Ngh7tixQxwcHBzz+Ewmk1hcXCxeddVV4p49e8SXXnpJzM7OFh966KERt5Pua+nSpeLVV18t7tixQ9y3b1+Eny2isSXKuTTc3XffLS5atCj8J4dokhLpvLrmmmvEFStWRPDZIQqP0s8vURTFffv2iTt27BAvvPBCcc2aNfL3SY4ePSqmp6eL3/72t8Xa2lrxySefFFNSUsT//Oc/kX2yiEIUq/OrtbVVrKmpEU8//XSxpaVlxG3Gw89YpBaJci4Nx89YFG+JdF7xMxYpjdLPL1HkZyxSr1idX59++qn46KOPijt27BAbGhrEDz74QDz55JPF6dOniw6HY8zji+VnLBbfiVQAwKh/nn76afk2Pp9PvPvuu8WSkhLRYDCIp556qrhnzx7539etWzfm/dTX18u3+/KXvzzqbdatWzfuMe7evVs85ZRTRIPBIJaUlIj33HOP6PP5JvzvqKqqisAzRBScRDmXhuPCEMVbopxXJpNJTEtLE5944olIPC1EEaGG86uqqmrU7xtu/fr14pIlS0S9Xi9WV1eLf/zjHyPx9BCFJVbn19NPPz3mbSbCz1ikBolyLg3Hz1gUb4lyXvEzFimRGs4vfsYitYrV+bV7925x7dq1Yl5enmgwGMTq6mrxlltuEVtaWiY8xlh9xhICd0RERERERERERERERERERESTxJnvREREREREREREREREREREYWLxnYiIiIiIiIiIiIiIiIiIKEwsvhMREREREREREREREREREYWJxXciIiIiIiIiIiIiIiIiIqIwsfhOREREREREREREREREREQUJhbfiYiIiIiIiIiIiIiIiIiIwsTiOxERERERERERERERERERUZhYfCciIiIiIiLVWL9+PQRBgMlkithtq6ur8cgjj0Tk+CaroaEBgiBg586dcT2Osbz88suoqamBVqvFHXfcEe/DISIiIiIiIlIkFt+JiIiIiIgoaBs3boRWq8W5554bl8dfvXo12tvbYTQaQ77tM888g5ycnONut3XrVnzta1+L9KHKrr/+egiCMO6fyspKtLe3Y/78+VE7jnDcfPPNuOyyy9Dc3Iz7779/1NtUV1fL/z3p6emYP38+Hn/88Yg8/lg/u8nejoiIiIiIiCgaWHwnIiIiIiKioD311FO47bbb8PHHH6OpqSnmj6/X61FSUgJBECJ228LCQqSnp0fqEI/zu9/9Du3t7fIfAHj66adHfE2r1aKkpAQ6nS5qxzFZFosFXV1dOOecc1BWVoasrKwxb3vfffehvb0du3fvxsUXX4xbbrkFzz//fAyPloiIiIiIiCh+WHwnIiIiIiKioFitVrzwwgu49dZbccEFF+CZZ5457javvPIKli1bhtTUVBQUFODSSy+V/62rqwsXXngh0tLSMHXqVDz77LMjIt9Hi143mUwQBAHr168HcHyUfGNjIy688ELk5uYiIyMD8+bNwxtvvHHcbdevX4+vfOUrMJvNcnf2PffcA+D42PmmpiZcdNFFyMzMRHZ2Nr74xS+is7NT/vd77rkHixcvxt///ndUV1fDaDTiyiuvxODg4KjPm9FoRElJifwHAHJyckZ87dj/dunY3377bSxZsgRpaWk4/fTT0dXVhTfffBNz5sxBdnY2rrrqKthsNvmxRFHEgw8+iGnTpiEtLQ2LFi3Cf/7zn3F/rv39/bjuuuuQm5uL9PR0nHfeeTh8+LB8HFKx/fTTTx/xsxhNVlYWSkpKUFNTg5/97GeYMWMGXn755aCe1127dmHt2rXIyspCdnY2li5dim3bto37s5uI9LN66qmnMGXKFGRmZuLWW2+F1+vFgw8+iJKSEhQVFeHnP//5iO97+OGHsWDBAmRkZKCyshJf//rXYbFYRtzmz3/+MyorK5Geno5LLrkEDz/88HFd96+++iqWLl2K1NRUTJs2Dffeey88Hk9Qx05ERERERETqw+I7ERERERERBeX555/HrFmzMGvWLFxzzTV4+umnIYqi/O+vv/46Lr30Upx//vnYsWMH3n//fSxbtkz+9+uvvx4NDQ344IMP8J///AePPfYYurq6wjqmb3zjG3A6nfjwww+xZ88e/OpXv0JmZuZxt1u9ejUeeeQRZGdny93md95553G3E0URF198Mfr6+rBhwwa8++67qKurwxVXXDHidnV1dXj55Zfx2muv4bXXXsOGDRvwy1/+Mqz/ltHcc889+MMf/oCNGzeiubkZX/ziF/HII4/gn//8J15//XW8++67ePTRR+Xb/+QnP8HTTz+NP/7xj9i3bx++/e1v45prrsGGDRvGfIzrr78e27ZtwyuvvIJNmzZBFEV87nOfg9vtxurVq3Hw4EEAwIsvvoj29nasXr066ONPTU2F2+0O6nn90pe+hIqKCmzduhWfffYZfvCDHyAlJSXon91Y6urq8Oabb+Ktt97Cv/71Lzz11FM4//zz0dLSgg0bNuBXv/oVfvKTn2Dz5s3y92g0Gvz+97/H3r178de//hUffPABvve978n//sknn+CWW27Bt771LezcuRNnnXXWcQX8t99+G9dccw1uv/121NbW4vHHH8czzzxz3O2IiIiIiIgocSgvz46IiIiIiIgU6cknn8Q111wDADj33HNhsVjw/vvv48wzzwQA/PznP8eVV16Je++9V/6eRYsWAQAOHTqEN998E5s3b8aKFSvk+5szZ05Yx9TU1IQvfOELWLBgAQBg2rRpo95Or9fDaDRCEAS5+3w07733Hnbv3o36+npUVlYCAP7+979j3rx52Lp1K5YvXw4A8Pl8eOaZZ+Su8GuvvRbvv/9+xAurP/vZz3DSSScBAG688Ub88Ic/RF1dnfzfedlll2HdunX4/ve/D6vViocffhgffPABVq1aBcD/fHz88cd4/PHHcdpppx13/4cPH8Yrr7yCTz75RC6qP/vss6isrMTLL7+Myy+/HEVFRQCAvLy8cZ+74TweD/7xj39gz549uPXWW4N6XpuamnDXXXdh9uzZAIAZM2bI9xfMz24sPp8PTz31FLKysjB37lysXbsWBw8exBtvvAGNRoNZs2bhV7/6FdavX4+VK1cCAO644w75+6dOnYr7778ft956Kx577DEAwKOPPorzzjtP3gQwc+ZMbNy4Ea+99pr8fT//+c/xgx/8AF/+8pcB+H8W999/P773ve/h7rvvDvm/g4iIiIiIiJSPne9EREREREQ0oYMHD2LLli248sorAQA6nQ5XXHEFnnrqKfk2O3fuxBlnnDHq9+/fvx86nW5EJ/zs2bOPi+kO1e233y4XqO+++27s3r07rPvbv38/Kisr5QIxAMydOxc5OTnYv3+//LXq6uoRs89LS0vD7uIfzcKFC+X/X1xcjPT09BEbDIqLi+XHra2thcPhwFlnnYXMzEz5z9/+9jfU1dWNev/Sz0XaEAEA+fn5mDVr1oj/3mB9//vfR2ZmJtLS0vCNb3wDd911F26++eagntfvfOc7uOmmm3DmmWfil7/85ZjHHKpjf1bFxcWYO3cuNBrNiK8N//mtW7cOZ511FsrLy5GVlYXrrrsOvb29sFqtAPznw4knnjjicY79+2effYb77rtvxM/iq1/9Ktrb20eMCiAiIiIiIqLEwc53IiIiIiIimtCTTz4Jj8eD8vJy+WuiKCIlJQX9/f3Izc1FWlramN8vxdMLgjDmbaRi6PAoe7fbPe5x3XTTTTjnnHPw+uuv45133sEDDzyA3/zmN7jtttuC+u8a7ThHO8Zjv56SkjLi3wVBgM/nm9Rjjmf44wiCMO7jSv/7+uuvj/g5AYDBYBj1/oc/18d+fbyf1VjuuusuXH/99UhPT0dpaal8H8E8r/fccw+uvvpqvP7663jzzTdx991347nnnsMll1wS8nEMN9pzNt7z2NjYiM997nO45ZZbcP/99yMvLw8ff/wxbrzxRvn3cbT/nmOfS5/Ph3vvvReXXnrpcceUmpoa1n8TERERERERKRM734mIiIiIiGhcHo8Hf/vb3/Cb3/wGO3fulP/s2rULVVVVePbZZwH4u7Tff//9Ue9jzpw58Hg82LZtm/y1gwcPwmQyyX8vLCwEALS3t8tf27lz54THV1lZiVtuuQUvvfQSvvvd7+LPf/7zqLfT6/Xwer3j3tfcuXPR1NSE5uZm+Wu1tbUwm81hR+RH29y5c2EwGNDU1ISampoRf4Z3nB/7PR6PB59++qn8td7eXhw6dGhS/70FBQWoqalBWVnZiOJ0sM/rzJkz8e1vfxvvvPMOLr30Ujz99NMAgvvZRcq2bdvg8Xjwm9/8BitXrsTMmTPR1tY24jazZ8/Gli1bjvu+4U444QQcPHjwuJ9FTU3NiK57IiIiIiIiShzsfCciIiIiIqJxvfbaa+jv78eNN94Io9E44t8uu+wyPPnkk/jmN7+Ju+++G2eccQamT5+OK6+8Eh6PB2+++Sa+973vYdasWTj33HPx1a9+FU888QR0Oh3uuOOOEd3yaWlpWLlyJX75y1+iuroaPT09+MlPfjLusd1xxx0477zzMHPmTPT39+ODDz4Ys2hcXV0tz6lftGgR0tPTkZ6ePuI2Z555JhYuXIgvfelLeOSRR+DxePD1r38dp5122ojIfCXKysrCnXfe+f/bu2OXrLcwDuBfdawGB1tCUiNDCBRU0JI3EcMCRUirrUlDkEiHoEkQBUnkHRLChhKHhmiJigyClqihIKKW/oBWFx0cTL3b5Uq3W/EWL3E/n/n5HR7OGb/n95xMTk5mZ2cnXV1dWV9fz+vXr7N///6/3x7/p6NHj2ZwcDCjo6O5fft2Dhw4kOvXr+fQoUMZHBz8Zb19b183Nzdz7dq1DA8Pp76+Pp8/f87bt28zNDSU5MfO7lc5cuRIvnz5ksXFxQwMDOTVq1dZWlraU3PlypUUCoUUi8UMDAzkxYsXWV1d3XPhYGpqKv39/amtrc358+dTWVmZDx8+5OPHj5mdnf0tvQMAAFBerloDAADwn+7cuZPe3t6vgvckGRoayvv37/Pu3bt0d3fnwYMHefToUVpaWtLT07Pnj+rl5eXU1tbm1KlTOXfuXC5fvpyDBw/uWe/u3bvZ2tpKW1tbrl69+t2Qcnt7O+Pj42lqasqZM2dy7Nix3Lp1619rT5w4kbGxsVy8eDE1NTWZn5//qqaioiIPHz5MdXV1CoVCent709DQkPv37//IVpXdzMxMpqamMjc3l6ampvT19eXx48epr6//5jfLy8tpbW1Nf39/Ojs7s7u7m6dPn341mr0U39vXqqqqrK2t5dKlS2lsbMyFCxdy9uzZTE9PJ/mxs/tVWlpaUiwWc+PGjRw/fjz37t3L3NzcnpqTJ09maWkpxWIxzc3NefbsWSYnJ/eMk+/r68uTJ0/y/PnztLe3p6OjI8ViMYcPH/5tvQMAAFBeFbvfeuANAAAAfrO6urpMTExkYmKi3K1ASUZHR/Pp06e8fPmy3K0AAABQJsbOAwAAAPykhYWFnD59Ovv27cvq6mpWVla+OXUBAACA/wfhOwAAAMBPevPmTebn57OxsZGGhobcvHkzIyMj5W4LAACAMjJ2HgAAAAAAAABKVFnuBgAAAAAAAADgTyd8BwAAAAAAAIASCd8BAAAAAAAAoETCdwAAAAAAAAAokfAdAAAAAAAAAEokfAcAAAAAAACAEgnfAQAAAAAAAKBEwncAAAAAAAAAKJHwHQAAAAAAAABK9BfF7UA5rpdYdQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 2500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(25, 5))\n",
    "ax.scatter(dist_dts, dist_plot, marker='s')\n",
    "ax.plot(dist_dts, dist_plot)\n",
    "ax.set_xlabel('Acquisition Time of Post Image')\n",
    "ax.set_ylabel('Mahalanobis Distance VH')\n",
    "ax.hlines(3, dist_dts[0], dist_dts[-1], ls='--')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Example Workflow"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def generate_post_idxs_for_workflow(acq_dt_l: list[pd.Timestamp],\n",
    "                                    n_pre_img: int, \n",
    "                                    n_post_imgs_to_confirm: int,\n",
    "                                    lookback_length_days: int) -> list:\n",
    "    n_acqs = len(acq_dt_l)\n",
    "    if lookback_length_days >= 60:\n",
    "        temporal_window_size = n_pre_img // 2 + 1\n",
    "        valid_post_idxs = [i for i, ts in enumerate(acq_dt_l) if (ts >= acq_dt_l[temporal_window_size] + pd.Timedelta(lookback_length_days, 'd')) and\n",
    "                          (i > n_pre_img) and (i < n_acqs - n_post_imgs_to_confirm + 1)\n",
    "                         ]\n",
    "    elif lookback_length_days == 0:\n",
    "         valid_post_idxs = list(range(n_pre_img + 1, n_acqs)) \n",
    "    else:\n",
    "        raise ValueError('if lookback_length_days is nonzero, must be greater than 60')\n",
    "    return valid_post_idxs\n",
    "\n",
    "\n",
    "def lookup_pre_idx(post_idx: int,\n",
    "                   acq_dt_l: list[pd.Timestamp],\n",
    "                   n_pre_img: int,\n",
    "                   lookback_length_days: int):\n",
    "    if lookback_length_days >= 60:\n",
    "        window_size = n_pre_img // 2\n",
    "        valid_pre_idx = [i for (i, ts) in enumerate(acq_dt_l) if ts < (acq_dt_l[post_idx] - pd.Timedelta(lookback_length_days, 'd'))]\n",
    "        if valid_pre_idx:\n",
    "            pre_idx_center = valid_pre_idx[-1]\n",
    "            pre_idxs = list(range(pre_idx_center - window_size, pre_idx_center + window_size + 1))\n",
    "        else:\n",
    "            raise ValueError('post idx does nothave valid pre-indices')\n",
    "    elif lookback_length_days == 0:\n",
    "         pre_idxs = list(range(post_idx - n_pre_img - 1, post_idx))\n",
    "    else:\n",
    "        raise ValueError('if lookback_length_days is nonzero, must be greater than 60')\n",
    "    return pre_idxs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "acq_dt_l = df_rtc_ts.acq_datetime.tolist()\n",
    "n_pre_img = 5\n",
    "n_post_imgs_to_confirm = 3\n",
    "lookback_length_days = 365"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "valid_post_idxs = generate_post_idxs_for_workflow(acq_dt_l, \n",
    "                                                  n_pre_img, \n",
    "                                                  n_post_imgs_to_confirm, \n",
    "                                                  lookback_length_days)\n",
    "valid_pre_idxs = [lookup_pre_idx(post_idx, acq_dt_l, n_pre_img, lookback_length_days) for post_idx in valid_post_idxs]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "T = 3\n",
    "\n",
    "def window_mahalanobis_1d_workflow(arr_data_l: list[list], \n",
    "                                   acq_dt_l: list[pd.Timestamp],\n",
    "                                   n_pre_img: int = LOOKBACK_WINDOW, \n",
    "                                   n_post_imgs_to_confirm: int = 3,\n",
    "                                   lookback_length_days: int = LOOKBACK_LENGTH_DAYS\n",
    "                                   ):\n",
    "    N = len(arr_data_l)\n",
    "    M = len(acq_dt_l)\n",
    "    if N != M:\n",
    "        raise ValueError('arr_data_l and acq_dt_l must have same length')\n",
    "\n",
    "    if (lookback_length_days != 0) and (lookback_length_days < 60):\n",
    "        raise ValueError('If using non-zero lookback_length, must be larger than 60 days')\n",
    "    valid_post_idxs = generate_post_idxs_for_workflow(acq_dt_l, n_pre_img, n_post_imgs_to_confirm, lookback_length_days)\n",
    "    valid_pre_idxs = [lookup_pre_idx(post_idx, acq_dt_l, n_pre_img, lookback_length_days) for post_idx in valid_post_idxs]\n",
    "    \n",
    "    dist_objs = [compute_mahalonobis_dist_1d(arr_data_l[pre_idxs[0]: pre_idxs[-1]], \n",
    "                                             [arr_data_l[post_idx + j] for j in range(n_post_imgs_to_confirm)],\n",
    "                                             window_size=3) for (pre_idxs, post_idx) in zip(valid_pre_idxs, valid_post_idxs)]\n",
    "    # 1 for change and 0 elsewhere\n",
    "    # note the [1, 1] indexing!\n",
    "    change_pts_init = [int(all([d[1, 1] > T for d in dist_ob.dist])) if dist_ob is not None else 0 for dist_ob in dist_objs]\n",
    "    # Change\n",
    "    try:\n",
    "        ind_c = change_pts_init.index(1)\n",
    "        change_pts = [int(ind >= ind_c) for ind in range(len(change_pts_init))]\n",
    "    # No Change\n",
    "    except ValueError:\n",
    "        change_pts = change_pts_init\n",
    "    valid_dts = pd.Series([acq_dt_l[k] for k in valid_post_idxs])\n",
    "    return valid_dts, np.array(change_pts)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "ts_obs, y_obs = window_mahalanobis_1d_workflow(vh_arrs, df_rtc_ts.acq_datetime.tolist())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
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      "text/plain": [
       "<Figure size 2500x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots(figsize=(25, 5))\n",
    "\n",
    "\n",
    "ax1.scatter(ts_obs, y_obs)\n",
    "ax1.set_ylabel('Change/No Change')\n",
    "ax1.set_ylim(-.05, 1.05)\n",
    "ax2 = ax1.twinx()\n",
    "bs = vv_c#.rolling(3).sum()\n",
    "ax2.plot(df_rtc_ts['acq_datetime'], bs, \n",
    "         marker='v', color='tab:brown', label='vh_avg')\n",
    "ax2.set_ylabel('vh', color='tab:brown')\n",
    "ax2.tick_params(axis='y', labelcolor='tab:brown')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Accuracy\n",
    "\n",
    "Let's just compare data directly and get accuracy per site."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "change_time = df_site['change_time'][0]\n",
    "last_observation_time = df_site['last_observation_time'][0]\n",
    "\n",
    "FIRST_OBSERVATION_VAL_DATA = pd.Timestamp('2021-10-01')\n",
    "NODATA_VAL = 3\n",
    "\n",
    "def generate_val_vec(valid_obs: pd.Series,\n",
    "                     last_observed: pd.Timestamp, \n",
    "                     change_time: pd.Timestamp, \n",
    "                            ) -> np.ndarray:\n",
    "    \"\"\"\n",
    "    0 = no change\n",
    "    1 = change\n",
    "    2 = either change / no change\n",
    "    255 = nodata\n",
    "    \"\"\"\n",
    "    y_val = np.zeros(valid_obs.shape[0], dtype=np.uint8)\n",
    "    y_val[valid_obs < FIRST_OBSERVATION_VAL_DATA] = NODATA_VAL\n",
    "    \n",
    "    # No change\n",
    "    if isinstance(change_time, type(pd.NaT)):\n",
    "        pass\n",
    "    # Change\n",
    "    else:\n",
    "        # after change time - these are definite change observations\n",
    "        y_val[(valid_obs >= change_time)] = 1\n",
    "        # between change time and last observations - these are indeterminate\n",
    "        if isinstance(last_observed_time, type(pd.NaT)):\n",
    "            y_val[valid_obs < change_time] = 2\n",
    "        else:\n",
    "            ind = (valid_obs < change_time) & (valid_obs > last_observed_time)\n",
    "            y_val[ind] = 2\n",
    "    return y_val\n",
    "\n",
    "def get_total_accuracy(y_val, y_obs) -> float:\n",
    "    mask = y_val == 255\n",
    "\n",
    "    acc = ((y_val == 2) | (y_val == y_obs)).sum() / (~mask).sum()\n",
    "    return acc\n",
    "\n",
    "def get_user_change_accuracy(y_val, y_obs, label=0) -> float:\n",
    "    mask = y_val == 255\n",
    "    y_val_is_label = (y_val == label)\n",
    "    \n",
    "    if y_val_is_label.sum() == 0:\n",
    "        user_acc = np.nan\n",
    "    else:\n",
    "        user_acc = (y_val_is_label & (y_obs == label)).sum() / (y_val_is_label & (y_val != 2) & ~mask).sum()\n",
    "    return user_acc\n",
    "\n",
    "\n",
    "def get_producer_change_accuracy(y_val, y_obs, label=0) -> float:\n",
    "    mask = (y_val == 255)\n",
    "    y_obs_is_label = (y_obs == label)\n",
    "    \n",
    "    if y_obs_is_label.sum() == 0:\n",
    "        prod_acc = np.nan\n",
    "    else:\n",
    "        prod_acc = (y_obs_is_label & (y_val == label)).sum() / (y_obs_is_label & (y_val != 2) & ~mask).sum()\n",
    "    return prod_acc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "total_acc=1.00 user_acc_0=1.00 prod_acc_0=1.00 user_acc_1=nan prod_acc_1=nan\n"
     ]
    }
   ],
   "source": [
    "y_val = generate_val_vec(ts_obs, last_observation_time, change_time)\n",
    "\n",
    "prod_acc_0 = get_producer_change_accuracy(y_val, y_obs, label=0)\n",
    "prod_acc_1 = get_producer_change_accuracy(y_val, y_obs, label=1)\n",
    "\n",
    "user_acc_0 = get_user_change_accuracy(y_val, y_obs, label=0)\n",
    "user_acc_1 = get_user_change_accuracy(y_val, y_obs, label=1)\n",
    "\n",
    "total_acc = get_total_accuracy(y_val, y_obs)\n",
    "\n",
    "print(f'{total_acc=:.2f} {user_acc_0=:.2f} {prod_acc_0=:.2f} {user_acc_1=:.2f} {prod_acc_1=:.2f}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x37731c110>"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 2500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(25, 5))\n",
    "ax.plot(ts_obs, y_val, marker='s', label='validation', alpha=.5)\n",
    "ax.plot(ts_obs, y_obs, marker='o', label='Change Workflow', alpha=.2)\n",
    "ax.set_ylim(-0.5, 3.05)\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "# Serialize"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>site_id</th>\n",
       "      <th>change_label</th>\n",
       "      <th>change_type</th>\n",
       "      <th>change_time</th>\n",
       "      <th>last_observation_time</th>\n",
       "      <th>mgrs_tile_id</th>\n",
       "      <th>jpl_burst_id</th>\n",
       "      <th>geometry</th>\n",
       "      <th>accuracy</th>\n",
       "      <th>user_accuracy_0</th>\n",
       "      <th>prod_accuracy_0</th>\n",
       "      <th>user_accuracy_1</th>\n",
       "      <th>prod_accuracy_1</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>263</td>\n",
       "      <td>noChange</td>\n",
       "      <td>No Change</td>\n",
       "      <td>NaT</td>\n",
       "      <td>NaT</td>\n",
       "      <td>38SPF</td>\n",
       "      <td>T174-371806-IW2</td>\n",
       "      <td>POINT (47.09363 36.71457)</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   site_id change_label change_type change_time last_observation_time  \\\n",
       "0      263     noChange   No Change         NaT                   NaT   \n",
       "\n",
       "  mgrs_tile_id     jpl_burst_id                   geometry  accuracy  \\\n",
       "0        38SPF  T174-371806-IW2  POINT (47.09363 36.71457)       1.0   \n",
       "\n",
       "   user_accuracy_0  prod_accuracy_0  user_accuracy_1  prod_accuracy_1  \n",
       "0              1.0              1.0              NaN              NaN  "
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_data = df_site.iloc[:1].copy()\n",
    "df_data.loc[:, 'jpl_burst_id'] = BURST_ID\n",
    "df_data['accuracy'] = total_acc\n",
    "df_data['user_accuracy_0'] = user_acc_0\n",
    "df_data['prod_accuracy_0'] = prod_acc_0\n",
    "df_data['user_accuracy_1'] = user_acc_1\n",
    "df_data['prod_accuracy_1'] = prod_acc_1\n",
    "\n",
    "df_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('site_metrics/lookback-365-days__window-5')"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "out_dir = Path(f'site_metrics/lookback-{str(LOOKBACK_LENGTH_DAYS)}-days__window-{LOOKBACK_WINDOW}')\n",
    "out_dir.mkdir(exist_ok=True, parents=True)\n",
    "out_dir"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "df_data.to_parquet(out_dir / f'{SITE_ID}__{BURST_ID}.parquet')"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "dist-s1-harness",
   "language": "python",
   "name": "dist-s1-harness"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}